From 2c181400b53833954a3f4c0de04c8ccb99257c75 Mon Sep 17 00:00:00 2001 From: Bart Doekemeijer Date: Tue, 4 Nov 2025 16:56:27 +0100 Subject: [PATCH 1/9] Add script to generate a fake LES timeseries (for time being) --- .../12a_generate_fake_les_data.ipynb | 374 ++++++++++++++++++ 1 file changed, 374 insertions(+) create mode 100644 examples_smarteole/12a_generate_fake_les_data.ipynb diff --git a/examples_smarteole/12a_generate_fake_les_data.ipynb b/examples_smarteole/12a_generate_fake_les_data.ipynb new file mode 100644 index 00000000..b9a776ba --- /dev/null +++ b/examples_smarteole/12a_generate_fake_les_data.ipynb @@ -0,0 +1,374 @@ +{ + "cells": [ + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Analyze Energy Ratios during Baseline Operation\n", + "\n", + "In this notebook, we will demonstrate how to compute and plot the energy ratio between test and reference turbines as a function of wind direction. We'll focus on baseline operation for this example (i.e., without wake steering). The energy ratios can be used to evaluate wake losses experienced by different turbines." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from pathlib import Path\n", + "\n", + "import numpy as np\n", + "import pandas as pd\n", + "\n", + "from flasc.data_processing import dataframe_manipulations as dfm\n", + "from flasc.utilities import floris_tools as ftools\n", + "from flasc.utilities.utilities_examples import load_floris_smarteole as load_floris" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# Suppress warnings\n", + "import warnings\n", + "\n", + "warnings.filterwarnings(\"ignore\")" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 0: Load processed data\n", + "\n", + "Load the processed SCADA data with power curve filtering and northing calibration applied and inspect" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def load_data():\n", + " root_path = Path.cwd()\n", + " f = root_path / \"postprocessed\" / \"df_scada_data_60s_filtered_and_northing_calibrated.pkl\"\n", + " df_scada = pd.read_pickle(f)\n", + " return df_scada\n", + "\n", + "\n", + "df_scada = load_data()" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 1. Prepare FLORIS object\n", + "\n", + "description..." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "# Load FLORIS model of site\n", + "fm, turbine_weights = load_floris()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " wd_min wd_max turbines\n", + "0 0.0 25.0 [0]\n", + "1 25.0 28.0 [0, 2]\n", + "2 28.0 31.0 [0, 2, 6]\n", + "3 31.0 31.3 [0, 2, 3, 6]\n", + "4 31.3 31.5 [0, 2, 3, 4, 6]" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Use FLORIS to identify upstream / unwaked turbines for\n", + "# each direction\n", + "df_upstream = ftools.get_upstream_turbs_floris(fm)\n", + "df_upstream.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "# Use flasc tools to establish reference wind speeds and directions\n", + "\n", + "# Since will be interested in looking at impacts on SMV5/[4], exclude\n", + "# it from each calculation\n", + "\n", + "# Set the wind direction as the average of all turbine averages\n", + "df_scada = dfm.set_wd_by_turbines(df_scada, [0, 1, 2, 3, 5, 6])\n", + "\n", + "# Set the wind speed to be the average of all upstream turbines\n", + "# (turbines not in a wake in a given direction)\n", + "# Except for SMV5\n", + "df_scada = dfm.set_ws_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=[4])\n", + "\n", + "# Set the reference power to the average of all upstream turbines\n", + "# Except for SMV5\n", + "df_scada = dfm.set_pow_ref_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=[4])" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 2: Generate a fake LES timeseries based on FLORIS solutions and noise\n", + "\n", + "Description..." + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "# Load a FLORIS precalculated solutions table\n", + "floris_path = Path.cwd() / \"precalculated_floris_solutions\"\n", + "wake_model = \"turbopark\"\n", + "fn = floris_path / \"df_fi_approx_{:s}.ftr\".format(wake_model)\n", + "if fn.is_file():\n", + " df_fm_approx = pd.read_feather(fn)\n", + "else:\n", + " raise UserWarning(\"Requires a precalculated FLORIS solutions file.\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2025-11-04 13:48:56\u001b[0m Resampling column 'wd' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=9999999.0s, and wrap_around_360=True\n", + "\u001b[32m2025-11-04 13:48:56\u001b[0m Resampling column 'ws' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=9999999.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-04 13:48:56\u001b[0m Resampling column 'ti' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=9999999.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-04 13:48:56\u001b[0m \u001b[33mWarning: not mirroring NaNs from the raw data to the FLORIS predictions. This may skew your energy ratios.\u001b[0m\n", + "\u001b[32m2025-11-04 13:48:56\u001b[0m Identified the following grid type: 3d.\n", + "\u001b[32m2025-11-04 13:48:56\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", + "\u001b[32m2025-11-04 13:48:56\u001b[0m minimum/maximum value in df: (0.250, 18.865)\n", + "\u001b[32m2025-11-04 13:48:56\u001b[0m minimum/maximum value in df: (0.250, 18.865)\n", + "\u001b[32m2025-11-04 13:48:56\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", + "\u001b[32m2025-11-04 13:48:56\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", + "\u001b[32m2025-11-04 13:48:56\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", + "\u001b[32m2025-11-04 13:48:56\u001b[0m Interpolating pow for all turbines...\n", + "\u001b[32m2025-11-04 13:48:56\u001b[0m Finished interpolation in 0.012 seconds.\n" + ] + } + ], + "source": [ + "# Now generate a 10-min-averaged timeseries for LES with inflow similar to the SCADA\n", + "from flasc.data_processing import time_operations as tops\n", + "from floris.utilities import wrap_360\n", + "\n", + "new_time_array = pd.date_range(start=df_scada.iloc[0][\"time\"], end=df_scada.iloc[-1][\"time\"], freq=\"60s\")\n", + "df_res = tops.df_resample_by_interpolation(\n", + " df=df_scada[[\"time\", \"wd\", \"ws\", \"ti\"]],\n", + " time_array=new_time_array,\n", + " circular_cols=[\"wd\"],\n", + " interp_method=\"linear\",\n", + " verbose=True,\n", + " max_gap=np.timedelta64(9999999, 's')\n", + ")\n", + "df_les = ftools.interpolate_floris_from_df_approx(\n", + " df=df_res,\n", + " df_approx=df_fm_approx,\n", + " method=\"linear\",\n", + " verbose=True,\n", + " mirror_nans=False,\n", + " extrapolate_ws=True\n", + ")\n", + "df_les = df_les.rename(columns={\"wd\": \"wd_metmast\", \"ws\": \"ws_metmast\", \"ti\": \"ti_metmast\"})\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "FlascDataFrame in FLASC format\n", + " wd_metmast ws_metmast ti_metmast time pow_000 \\\n", + "0 251.489594 12.171596 0.072102 2020-02-17 16:30:00 1.957574e+06 \n", + "1 252.499648 12.629076 0.072102 2020-02-17 16:40:00 1.991138e+06 \n", + "2 256.239965 10.795476 0.072102 2020-02-17 16:50:00 1.852258e+06 \n", + "3 255.154876 10.620064 0.072102 2020-02-17 17:00:00 1.825858e+06 \n", + "4 251.485556 10.690601 0.072102 2020-02-17 17:10:00 1.714986e+06 \n", + "... ... ... ... ... ... \n", + "14008 307.803805 5.428880 0.072102 2020-05-24 23:10:00 1.480561e+05 \n", + "14009 305.823873 2.799786 0.072102 2020-05-24 23:20:00 1.830347e+05 \n", + "14010 304.555667 4.501962 0.072102 2020-05-24 23:30:00 1.477709e+05 \n", + "14011 300.246204 2.970565 0.072102 2020-05-24 23:40:00 1.526191e+05 \n", + "14012 305.211153 5.069239 0.072102 2020-05-24 23:50:00 1.970683e+05 \n", + "\n", + " pow_001 pow_002 pow_003 pow_004 pow_005 \\\n", + "0 1.957574e+06 1.957574e+06 1.957574e+06 1.957574e+06 1.957574e+06 \n", + "1 1.991138e+06 1.991138e+06 1.991138e+06 1.991138e+06 1.991138e+06 \n", + "2 1.852258e+06 1.852258e+06 1.852258e+06 1.852258e+06 1.852258e+06 \n", + "3 1.825858e+06 1.825858e+06 1.825858e+06 1.825858e+06 1.825858e+06 \n", + "4 1.714986e+06 1.714986e+06 1.714986e+06 1.714986e+06 1.714986e+06 \n", + "... ... ... ... ... ... \n", + "14008 1.480561e+05 1.480561e+05 1.480561e+05 1.480561e+05 1.480561e+05 \n", + "14009 1.830347e+05 1.830347e+05 1.830347e+05 1.830347e+05 1.830347e+05 \n", + "14010 1.477709e+05 1.477709e+05 1.477709e+05 1.477709e+05 1.477709e+05 \n", + "14011 1.526191e+05 1.526191e+05 1.526191e+05 1.526191e+05 1.526191e+05 \n", + "14012 1.970683e+05 1.970683e+05 1.970683e+05 1.970683e+05 1.970683e+05 \n", + "\n", + " pow_006 \n", + "0 1.957574e+06 \n", + "1 1.991138e+06 \n", + "2 1.852258e+06 \n", + "3 1.825858e+06 \n", + "4 1.714986e+06 \n", + "... ... \n", + "14008 1.480561e+05 \n", + "14009 1.830347e+05 \n", + "14010 1.477709e+05 \n", + "14011 1.526191e+05 \n", + "14012 1.970683e+05 \n", + "\n", + "[14013 rows x 11 columns]\n" + ] + } + ], + "source": [ + "# Now add noise to the mesoscale inflow\n", + "df_les[\"ti_metmast\"] = 0.0633 + 0.10 * np.random.rand() * df_les[\"ti_metmast\"]\n", + "df_les[\"wd_metmast\"] = wrap_360(df_les[\"wd_metmast\"] + 0.5 * np.random.randn() + np.random.randn(df_les.shape[0])) # bias plus Normal noise\n", + "df_les[\"ws_metmast\"]+= 0.5 * np.random.randn() + np.random.randn(df_les.shape[0]) # bias plus Normal noise\n", + "\n", + "# And finally save this as a 'fake' LES timeseries\n", + "print(df_les)\n", + "df_les = df_les[[\"time\", \"wd_metmast\", \"ws_metmast\", \"ti_metmast\", \"pow_000\", \"pow_001\", \"pow_002\", \"pow_003\", \"pow_004\", \"pow_005\", \"pow_006\"]]\n", + "df_les.to_csv(\"./data/SMARTEOLE-LES-simulation-data/les_timeseries.csv\", index=False)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "confide", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.11" + }, + "toc": { + "base_numbering": 1, + "nav_menu": {}, + "number_sections": true, + "sideBar": true, + "skip_h1_title": false, + "title_cell": "Table of Contents", + "title_sidebar": "Contents", + "toc_cell": false, + "toc_position": {}, + "toc_section_display": true, + "toc_window_display": false + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From 155f1df38a5ce5a9941a0c83a2f9550433be1cf1 Mon Sep 17 00:00:00 2001 From: Bart Doekemeijer Date: Tue, 4 Nov 2025 16:56:38 +0100 Subject: [PATCH 2/9] Add initial script for direct LES comparison with SCADA --- ...2b_floris_les_scada_model_validation.ipynb | 931 ++++++++++++++++++ 1 file changed, 931 insertions(+) create mode 100644 examples_smarteole/12b_floris_les_scada_model_validation.ipynb diff --git a/examples_smarteole/12b_floris_les_scada_model_validation.ipynb b/examples_smarteole/12b_floris_les_scada_model_validation.ipynb new file mode 100644 index 00000000..801555f7 --- /dev/null +++ b/examples_smarteole/12b_floris_les_scada_model_validation.ipynb @@ -0,0 +1,931 @@ +{ + "cells": [ + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Analyze Energy Ratios during Baseline Operation\n", + "\n", + "In this notebook, we will demonstrate how to compute and plot the energy ratio between test and reference turbines as a function of wind direction. We'll focus on baseline operation for this example (i.e., without wake steering). The energy ratios can be used to evaluate wake losses experienced by different turbines." + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "from pathlib import Path\n", + "\n", + "import numpy as np\n", + "import pandas as pd\n", + "\n", + "from flasc.analysis import energy_ratio as er\n", + "from flasc.analysis.analysis_input import AnalysisInput\n", + "from flasc.data_processing import dataframe_manipulations as dfm\n", + "from flasc.utilities import floris_tools as ftools\n", + "from flasc.utilities.utilities_examples import load_floris_smarteole as load_floris" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "# Suppress warnings\n", + "import warnings\n", + "\n", + "warnings.filterwarnings(\"ignore\")" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 0: Load processed data\n", + "\n", + "Load the processed SCADA data with power curve filtering and northing calibration applied and inspect" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "def load_data():\n", + " root_path = Path.cwd()\n", + " f = root_path / \"postprocessed\" / \"df_scada_data_60s_filtered_and_northing_calibrated.pkl\"\n", + " df_scada = pd.read_pickle(f)\n", + "\n", + " return df_scada\n", + "\n", + "\n", + "df_scada = load_data()" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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timepow_000pow_001pow_002pow_003pow_004pow_005pow_006ws_000ws_001...wd_004wd_005wd_006wind_vane_005target_yaw_offset_005wd_smarteolews_smarteolepow_ref_smarteoletiwd
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mean2020-04-04 18:49:02.648873472777.708679722.314758788.448669650.102112714.342102707.234131734.9998787.9925767.441976...147.802322152.649872145.9702150.8251250.786913147.9758917.286752639.0866701.100000e-01147.127971
min2020-02-17 16:30:000.0010000.0030000.0020000.0090000.0070000.0320000.0000001.4830002.746000...0.0220030.0097500.191750-43.056999-0.0000000.0059290.101000-45.4988591.100000e-010.035299
25%2020-03-12 01:51:00235.326004214.001999246.753754192.749237205.838989173.522003219.3125006.1280005.577000...50.16099952.73174749.358002-5.9120000.00000047.8136525.12159598.9701311.100000e-0147.609299
50%2020-04-04 10:58:00571.359985528.625000593.072998467.079498504.357483504.005005540.9815067.4480007.027000...126.497002163.868759134.2477570.1870000.000000138.5220347.423318422.4639891.100000e-01136.630460
75%2020-04-27 20:03:001238.7359621119.9930421244.010986997.3945311098.7667241124.6590581134.1791999.5875008.942000...235.623001235.056763232.8242496.9270000.000000235.2954109.3616521049.9963381.100000e-01233.829382
max2020-05-24 23:59:002064.6960452065.3879392051.4899902062.9870612064.6899412078.7509772076.89599620.85199921.240999...359.997009359.980743359.98877059.18199920.000000359.99179120.4224592147.8022461.100000e-01359.957790
stdNaN639.332153609.761963636.423706560.708984617.146301622.352234618.2905272.5482052.501244...99.60659897.27005897.40821810.0487303.216291101.7495883.104111629.4215701.387784e-17100.096957
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" + ], + "text/plain": [ + " time pow_000 pow_001 \\\n", + "count 134661 107963.000000 104981.000000 \n", + "mean 2020-04-04 18:49:02.648873472 777.708679 722.314758 \n", + "min 2020-02-17 16:30:00 0.001000 0.003000 \n", + "25% 2020-03-12 01:51:00 235.326004 214.001999 \n", + "50% 2020-04-04 10:58:00 571.359985 528.625000 \n", + "75% 2020-04-27 20:03:00 1238.735962 1119.993042 \n", + "max 2020-05-24 23:59:00 2064.696045 2065.387939 \n", + "std NaN 639.332153 609.761963 \n", + "\n", + " pow_002 pow_003 pow_004 pow_005 \\\n", + "count 91702.000000 100774.000000 105342.000000 99677.000000 \n", + "mean 788.448669 650.102112 714.342102 707.234131 \n", + "min 0.002000 0.009000 0.007000 0.032000 \n", + "25% 246.753754 192.749237 205.838989 173.522003 \n", + "50% 593.072998 467.079498 504.357483 504.005005 \n", + "75% 1244.010986 997.394531 1098.766724 1124.659058 \n", + "max 2051.489990 2062.987061 2064.689941 2078.750977 \n", + "std 636.423706 560.708984 617.146301 622.352234 \n", + "\n", + " pow_006 ws_000 ws_001 ... wd_004 \\\n", + "count 106162.000000 107963.000000 104981.000000 ... 105342.000000 \n", + "mean 734.999878 7.992576 7.441976 ... 147.802322 \n", + "min 0.000000 1.483000 2.746000 ... 0.022003 \n", + "25% 219.312500 6.128000 5.577000 ... 50.160999 \n", + "50% 540.981506 7.448000 7.027000 ... 126.497002 \n", + "75% 1134.179199 9.587500 8.942000 ... 235.623001 \n", + "max 2076.895996 20.851999 21.240999 ... 359.997009 \n", + "std 618.290527 2.548205 2.501244 ... 99.606598 \n", + "\n", + " wd_005 wd_006 wind_vane_005 target_yaw_offset_005 \\\n", + "count 99677.000000 106162.000000 99677.000000 99677.000000 \n", + "mean 152.649872 145.970215 0.825125 0.786913 \n", + "min 0.009750 0.191750 -43.056999 -0.000000 \n", + "25% 52.731747 49.358002 -5.912000 0.000000 \n", + "50% 163.868759 134.247757 0.187000 0.000000 \n", + "75% 235.056763 232.824249 6.927000 0.000000 \n", + "max 359.980743 359.988770 59.181999 20.000000 \n", + "std 97.270058 97.408218 10.048730 3.216291 \n", + "\n", + " wd_smarteole ws_smarteole pow_ref_smarteole ti \\\n", + "count 131704.000000 131699.000000 130266.000000 1.346610e+05 \n", + "mean 147.975891 7.286752 639.086670 1.100000e-01 \n", + "min 0.005929 0.101000 -45.498859 1.100000e-01 \n", + "25% 47.813652 5.121595 98.970131 1.100000e-01 \n", + "50% 138.522034 7.423318 422.463989 1.100000e-01 \n", + "75% 235.295410 9.361652 1049.996338 1.100000e-01 \n", + "max 359.991791 20.422459 2147.802246 1.100000e-01 \n", + "std 101.749588 3.104111 629.421570 1.387784e-17 \n", + "\n", + " wd \n", + "count 115725.000000 \n", + "mean 147.127971 \n", + "min 0.035299 \n", + "25% 47.609299 \n", + "50% 136.630460 \n", + "75% 233.829382 \n", + "max 359.957790 \n", + "std 100.096957 \n", + "\n", + "[8 rows x 29 columns]" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_scada.describe()" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Index(['time', 'pow_000', 'pow_001', 'pow_002', 'pow_003', 'pow_004',\n", + " 'pow_005', 'pow_006', 'ws_000', 'ws_001', 'ws_002', 'ws_003', 'ws_004',\n", + " 'ws_005', 'ws_006', 'wd_000', 'wd_001', 'wd_002', 'wd_003', 'wd_004',\n", + " 'wd_005', 'wd_006', 'is_operation_normal_000',\n", + " 'is_operation_normal_001', 'is_operation_normal_002',\n", + " 'is_operation_normal_003', 'is_operation_normal_004',\n", + " 'is_operation_normal_005', 'is_operation_normal_006', 'wind_vane_005',\n", + " 'target_yaw_offset_005', 'control_mode', 'wd_smarteole', 'ws_smarteole',\n", + " 'pow_ref_smarteole', 'ti', 'wd'],\n", + " dtype='object')" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_scada.columns" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 1: Limit to baseline data\n", + "\n", + "The SCADA data set contains alternating 1-hour periods with baseline or wake steering control. For these examples, we'll limit the data to baseline operation. " + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "df_scada = df_scada[df_scada.control_mode == \"baseline\"]" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 2: Compute reference wind direction, wind speed, and power variables\n", + "\n", + "The energy ratio class as presently implemented requires explicit identification of the dataframe of columns \"wd,\" \"ws,\" and \"pow_ref.\" We'll use the FLORIS model to establish which turbines are unwaked for each wind direction to compute the reference variables." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [], + "source": [ + "# Load FLORIS model of site\n", + "fm, turbine_weights = load_floris()" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " wd_min wd_max turbines\n", + "0 0.0 25.0 [0]\n", + "1 25.0 28.0 [0, 2]\n", + "2 28.0 31.0 [0, 2, 6]\n", + "3 31.0 31.3 [0, 2, 3, 6]\n", + "4 31.3 31.5 [0, 2, 3, 4, 6]" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Use FLORIS to identify upstream / unwaked turbines for\n", + "# each direction\n", + "df_upstream = ftools.get_upstream_turbs_floris(fm)\n", + "\n", + "df_upstream.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [], + "source": [ + "# Use flasc tools to establish reference wind speeds and directions\n", + "\n", + "# Since will be interested in looking at impacts on SMV5/[4], exclude\n", + "# it from each calculation\n", + "\n", + "# Set the wind direction as the average of all turbine averages\n", + "df_scada = dfm.set_wd_by_turbines(df_scada, [0, 1, 2, 3, 5, 6])\n", + "\n", + "# Set the wind speed to be the average of all upstream turbines\n", + "# (turbines not in a wake in a given direction)\n", + "# Except for SMV5\n", + "df_scada = dfm.set_ws_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=[4])\n", + "\n", + "# Set the reference power to the average of all upstream turbines\n", + "# Except for SMV5\n", + "df_scada = dfm.set_pow_ref_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=[4])" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 3: Compute and Plot Energy Ratio for Turbine 004\n", + "\n", + "Compare the energy ratio for turbine 004 based on the SCADA data to the equivalent predicted energy ratios from each FLORIS model using our precomputed FLORIS results. Turbine 004 is the downstream waked turbine that benefits from wake steering in the SMARTEOLE wake steering field experiment.\n", + "\n", + "The energy ratios computed here simply represent the ratio between the energy produced by the test turbines and the energy computed using the reference power variable, \"pow_ref,\" as a function of wind direction." + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " time wd_metmast ws_metmast ti_metmast pow_000 \\\n", + "0 2020-02-17 16:30:00 251.703429 11.846795 0.065286 1.957574e+06 \n", + "1 2020-02-17 16:31:00 251.163184 13.082008 0.065286 1.970251e+06 \n", + "2 2020-02-17 16:32:00 253.319797 10.564166 0.065286 1.987973e+06 \n", + "3 2020-02-17 16:33:00 251.491886 11.302930 0.065286 2.017250e+06 \n", + "4 2020-02-17 16:34:00 255.584759 10.600017 0.065286 1.999241e+06 \n", + "... ... ... ... ... ... \n", + "140125 2020-05-24 23:55:00 310.416653 4.140377 0.065286 2.007438e+05 \n", + "140126 2020-05-24 23:56:00 307.748918 3.932864 0.065286 1.995100e+05 \n", + "140127 2020-05-24 23:57:00 311.550865 4.706409 0.065286 1.973253e+05 \n", + "140128 2020-05-24 23:58:00 306.302918 4.387220 0.065286 1.906684e+05 \n", + "140129 2020-05-24 23:59:00 310.633269 5.162499 0.065286 2.035454e+05 \n", + "\n", + " pow_001 pow_002 pow_003 pow_004 pow_005 \\\n", + "0 1.957574e+06 1.957574e+06 1.957574e+06 1.957574e+06 1.957574e+06 \n", + "1 1.970251e+06 1.970251e+06 1.970251e+06 1.970251e+06 1.970251e+06 \n", + "2 1.987973e+06 1.987973e+06 1.987973e+06 1.987973e+06 1.987973e+06 \n", + "3 2.017250e+06 2.017250e+06 2.017250e+06 2.017250e+06 2.017250e+06 \n", + "4 1.999241e+06 1.999241e+06 1.999241e+06 1.999241e+06 1.999241e+06 \n", + "... ... ... ... ... ... \n", + "140125 2.007438e+05 2.007438e+05 2.007438e+05 2.007438e+05 2.007438e+05 \n", + "140126 1.995100e+05 1.995100e+05 1.995100e+05 1.995100e+05 1.995100e+05 \n", + "140127 1.973253e+05 1.973253e+05 1.973253e+05 1.973253e+05 1.973253e+05 \n", + "140128 1.906684e+05 1.906684e+05 1.906684e+05 1.906684e+05 1.906684e+05 \n", + "140129 2.035454e+05 2.035454e+05 2.035454e+05 2.035454e+05 2.035454e+05 \n", + "\n", + " pow_006 \n", + "0 1.957574e+06 \n", + "1 1.970251e+06 \n", + "2 1.987973e+06 \n", + "3 2.017250e+06 \n", + "4 1.999241e+06 \n", + "... ... \n", + "140125 2.007438e+05 \n", + "140126 1.995100e+05 \n", + "140127 1.973253e+05 \n", + "140128 1.906684e+05 \n", + "140129 2.035454e+05 \n", + "\n", + "[140130 rows x 11 columns]\n" + ] + } + ], + "source": [ + "# Grab the LES timeseries\n", + "df_les_timeseries_raw = pd.read_csv(\"data/SMARTEOLE-LES-simulation-data/les_timeseries.csv\")\n", + "df_les_timeseries_raw[\"time\"] = pd.to_datetime(df_les_timeseries_raw[\"time\"])\n", + "print(df_les_timeseries_raw)" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2025-11-04 16:55:47\u001b[0m Resampling column 'wd_metmast' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", + "\u001b[32m2025-11-04 16:55:47\u001b[0m Resampling column 'ws_metmast' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-04 16:55:48\u001b[0m Resampling column 'ti_metmast' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-04 16:55:48\u001b[0m Resampling column 'pow_000' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-04 16:55:48\u001b[0m Resampling column 'pow_001' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-04 16:55:48\u001b[0m Resampling column 'pow_002' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-04 16:55:48\u001b[0m Resampling column 'pow_003' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-04 16:55:49\u001b[0m Resampling column 'pow_004' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-04 16:55:49\u001b[0m Resampling column 'pow_005' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-04 16:55:49\u001b[0m Resampling column 'pow_006' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Copying over 22673 NaNs from SCADA to LES timeseries for 'pow_000'...\n", + "Copying over 24570 NaNs from SCADA to LES timeseries for 'pow_001'...\n", + "Copying over 32284 NaNs from SCADA to LES timeseries for 'pow_002'...\n", + "Copying over 27352 NaNs from SCADA to LES timeseries for 'pow_003'...\n", + "Copying over 24925 NaNs from SCADA to LES timeseries for 'pow_004'...\n", + "Copying over 30129 NaNs from SCADA to LES timeseries for 'pow_005'...\n", + "Copying over 25127 NaNs from SCADA to LES timeseries for 'pow_006'...\n", + "Absolute AEP. SCADA: 4520.7 MWh. LES: 4446.2 MWh. Diff: -1.6 %.\n", + "AEP wake loss. SCADA: 13.94 %. LES: 15.08 %. Diff: +1.14 %-point.\n" + ] + } + ], + "source": [ + "# Option for validation 1: compare the two timeseries directly, assuming (hoping) that LES predicted the inflow conditions accurately\n", + "# For this, we must ensure the NaNs in the SCADA also appear as NaNs in the LES timeseries. Assuming the same timezone format...\n", + "\n", + "# First map LES to the SCADA timeseries using linear interpolation\n", + "from flasc.data_processing import time_operations as tops\n", + "df_les = tops.df_resample_by_interpolation(\n", + " df=df_les_timeseries_raw,\n", + " time_array=pd.to_datetime(df_scada[\"time\"]),\n", + " circular_cols=[\"wd_metmast\"],\n", + ")\n", + "\n", + "# Now being on the same timeseries, map NaNs\n", + "n_turbs = dfm.get_num_turbines(df_scada)\n", + "for ti in range(n_turbs):\n", + " ids_nan = np.where(df_scada[f\"pow_{ti:03d}\"].isna())[0]\n", + " n = len(ids_nan)\n", + " print(f\"Copying over {n} NaNs from SCADA to LES timeseries for 'pow_{ti:03d}'...\")\n", + " df_les.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", + "\n", + "pow_cols = [f\"pow_{ti:03d}\" for ti in range(n_turbs)]\n", + "# n_scada = df_scada[pow_cols].isna().sum().sum()\n", + "# n_les = df_les[pow_cols].isna().sum().sum()\n", + "# print(f\"NaNs in df_scada power columns: {n_scada}\")\n", + "# print(f\"NaNs in df_les power columns: {n_les}\")\n", + "\n", + "# Fix scaling in LES from [W] to [kW]\n", + "df_les[pow_cols] *= 1.0e-3\n", + "\n", + "# Compare AEP directly\n", + "unit_conversion = 1.0e-3 / (np.timedelta64(3600, 's') / np.nanmedian(df_scada[\"time\"].diff())) # From sum of samples to MWh\n", + "aep_scada = df_scada[pow_cols].sum().sum() * unit_conversion # In MWh\n", + "aep_les = df_les[pow_cols].sum().sum() * unit_conversion # In MWh\n", + "diff = 100.0 * (aep_les - aep_scada) / aep_scada\n", + "print(f\"Absolute AEP. SCADA: {aep_scada:.1f} MWh. LES: {aep_les:.1f} MWh. Diff: {diff:+.1f} %.\")\n", + "\n", + "# Compare AEP wake loss relative to most upstream turbines\n", + "df_les[\"wd\"] = df_les[\"wd_metmast\"]\n", + "df_les = dfm.set_pow_ref_by_upstream_turbines(df_les, df_upstream, exclude_turbs=[4]) # Set reference power\n", + "aep_scada_unwaked = np.sum(df_scada[\"pow_ref\"] * n_turbs) * unit_conversion # In MWh\n", + "aep_les_unwaked = np.sum(df_les[\"pow_ref\"] * n_turbs) * unit_conversion # In MWh\n", + "\n", + "wake_loss_scada = 100.0 * (aep_scada_unwaked - aep_scada) / aep_scada_unwaked\n", + "wake_loss_les = 100.0 * (aep_les_unwaked - aep_les) / aep_les_unwaked\n", + "diff = wake_loss_les - wake_loss_scada\n", + "print(f\"AEP wake loss. SCADA: {wake_loss_scada:.2f} %. LES: {wake_loss_les:.2f} %. Diff: {diff:+.2f} %-point.\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Option for validation 2: map the LES solutions to the SCADA inflow timeseries by turning the LES simulation into a steady-state solution table\n", + "# Get a list of precalculated FLORIS results\n", + "floris_path = Path.cwd() / \"precalculated_floris_solutions\"\n", + "wake_models = [\"jensen\", \"gch\", \"cc\", \"turbopark\"]\n", + "df_fm_list = [None for _ in wake_models]\n", + "for wii, wake_model in enumerate(wake_models):\n", + " fn = floris_path / \"df_fi_approx_{:s}.ftr\".format(wake_model)\n", + " if fn.is_file():\n", + " df_fm_approx = pd.read_feather(fn)\n", + " else:\n", + " raise UserWarning(\n", + " \"Please run '01_precalculate_floris_solutions.ipynb' \"\n", + " \"for the appropriate wake models first.\"\n", + " )\n", + "\n", + " df_fm_list[wii] = ftools.interpolate_floris_from_df_approx(\n", + " df=df_scada, df_approx=df_fm_approx, method=\"linear\", verbose=True\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [], + "source": [ + "# df_scada[\"time\"].diff().unique()\n", + "# from flasc.data_processing import time_operations as tops\n", + "# new_time_array = pd.date_range(start=df_scada.iloc[0][\"time\"], end=df_scada.iloc[-1][\"time\"], freq=\"600s\")\n", + "# print(new_time_array)\n", + "# df_res = tops.df_resample_by_interpolation(\n", + "# df=df_scada[[\"time\", \"wd\", \"ws\", \"ti\"]],\n", + "# time_array=new_time_array,\n", + "# circular_cols=[\"wd\"],\n", + "# interp_method=\"linear\",\n", + "# verbose=True,\n", + "# )\n", + "# print(df_res)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [], + "source": [ + "# # Set pow_ref in FLORIS results as before\n", + "# for df_fm in df_fm_list:\n", + "# df_fm = dfm.set_pow_ref_by_upstream_turbines(df_fm, df_upstream, exclude_turbs=[4])" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [], + "source": [ + "# # Calculate and plot energy ratios\n", + "# a_in = AnalysisInput(\n", + "# df_fm_list + [df_scada], [\"FLORIS: \" + wm for wm in wake_models] + [\"SCADA data\"]\n", + "# )" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [], + "source": [ + "# N = 20\n", + "# print(\"Calculating energy ratios with bootstrapping (N={}).\".format(N))\n", + "# print(\"This may take a couple seconds...\")\n", + "# np.random.seed(0)\n", + "# er_out = er.compute_energy_ratio(\n", + "# a_in,\n", + "# test_turbines=[4],\n", + "# use_predefined_ref=True,\n", + "# use_predefined_wd=True,\n", + "# use_predefined_ws=True,\n", + "# wd_step=2.0,\n", + "# wd_bin_overlap_radius=0.0,\n", + "# ws_min=6.0,\n", + "# ws_max=12.0,\n", + "# N=N,\n", + "# percentiles=[5.0, 95.0],\n", + "# )\n", + "# ax = er_out.plot_energy_ratios(overlay_frequency=True)\n", + "# ax[0].set_title(\"Energy Ratios for Turbine 004\")" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "As shown in the plot above, overall there is good agreement between the SCADA-based energy ratio curve and the energy ratio predictions based on FLORIS results. However, because of relatively little data for many wind directions, the SCADA-based energy ratios are noisy and can deviate from the expected value of 1 when Turbine 004 is unwaked." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 4: Rerun the energy ratio calculation with a different wind speed/wind direction distribution\n", + "\n", + "As an example, we'll create a distribution with uniform frequency across \n", + "all wind speds of interest and concentrated in the direction where SMV6 wakes SMV5.\n", + "\n", + "Can also be used to evaluate the energy ratios under long-term site conditions." + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [], + "source": [ + "# ws = np.tile(np.arange(6.5, 12.0, 1.0), 180)\n", + "# wd = np.repeat(np.arange(1.0, 360.0, 2.0), 6)\n", + "\n", + "# freq = np.ones_like(ws)\n", + "# # Increase frequency value in steering wind directions\n", + "# start_idx = np.where(wd == 169)[0][0]\n", + "# end_idx = np.where(wd == 231)[0][0]\n", + "# freq[start_idx:end_idx] = 5\n", + "# freq = 10 * freq\n", + "\n", + "# df_freq = pd.DataFrame({\"ws\": ws, \"wd\": wd, \"freq_val\": freq})\n", + "\n", + "# N = 20\n", + "# print(\"Calculating energy ratios with bootstrapping (N={}).\".format(N))\n", + "# print(\"This may take a couple seconds...\")\n", + "# np.random.seed(0)\n", + "# er_out = er.compute_energy_ratio(\n", + "# a_in,\n", + "# test_turbines=[4],\n", + "# use_predefined_ref=True,\n", + "# use_predefined_wd=True,\n", + "# use_predefined_ws=True,\n", + "# wd_step=2.0,\n", + "# wd_bin_overlap_radius=0.0,\n", + "# ws_min=6.0,\n", + "# ws_max=12.0,\n", + "# df_freq=df_freq,\n", + "# N=N,\n", + "# percentiles=[5.0, 95.0],\n", + "# )\n", + "# ax = er_out.plot_energy_ratios(overlay_frequency=True)\n", + "# ax[0].set_title(\"Energy Ratios for Turbine 004\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "confide", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.11" + }, + "toc": { + "base_numbering": 1, + "nav_menu": {}, + "number_sections": true, + "sideBar": true, + "skip_h1_title": false, + "title_cell": "Table of Contents", + "title_sidebar": "Contents", + "toc_cell": false, + "toc_position": {}, + "toc_section_display": true, + "toc_window_display": false + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From e325d8ca766fa953cde9a419dbe6220bb1f08b87 Mon Sep 17 00:00:00 2001 From: Bart Doekemeijer Date: Wed, 5 Nov 2025 09:29:43 +0100 Subject: [PATCH 3/9] Expand example for dynamic model validation in relative wake loss and absolute AEP --- ...2b_floris_les_scada_model_validation.ipynb | 596 +++++++++++++++--- 1 file changed, 499 insertions(+), 97 deletions(-) diff --git a/examples_smarteole/12b_floris_les_scada_model_validation.ipynb b/examples_smarteole/12b_floris_les_scada_model_validation.ipynb index 801555f7..2374442c 100644 --- a/examples_smarteole/12b_floris_les_scada_model_validation.ipynb +++ b/examples_smarteole/12b_floris_les_scada_model_validation.ipynb @@ -12,7 +12,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 31, "metadata": {}, "outputs": [], "source": [ @@ -24,13 +24,14 @@ "from flasc.analysis import energy_ratio as er\n", "from flasc.analysis.analysis_input import AnalysisInput\n", "from flasc.data_processing import dataframe_manipulations as dfm\n", + "from flasc.data_processing import time_operations as tops\n", "from flasc.utilities import floris_tools as ftools\n", "from flasc.utilities.utilities_examples import load_floris_smarteole as load_floris" ] }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 32, "metadata": {}, "outputs": [], "source": [ @@ -52,7 +53,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 33, "metadata": {}, "outputs": [], "source": [ @@ -69,7 +70,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 34, "metadata": {}, "outputs": [ { @@ -378,7 +379,7 @@ "[8 rows x 29 columns]" ] }, - "execution_count": 21, + "execution_count": 34, "metadata": {}, "output_type": "execute_result" } @@ -389,7 +390,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 35, "metadata": {}, "outputs": [ { @@ -407,7 +408,7 @@ " dtype='object')" ] }, - "execution_count": 22, + "execution_count": 35, "metadata": {}, "output_type": "execute_result" } @@ -428,11 +429,11 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 36, "metadata": {}, "outputs": [], "source": [ - "df_scada = df_scada[df_scada.control_mode == \"baseline\"]" + "df_scada = df_scada[df_scada.control_mode == \"baseline\"].reset_index(drop=True)" ] }, { @@ -447,7 +448,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 37, "metadata": {}, "outputs": [], "source": [ @@ -457,7 +458,7 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 38, "metadata": {}, "outputs": [ { @@ -530,7 +531,7 @@ "4 31.3 31.5 [0, 2, 3, 4, 6]" ] }, - "execution_count": 25, + "execution_count": 38, "metadata": {}, "output_type": "execute_result" } @@ -539,15 +540,88 @@ "# Use FLORIS to identify upstream / unwaked turbines for\n", "# each direction\n", "df_upstream = ftools.get_upstream_turbs_floris(fm)\n", - "\n", "df_upstream.head()" ] }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 39, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "FlascDataFrame in FLASC format\n", + " time pow_000 pow_001 pow_002 pow_003 \\\n", + "0 2020-02-17 16:30:00 2023.746948 2045.376953 2031.724976 NaN \n", + "1 2020-02-17 16:31:00 1959.036011 2050.572998 2034.890991 NaN \n", + "2 2020-02-17 16:32:00 2053.658936 2032.191040 2011.870972 NaN \n", + "3 2020-02-17 16:33:00 2044.296997 2060.478027 1995.057983 NaN \n", + "4 2020-02-17 16:34:00 2058.281006 2042.703003 2031.723999 NaN \n", + "... ... ... ... ... ... \n", + "81949 2020-05-24 22:56:00 179.934006 157.003998 192.214996 188.412994 \n", + "81950 2020-05-24 22:57:00 181.414993 176.386002 191.845993 198.539993 \n", + "81951 2020-05-24 22:58:00 187.748001 181.809006 183.802994 179.539001 \n", + "81952 2020-05-24 22:59:00 175.552002 176.250000 183.923004 152.393005 \n", + "81953 2020-05-24 23:00:00 169.324997 179.944000 173.608002 136.597000 \n", + "\n", + " pow_004 pow_005 pow_006 ws_000 ws_001 ... \\\n", + "0 2028.063965 2032.461060 1983.390991 13.066 12.337 ... \n", + "1 2017.777954 1943.764038 2046.568970 12.091 13.057 ... \n", + "2 NaN 2052.092041 2039.948975 13.381 12.213 ... \n", + "3 NaN 2008.868042 2058.000000 14.345 13.141 ... \n", + "4 NaN 1819.896973 2059.760010 14.338 12.723 ... \n", + "... ... ... ... ... ... ... \n", + "81949 126.820000 123.959999 76.050003 5.999 5.425 ... \n", + "81950 112.936996 105.567001 77.943001 6.252 5.512 ... \n", + "81951 115.987000 101.077003 86.049004 5.908 5.512 ... \n", + "81952 117.514000 82.098000 84.855003 6.024 5.410 ... \n", + "81953 104.023003 69.424004 72.632004 5.979 5.454 ... \n", + "\n", + " target_yaw_offset_005 control_mode wd_smarteole ws_smarteole \\\n", + "0 -0.0 baseline 251.041656 12.582482 \n", + "1 -0.0 baseline 251.282669 12.823891 \n", + "2 -0.0 baseline 252.874146 12.859400 \n", + "3 -0.0 baseline 251.341522 13.426766 \n", + "4 -0.0 baseline 253.343018 13.225105 \n", + "... ... ... ... ... \n", + "81949 -0.0 baseline 298.199219 5.850310 \n", + "81950 -0.0 baseline 299.667358 5.886584 \n", + "81951 -0.0 baseline 300.943939 5.775875 \n", + "81952 -0.0 baseline 303.221344 5.821594 \n", + "81953 -0.0 baseline 302.326843 5.745269 \n", + "\n", + " pow_ref_smarteole ti wd ws pow_ref \\\n", + "0 2021.060059 0.11 251.011217 12.552600 2023.340186 \n", + "1 2022.767212 0.11 251.005696 12.692800 2006.966602 \n", + "2 2034.417480 0.11 253.473037 12.888800 2037.952393 \n", + "3 2039.458252 0.11 251.104001 13.468800 2033.340210 \n", + "4 2048.116943 0.11 255.679234 13.029600 2002.472998 \n", + "... ... ... ... ... ... \n", + "81949 151.300735 0.11 307.044361 5.380833 152.929333 \n", + "81950 156.897491 0.11 307.204886 5.371500 155.282831 \n", + "81951 159.852249 0.11 308.822990 5.314167 153.337502 \n", + "81952 155.144989 0.11 311.222440 5.259000 142.511836 \n", + "81953 148.877243 0.11 311.095105 5.243167 133.588334 \n", + "\n", + " n_turbs_available \n", + "0 6 \n", + "1 6 \n", + "2 5 \n", + "3 5 \n", + "4 5 \n", + "... ... \n", + "81949 7 \n", + "81950 7 \n", + "81951 7 \n", + "81952 7 \n", + "81953 7 \n", + "\n", + "[81954 rows x 40 columns]\n" + ] + } + ], "source": [ "# Use flasc tools to establish reference wind speeds and directions\n", "\n", @@ -564,7 +638,12 @@ "\n", "# Set the reference power to the average of all upstream turbines\n", "# Except for SMV5\n", - "df_scada = dfm.set_pow_ref_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=[4])" + "df_scada = dfm.set_pow_ref_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=[4])\n", + "\n", + "# Determine number of turbines available at any given time\n", + "pow_cols = [f\"pow_{ti:03d}\" for ti in range(7)]\n", + "df_scada[\"n_turbs_available\"] = (~df_scada[pow_cols].isna()).sum(axis=1)\n", + "print(df_scada)" ] }, { @@ -581,82 +660,109 @@ }, { "cell_type": "code", - "execution_count": 48, + "execution_count": 40, "metadata": {}, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2025-11-05 08:42:39\u001b[0m Identified the following grid type: 3d.\n", + "\u001b[32m2025-11-05 08:42:39\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", + "\u001b[32m2025-11-05 08:42:39\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-05 08:42:39\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-05 08:42:39\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", + "\u001b[32m2025-11-05 08:42:39\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", + "\u001b[32m2025-11-05 08:42:39\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", + "\u001b[32m2025-11-05 08:42:39\u001b[0m Interpolating pow for all turbines...\n", + "\u001b[32m2025-11-05 08:42:39\u001b[0m Finished interpolation in 0.090 seconds.\n" + ] + }, { "name": "stdout", "output_type": "stream", "text": [ - " time wd_metmast ws_metmast ti_metmast pow_000 \\\n", - "0 2020-02-17 16:30:00 251.703429 11.846795 0.065286 1.957574e+06 \n", - "1 2020-02-17 16:31:00 251.163184 13.082008 0.065286 1.970251e+06 \n", - "2 2020-02-17 16:32:00 253.319797 10.564166 0.065286 1.987973e+06 \n", - "3 2020-02-17 16:33:00 251.491886 11.302930 0.065286 2.017250e+06 \n", - "4 2020-02-17 16:34:00 255.584759 10.600017 0.065286 1.999241e+06 \n", - "... ... ... ... ... ... \n", - "140125 2020-05-24 23:55:00 310.416653 4.140377 0.065286 2.007438e+05 \n", - "140126 2020-05-24 23:56:00 307.748918 3.932864 0.065286 1.995100e+05 \n", - "140127 2020-05-24 23:57:00 311.550865 4.706409 0.065286 1.973253e+05 \n", - "140128 2020-05-24 23:58:00 306.302918 4.387220 0.065286 1.906684e+05 \n", - "140129 2020-05-24 23:59:00 310.633269 5.162499 0.065286 2.035454e+05 \n", + "FlascDataFrame in FLASC format\n", + " wd ws ti time pow_000 \\\n", + "0 251.011217 12.552600 0.11 2020-02-17 16:30:00 1.957574e+06 \n", + "1 251.005696 12.692800 0.11 2020-02-17 16:31:00 1.970251e+06 \n", + "2 253.473037 12.888800 0.11 2020-02-17 16:32:00 1.987973e+06 \n", + "3 251.104001 13.468800 0.11 2020-02-17 16:33:00 2.017250e+06 \n", + "4 255.679234 13.029600 0.11 2020-02-17 16:34:00 1.999241e+06 \n", + "... ... ... ... ... ... \n", + "81949 307.044361 5.380833 0.11 2020-05-24 22:56:00 2.169107e+05 \n", + "81950 307.204886 5.371500 0.11 2020-05-24 22:57:00 2.154713e+05 \n", + "81951 308.822990 5.314167 0.11 2020-05-24 22:58:00 2.066296e+05 \n", + "81952 311.222440 5.259000 0.11 2020-05-24 22:59:00 1.981221e+05 \n", + "81953 311.095105 5.243167 0.11 2020-05-24 23:00:00 1.956804e+05 \n", "\n", - " pow_001 pow_002 pow_003 pow_004 pow_005 \\\n", - "0 1.957574e+06 1.957574e+06 1.957574e+06 1.957574e+06 1.957574e+06 \n", - "1 1.970251e+06 1.970251e+06 1.970251e+06 1.970251e+06 1.970251e+06 \n", - "2 1.987973e+06 1.987973e+06 1.987973e+06 1.987973e+06 1.987973e+06 \n", - "3 2.017250e+06 2.017250e+06 2.017250e+06 2.017250e+06 2.017250e+06 \n", - "4 1.999241e+06 1.999241e+06 1.999241e+06 1.999241e+06 1.999241e+06 \n", - "... ... ... ... ... ... \n", - "140125 2.007438e+05 2.007438e+05 2.007438e+05 2.007438e+05 2.007438e+05 \n", - "140126 1.995100e+05 1.995100e+05 1.995100e+05 1.995100e+05 1.995100e+05 \n", - "140127 1.973253e+05 1.973253e+05 1.973253e+05 1.973253e+05 1.973253e+05 \n", - "140128 1.906684e+05 1.906684e+05 1.906684e+05 1.906684e+05 1.906684e+05 \n", - "140129 2.035454e+05 2.035454e+05 2.035454e+05 2.035454e+05 2.035454e+05 \n", + " pow_001 pow_002 pow_003 pow_004 pow_005 \\\n", + "0 1.957574e+06 1.957574e+06 NaN 1.957574e+06 1.957574e+06 \n", + "1 1.970251e+06 1.970251e+06 NaN 1.970251e+06 1.970251e+06 \n", + "2 1.987973e+06 1.987973e+06 NaN NaN 1.987973e+06 \n", + "3 2.017250e+06 2.017250e+06 NaN NaN 2.017250e+06 \n", + "4 1.999241e+06 1.999241e+06 NaN NaN 1.999241e+06 \n", + "... ... ... ... ... ... \n", + "81949 2.169107e+05 2.169107e+05 216910.670458 2.169107e+05 2.169107e+05 \n", + "81950 2.154713e+05 2.154713e+05 215471.322825 2.154713e+05 2.154713e+05 \n", + "81951 2.066296e+05 2.066296e+05 206629.643946 2.066296e+05 2.066296e+05 \n", + "81952 1.981221e+05 1.981221e+05 198122.122757 1.981221e+05 1.981221e+05 \n", + "81953 1.956804e+05 1.956804e+05 195680.375590 1.956804e+05 1.956804e+05 \n", "\n", - " pow_006 \n", - "0 1.957574e+06 \n", - "1 1.970251e+06 \n", - "2 1.987973e+06 \n", - "3 2.017250e+06 \n", - "4 1.999241e+06 \n", - "... ... \n", - "140125 2.007438e+05 \n", - "140126 1.995100e+05 \n", - "140127 1.973253e+05 \n", - "140128 1.906684e+05 \n", - "140129 2.035454e+05 \n", + " pow_006 \n", + "0 1.957574e+06 \n", + "1 1.970251e+06 \n", + "2 1.987973e+06 \n", + "3 2.017250e+06 \n", + "4 1.999241e+06 \n", + "... ... \n", + "81949 2.169107e+05 \n", + "81950 2.154713e+05 \n", + "81951 2.066296e+05 \n", + "81952 1.981221e+05 \n", + "81953 1.956804e+05 \n", "\n", - "[140130 rows x 11 columns]\n" + "[81954 rows x 11 columns]\n" ] } ], "source": [ - "# Grab the LES timeseries\n", - "df_les_timeseries_raw = pd.read_csv(\"data/SMARTEOLE-LES-simulation-data/les_timeseries.csv\")\n", - "df_les_timeseries_raw[\"time\"] = pd.to_datetime(df_les_timeseries_raw[\"time\"])\n", - "print(df_les_timeseries_raw)" + "# Grab a FLORIS solution and turn it into a timeseries\n", + "wake_model = \"cc\"\n", + "fn = Path.cwd() / \"precalculated_floris_solutions\" / \"df_fi_approx_{:s}.ftr\".format(wake_model)\n", + "if fn.is_file():\n", + " df_fm_approx = pd.read_feather(fn)\n", + "else:\n", + " raise UserWarning(\n", + " \"Please run '01_precalculate_floris_solutions.ipynb' \"\n", + " \"for the appropriate wake models first.\"\n", + " )\n", + "\n", + "df_floris_timeseries = ftools.interpolate_floris_from_df_approx(\n", + " df=df_scada, df_approx=df_fm_approx, method=\"linear\", verbose=True\n", + ")\n", + "print(df_floris_timeseries)" ] }, { "cell_type": "code", - "execution_count": 87, + "execution_count": 41, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2025-11-04 16:55:47\u001b[0m Resampling column 'wd_metmast' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", - "\u001b[32m2025-11-04 16:55:47\u001b[0m Resampling column 'ws_metmast' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-04 16:55:48\u001b[0m Resampling column 'ti_metmast' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-04 16:55:48\u001b[0m Resampling column 'pow_000' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-04 16:55:48\u001b[0m Resampling column 'pow_001' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-04 16:55:48\u001b[0m Resampling column 'pow_002' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-04 16:55:48\u001b[0m Resampling column 'pow_003' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-04 16:55:49\u001b[0m Resampling column 'pow_004' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-04 16:55:49\u001b[0m Resampling column 'pow_005' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-04 16:55:49\u001b[0m Resampling column 'pow_006' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n" + "\u001b[32m2025-11-05 08:42:41\u001b[0m Resampling column 'wd' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 08:42:41\u001b[0m Resampling column 'ws' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 08:42:41\u001b[0m Resampling column 'ti' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 08:42:41\u001b[0m Resampling column 'pow_000' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 08:42:42\u001b[0m Resampling column 'pow_001' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 08:42:42\u001b[0m Resampling column 'pow_002' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 08:42:42\u001b[0m Resampling column 'pow_003' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 08:42:42\u001b[0m Resampling column 'pow_004' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m Resampling column 'pow_005' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m Resampling column 'pow_006' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n" ] }, { @@ -670,17 +776,58 @@ "Copying over 24925 NaNs from SCADA to LES timeseries for 'pow_004'...\n", "Copying over 30129 NaNs from SCADA to LES timeseries for 'pow_005'...\n", "Copying over 25127 NaNs from SCADA to LES timeseries for 'pow_006'...\n", - "Absolute AEP. SCADA: 4520.7 MWh. LES: 4446.2 MWh. Diff: -1.6 %.\n", - "AEP wake loss. SCADA: 13.94 %. LES: 15.08 %. Diff: +1.14 %-point.\n" + " time wd ws ti pow_000 \\\n", + "0 2020-02-17 16:30:00 251.703429 11.846795 0.065286 1957.574283 \n", + "1 2020-02-17 16:31:00 251.163184 13.082008 0.065286 1970.250964 \n", + "2 2020-02-17 16:32:00 253.319797 10.564166 0.065286 1987.972985 \n", + "3 2020-02-17 16:33:00 251.491886 11.302930 0.065286 2017.250116 \n", + "4 2020-02-17 16:34:00 255.584759 10.600017 0.065286 1999.241248 \n", + "... ... ... ... ... ... \n", + "81949 2020-05-24 22:56:00 308.010195 4.670868 0.065286 216.910670 \n", + "81950 2020-05-24 22:57:00 306.158417 4.779781 0.065286 215.471323 \n", + "81951 2020-05-24 22:58:00 309.237451 5.791444 0.065286 206.629644 \n", + "81952 2020-05-24 22:59:00 310.214370 4.390209 0.065286 198.122123 \n", + "81953 2020-05-24 23:00:00 312.751078 5.917860 0.065286 195.680376 \n", + "\n", + " pow_001 pow_002 pow_003 pow_004 pow_005 \\\n", + "0 1957.574283 1957.574283 NaN 1957.574283 1957.574283 \n", + "1 1970.250964 1970.250964 NaN 1970.250964 1970.250964 \n", + "2 1987.972985 1987.972985 NaN NaN 1987.972985 \n", + "3 2017.250116 2017.250116 NaN NaN 2017.250116 \n", + "4 1999.241248 1999.241248 NaN NaN 1999.241248 \n", + "... ... ... ... ... ... \n", + "81949 216.910670 216.910670 216.910670 216.910670 216.910670 \n", + "81950 215.471323 215.471323 215.471323 215.471323 215.471323 \n", + "81951 206.629644 206.629644 206.629644 206.629644 206.629644 \n", + "81952 198.122123 198.122123 198.122123 198.122123 198.122123 \n", + "81953 195.680376 195.680376 195.680376 195.680376 195.680376 \n", + "\n", + " pow_006 pow_ref n_turbs_available \n", + "0 1957.574283 1957.574283 6 \n", + "1 1970.250964 1970.250964 6 \n", + "2 1987.972985 1987.972985 5 \n", + "3 2017.250116 2017.250116 5 \n", + "4 1999.241248 1999.241248 5 \n", + "... ... ... ... \n", + "81949 216.910670 216.910670 7 \n", + "81950 215.471323 215.471323 7 \n", + "81951 206.629644 206.629644 7 \n", + "81952 198.122123 198.122123 7 \n", + "81953 195.680376 195.680376 7 \n", + "\n", + "[81954 rows x 13 columns]\n" ] } ], "source": [ - "# Option for validation 1: compare the two timeseries directly, assuming (hoping) that LES predicted the inflow conditions accurately\n", - "# For this, we must ensure the NaNs in the SCADA also appear as NaNs in the LES timeseries. Assuming the same timezone format...\n", + "# Also grab the LES timeseries\n", + "df_les_timeseries_raw = pd.read_csv(\"data/SMARTEOLE-LES-simulation-data/les_timeseries.csv\")\n", + "df_les_timeseries_raw[\"time\"] = pd.to_datetime(df_les_timeseries_raw[\"time\"])\n", + "\n", + "# Assign freestream ambient conditions by the metmast\n", + "df_les_timeseries_raw = df_les_timeseries_raw.rename(columns={\"wd_metmast\": \"wd\", \"ws_metmast\": \"ws\", \"ti_metmast\": \"ti\"})\n", "\n", "# First map LES to the SCADA timeseries using linear interpolation\n", - "from flasc.data_processing import time_operations as tops\n", "df_les = tops.df_resample_by_interpolation(\n", " df=df_les_timeseries_raw,\n", " time_array=pd.to_datetime(df_scada[\"time\"]),\n", @@ -695,7 +842,6 @@ " print(f\"Copying over {n} NaNs from SCADA to LES timeseries for 'pow_{ti:03d}'...\")\n", " df_les.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", "\n", - "pow_cols = [f\"pow_{ti:03d}\" for ti in range(n_turbs)]\n", "# n_scada = df_scada[pow_cols].isna().sum().sum()\n", "# n_les = df_les[pow_cols].isna().sum().sum()\n", "# print(f\"NaNs in df_scada power columns: {n_scada}\")\n", @@ -704,37 +850,293 @@ "# Fix scaling in LES from [W] to [kW]\n", "df_les[pow_cols] *= 1.0e-3\n", "\n", + "# Specify upstream power in the exact same way as with the SCADA data\n", + "df_les = dfm.set_pow_ref_by_upstream_turbines(df_les, df_upstream, exclude_turbs=[4])\n", + "\n", + "# Determine number of turbines available at any given time\n", + "df_les[\"n_turbs_available\"] = (~df_les[pow_cols].isna()).sum(axis=1)\n", + "print(df_les)" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "True" + ] + }, + "execution_count": 55, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Assert that number of turbines available at each timestamp is identical between SCADA and LES simulation\n", + "all(df_les[\"n_turbs_available\"] == df_scada[\"n_turbs_available\"])" + ] + }, + { + "cell_type": "code", + "execution_count": 134, + "metadata": {}, + "outputs": [], + "source": [ + "# Introduce helper functions for calculating errors and generating plots/tables\n", + "def err(old_val, new_val):\n", + " return 100.0 * (new_val-old_val) / old_val\n", + "\n", + "# Introduce helper functions for calculating errors and generating plots/tables\n", + "def wake_loss(aep_waked, aep_unwaked):\n", + " return 100.0 * (aep_unwaked-aep_waked) / aep_unwaked\n", + "\n", + "def print_pretty_table(table_dict, title):\n", + " # Format title to be centered above the table, and print table in pretty format\n", + " df_table = pd.DataFrame(table_dict)\n", + " mrkdwn = df_table.to_markdown(headers='keys', tablefmt='psql', index=False, floatfmt=\".2f\")\n", + " spc = int(np.floor(len(mrkdwn.split(\"\\n\")[0]) / 2 - len(title) / 2))\n", + " mrkdwn = (\" \" * spc + title + \"\\n\") + mrkdwn\n", + " return print(mrkdwn)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Absolute AEP comparison (MWh)\n", + "+-------------+---------------+-------------+-------------+\n", + "| Selection | SCADA (MWh) | LES (MWh) | Error (%) |\n", + "|-------------+---------------+-------------+-------------|\n", + "| Entire farm | 4520.69 | 4446.18 | 1.68 |\n", + "| Turbine 00 | 731.14 | 692.91 | -5.23 |\n", + "| Turbine 01 | 653.47 | 627.12 | -4.03 |\n", + "| Turbine 02 | 631.30 | 607.47 | -3.78 |\n", + "| Turbine 03 | 562.20 | 555.17 | -1.25 |\n", + "| Turbine 04 | 655.00 | 649.53 | -0.84 |\n", + "| Turbine 05 | 606.47 | 602.00 | -0.74 |\n", + "| Turbine 06 | 681.11 | 711.97 | 4.53 |\n", + "+-------------+---------------+-------------+-------------+\n", + "\n", + "\n", + " AEP wake loss w.r.t. freestream turbines (%)\n", + "+-------------+-------------+-----------+----------------+\n", + "| Selection | SCADA (%) | LES (%) | Error (p.p.) |\n", + "|-------------+-------------+-----------+----------------|\n", + "| Entire farm | 3.63 | 4.61 | 0.98 |\n", + "| Turbine 00 | -3.31 | 2.67 | 5.98 |\n", + "| Turbine 01 | -0.37 | 3.49 | 3.86 |\n", + "| Turbine 02 | -0.38 | 3.25 | 3.63 |\n", + "| Turbine 03 | 4.16 | 4.48 | 0.31 |\n", + "| Turbine 04 | 6.95 | 7.50 | 0.54 |\n", + "| Turbine 05 | 10.74 | 9.33 | -1.41 |\n", + "| Turbine 06 | 7.59 | 1.55 | -6.04 |\n", + "+-------------+-------------+-----------+----------------+\n" + ] + } + ], + "source": [ + "# Option for validation 1: compare the two timeseries directly, assuming (hoping) that LES predicted the inflow conditions accurately\n", + "# For this, we must ensure the NaNs in the SCADA also appear as NaNs in the LES timeseries. Assuming the same timezone format...\n", + "\n", "# Compare AEP directly\n", "unit_conversion = 1.0e-3 / (np.timedelta64(3600, 's') / np.nanmedian(df_scada[\"time\"].diff())) # From sum of samples to MWh\n", - "aep_scada = df_scada[pow_cols].sum().sum() * unit_conversion # In MWh\n", - "aep_les = df_les[pow_cols].sum().sum() * unit_conversion # In MWh\n", - "diff = 100.0 * (aep_les - aep_scada) / aep_scada\n", - "print(f\"Absolute AEP. SCADA: {aep_scada:.1f} MWh. LES: {aep_les:.1f} MWh. Diff: {diff:+.1f} %.\")\n", + "\n", + "#######################################################################################################################\n", + "################## Compare absolute AEP directly between SCADA and simulated data (LES) ###############################\n", + "#######################################################################################################################\n", + "\n", + "# Absolute AEP for the entire farm and per turbine\n", + "aep_turbine_scada = [df_scada[pc].sum() * unit_conversion for pc in pow_cols]\n", + "aep_turbine_les = [df_les[pc].sum() * unit_conversion for pc in pow_cols]\n", + "aep_farm_scada = np.sum(aep_turbine_scada)\n", + "aep_farm_les = np.sum(aep_turbine_les)\n", + "\n", + "table_absolute_aep_dict = {\n", + " \"Selection\": [\"Entire farm\"] + [f\"Turbine {ti:02d}\" for ti in range(n_turbs)],\n", + " \"SCADA (MWh)\": [aep_farm_scada] + aep_turbine_scada,\n", + " \"LES (MWh)\": [aep_farm_les] + aep_turbine_les,\n", + " \"Error (%)\": [err(aep_farm_les, aep_farm_scada)] + [err(x, y) for x, y in zip(aep_turbine_scada, aep_turbine_les)]\n", + "}\n", + "print_pretty_table(table_absolute_aep_dict, title=\"Absolute AEP comparison (MWh)\")\n", + "print(\"\\n\")\n", + "\n", + "#######################################################################################################################\n", + "################ Now we do the same exercise, but with wake loss rather than absolute AEP #############################\n", + "#######################################################################################################################\n", "\n", "# Compare AEP wake loss relative to most upstream turbines\n", - "df_les[\"wd\"] = df_les[\"wd_metmast\"]\n", - "df_les = dfm.set_pow_ref_by_upstream_turbines(df_les, df_upstream, exclude_turbs=[4]) # Set reference power\n", - "aep_scada_unwaked = np.sum(df_scada[\"pow_ref\"] * n_turbs) * unit_conversion # In MWh\n", - "aep_les_unwaked = np.sum(df_les[\"pow_ref\"] * n_turbs) * unit_conversion # In MWh\n", - "\n", - "wake_loss_scada = 100.0 * (aep_scada_unwaked - aep_scada) / aep_scada_unwaked\n", - "wake_loss_les = 100.0 * (aep_les_unwaked - aep_les) / aep_les_unwaked\n", - "diff = wake_loss_les - wake_loss_scada\n", - "print(f\"AEP wake loss. SCADA: {wake_loss_scada:.2f} %. LES: {wake_loss_les:.2f} %. Diff: {diff:+.2f} %-point.\")" + "aep_turbine_scada_waked = np.array([None for _ in range(n_turbs)], dtype=float)\n", + "aep_turbine_scada_unwaked = np.array([None for _ in range(n_turbs)], dtype=float)\n", + "aep_turbine_les_waked = np.array([None for _ in range(n_turbs)], dtype=float)\n", + "aep_turbine_les_unwaked = np.array([None for _ in range(n_turbs)], dtype=float)\n", + "\n", + "for ti in range(n_turbs):\n", + " # First SCADA\n", + " p_test = np.array(df_scada[f\"pow_{ti:03d}\"], dtype=float, copy=True)\n", + " p_ref = np.array(df_scada[\"pow_ref\"], dtype=float, copy=True)\n", + " ids_non_nan = (~np.isnan(p_test)) & (~np.isnan(p_ref))\n", + " aep_turbine_scada_unwaked[ti] = np.sum(p_ref[ids_non_nan]) * unit_conversion\n", + " aep_turbine_scada_waked[ti] = np.sum(p_test[ids_non_nan]) * unit_conversion\n", + "\n", + " # Now LES\n", + " p_test = np.array(df_les[f\"pow_{ti:03d}\"], dtype=float, copy=True)\n", + " p_ref = np.array(df_les[\"pow_ref\"], dtype=float, copy=True)\n", + " ids_non_nan = (~np.isnan(p_test)) & (~np.isnan(p_ref))\n", + " aep_turbine_les_unwaked[ti] = np.sum(p_ref[ids_non_nan]) * unit_conversion\n", + " aep_turbine_les_waked[ti] = np.sum(p_test[ids_non_nan]) * unit_conversion\n", + "\n", + "aep_farm_scada_waked = np.sum(aep_turbine_scada_waked)\n", + "aep_farm_scada_unwaked = np.sum(aep_turbine_scada_unwaked)\n", + "aep_farm_les_waked = np.sum(aep_turbine_les_waked)\n", + "aep_farm_les_unwaked = np.sum(aep_turbine_les_unwaked)\n", + "\n", + "# Derive wake loss percentages and errors, and print as a pretty table\n", + "wake_losses_scada = np.hstack(\n", + " [\n", + " wake_loss(aep_farm_scada_waked, aep_farm_scada_unwaked),\n", + " wake_loss(aep_turbine_scada_waked, aep_turbine_scada_unwaked)\n", + " ]\n", + ")\n", + "wake_losses_les = np.hstack(\n", + " [\n", + " wake_loss(aep_farm_les_waked, aep_farm_les_unwaked),\n", + " wake_loss(aep_turbine_les_waked, aep_turbine_les_unwaked)\n", + " ]\n", + ")\n", + "table_wakeloss_aep_dict = {\n", + " \"Selection\": [\"Entire farm\"] + [f\"Turbine {ti:02d}\" for ti in range(n_turbs)],\n", + " \"SCADA (%)\": wake_losses_scada,\n", + " \"LES (%)\": wake_losses_les,\n", + " \"Error (p.p.)\": wake_losses_les - wake_losses_scada\n", + "}\n", + "print_pretty_table(table_wakeloss_aep_dict, title=\"AEP wake loss w.r.t. freestream turbines (%)\")" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 127, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[ nan nan nan ... 153.33750153 142.51183573\n", + " 133.5883344 ]\n" + ] + } + ], + "source": [ + "p_ref = np.array(df_scada[\"pow_ref\"], dtype=float, copy=True)\n", + "print(p_ref)" + ] + }, + { + "cell_type": "code", + "execution_count": 116, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([99.99757349, 99.99725291, 99.99754473, 99.997628 , 99.99788765,\n", + " 99.99753896, 99.99772132, 99.99744088])" + ] + }, + "execution_count": 116, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 98, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "0 False\n", + "1 False\n", + "2 False\n", + "3 False\n", + "4 False\n", + " ... \n", + "81949 False\n", + "81950 False\n", + "81951 False\n", + "81952 False\n", + "81953 False\n", + "Name: pow_000, Length: 81954, dtype: bool" + ] + }, + "execution_count": 98, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_scada[\"pow_000\"].isna()" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2025-11-05 08:42:43\u001b[0m Identified the following grid type: 3d.\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m Interpolating pow for all turbines...\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m Finished interpolation in 0.088 seconds.\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m Identified the following grid type: 3d.\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", + "\u001b[32m2025-11-05 08:42:43\u001b[0m Interpolating pow for all turbines...\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m Finished interpolation in 0.089 seconds.\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m Identified the following grid type: 3d.\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m Interpolating pow for all turbines...\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m Finished interpolation in 0.089 seconds.\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m Identified the following grid type: 3d.\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m Interpolating pow for all turbines...\n", + "\u001b[32m2025-11-05 08:42:44\u001b[0m Finished interpolation in 0.088 seconds.\n" + ] + } + ], "source": [ "# Option for validation 2: map the LES solutions to the SCADA inflow timeseries by turning the LES simulation into a steady-state solution table\n", "# Get a list of precalculated FLORIS results\n", @@ -758,7 +1160,7 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 45, "metadata": {}, "outputs": [], "source": [ @@ -778,7 +1180,7 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 46, "metadata": {}, "outputs": [], "source": [ @@ -789,7 +1191,7 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 47, "metadata": {}, "outputs": [], "source": [ @@ -801,7 +1203,7 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 48, "metadata": {}, "outputs": [], "source": [ @@ -848,7 +1250,7 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 49, "metadata": {}, "outputs": [], "source": [ From 5c265cbb66a4ac06b5a8a8eba268a9202e07f32e Mon Sep 17 00:00:00 2001 From: Bart Doekemeijer Date: Wed, 5 Nov 2025 10:44:39 +0100 Subject: [PATCH 4/9] First iteration of dynamic model validation by directly comparing two timeseries, even if they have different resource. Simply synced on time. --- ...2b_floris_les_scada_model_validation.ipynb | 607 ++++++------------ 1 file changed, 204 insertions(+), 403 deletions(-) diff --git a/examples_smarteole/12b_floris_les_scada_model_validation.ipynb b/examples_smarteole/12b_floris_les_scada_model_validation.ipynb index 2374442c..c479cb09 100644 --- a/examples_smarteole/12b_floris_les_scada_model_validation.ipynb +++ b/examples_smarteole/12b_floris_les_scada_model_validation.ipynb @@ -12,7 +12,7 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 198, "metadata": {}, "outputs": [], "source": [ @@ -31,7 +31,7 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 199, "metadata": {}, "outputs": [], "source": [ @@ -42,35 +42,41 @@ ] }, { - "attachments": {}, - "cell_type": "markdown", + "cell_type": "code", + "execution_count": 200, "metadata": {}, + "outputs": [], "source": [ - "# Step 0: Load processed data\n", + "# Introduce helper functions for calculating errors and generating plots/tables\n", + "def err(old_val, new_val):\n", + " return 100.0 * (new_val-old_val) / old_val\n", "\n", - "Load the processed SCADA data with power curve filtering and northing calibration applied and inspect" + "# Introduce helper functions for calculating errors and generating plots/tables\n", + "def wake_loss(aep_waked, aep_unwaked):\n", + " return 100.0 * (aep_unwaked-aep_waked) / aep_unwaked\n", + "\n", + "def print_pretty_table(table_dict, title):\n", + " # Format title to be centered above the table, and print table in pretty format\n", + " df_table = pd.DataFrame(table_dict)\n", + " mrkdwn = df_table.to_markdown(headers='keys', tablefmt='psql', index=False, floatfmt=\".2f\")\n", + " spc = int(np.floor(len(mrkdwn.split(\"\\n\")[0]) / 2 - len(title) / 2))\n", + " mrkdwn = (\" \" * spc + title + \"\\n\") + mrkdwn\n", + " return print(mrkdwn)" ] }, { - "cell_type": "code", - "execution_count": 33, + "attachments": {}, + "cell_type": "markdown", "metadata": {}, - "outputs": [], "source": [ - "def load_data():\n", - " root_path = Path.cwd()\n", - " f = root_path / \"postprocessed\" / \"df_scada_data_60s_filtered_and_northing_calibrated.pkl\"\n", - " df_scada = pd.read_pickle(f)\n", - "\n", - " return df_scada\n", - "\n", + "# Step 0: Load processed data\n", "\n", - "df_scada = load_data()" + "Load the processed SCADA data with power curve filtering and northing calibration applied and inspect" ] }, { "cell_type": "code", - "execution_count": 34, + "execution_count": 201, "metadata": {}, "outputs": [ { @@ -379,18 +385,27 @@ "[8 rows x 29 columns]" ] }, - "execution_count": 34, + "execution_count": 201, "metadata": {}, "output_type": "execute_result" } ], "source": [ + "def load_data():\n", + " root_path = Path.cwd()\n", + " f = root_path / \"postprocessed\" / \"df_scada_data_60s_filtered_and_northing_calibrated.pkl\"\n", + " df_scada = pd.read_pickle(f)\n", + "\n", + " return df_scada\n", + "\n", + "\n", + "df_scada = load_data()\n", "df_scada.describe()" ] }, { "cell_type": "code", - "execution_count": 35, + "execution_count": 202, "metadata": {}, "outputs": [ { @@ -408,7 +423,7 @@ " dtype='object')" ] }, - "execution_count": 35, + "execution_count": 202, "metadata": {}, "output_type": "execute_result" } @@ -429,7 +444,7 @@ }, { "cell_type": "code", - "execution_count": 36, + "execution_count": 203, "metadata": {}, "outputs": [], "source": [ @@ -448,17 +463,7 @@ }, { "cell_type": "code", - "execution_count": 37, - "metadata": {}, - "outputs": [], - "source": [ - "# Load FLORIS model of site\n", - "fm, turbine_weights = load_floris()" - ] - }, - { - "cell_type": "code", - "execution_count": 38, + "execution_count": 204, "metadata": {}, "outputs": [ { @@ -531,12 +536,15 @@ "4 31.3 31.5 [0, 2, 3, 4, 6]" ] }, - "execution_count": 38, + "execution_count": 204, "metadata": {}, "output_type": "execute_result" } ], "source": [ + "# Load FLORIS model of site\n", + "fm, turbine_weights = load_floris()\n", + "\n", "# Use FLORIS to identify upstream / unwaked turbines for\n", "# each direction\n", "df_upstream = ftools.get_upstream_turbs_floris(fm)\n", @@ -545,7 +553,7 @@ }, { "cell_type": "code", - "execution_count": 39, + "execution_count": 205, "metadata": {}, "outputs": [ { @@ -625,6 +633,10 @@ "source": [ "# Use flasc tools to establish reference wind speeds and directions\n", "\n", + "# Helper variables\n", + "n_turbs = dfm.get_num_turbines(df_scada)\n", + "pow_cols = [f\"pow_{ti:03d}\" for ti in range(n_turbs)]\n", + "\n", "# Since will be interested in looking at impacts on SMV5/[4], exclude\n", "# it from each calculation\n", "\n", @@ -641,7 +653,6 @@ "df_scada = dfm.set_pow_ref_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=[4])\n", "\n", "# Determine number of turbines available at any given time\n", - "pow_cols = [f\"pow_{ti:03d}\" for ti in range(7)]\n", "df_scada[\"n_turbs_available\"] = (~df_scada[pow_cols].isna()).sum(axis=1)\n", "print(df_scada)" ] @@ -660,22 +671,22 @@ }, { "cell_type": "code", - "execution_count": 40, + "execution_count": 206, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2025-11-05 08:42:39\u001b[0m Identified the following grid type: 3d.\n", - "\u001b[32m2025-11-05 08:42:39\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", - "\u001b[32m2025-11-05 08:42:39\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-05 08:42:39\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-05 08:42:39\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", - "\u001b[32m2025-11-05 08:42:39\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", - "\u001b[32m2025-11-05 08:42:39\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", - "\u001b[32m2025-11-05 08:42:39\u001b[0m Interpolating pow for all turbines...\n", - "\u001b[32m2025-11-05 08:42:39\u001b[0m Finished interpolation in 0.090 seconds.\n" + "\u001b[32m2025-11-05 09:44:27\u001b[0m Identified the following grid type: 3d.\n", + "\u001b[32m2025-11-05 09:44:27\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", + "\u001b[32m2025-11-05 09:44:27\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-05 09:44:27\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-05 09:44:27\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", + "\u001b[32m2025-11-05 09:44:27\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", + "\u001b[32m2025-11-05 09:44:27\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", + "\u001b[32m2025-11-05 09:44:27\u001b[0m Interpolating pow for all turbines...\n", + "\u001b[32m2025-11-05 09:44:27\u001b[0m Finished interpolation in 0.091 seconds.\n" ] }, { @@ -746,176 +757,148 @@ }, { "cell_type": "code", - "execution_count": 41, + "execution_count": 219, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[32m2025-11-05 08:42:41\u001b[0m Resampling column 'wd' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 08:42:41\u001b[0m Resampling column 'ws' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 08:42:41\u001b[0m Resampling column 'ti' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 08:42:41\u001b[0m Resampling column 'pow_000' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 08:42:42\u001b[0m Resampling column 'pow_001' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 08:42:42\u001b[0m Resampling column 'pow_002' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 08:42:42\u001b[0m Resampling column 'pow_003' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 08:42:42\u001b[0m Resampling column 'pow_004' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m Resampling column 'pow_005' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m Resampling column 'pow_006' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Copying over 22673 NaNs from SCADA to LES timeseries for 'pow_000'...\n", - "Copying over 24570 NaNs from SCADA to LES timeseries for 'pow_001'...\n", - "Copying over 32284 NaNs from SCADA to LES timeseries for 'pow_002'...\n", - "Copying over 27352 NaNs from SCADA to LES timeseries for 'pow_003'...\n", - "Copying over 24925 NaNs from SCADA to LES timeseries for 'pow_004'...\n", - "Copying over 30129 NaNs from SCADA to LES timeseries for 'pow_005'...\n", - "Copying over 25127 NaNs from SCADA to LES timeseries for 'pow_006'...\n", - " time wd ws ti pow_000 \\\n", - "0 2020-02-17 16:30:00 251.703429 11.846795 0.065286 1957.574283 \n", - "1 2020-02-17 16:31:00 251.163184 13.082008 0.065286 1970.250964 \n", - "2 2020-02-17 16:32:00 253.319797 10.564166 0.065286 1987.972985 \n", - "3 2020-02-17 16:33:00 251.491886 11.302930 0.065286 2017.250116 \n", - "4 2020-02-17 16:34:00 255.584759 10.600017 0.065286 1999.241248 \n", - "... ... ... ... ... ... \n", - "81949 2020-05-24 22:56:00 308.010195 4.670868 0.065286 216.910670 \n", - "81950 2020-05-24 22:57:00 306.158417 4.779781 0.065286 215.471323 \n", - "81951 2020-05-24 22:58:00 309.237451 5.791444 0.065286 206.629644 \n", - "81952 2020-05-24 22:59:00 310.214370 4.390209 0.065286 198.122123 \n", - "81953 2020-05-24 23:00:00 312.751078 5.917860 0.065286 195.680376 \n", - "\n", - " pow_001 pow_002 pow_003 pow_004 pow_005 \\\n", - "0 1957.574283 1957.574283 NaN 1957.574283 1957.574283 \n", - "1 1970.250964 1970.250964 NaN 1970.250964 1970.250964 \n", - "2 1987.972985 1987.972985 NaN NaN 1987.972985 \n", - "3 2017.250116 2017.250116 NaN NaN 2017.250116 \n", - "4 1999.241248 1999.241248 NaN NaN 1999.241248 \n", - "... ... ... ... ... ... \n", - "81949 216.910670 216.910670 216.910670 216.910670 216.910670 \n", - "81950 215.471323 215.471323 215.471323 215.471323 215.471323 \n", - "81951 206.629644 206.629644 206.629644 206.629644 206.629644 \n", - "81952 198.122123 198.122123 198.122123 198.122123 198.122123 \n", - "81953 195.680376 195.680376 195.680376 195.680376 195.680376 \n", - "\n", - " pow_006 pow_ref n_turbs_available \n", - "0 1957.574283 1957.574283 6 \n", - "1 1970.250964 1970.250964 6 \n", - "2 1987.972985 1987.972985 5 \n", - "3 2017.250116 2017.250116 5 \n", - "4 1999.241248 1999.241248 5 \n", - "... ... ... ... \n", - "81949 216.910670 216.910670 7 \n", - "81950 215.471323 215.471323 7 \n", - "81951 206.629644 206.629644 7 \n", - "81952 198.122123 198.122123 7 \n", - "81953 195.680376 195.680376 7 \n", - "\n", - "[81954 rows x 13 columns]\n" - ] - } - ], + "outputs": [], "source": [ - "# Also grab the LES timeseries\n", - "df_les_timeseries_raw = pd.read_csv(\"data/SMARTEOLE-LES-simulation-data/les_timeseries.csv\")\n", - "df_les_timeseries_raw[\"time\"] = pd.to_datetime(df_les_timeseries_raw[\"time\"])\n", + "# Define function to produce error scores\n", + "def compare_absolute_aep_and_relative_wake_loss(df_scada, df_les):\n", + " # Specify a unit conversion\n", + " unit_conversion = 1.0e-3 / (np.timedelta64(3600, 's') / np.nanmedian(df_scada[\"time\"].diff())) # From sum of samples to MWh\n", "\n", - "# Assign freestream ambient conditions by the metmast\n", - "df_les_timeseries_raw = df_les_timeseries_raw.rename(columns={\"wd_metmast\": \"wd\", \"ws_metmast\": \"ws\", \"ti_metmast\": \"ti\"})\n", + " #######################################################################################################################\n", + " ################## Compare absolute AEP directly between SCADA and simulated data (LES) ###############################\n", + " #######################################################################################################################\n", "\n", - "# First map LES to the SCADA timeseries using linear interpolation\n", - "df_les = tops.df_resample_by_interpolation(\n", - " df=df_les_timeseries_raw,\n", - " time_array=pd.to_datetime(df_scada[\"time\"]),\n", - " circular_cols=[\"wd_metmast\"],\n", - ")\n", + " # Absolute AEP for the entire farm and per turbine\n", + " aep_turbine_scada = [df_scada[pc].sum() * unit_conversion for pc in pow_cols]\n", + " aep_turbine_les = [df_les[pc].sum() * unit_conversion for pc in pow_cols]\n", + " aep_farm_scada = np.sum(aep_turbine_scada)\n", + " aep_farm_les = np.sum(aep_turbine_les)\n", "\n", - "# Now being on the same timeseries, map NaNs\n", - "n_turbs = dfm.get_num_turbines(df_scada)\n", - "for ti in range(n_turbs):\n", - " ids_nan = np.where(df_scada[f\"pow_{ti:03d}\"].isna())[0]\n", - " n = len(ids_nan)\n", - " print(f\"Copying over {n} NaNs from SCADA to LES timeseries for 'pow_{ti:03d}'...\")\n", - " df_les.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", + " table_absolute_aep_dict = {\n", + " \"Selection\": [\"Entire farm\"] + [f\"Turbine {ti:02d}\" for ti in range(n_turbs)],\n", + " \"SCADA (MWh)\": [aep_farm_scada] + aep_turbine_scada,\n", + " \"LES (MWh)\": [aep_farm_les] + aep_turbine_les,\n", + " \"Error (%)\": [err(aep_farm_scada, aep_farm_les)] + [err(x, y) for x, y in zip(aep_turbine_scada, aep_turbine_les)]\n", + " }\n", + " print_pretty_table(table_absolute_aep_dict, title=\"Absolute cumulative energy (MWh)\")\n", + " print(\"\\n\")\n", "\n", - "# n_scada = df_scada[pow_cols].isna().sum().sum()\n", - "# n_les = df_les[pow_cols].isna().sum().sum()\n", - "# print(f\"NaNs in df_scada power columns: {n_scada}\")\n", - "# print(f\"NaNs in df_les power columns: {n_les}\")\n", + " #######################################################################################################################\n", + " ################ Now we do the same exercise, but with wake loss rather than absolute AEP #############################\n", + " #######################################################################################################################\n", "\n", - "# Fix scaling in LES from [W] to [kW]\n", - "df_les[pow_cols] *= 1.0e-3\n", + " # Compare AEP wake loss relative to most upstream turbines\n", + " aep_turbine_scada_waked = np.array([None for _ in range(n_turbs)], dtype=float)\n", + " aep_turbine_scada_unwaked = np.array([None for _ in range(n_turbs)], dtype=float)\n", + " aep_turbine_les_waked = np.array([None for _ in range(n_turbs)], dtype=float)\n", + " aep_turbine_les_unwaked = np.array([None for _ in range(n_turbs)], dtype=float)\n", "\n", - "# Specify upstream power in the exact same way as with the SCADA data\n", - "df_les = dfm.set_pow_ref_by_upstream_turbines(df_les, df_upstream, exclude_turbs=[4])\n", + " for ti in range(n_turbs):\n", + " # First SCADA\n", + " p_test = np.array(df_scada[f\"pow_{ti:03d}\"], dtype=float, copy=True)\n", + " p_ref = np.array(df_scada[\"pow_ref\"], dtype=float, copy=True)\n", + " ids_non_nan = (~np.isnan(p_test)) & (~np.isnan(p_ref))\n", + " aep_turbine_scada_unwaked[ti] = np.sum(p_ref[ids_non_nan]) * unit_conversion\n", + " aep_turbine_scada_waked[ti] = np.sum(p_test[ids_non_nan]) * unit_conversion\n", "\n", - "# Determine number of turbines available at any given time\n", - "df_les[\"n_turbs_available\"] = (~df_les[pow_cols].isna()).sum(axis=1)\n", - "print(df_les)" + " # Now LES\n", + " p_test = np.array(df_les[f\"pow_{ti:03d}\"], dtype=float, copy=True)\n", + " p_ref = np.array(df_les[\"pow_ref\"], dtype=float, copy=True)\n", + " ids_non_nan = (~np.isnan(p_test)) & (~np.isnan(p_ref))\n", + " aep_turbine_les_unwaked[ti] = np.sum(p_ref[ids_non_nan]) * unit_conversion\n", + " aep_turbine_les_waked[ti] = np.sum(p_test[ids_non_nan]) * unit_conversion\n", + "\n", + " aep_farm_scada_waked = np.sum(aep_turbine_scada_waked)\n", + " aep_farm_scada_unwaked = np.sum(aep_turbine_scada_unwaked)\n", + " aep_farm_les_waked = np.sum(aep_turbine_les_waked)\n", + " aep_farm_les_unwaked = np.sum(aep_turbine_les_unwaked)\n", + "\n", + " # Derive wake loss percentages and errors, and print as a pretty table\n", + " wake_losses_scada = np.hstack(\n", + " [\n", + " wake_loss(aep_farm_scada_waked, aep_farm_scada_unwaked),\n", + " wake_loss(aep_turbine_scada_waked, aep_turbine_scada_unwaked)\n", + " ]\n", + " )\n", + " wake_losses_les = np.hstack(\n", + " [\n", + " wake_loss(aep_farm_les_waked, aep_farm_les_unwaked),\n", + " wake_loss(aep_turbine_les_waked, aep_turbine_les_unwaked)\n", + " ]\n", + " )\n", + "\n", + " table_wakeloss_aep_dict = {\n", + " \"Selection\": [\"Entire farm\"] + [f\"Turbine {ti:02d}\" for ti in range(n_turbs)],\n", + " \"SCADA (%)\": wake_losses_scada,\n", + " \"LES (%)\": wake_losses_les,\n", + " \"Error (p.p.)\": wake_losses_les - wake_losses_scada\n", + " }\n", + " print_pretty_table(table_wakeloss_aep_dict, title=\"Cumulative energy wake loss (%)\")\n", + "\n", + " return table_absolute_aep_dict, table_wakeloss_aep_dict" ] }, { "cell_type": "code", - "execution_count": 55, + "execution_count": 220, "metadata": {}, "outputs": [ { - "data": { - "text/plain": [ - "True" - ] - }, - "execution_count": 55, - "metadata": {}, - "output_type": "execute_result" + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2025-11-05 09:46:47\u001b[0m Resampling column 'wd' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 09:46:48\u001b[0m Resampling column 'ws' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 09:46:48\u001b[0m Resampling column 'ti' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 09:46:48\u001b[0m Resampling column 'pow_000' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 09:46:48\u001b[0m Resampling column 'pow_001' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 09:46:48\u001b[0m Resampling column 'pow_002' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 09:46:49\u001b[0m Resampling column 'pow_003' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 09:46:49\u001b[0m Resampling column 'pow_004' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 09:46:49\u001b[0m Resampling column 'pow_005' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-05 09:46:49\u001b[0m Resampling column 'pow_006' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n" + ] } ], "source": [ - "# Assert that number of turbines available at each timestamp is identical between SCADA and LES simulation\n", - "all(df_les[\"n_turbs_available\"] == df_scada[\"n_turbs_available\"])" - ] - }, - { - "cell_type": "code", - "execution_count": 134, - "metadata": {}, - "outputs": [], - "source": [ - "# Introduce helper functions for calculating errors and generating plots/tables\n", - "def err(old_val, new_val):\n", - " return 100.0 * (new_val-old_val) / old_val\n", + "########################################################################################################################################\n", + "###### Load LES timeseries in preparation for validation against SCADA. We will try various validation metrics and approaches... #######\n", + "########################################################################################################################################\n", "\n", - "# Introduce helper functions for calculating errors and generating plots/tables\n", - "def wake_loss(aep_waked, aep_unwaked):\n", - " return 100.0 * (aep_unwaked-aep_waked) / aep_unwaked\n", + "# Grab the raw LES timeseries\n", + "df_les_timeseries_raw = pd.read_csv(\"data/SMARTEOLE-LES-simulation-data/les_timeseries.csv\")\n", + "df_les_timeseries_raw[\"time\"] = pd.to_datetime(df_les_timeseries_raw[\"time\"])\n", "\n", - "def print_pretty_table(table_dict, title):\n", - " # Format title to be centered above the table, and print table in pretty format\n", - " df_table = pd.DataFrame(table_dict)\n", - " mrkdwn = df_table.to_markdown(headers='keys', tablefmt='psql', index=False, floatfmt=\".2f\")\n", - " spc = int(np.floor(len(mrkdwn.split(\"\\n\")[0]) / 2 - len(title) / 2))\n", - " mrkdwn = (\" \" * spc + title + \"\\n\") + mrkdwn\n", - " return print(mrkdwn)" + "# Fix scaling in LES from [W] to [kW]\n", + "df_les_timeseries_raw[pow_cols] *= 1.0e-3\n", + "\n", + "# Assign freestream ambient conditions by the metmast\n", + "df_les_timeseries_raw = df_les_timeseries_raw.rename(columns={\"wd_metmast\": \"wd\", \"ws_metmast\": \"ws\", \"ti_metmast\": \"ti\"})\n", + "\n", + "# Map raw LES directly to the SCADA timeseries using linear interpolation\n", + "df_les_raw_resampled = tops.df_resample_by_interpolation(\n", + " df=df_les_timeseries_raw,\n", + " time_array=pd.to_datetime(df_scada[\"time\"]),\n", + " circular_cols=[\"wd_metmast\"],\n", + ")" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 221, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - " Absolute AEP comparison (MWh)\n", + " Absolute cumulative energy (MWh)\n", "+-------------+---------------+-------------+-------------+\n", "| Selection | SCADA (MWh) | LES (MWh) | Error (%) |\n", "|-------------+---------------+-------------+-------------|\n", - "| Entire farm | 4520.69 | 4446.18 | 1.68 |\n", + "| Entire farm | 4520.69 | 4446.18 | -1.65 |\n", "| Turbine 00 | 731.14 | 692.91 | -5.23 |\n", "| Turbine 01 | 653.47 | 627.12 | -4.03 |\n", "| Turbine 02 | 631.30 | 607.47 | -3.78 |\n", @@ -926,241 +909,59 @@ "+-------------+---------------+-------------+-------------+\n", "\n", "\n", - " AEP wake loss w.r.t. freestream turbines (%)\n", + " Cumulative energy wake loss (%)\n", "+-------------+-------------+-----------+----------------+\n", "| Selection | SCADA (%) | LES (%) | Error (p.p.) |\n", "|-------------+-------------+-----------+----------------|\n", - "| Entire farm | 3.63 | 4.61 | 0.98 |\n", - "| Turbine 00 | -3.31 | 2.67 | 5.98 |\n", - "| Turbine 01 | -0.37 | 3.49 | 3.86 |\n", - "| Turbine 02 | -0.38 | 3.25 | 3.63 |\n", - "| Turbine 03 | 4.16 | 4.48 | 0.31 |\n", - "| Turbine 04 | 6.95 | 7.50 | 0.54 |\n", - "| Turbine 05 | 10.74 | 9.33 | -1.41 |\n", - "| Turbine 06 | 7.59 | 1.55 | -6.04 |\n", + "| Entire farm | 2.78 | 3.53 | 0.75 |\n", + "| Turbine 00 | -3.13 | 1.72 | 4.86 |\n", + "| Turbine 01 | -0.71 | 2.77 | 3.47 |\n", + "| Turbine 02 | -0.57 | 2.46 | 3.03 |\n", + "| Turbine 03 | 3.48 | 3.92 | 0.45 |\n", + "| Turbine 04 | 5.93 | 6.15 | 0.22 |\n", + "| Turbine 05 | 7.77 | 6.93 | -0.84 |\n", + "| Turbine 06 | 6.43 | 1.03 | -5.41 |\n", "+-------------+-------------+-----------+----------------+\n" ] } ], "source": [ - "# Option for validation 1: compare the two timeseries directly, assuming (hoping) that LES predicted the inflow conditions accurately\n", - "# For this, we must ensure the NaNs in the SCADA also appear as NaNs in the LES timeseries. Assuming the same timezone format...\n", - "\n", - "# Compare AEP directly\n", - "unit_conversion = 1.0e-3 / (np.timedelta64(3600, 's') / np.nanmedian(df_scada[\"time\"].diff())) # From sum of samples to MWh\n", - "\n", - "#######################################################################################################################\n", - "################## Compare absolute AEP directly between SCADA and simulated data (LES) ###############################\n", - "#######################################################################################################################\n", - "\n", - "# Absolute AEP for the entire farm and per turbine\n", - "aep_turbine_scada = [df_scada[pc].sum() * unit_conversion for pc in pow_cols]\n", - "aep_turbine_les = [df_les[pc].sum() * unit_conversion for pc in pow_cols]\n", - "aep_farm_scada = np.sum(aep_turbine_scada)\n", - "aep_farm_les = np.sum(aep_turbine_les)\n", - "\n", - "table_absolute_aep_dict = {\n", - " \"Selection\": [\"Entire farm\"] + [f\"Turbine {ti:02d}\" for ti in range(n_turbs)],\n", - " \"SCADA (MWh)\": [aep_farm_scada] + aep_turbine_scada,\n", - " \"LES (MWh)\": [aep_farm_les] + aep_turbine_les,\n", - " \"Error (%)\": [err(aep_farm_les, aep_farm_scada)] + [err(x, y) for x, y in zip(aep_turbine_scada, aep_turbine_les)]\n", - "}\n", - "print_pretty_table(table_absolute_aep_dict, title=\"Absolute AEP comparison (MWh)\")\n", - "print(\"\\n\")\n", - "\n", - "#######################################################################################################################\n", - "################ Now we do the same exercise, but with wake loss rather than absolute AEP #############################\n", - "#######################################################################################################################\n", - "\n", - "# Compare AEP wake loss relative to most upstream turbines\n", - "aep_turbine_scada_waked = np.array([None for _ in range(n_turbs)], dtype=float)\n", - "aep_turbine_scada_unwaked = np.array([None for _ in range(n_turbs)], dtype=float)\n", - "aep_turbine_les_waked = np.array([None for _ in range(n_turbs)], dtype=float)\n", - "aep_turbine_les_unwaked = np.array([None for _ in range(n_turbs)], dtype=float)\n", + "########################################################################################################################################\n", + "## Option for validation 1: compare the two timeseries directly, assuming (hoping) that LES predicted the inflow conditions accurately\n", + "## For this, we must ensure the NaNs in the SCADA also appear as NaNs in the LES timeseries. Assuming the same timezone format...\n", + "########################################################################################################################################\n", "\n", + "# Now being on the same timeseries, map NaNs from SCADA to LES\n", + "df_les = df_les_raw_resampled.copy()\n", "for ti in range(n_turbs):\n", - " # First SCADA\n", - " p_test = np.array(df_scada[f\"pow_{ti:03d}\"], dtype=float, copy=True)\n", - " p_ref = np.array(df_scada[\"pow_ref\"], dtype=float, copy=True)\n", - " ids_non_nan = (~np.isnan(p_test)) & (~np.isnan(p_ref))\n", - " aep_turbine_scada_unwaked[ti] = np.sum(p_ref[ids_non_nan]) * unit_conversion\n", - " aep_turbine_scada_waked[ti] = np.sum(p_test[ids_non_nan]) * unit_conversion\n", + " ids_nan = np.where(df_scada[f\"pow_{ti:03d}\"].isna())[0]\n", + " # n = len(ids_nan)\n", + " # print(f\"Copying over {n} NaNs from SCADA to LES timeseries for 'pow_{ti:03d}'...\")\n", + " df_les.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", "\n", - " # Now LES\n", - " p_test = np.array(df_les[f\"pow_{ti:03d}\"], dtype=float, copy=True)\n", - " p_ref = np.array(df_les[\"pow_ref\"], dtype=float, copy=True)\n", - " ids_non_nan = (~np.isnan(p_test)) & (~np.isnan(p_ref))\n", - " aep_turbine_les_unwaked[ti] = np.sum(p_ref[ids_non_nan]) * unit_conversion\n", - " aep_turbine_les_waked[ti] = np.sum(p_test[ids_non_nan]) * unit_conversion\n", + "# # Assert NaNs are identical between dataframes\n", + "# n_scada = df_scada[pow_cols].isna().sum().sum()\n", + "# n_les = df_les[pow_cols].isna().sum().sum()\n", + "# print(f\"NaNs in df_scada power columns: {n_scada}\")\n", + "# print(f\"NaNs in df_les power columns: {n_les}\")\n", "\n", - "aep_farm_scada_waked = np.sum(aep_turbine_scada_waked)\n", - "aep_farm_scada_unwaked = np.sum(aep_turbine_scada_unwaked)\n", - "aep_farm_les_waked = np.sum(aep_turbine_les_waked)\n", - "aep_farm_les_unwaked = np.sum(aep_turbine_les_unwaked)\n", + "# Specify upstream power in the exact same way as with the SCADA data\n", + "df_les = dfm.set_pow_ref_by_upstream_turbines(df_les, df_upstream, exclude_turbs=[4])\n", "\n", - "# Derive wake loss percentages and errors, and print as a pretty table\n", - "wake_losses_scada = np.hstack(\n", - " [\n", - " wake_loss(aep_farm_scada_waked, aep_farm_scada_unwaked),\n", - " wake_loss(aep_turbine_scada_waked, aep_turbine_scada_unwaked)\n", - " ]\n", - ")\n", - "wake_losses_les = np.hstack(\n", - " [\n", - " wake_loss(aep_farm_les_waked, aep_farm_les_unwaked),\n", - " wake_loss(aep_turbine_les_waked, aep_turbine_les_unwaked)\n", - " ]\n", - ")\n", - "table_wakeloss_aep_dict = {\n", - " \"Selection\": [\"Entire farm\"] + [f\"Turbine {ti:02d}\" for ti in range(n_turbs)],\n", - " \"SCADA (%)\": wake_losses_scada,\n", - " \"LES (%)\": wake_losses_les,\n", - " \"Error (p.p.)\": wake_losses_les - wake_losses_scada\n", - "}\n", - "print_pretty_table(table_wakeloss_aep_dict, title=\"AEP wake loss w.r.t. freestream turbines (%)\")" - ] - }, - { - "cell_type": "code", - "execution_count": 127, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[ nan nan nan ... 153.33750153 142.51183573\n", - " 133.5883344 ]\n" - ] - } - ], - "source": [ - "p_ref = np.array(df_scada[\"pow_ref\"], dtype=float, copy=True)\n", - "print(p_ref)" - ] - }, - { - "cell_type": "code", - "execution_count": 116, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array([99.99757349, 99.99725291, 99.99754473, 99.997628 , 99.99788765,\n", - " 99.99753896, 99.99772132, 99.99744088])" - ] - }, - "execution_count": 116, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [] - }, - { - "cell_type": "code", - "execution_count": 98, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "0 False\n", - "1 False\n", - "2 False\n", - "3 False\n", - "4 False\n", - " ... \n", - "81949 False\n", - "81950 False\n", - "81951 False\n", - "81952 False\n", - "81953 False\n", - "Name: pow_000, Length: 81954, dtype: bool" - ] - }, - "execution_count": 98, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df_scada[\"pow_000\"].isna()" - ] - }, - { - "cell_type": "code", - "execution_count": 44, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[32m2025-11-05 08:42:43\u001b[0m Identified the following grid type: 3d.\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m Interpolating pow for all turbines...\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m Finished interpolation in 0.088 seconds.\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m Identified the following grid type: 3d.\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", - "\u001b[32m2025-11-05 08:42:43\u001b[0m Interpolating pow for all turbines...\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m Finished interpolation in 0.089 seconds.\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m Identified the following grid type: 3d.\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m Interpolating pow for all turbines...\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m Finished interpolation in 0.089 seconds.\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m Identified the following grid type: 3d.\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m Interpolating pow for all turbines...\n", - "\u001b[32m2025-11-05 08:42:44\u001b[0m Finished interpolation in 0.088 seconds.\n" - ] - } - ], - "source": [ - "# Option for validation 2: map the LES solutions to the SCADA inflow timeseries by turning the LES simulation into a steady-state solution table\n", - "# Get a list of precalculated FLORIS results\n", - "floris_path = Path.cwd() / \"precalculated_floris_solutions\"\n", - "wake_models = [\"jensen\", \"gch\", \"cc\", \"turbopark\"]\n", - "df_fm_list = [None for _ in wake_models]\n", - "for wii, wake_model in enumerate(wake_models):\n", - " fn = floris_path / \"df_fi_approx_{:s}.ftr\".format(wake_model)\n", - " if fn.is_file():\n", - " df_fm_approx = pd.read_feather(fn)\n", - " else:\n", - " raise UserWarning(\n", - " \"Please run '01_precalculate_floris_solutions.ipynb' \"\n", - " \"for the appropriate wake models first.\"\n", - " )\n", + "# Determine number of turbines available at any given time, similar to SCADA\n", + "df_les[\"n_turbs_available\"] = (~df_les[pow_cols].isna()).sum(axis=1)\n", + "# print(df_les)\n", + "\n", + "# # Assert that number of turbines available at each timestamp is identical between SCADA and LES simulation\n", + "# all(df_les[\"n_turbs_available\"] == df_scada[\"n_turbs_available\"])\n", "\n", - " df_fm_list[wii] = ftools.interpolate_floris_from_df_approx(\n", - " df=df_scada, df_approx=df_fm_approx, method=\"linear\", verbose=True\n", - " )" + "# Perform comparison using this LES dataframe\n", + "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(df_scada, df_les)" ] }, { "cell_type": "code", - "execution_count": 45, + "execution_count": 210, "metadata": {}, "outputs": [], "source": [ @@ -1180,7 +981,7 @@ }, { "cell_type": "code", - "execution_count": 46, + "execution_count": 211, "metadata": {}, "outputs": [], "source": [ @@ -1191,7 +992,7 @@ }, { "cell_type": "code", - "execution_count": 47, + "execution_count": 212, "metadata": {}, "outputs": [], "source": [ @@ -1203,7 +1004,7 @@ }, { "cell_type": "code", - "execution_count": 48, + "execution_count": 213, "metadata": {}, "outputs": [], "source": [ @@ -1250,7 +1051,7 @@ }, { "cell_type": "code", - "execution_count": 49, + "execution_count": 214, "metadata": {}, "outputs": [], "source": [ From 9e46dd20c8c0272d3d3c003440c220d3d5a0662f Mon Sep 17 00:00:00 2001 From: Bart Doekemeijer Date: Thu, 6 Nov 2025 08:45:19 +0100 Subject: [PATCH 5/9] Add functionality to remap LES timeseries to SCADA using steady-state table --- ...2b_floris_les_scada_model_validation.ipynb | 246 +++++++++++++----- .../timeseries_to_grid_solutions.py | 182 +++++++++++++ 2 files changed, 369 insertions(+), 59 deletions(-) create mode 100644 flasc/data_processing/timeseries_to_grid_solutions.py diff --git a/examples_smarteole/12b_floris_les_scada_model_validation.ipynb b/examples_smarteole/12b_floris_les_scada_model_validation.ipynb index c479cb09..f417dd40 100644 --- a/examples_smarteole/12b_floris_les_scada_model_validation.ipynb +++ b/examples_smarteole/12b_floris_les_scada_model_validation.ipynb @@ -12,7 +12,7 @@ }, { "cell_type": "code", - "execution_count": 198, + "execution_count": 1, "metadata": {}, "outputs": [], "source": [ @@ -31,7 +31,7 @@ }, { "cell_type": "code", - "execution_count": 199, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ @@ -43,7 +43,7 @@ }, { "cell_type": "code", - "execution_count": 200, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -76,7 +76,7 @@ }, { "cell_type": "code", - "execution_count": 201, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -385,7 +385,7 @@ "[8 rows x 29 columns]" ] }, - "execution_count": 201, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } @@ -405,7 +405,7 @@ }, { "cell_type": "code", - "execution_count": 202, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -423,7 +423,7 @@ " dtype='object')" ] }, - "execution_count": 202, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } @@ -444,7 +444,7 @@ }, { "cell_type": "code", - "execution_count": 203, + "execution_count": 6, "metadata": {}, "outputs": [], "source": [ @@ -463,7 +463,7 @@ }, { "cell_type": "code", - "execution_count": 204, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -536,7 +536,7 @@ "4 31.3 31.5 [0, 2, 3, 4, 6]" ] }, - "execution_count": 204, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } @@ -553,7 +553,7 @@ }, { "cell_type": "code", - "execution_count": 205, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -671,22 +671,22 @@ }, { "cell_type": "code", - "execution_count": 206, + "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2025-11-05 09:44:27\u001b[0m Identified the following grid type: 3d.\n", - "\u001b[32m2025-11-05 09:44:27\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", - "\u001b[32m2025-11-05 09:44:27\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-05 09:44:27\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-05 09:44:27\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", - "\u001b[32m2025-11-05 09:44:27\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", - "\u001b[32m2025-11-05 09:44:27\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", - "\u001b[32m2025-11-05 09:44:27\u001b[0m Interpolating pow for all turbines...\n", - "\u001b[32m2025-11-05 09:44:27\u001b[0m Finished interpolation in 0.091 seconds.\n" + "\u001b[32m2025-11-06 08:34:37\u001b[0m Identified the following grid type: 3d.\n", + "\u001b[32m2025-11-06 08:34:37\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", + "\u001b[32m2025-11-06 08:34:37\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-06 08:34:37\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-06 08:34:37\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", + "\u001b[32m2025-11-06 08:34:37\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", + "\u001b[32m2025-11-06 08:34:37\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", + "\u001b[32m2025-11-06 08:34:37\u001b[0m Interpolating pow for all turbines...\n", + "\u001b[32m2025-11-06 08:34:37\u001b[0m Finished interpolation in 0.083 seconds.\n" ] }, { @@ -757,15 +757,44 @@ }, { "cell_type": "code", - "execution_count": 219, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Define function to produce error scores\n", "def compare_absolute_aep_and_relative_wake_loss(df_scada, df_les):\n", + " # Make local copy of df_les that we can manipulate\n", + " df_scada = df_scada.copy()\n", + " df_les = df_les.copy()\n", + "\n", " # Specify a unit conversion\n", " unit_conversion = 1.0e-3 / (np.timedelta64(3600, 's') / np.nanmedian(df_scada[\"time\"].diff())) # From sum of samples to MWh\n", "\n", + " # First ensure consistent NaN mapping between LES and SCADA\n", + " n_turbs = dfm.get_num_turbines(df_scada)\n", + " for ti in range(n_turbs):\n", + " ids_nan, _ = np.where(\n", + " df_scada[f\"pow_{ti:03d}\"].isna() | df_les[f\"pow_{ti:03d}\"].isna()\n", + " )\n", + " df_les.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", + " df_scada.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", + "\n", + " # # Assert NaNs are identical between dataframes\n", + " # n_scada = df_scada[pow_cols].isna().sum().sum()\n", + " # n_les = df_les[pow_cols].isna().sum().sum()\n", + " # print(f\"NaNs in df_scada power columns: {n_scada}\")\n", + " # print(f\"NaNs in df_les power columns: {n_les}\")\n", + "\n", + " # Specify upstream power in the exact same way as with the SCADA data\n", + " df_les = dfm.set_pow_ref_by_upstream_turbines(df_les, df_upstream, exclude_turbs=[4])\n", + "\n", + " # Determine number of turbines available at any given time, similar to SCADA\n", + " df_les[\"n_turbs_available\"] = (~df_les[pow_cols].isna()).sum(axis=1)\n", + " # print(df_les)\n", + "\n", + " # # Assert that number of turbines available at each timestamp is identical between SCADA and LES simulation\n", + " # all(df_les[\"n_turbs_available\"] == df_scada[\"n_turbs_available\"])\n", + "\n", " #######################################################################################################################\n", " ################## Compare absolute AEP directly between SCADA and simulated data (LES) ###############################\n", " #######################################################################################################################\n", @@ -842,23 +871,23 @@ }, { "cell_type": "code", - "execution_count": 220, + "execution_count": 21, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2025-11-05 09:46:47\u001b[0m Resampling column 'wd' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 09:46:48\u001b[0m Resampling column 'ws' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 09:46:48\u001b[0m Resampling column 'ti' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 09:46:48\u001b[0m Resampling column 'pow_000' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 09:46:48\u001b[0m Resampling column 'pow_001' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 09:46:48\u001b[0m Resampling column 'pow_002' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 09:46:49\u001b[0m Resampling column 'pow_003' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 09:46:49\u001b[0m Resampling column 'pow_004' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 09:46:49\u001b[0m Resampling column 'pow_005' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-05 09:46:49\u001b[0m Resampling column 'pow_006' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n" + "\u001b[32m2025-11-06 08:39:01\u001b[0m Resampling column 'wd' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 08:39:01\u001b[0m Resampling column 'ws' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 08:39:01\u001b[0m Resampling column 'ti' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 08:39:02\u001b[0m Resampling column 'pow_000' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 08:39:02\u001b[0m Resampling column 'pow_001' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 08:39:02\u001b[0m Resampling column 'pow_002' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 08:39:02\u001b[0m Resampling column 'pow_003' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 08:39:02\u001b[0m Resampling column 'pow_004' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 08:39:03\u001b[0m Resampling column 'pow_005' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 08:39:03\u001b[0m Resampling column 'pow_006' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n" ] } ], @@ -887,7 +916,7 @@ }, { "cell_type": "code", - "execution_count": 221, + "execution_count": 22, "metadata": {}, "outputs": [ { @@ -927,41 +956,140 @@ ], "source": [ "########################################################################################################################################\n", - "## Option for validation 1: compare the two timeseries directly, assuming (hoping) that LES predicted the inflow conditions accurately\n", + "## Option for validation 1: compare the two timeseries directly, assuming (hoping) that LES predicted the inflow conditions accurately.\n", "## For this, we must ensure the NaNs in the SCADA also appear as NaNs in the LES timeseries. Assuming the same timezone format...\n", "########################################################################################################################################\n", "\n", "# Now being on the same timeseries, map NaNs from SCADA to LES\n", "df_les = df_les_raw_resampled.copy()\n", - "for ti in range(n_turbs):\n", - " ids_nan = np.where(df_scada[f\"pow_{ti:03d}\"].isna())[0]\n", - " # n = len(ids_nan)\n", - " # print(f\"Copying over {n} NaNs from SCADA to LES timeseries for 'pow_{ti:03d}'...\")\n", - " df_les.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", "\n", - "# # Assert NaNs are identical between dataframes\n", - "# n_scada = df_scada[pow_cols].isna().sum().sum()\n", - "# n_les = df_les[pow_cols].isna().sum().sum()\n", - "# print(f\"NaNs in df_scada power columns: {n_scada}\")\n", - "# print(f\"NaNs in df_les power columns: {n_les}\")\n", + "# Perform comparison using this LES dataframe\n", + "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(df_scada, df_les)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "No circular columns specified. Automatically identified: [].\n", + "Applying regular averaging on entire dataframe (14 columns).\n", + "Applying circular averaging on 0 columns.\n", + "Flagged an additional 82 table entries as NaN because their sample pool is smaller than 3 (N_min).\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2025-11-06 08:39:22\u001b[0m Identified the following grid type: 2d.\n", + "\u001b[32m2025-11-06 08:39:22\u001b[0m \u001b[33mWarning: the values in df[wd] exceed the range in the precalculated solutions df_fi_approx[wd].\u001b[0m\n", + "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df: (0.021, 359.941)\n", + "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df: (0.021, 359.941)\n", + "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df_approx: (0.000, 355.000)\n", + "\u001b[32m2025-11-06 08:39:22\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", + "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df_approx: (4.000, 20.000)\n", + "\u001b[32m2025-11-06 08:39:22\u001b[0m \u001b[33mWarning: the values in df[ti] exceed the range in the precalculated solutions df_fi_approx[ti].\u001b[0m\n", + "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", + "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", + "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df_approx: (0.500, 0.500)\n", + "\u001b[32m2025-11-06 08:39:22\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", + "\u001b[32m2025-11-06 08:39:22\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", + "\u001b[32m2025-11-06 08:39:22\u001b[0m Interpolating pow for all turbines...\n", + "\u001b[32m2025-11-06 08:39:22\u001b[0m Finished interpolation in 0.049 seconds.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Approximate table contains 742 valid entries (60.62%) and 482 invalid entries (39.38%).\n", + " Absolute cumulative energy (MWh)\n", + "+-------------+---------------+-------------+-------------+\n", + "| Selection | SCADA (MWh) | LES (MWh) | Error (%) |\n", + "|-------------+---------------+-------------+-------------|\n", + "| Entire farm | 4520.69 | 4723.36 | 4.48 |\n", + "| Turbine 00 | 731.14 | 736.14 | 0.68 |\n", + "| Turbine 01 | 653.47 | 672.57 | 2.92 |\n", + "| Turbine 02 | 631.30 | 634.58 | 0.52 |\n", + "| Turbine 03 | 562.20 | 604.95 | 7.60 |\n", + "| Turbine 04 | 655.00 | 686.53 | 4.81 |\n", + "| Turbine 05 | 606.47 | 637.06 | 5.04 |\n", + "| Turbine 06 | 681.11 | 751.53 | 10.34 |\n", + "+-------------+---------------+-------------+-------------+\n", + "\n", + "\n", + " Cumulative energy wake loss (%)\n", + "+-------------+-------------+-----------+----------------+\n", + "| Selection | SCADA (%) | LES (%) | Error (p.p.) |\n", + "|-------------+-------------+-----------+----------------|\n", + "| Entire farm | 2.78 | 3.54 | 0.76 |\n", + "| Turbine 00 | -3.13 | 1.77 | 4.90 |\n", + "| Turbine 01 | -0.71 | 2.78 | 3.49 |\n", + "| Turbine 02 | -0.57 | 2.51 | 3.08 |\n", + "| Turbine 03 | 3.48 | 3.90 | 0.43 |\n", + "| Turbine 04 | 5.93 | 6.19 | 0.25 |\n", + "| Turbine 05 | 7.77 | 6.87 | -0.90 |\n", + "| Turbine 06 | 6.43 | 1.02 | -5.41 |\n", + "+-------------+-------------+-----------+----------------+\n" + ] + }, + { + "data": { + "image/png": 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xfJ54PzHifbEM8X3X8f7L9irOExEREREREaUMhwIkIiIiIiIi8rDy5cvjhx9+kEEvIrhq48aNmDdvHlq2bCmDDRwBQmL4KjFUkwjEEsM/uRJBS67BNa7BU4LjvbhDCjmmiyG8XImb564BQ46gAkEMVRWfBw8eyGCNL7/8Uv7F5/79+wmuB3EDXwzlJYaDGz16tAymEDf8xXqIGyASHzF0nRgCTQyBJYIHHESwhiOoLD5xh2BKCrGsYhuIgIK4xHBXIojjxo0bcuhGBzF0VlItX74cH3/8Mc6ePYuoqKhEfyOl2zp//vzPBYS4buvMmTM/V6ZjnYqApISIfdI1OCLufDreE/OTnG3gSYltmwIFCsR6LQJJRABdQseBO1JjPV66dEkeL456I7FyPXlMCNmzZ39uXxLzd/z4ca+si5TWKfERQYciyFQEPYmhXEVgkzhGO3bsmKzfe9FyJGW9ifUbN1gqoTo3vn09Q4YMct2I4QBFcKoggqxEsJVYXw6iXluwYAEWLlyIK1euyOAqh/Tp08OT7ImZYhPBj+I8GR8xvGFCwZGu3xdDfcb3Xcf7L9urOE9ERERERESUMgysIiIiIiIiIkolIhOHCLISfyKwpWvXrvKmvQimEsES4sZ34cKFMXfuXBk0Iz4vsuaIIKy42VgSyoyU0PT4bmK7yzEPImNNQsERJUuWTPD74gayyK4isuX8+uuvMlBK3NwXwR8iO1Ri2Z7ETX6RMUZkAPvwww/jna+VK1fGGyTkmtUpNSX1BvmqVavQpUsXmQ1rxIgRyJgxo1z2GTNmyP0gLm9u69mzZ6NUqVLxfkYEIL2s+YkrocxBIhAkvvlIreAF18CTV2k9ptYxkZJ5S411kZI6JSFt2rTBkCFDZNaqsWPHyuNVZJOLL8jyZa03Ue+NHDky3vcdQZIv2tfFcolzjgjmFetfBFmJc44IunKYPn06JkyYgG7duskArHTp0skAtcGDB3skI5hrkFZ8QWUioFEcUyJYTNSLDiLYSmS5Etn3EiO+Hzdjn3Dnzh3574u+nxpexXkiIiIiIiKilGFgFREREREREdFLIG7Uu95c/fnnn2VWCzE8oGt2k+QO2fUi4ia5GL7L9ab8+fPnnUM6xUdkTAkICJA3vsUwVMkhbtKLm/niTwSQiRv548aNk8uZ0G+KoZJEVhUx7Ne33377XCaafPnyyX/Fjfjkzld8y+rr64tz5849957IMiXmIW7GqKRav369zBYmspi5BgiJALvUcPHiRRnA4VrWi7a1Y52KrECeWqeCO0OpJfZZkfFHZE+LS2QZipuJLSkZgWrVquV8HRYWJo/Lhg0bJlqeCPZwHL8JSY31KH5THL9iGLeEApRS45hI6XZLrX0qOXVKYvuWCCZq1KiRDKwSwZwik+D8+fPhzfUm9smUrjMRyNm7d2/ncICiDhDZ/+LWTeJYWLp0aazpYt93DcBKKRFALNZv3EyMjv358OHDsY4/8Vrs8wnt767fF9tdDBXpmpXt4MGDsX7/ZXoV54mIiIiIiIhSJnk5somIiIiIiIgoXuKGanxZSUQmKsGRBcWR0cT1s+Km87Jly1Jt3j777DPn/0W54rVGo5EBCvER8yiG4NuwYQNOnjwZ7/B5iXn8+PFz0xw3leMbKsmhT58+MghADKHoOkyYQ7169eQNaxFQ4TqsXlLnK6FlrVu3LjZt2hRrSLh79+5hzZo1qFq1arKHU4tvW4ub7GIIyNRw+/Ztue4cxA3+FStWyHUfXzYjoWzZsjKgY86cOTKowxPrVPDz84s3ICqhzwrxfV7M24EDB2ING/bLL7/I4RndJYa1dN1vvvjiC5jNZjRo0CBWeSIzUtzvvShjVWqsRxEgI4KJpk6d+lwWIcc+lRrHRFIltN1SY10kt05JbN8SxLB/InBNZJQTx6vI9pTaEjo23nvvPVk3bNu27bn3xOfFvpoUIjBV7BciU9XatWtlRkSxL7kSyxr3fCWyKsaXcSkusZ+JoNMXBRsKlStXluUcOXIk1nSRaUwEtolj0JV4LQJdRcCbw8OHD2V5rsPmiiEgxTHpOlSt2A/EebRixYrJDoZNqldxnoiIiIiIiMjzmLGKiIiIiIiIyIPef/99eZO1WbNmMkuHCATZv3+/zBoisgWJoZkEEcQjbnS/8847MquICDz46quvZMaZpNyodpder5fDZokh/cTN3S1btsihtMTQVyJbU0I++ugjGSwmvtOzZ08ULVpUBjccPXoUv//+e7yBDg4iEEQEp4ib47ly5ZLDPS1cuBDZs2eXgUrxEfMkgoBEQNfx48fln+uwYSIwQASQiBvvIhiiTJkyMghCLMP169fl9998881YQWRJJYYc/O233+S89evXTw6ftnjxYnlTfNasWUiuxo0by2xVYp8Q60IMc7ho0SK5LuMLOEkpkZWse/fu+Pvvv5EpUyZ8/fXXMkAssaA9EbizZMkSGVxUrFgxuZ9my5ZNBliI7S/Wuciy5i4RXCP2E5FZSAyBlSdPHrkvxUcE4YhgELFuRKY0EXgiPiu+06NHD5ldp379+jLwRAyhKIZsc2RFcoc4JkUwofgdkaFM7JNimzdp0sT5GVGeCPAT+6EYlu3YsWMy0OVFWXxSYz3mz59fZmQSQ7VVq1ZNZnPT6XRy+4p1KoaUTK1jIikS226eXhfJqVMc+6EwcOBAGWwUN3hK/J4Yrk4EFYn5dR2WLrWIeRLbTNQ7YhuLMkWgkQjuEpkMRb0hhhAVnwsPD8eJEyfkMSACP5OaTap169ZyKFexjsRyi+3kSpQh1qnYNlWqVJFliMxSSckCJ7ZjkSJF5Dnlm2++SfSzYtuI9SvqArGMrsMYiv26f//+aNWqlZzHvXv3ymN72rRpMujKQey/U6ZMkftOzZo15TSxn4nviUxcYl8Q63H58uVyHcXNwjV58uTnvp8QMaSmyIbnCJgS+5xjSFpxjIl9zxPzRERERERERK8HBlYREREREREReZDIziJuzosMVSJjhQjiEEP9iUCd8ePHO29si8xV4ia5mDZ8+HCZSahv374yGKJbt24eny8RSCACq0QZ4sa9CIAQQ9FNnDgx0e+JwJxDhw7Jm+8iOEjcoBc3yEWgxMyZMxP9rghUETeTRWCPyOwhggFq1Kghb0S7DgcVXxYbkSVL/LkSN7MdGVfatWsng0pE4Nfs2bNl8JMI2hCBJ47gNXeJZRI39cUNcRGsIrIDiZvk4iZ/QsFASSGCI+7evSuDtERwjgioEr8p9pNdu3bB0woUKIBPP/1UbmcROCQCXERgnwhaSIwIDBCZckSggwgYEEFfYr8Uyy6C/5JDBFT16tVL7udiiEdHYF98RPY0EYAg1r8IahKZeUQwmJh/Me8ff/yx/L3BgwfLoTVFxqphw4a5PU9i2UTwiNj3Rdadtm3b4pNPPok1NJsIIhQBcCIQQhw3Yr8SQXcJZXdL7fUojj+xHsR2FUFWIptPyZIlZZCHQ2ocE0mR2Hbz9LpITp0iiGA0EfQqMjeJY09kT3INrBJBriIISdRvrus0NYn9TwTviKDN0NBQuRwi6Ehs2927d8vsY6KOEIGmIghNBEy+aDnjW18ieEn8vli+uERgrQjaEln5RB0hgvJEIN7o0aM9uqxi/YphFsXyiOVyJc6NYh8Sx7cIKBMZnebNm4dBgwYl6bfF+pkwYYIMhnry5Ik8LkTdUL169VifE/ueOMYTytrnShz3Yhs4iMApxzC9IkjMEViV0nkiIiIiIiKi14PCFt/4BERERERERET0nyECe0QQV2pkRyIi+i8YMmSIDKgRQZAiuIk86/LlyzKLo8iWmJQARU+rUKGCDIgSwV2vCpHxUQTwioBqkbUrtbLKERERERERUcooU/h9IiIiIiIiIiIioteW0WiUmazE0I8MqkodYnhBMUSpyKj2soWEhMjhPEXmt1dtnSQ2FC8RERERERG9GjgUIBEREREREREREf3fuX//Pn7//XeZ0e/Ro0dJHn6OkueLL77wSrliKEUxNOarZtOmTXI4UkEMgUhERERERESvJgZWERERERERERER0f+d06dPo3379siYMSM++eQTlCpVytuzRP9HatSo4e1ZICIiIiIioiRQ2Gw2W1I+SERERERERERERERERERERERE9P9C6e0ZICIiIiIiIiIiIiIiIiIiIiIietUwsIqIiIiIiIiIiIiIiIiIiIiIiCgOBlYRERERERERERERERERERERERHFoY47gf6bQvs18Eq5AQu3IKR7HXhL4NLfcL3cW14pO+fhPzAjVwevlD3m2irsydwK3lL97vfYnKmNV8pueG8t1mdp75WyW95ZjQ9yeadsYcK11ViQ0zv73KDrqzDLS/u7MPLaKq8eb8uyeafsrrdWYUzudvCWGVfXYLKX9vnJ11ZjU2bvLHvTu2twtmBDeEvh85txu0otr5Sddf9OPGlRE96SdsMuhA7wzroP+GyzV9tTT9vXhrekWb0Dj5vW8ErZ6Tbt9mrZT1p5cX//fhdCetb1StmBX21HxII+8BbfQYtg+G6KV8r2aT0Jxr++9UrZ+sptYVgxBt7i02kGImZ380rZviO+Rvg471y/+E37HhGfD4C3+Pb/DOETvXPt5Dd1LUJ614O3BC7ehvBpnbxStt+4FV6r50Qd5+06NmJuT++UPfQrRMzv7ZWyZfmDFyN8qneuX/wmrkbEzK5eKdt31DKv1e/OOn5GZ6+U7TdmuXfPL95e7//H51bD6gleKdun/QeI+LSfV8r2fX8hDEuGwlt8esz1ah0b2qe+V8oOWLQVhqXD4S0+3efAsPEj75TdbLTX9nfHPu+tdoVsU3izjv0/bk95s+ywUc3hLf4zf0DYiGbeKXv2Rq9fNz5t7Z2+8DTf7cSzrm97peygZb/jaVvvLLeQ5tudeNTIO32y6X/djbChTbxStv/cn7xex3rz3BYxp4dXyhZ8hy/x6rInBTNWERERERERERERERERERERERERxcHAKiIiIiIiIiIiIiIiIiIiIiIiojgYWEVERERERERERERERERERERERBQHA6uIiIiIiIiIiIiIiIiIiIiIiIjiYGAVERERERERERERERERERERERFRHAysIiIiIiIiIiIiIiIiIiIiIiIiioOBVURERERERERERERERERERERERHEwsIqIiIiIiIiIiIiIiIiIiIiIiCgOBlYRERERERERERERERERERERERHFwcAqIiIiIiIiIiIiIiIiIiIiIiKiOBhYRUREREREREREREREREREREREFAcDq4iIiIiIiIiIiIiIiIiIiIiIiOJgYBUREREREREREREREREREREREVEcDKwiIiIiIiIiIiIiIiIiIiIiIiKKg4FVREREREREREREREREREREREREcTCwioiIiIiIiIiIiIiIiIiIiIiIKA4GVhEREREREREREREREREREREREcXBwCoiIiIiIiIiIiIiIiIiIiIiIqI4GFhFREREREREREREREREREREREQUBwOriIiIiIiIiIiIiIiIiIiIiIiI4mBgFRERERERERERERERERERERERURwMrCIiIiIiIiIiIiIiIiIiIiIiIvqvBlY9evQIGTNmxNWrV/Ff1aVLFygUCvn3448/ent2iIiIiIiIiIiIiIiIiIiIiIj+s/4zgVXTpk1D06ZNkTt3bmegVf369ZE1a1bodDrkyJEDAwYMQEhISKK/I77vCF5y/H300UfJnq+1a9fK33j33XcT/dyuXbueK1f83b171/mZBQsW4M6dO8meFyIiIiIiIiIiIiIiIiIiIiIiSho1/gMiIiKwdOlSbNu2zTlNqVTKQKsPP/wQwcHBuHjxIvr374/Hjx9jzZo1if7e1KlT0bNnT+frgICAZM2XyJ41fPhwVKtWLcnfOXfuHAIDA52vRRYuh6CgIPnnKbpWfaAuWQnK9JkQPr0/rDcvy+l+H3wDmKNgM0XK16bt62A+skf+X1W0LHTvdALUGsAUCeOaT2C9dcX9stv2g6ZUZSgzZEbY5D6w3rhkf0Otgf693lAVLwdEmWC5cQnGJTPtb5WoAF2zLoBCCaiUMG39HlH7f3N/wbUaZJg+AZo8uWCLjITlyVM8mTEf5pu3Edi1Hfwa14U6RzY8HDEZht37nF/L9M1nUGg00fOpgjZfHtxp0xNRF+3rzR1tVo6CX3AQbFYbTOFG/DZ5Be6dupbgdKHvn/NgMZlhNprk678W/oQzvxx0q1yFToMiiwbDt2B2WI0mRD0MwYVRX8F41R7Al2t4KwQ3qwqbyYyoxyE43mKKnF7yh8nQZw+GOSRCvr63bhduffmr28ut1GlQavFABBTMDovRBNPDZzg5cikirt5DUOl8KDqtC5RaNVQ6LW6u3YXLn/9s/56PFiXn9UZQqXyA1YZz09firpvLLsquuGgAAgtkk2VHPgzB0dHLEH71HtK+kRdvTO0ItZ8OsAHHJq/Cg32n5fdyt6mBAr0aIKBAVhyfugYXv9qK5Gi3cjT8ndvWgG2TV+DuqWsJThfy13oDNYe3gkKhhFKtxF+Lf8XxDXuTVf67q2LvW7snrcDji7fR4LP+SFcgm9yvDI9CsGPsN3h27Z78Tp05vZCxRG75HavZgn0ffYcb+065XXarOPv1H5NX4P6pawlOF96a3BH53y6DoBzB+KbBWNw/fT1Zy52cY82hRKvqaDynF9b3nIcL248kq/y6a0bBR5RjsyEqzIiDE1bg8alrCMyTCdXm94YuXQBMIQb8OWQxnp6/Jb+TvfYbKDOyFaBUQKlS4uSizbj4vfvbvdsKsW+lgc1mRWSYET9PWY47p65h5J8LYI6MQlSkvS7ZtfAnnPjlgPz/O5M6oUidskibPRifNByDO6djrxN3dHTZtyPDDdjism8LpVpVx7tzemNtz7k4G71+m87uhZzlCiJK1A8Rkdg6ZSVuH7/s9rFebtH7CCgYc6wfH/W1PNbTlM6HEh92glKrgUqnwfXvduPi57/I75Ve0BvB1UvA9MgegH1/z0mcnpp4eyEuhVaDrPNHQ5cvJ6zi/PLoGe5O+gxR1+8g84wh0BfLD9issJkteDBnGSL+Ohbr+76V3kCOZR/i/kdL8GT5JrhNq0HaqROhyS3ObyZYnzzB09nzYLl1G8q0aZBmwhios2WFLSoKz+bMh+nf4/JrmiKFEDRoABQ+PoDNhmefLoTpyD9uFe3T7X1oyr8JVcbMCBnWA5arF+V0dZmK8GnbXZ67FSoVjJvWwrQrpr0mP1O8NPwnzoFh+ReI/HW9+8st2hUte0NdIrpNM2MArLei2zRTltnbNFGONs33MB91tGnK2ds0CgWgVMH0xwaYD/7xWrWnBJ9OA6ApUwXK4MwIHdsTlmuXoPAPhP/YOTEf0uqgzJgVIX2bwxYeCv9xc6HIkAkwhNvnbc92RG51f9379hwITfkqUGXKgmeDu8Nyxb7dNWUrwqd9D/u6Fdt941qYdtq3u6pAYfj1HAhotFBotIj8YwuMG799rcoWfLq+D0256H1+hMs+X7oifNp0FxcjUChVMP60Fqbd9vJ9+42CulBx+z5hNCDim89guXTO7bJ1bfpB80Ylezt6qmhHX45pR7fqBVWx6Hb0zcswLp354vfcpKnxHlR534AyMD0Mqz+E7eHNRKdLKjU01VpClauoPC6sD2/CtG0ZUmrv+Vv4/I/jsNpssFht6PxmETQpnRcnbz3C7M1HYDCZAQUwvH4ZVMibGZ7UYNg8aDRq6DX2S+pujauhVulCGPXFely6/QB6rQbpAv0wrlMj5MyUHp6279JdfL7rNKKsVujVKoxvWBqFMonzvg2L9p7BllM3oVUpkcZXiyUdqqeoLE3tdlDlLwVlUAYYlk+C7f4NuU217/SBMn1We10XEQLTbythe3o/1neVOQtD12o4onZ9B/MR96/dtI26QlWkHJRpM8Lw2QhY78TOUK0uUxO6Fv1hXDULljN/2+e3RjOoS9eEIn1mRK6Z45yeHDN3n8Xuyw9wJ9SItW0roVBwQKLThb4bj+BRhElWQ35aNUZWL4TCGQPdX/aGnaEqJJY9GIaFo2C9a29H6TuNhcLf3r6EyQjTr9/Aete+XlQFSkHzVmtZB4o6KGrfzzD/az/3uEvXui80JaPrmg/6Os9vsj5p2Uuey2COrk++nhXru5oqdeHTeRgiFk6G+dhf7i973Q5QFSgNZZpgGJaMh/XedUClga5ZPygzZIPNbALCQxC59RvYntj3OWWWPNDWaQ9o9RAXdabf1sB67Uzq13F6P+ibD475AbUWCnGsfDkCiIxI/fI9WMdqarWxlyHmf+VU2B5EH+uNekUf6ybYIkJh+mMVbE8f2Be3QkOoi1aGIm1GmH76ApZL/7pdrn35WkOVrySUgRlgWP0BbA9uJjpdUOYqBk2VpnJfF/uE6Y/VsdeLG7T1OkFVqIx9n1s8FtZ70cdb+9Eux5sBpq0rnMeig/qN6tA17Q3jd3NhOef+daPmrXb2/V2s92UTY+rYJn2hzOCy3retiFXHat5sClXRSoDFLN+PXBv7OEzNOl7XeiQUgenlOhHMJ/clr46v0x6q/NHH+tIJsN6PPtbfFcueDbYoExARgshty12O9bz2Y12lgUKtgfn4XkQd3PxSzi/a5v2gylXIPl+O+vdWdH/mf/zc6sll9+a5Na59F+/g850nEWWxQq9RYXyjciiUOQ0mbjqEf288lNN8NGqMqFcaxbOlS1FZM/ecw+4rD+3L17pCzHInMF1ouHyfbM/p1PZn47uVzY16BTIlr/w/TmHXxXu4E2LA2k5VUTiT/R7DtSfhmLD5Xzw1RMFfp8bUBm8gf4bY90J+PHEDk7cex9x3y6J2gcwvpY5NSv2bFLr3+kL9RvT1+of9YrVndC17Ql20rNyvrTevwLhsVuLfSYaZv5/Erot37eu9c/WY9f44LHq9m+zrvWFpud4jzRaM+ukILj8Kk238tL5ajKtbEjnT+iGl9p69gc+3HxVd67BYrehcvTialC2Ax2EGjF+3FzcehUCrVmFs08oom8Jrp+Ts7w6bTt/G5B1nMLdhSdTKG/zatSu8ff2SrGXPXRzaKk3t/SgKJaKObIflzIHXqj3lzXpGlt+kO9RFykOZLiMi5g99fruXqw19qwEwLP8IltOH5DSfXlOhSBsMm9F+zWA+shNRf/7iftlNu0NdtIK97HlDYL0dT9mt34fhmxmwnIou+/2Z9j5JQamCKnNORMwdDOuda6/VdaNPl/ehKVsFyoyZETqyR0yf6ISPXVaQDspMWRHSs5nsE1XlKwSfzgOg0Nv7wQ0rFsJ8yr1+cEHfrj80pe33uEMn9pb3uBV+gfAb6bKMWj2UwVkQOqilLFsRkAY+PUdBmTELEBUFw8pPYDl/wu2y5bJ3jl520R882mXZx7ksuy66P7i3fdn9P1go28+SSgVVjjwIGdUd1uvuned8ew+EtqK9T/bp+91huezok60A347d5ba3RRoR/tnHsFyxtxcVQWngP2wsVJntbfzwhfNgPmW/N+EObbOeUBcT+3smRMwZBOtte3+67/ivou8B2O95Rf2xHuZ//0z0O6/b+cWb9bssp3ZbqPJF9xcsnxLTX9C4N5Tps0Rfv4TC9Psq5/WLtn5XKDPlst8Ts1oQtWcDrNfPvnbL/p8LrNq8ebPMSlWpUiXntLRp06Jv377O17ly5UK/fv0we/bsF/6eCKTKnDlljUeLxYL27dtjypQp2Lt3L54+fZqk74lAqjRp0uBlMP/zJ0y/rYfvMJcbb9EMS2c8f9Hg4w+fLiMRMU80CK9Dla8Y9F1HIuLDvu6XfWQvTFvXwW/0vFjTdS26y07Q8LFd5GtFYNqY4nuOQvis4fJCR5E+E/ynfY2oo3/KG1PuCtv4C4z77I0I//eaIt2EYbjfexiMh44gfPtOpJ84/Lnv3OsyIGZe3qqOoJ4dkxVUJWzs/ykio4OUCtYrh0ZzeuHrBuMSnO7w44BPkx1g4nBn1e948oe9oZC1W30UnNsHx5tPRtYeDeFXJBeO1BwGW5QZmuDY++Glid/g0dbkN+odbqz8Aw/+sHe25upWDyXm9sbB5lNRYk5PnJ/1Pe5vOwJNGj9U3zcX9387irDzt5C3b2NYI83YXWkwfHIGo8qWD/Fo3ylEPQlzq+wrK3fg7g57IEO+rnVQ7uMe2N1iGip/PQSHBy/C/b2n4J83M6qvG4OtVYfDaozCk+NXcKD3Jyj8fpMULfeG/p84t22heuXQZE5vfNlgbILThXfn98OK1h/i/tkbCMqeAf3+mI2zW/+WgUDu2tzvU5iiy8lXrxzqfNwL3zWdjJNrduLqTvs6Kdm5Dt6e1QMbWk+Tr3dPXeX8TnCxXGj+7RgsfqOvbHC64yeX/bpAvXJoOKcXvmkwLsHpwrnNh3Bw0a9ov34CUiK5x5pY36Xa1sStoxdSVP6uPjHrPWf9cqg2vxc21RmHKjO74dzqnbi4bi9yNSqPqvN645dGE+Xnqn/SF1taTcOTMzfgnz0Dmu2ehaub/4bZze2+ZsAnMEaXXbReObSa0wefNBgjX3/7/qfxBk2d2HIIuxf/gj7rJyGlvu8fU37heuVkENWi6H07TfYMKNu2Fm7EWb9ntx3Gz6OXwGqxomDt0nhv4UDMr+pyoyqJrq7agfvR9UyebnVRam5P7Gv+IUrN7o6zs9bj7vajsp556885uPfbPwiNDmq7uPAXXE5m8KTD0++2IHz3YftydmiMLNMG4XrH0bg//UtYQ+1BLLoieZFz+QxcqNjGeTwp/X0RPLyL87vJFbHpF0T+ZQ889W3xLtKMGYFHA4YgsG8vRJ06jcdDR8lAqnQzPsC9Fm1Fg0X+/8mHH8F0+ChUObIj/YI5uN+mE2CyX4gkRdSB3TD+uBYB0z6NNd1v4DiETRoMy7XL8kIv8JMVMB3YE3Pu9vWDT4deiPrHvWDZuMz/7IPp9/XwHRJPm+brj5yBVq58Oo9AxIJRssNBkS4j/CZ8ibB/9wORhtemPSWYDu2B8Ze1CJj4iXOaLSwEoWN7OV/rGr4HdZE35EW0g3HVQkQdiQkgT1bZ+3bB8MO3CJwRZ7sPGY/QcYPs2z1jZgR9Hr3dDQb49RsOw7dfI+rQfij8AxD0+UqYDu+H9ca116Zs5z6/aS0CPkhgn78evc/PXwHTQfs+H3VoLyIWzQGsFmjKVIbf0CkI6d8mee3obevgN3JurOm65tHt6PFdn2tHJ/aeuywXjsJ8ZDt0rUYkabqgebOZrO+My+3nOvim/EaY6Pwct+EvLOn6FgpmTotbT8LQ7NNf8FbRHBj67R5MbVYZlfJlxrWHIei9fAd+HNjYGQTlKbP6tkThXFmcryNNUWhRsyyqliwgsw9/+/tBTPn6JywdY1/vnhJiMGHspsNY2rE68gcH4uj1h/L1hl5vY83fl3Dhfoj8v0alxMMw99uNcVnOH4b50Bbo2tnbEQ7mY7thvWLvBFSXrg1tvS6I/M61E9EHmuotYb3sfmeZs4xTBxC1dxP0vT547j1FmmCoy70Ny/Xzsef30gmYj++Drnk/pNTb+TOhS5nc6Lr+7yRNF2Y1LIkAnb2zcsel+5j4+ymsa1fZ7bLNpw4i6s+foe9uf9jFwbhuPhDd+a4qUh7a5n1hXDhKvta1GADDsqmw3bsu14/P+x/DLDruTe7vB+ajoq75Hn4jXDpmRRnNutnrk4nd4q1PxLW6pmoDmC/bH1RJDvOZvxH116/Qdxofe/o/O2G5ZN+fxLbXNeoO46oZ9vlqOQiRP38F69VTUKTLDH27UTAsGik791K1jjOGw7jGfv0k56tMHaiyFUhWUJW361jL+SMw/71NBs24Mp/YA+uVk/L/6lK1oK3TGZHf29s91uunEXnuELR17X04yWW5KJZvG3TvjUjSdOh8oavfDcbv58D2+A6UWfPbX6+amqzyzWcOIWr/L9B3jV6H0YzrP3FuSxHoqG3SG8Yv7dc0ggiiU5epBcvN5F83Ws5F17Htxz5fx0bXn+oyb0HboCsiv41+8LBsHSiCc8C4dLxsV8Av8KXX8VE718Jy0f2bULHKOHsYUQc2Q99hXOzp/+6KOdbLvg1dg24wrrGPJqBt0AVRezbay9b7wbfXRzBf/Be2R7dT//xy+hBMPy4CrFZ581bXdigMc/r/f5xbPbjs3jy3Ptee2ngQSzvXQv6MQTh67QHGbjyADX3ro3bhbJj4TjmolUrsOX8bI9bvx5ZBjVNU3tv5MqJLmVzouuFIkqY7zKxXPN7gE7fLL5gZXSrkRZc1sW9cf7j9BFq8kRNNi+fAb+fuYOKWY1jTsarz/VvPIvDD8esomSX59yuSU8e+qP51qz2z/Xv4Ptee6SrPneETuz/XnknoO8nxdqEs6FIxH7qsjn3t/eH242jxRi40LSHW+21M3PwP1nSyPwwhplfNm1FeT6w9egVTth7D0rZVUn7t9N0eLOnVAAWzpMOtx6FoNncj3iqeGwu2HEGJHMFY2K0uTt54gKErd+DXUa3ktcTL3t9vhxjww+nbKJEp8LVtV3j7+sXtZReLL5Z1/cewPbwlA6f1nabAIM6z0Q8pvg7tKW/WM7L8E38haveP8OkTc13gIIKnNBXehuXa8w/WRf68zBlolVzm438hateP8Ok3Pf6yK9Z5rmzDp/brR0FVojK0dVonK6jK29eNpoO7YfzpWwRM+TR2n+iomMQpusbvQV00pk/Ub9gHiPjiI5hPHIUyS3b4j5+DkMGd5EOI7og6vAeRW76D/9j5MWWHhyBsUh/na239VlAXKuksW9+qByyXziBi7hio8hSC74DJCB3ZQfbPJ2vZf/4WAZPjLPsYl2VvFLs/OGxCTB2jqVAd+had3Q6qkmX/uQvG9d8icHZM2Qp/f/gPH4+QUQNhuX4V6mIl5etn/e39Yb5desN89jRCJ46UD74GjP8AT7u1cXvZzcf2I2rHD/B5//mRxowrZscbNJXYd16n84s36/eY65et0LWNqT8E8/E9LtcvtaCt1xmR39ljcUw71zrvtSgy5oC+1XAYPhf3+2yv1bL/54YCFIFLZcuWTfQzt2/fxg8//IAaNWq88PfE0H/p06dH6dKlZSCW2Wx2e55E1isRJNW9u71xnlSlSpVClixZUKdOHezbl7KbXS9iuXgStqcPk/x5EVkrTgziJqD8/qVTMvJemSOf+2WfPwHbkzhla/XQVqsP4w8xT1baQp7E/N8GKHz95f8VPr7yJCGiet1minIGVcmXJ85AncUeSGc6dQ6WWy8ebtG/SQOEb9qC5HIEdAi6ABEZnfh0T7FFRjmDqoSQI+ehz2F/8iNHvya4Mm21DKoSoh4kLRjQHdbIKGdQlfD0yAX4RJcvLvA0gb7y/ypfPawmM0zRgVNZmlbG9RX2p/AM1x/g8b7TyNSwvNtlO4KqhMdHL8I3RzC06fyhSx8gg6qEsMt3YXoWgcy135Cvn52+jtALt2XWnZSIvW19nbFJCU13rBN9oP2JJJ2/DyKehsFsSsY+L/Ztl3K00fuWJTLKGVQl3P3nIgKzZ0jgO/Ztkxxx9+v4lz1munDz0DmE3X2c7DJTdKwpFGgwswd+m7gC5kj3639XsdZhoH0Z9ekDkb5kXlzaYK/jr/36N/yypkNAbvtThzbYoI0+FjQBPoh8EgZrMra7I6hJ0Mt968X78NVDZxHigfUeX/mOdSw6hprM7InNE5fLfdDVud+PyqAq4eY/FxCQOa3M2uXuse4IqhKeHLkgj3VBrAJNkP2YUvnqYtUznmAzRcUKjDL+ew6abPbt6giqkmUHPP+kYaZJ/fBo4VpYniY+ZHGiTFHOoCpBBFKpos9v+to1Eb7xJ/v0M+dgefgQ2tLiCYNAKNMEyaAqwXLjJmxhYdBXruhW0ebTx2F7bM9cEJsNCr/oc7evL2yhz2Ld4PTtMQjG9SthC03Bcss2iWjTPHLzWzYofKLnTe8r2zju3nz1dntKfv+sWPeJl6+t2QCmXe4/yZ+k7f4onu1uc9nuos0WGrvNpvCz3xhQ6PX2p1lCQ1+rsmX5ZxLY5+OWHxazz0cd3m+/+Sm+f+E0lOkyyCcD3WW5kEA7umo9GDd+83w7OrH3ksF6+yJsYU+TPF1kb1EXrYKov1wy8UWk7Jh3UAAINdrXb3hkFIJ8dIiMsuBJeKQMqhJyZQhEgF6LfRdSf0h1nVaDam8UlOc6oWS+7Lj90PNt6htPwhHko5VBVUKZnBlw91kEztx5guUHzmNQrWLOGyEZ/EX2npSx3jwPW1icfcZidnacyM/cviw7xF1p324P81+/wGZM/rnWevUMbCHxtE0UCuia9YHpl6+fq7utNy86M5ukVNlsaZEpQJ/k6YLjxq8QFmmW+2lyWK+djX/Zo4OqBIVOtLFc23g2eU6TdD6wGcIAS/KuHywX4jm/aXXQvlkPxh8TqE8UCvh0HALj2s+Td60ezXrjHGyhcfe5KGeghfzMrUsx+5yPPxS+ATKoSs7T47sy4Ek8TZnqdVwc6mJVYD6177WsY623LiRwrJ+M+cydy/ZMRY7Xd6/C9izp7aDEy36a5OnKIPF0f7jsnJafu30RioB0MtgoWeVfPwtbaDzHm0uAnPPYipkC3Ts9Ydq6PFltyFh17HP7uzlW4Iz1tsv+LjZ7xfqI2v29s10hMri97DreE5J2rF+MXbYtZlsoNDrYLGZ5vL+M84vl7GEZWCT/f+MCFIHpZJbS/4dzqyeX3ZvnVlc3noTZ21MZ7RmEyuQKdranahbKJoOqhBLZ0+NBqAHm6OVPLrl88bTLEpruaWVzpEcm0f/l4nF4JE7ffYZGRbM5g6/uhRhx/Yn9mBJZYaduPY7RbxWHJjpr1kurYxOtf1N4va7VQVOlHiI3LY+3PePuNX6y13sxx3rPgnuh9vWuU6tQLV8m5/VEiSxpcftZ8oK14xK/GWowxVw7+epkRrTtJ66gVaVCcnrxHMEIDvTFkcv20S1e5v4u9rcpO85gVPWCcr5e13aFt69f3F12Zz+GuK4QtHr7OUacX1+n9pQX6xlZ/pXTsD17FP92b9EPkZuWpGj5kl12q/6I/NGeySchIujLfOj3ZJfvzetGy5kk9InWbgjTDnufqCIgEIrAIBlUJVjv3IQtPAya0hU9c487btnV6sO0J+Y+sqZ8DZh22kfpsVw5B+vTR1AVcv+aNcn9wbUaJtgfnNh7LyIyTVnj9MkqRSaq0BAZVOX4jDJjJqjyFZCvddVqwrjFfm/CcuEsbI8eQVOilNtlWy+fin9/9/B3Xsnzixfrd1nOzYT6C+Jcv7j0F7g+wO6cj+SU7eVl/89lrLp27RqyZs0a73tt27bFpk2bYDAY8M4772DJkiWJ/tbAgQNRpkwZpEuXDvv378eYMWNw584dzJ0b+4nwxPz5559yaMJ//016CnQRTLVo0SKUK1cOkZGRcj5r1qyJgwcPyvlJKvFd8edKZPNyl76zPWOT5dp5mH5cJm8KWe/fkqkMlXmLwHr5DFQlKsobRiItrnMovxQQ6Q9F5KyuUVuoi5aRw6RE/rQSljP2QCDDog/h02+SfNpWBFhFfD7FIwdBQNvmMOzen+TPqzIFQ1e2JB5NtD8Zm1yN5/ZGrspF5f/XdZn9wunCO3P7yEbHnWOXsPOj72B4nLybgQ7ZejTCo62HofL3gSY4COnrl0eGxvbMb7cW/4IHm2LWS55x7ZF7VBuEn7+Jq9NWw3g95Y393D0b4N42exDC8UGLUG75cBQc3Rra9IE4OeIrmB48k+/5ZM8Aw42YRkLEjQfwyZayTr38Perj9rYjMD0Og/H+U2R/pyJu/nxQDgsYkC8L/KIDMTyp6dw+zm271mXbJjT9h/6fotXiwXJINJ8gP3zfex6sUe5HrzvUndcb2aPL2dT5+ex9pbrVw6Xf7I1KhzdHt0b+RhWgD/LDr70XuJ2tyqHh3N7IGV32epdlTGi6J7l7rFXo2QC3Dp/H3ZOx0+YmV7UFvZGlir2c3zrOlkFUhvtPYYsOIBLCbz2Cf7b0CL16D7v6fobaSwbDHBEJbZAfdvScn+zt3urjvsgbvYzfdJ0Va7roo7lx7BK2zVyL8BTWJQlpNrcPckeXvzp6HVfu2QDXD5/HnRes34rd6uPCzmPOQKvkytujPu5stT8J98/gxai4fCgKj2oFXfpAHBu5FJHR9Yz8bM/6yNm2Jgy3HuLMR98jJM7wkO5K27kpQv+ISS8qMlIF1K8GVaA/br0/zXk8BdR7U3ZSh+04iIC6KXsK0ZXfey1g3LsPisBAKNQqWB+7dBTeuQdVpkwyoMry6LEMvDLu2CWzWalz5nAGZKVU+Nyp8BvxAWyRBij9AhA2eyIQHbCuqVRDLrcINtFUStkwVYnRdxomz52Wq+dg+km0aUKcmaz0PcfJofhEgJVhyYceaVd4uz0Vl6pAMRlMFPVP7CeT9W16Qt+qKyy3rsG4dgmsDzwXdBI2Zwr8x3wAm9EIpX8AQj+a4Nzu4Z98BP+x0+DTvjuUgWkQ/sXHsD19/J8oW5Yxbyr8hrvs83Ni9nlXuoYtEPXPgZgboilkD9gLha5hG6iLlJHDX8p29Nl/E33vZRBP5doiI6ApXx/KHEVkCviog7/Im6kp+l2FAjPfq4pha/fCR6NCiNGEj9tURzp/PTIE+GDbyWuoVzyXHBbw6sMQ3PZgIK3D+K82yrjh4nmyYVCrt+XQf65Wbz+ImmUKe7zcnOn88cxgwr83H6FU9vTYdf42wk1mXHwQIm/U7Dx/B7+LG6BiaN6KBVCvaHakNpFRxDVziapgWXmeE8OCqQqW8Xx5bzaG5fo52WnzKhq//SQO37TXL582Ke3x35dDMuUpJv9vXBnz1KVx3QLo2wyVx7lC7wfj2rnJevo1IcrgrPb6pIGoT0rDZjIh8peY+kT7dgsZMGy9bh8KIDVpyteF5Xz0tYshTHamqYpUgOXMITksoCJ9llQJBEmMGKJMdNxZXDoWX9c6NiHq0m8le7g/T7I+vSf3cbHORbCXKm9JKHQ+cggAixiSwIO0TftAldt+TWP8Nua6UV25ASw3zj831EtqEBmqLBei61itHgrfQDl8oMiuIJj/3g7L2UMvrY4XRNYkTdVmsD66LYd0sD2L7yELDx3rjmUXz5L8ukRmqNNUbyEDKk1iSNDwmGu6l3V+0VRpCMv5f5zBRv9P59aXsewv49zqbE/deIhSOTJg17lbsj11+2k4imSJyaqx5uB5VM2fxRlo9bJN+P20fFCuWKZADKySH+l8tB777buhRmTw0zmXTbSvMwfqcTfEIIeeW/n3ZbyRLR2KZrYHn6WGhOrYF72X4vZMRBi09Vs72zOmX1bBcu7lnN/uhhqeX+8BPs717mrNkcuomYzhF+O9dmpbE8NW7YCPVi0ztn3cobYMsDJbrMjg8kBt1rT+uPvU89dOL7Lqn+solSUNinpgmM9XsV3xKl+/RG7+CrrGfezXEDpfRP4iMhR67hrC2+0pb9QzDppqTeQDM/Fl0hd0DTrAVrctrPdvwrR1FWyP73mu7OpNYL2acNmCIig9VHmLwfhtTNal/9J1o6pgdJ/oUXufqAj8sT15DE2lmog6sEsOC6jMmkNmnPd42fmLyrLNx+z3BkRfsBh+zzXAzPrwHpTpM8KzR1uc/uDoZXelSBcsM1lFLHw+y1lyWW/flIFr6iLFYD5zCpqKVaD09YMqU2ZY798D1Gq57h0s9+9CGZy84Y0Toms3RD6Bab1+AZG/LE/Rwyev43Wrt+p3V+oy4voldntKU60FVIXKQqHzQ+RPC93OVvWqLft/IrBKBE3pxVPn8Zg3bx4mTZqE8+fPyyCpoUOHYuFCseHiJ953KFmyJLRaLXr37o0ZM2YkKUApNDQUHTt2xFdffYUMGZLeiVeoUCH551ClShVcunRJzv/KlSuT/DtiPsXwg67E8g9L8i8AEXNHwPbkgXyCXtuks7whaVg4UT4Za1gyDbqmXaHQ6WG5fAaW29dg81RHrVIlx6O13r6G8A1LocyZD75DZyJ8Yg95E1TXuD0MC6fISGBl7oLwfX8qwif1ct4gTY7Aru2gzp4N96c9P/RfQvwa14Nh7wFYn6WsUv5l6GL5b4kW1VBrTBus6zIn0emr3/sQIbcfQalWofrwlnhnbm/ne8mRY2Az+OTJjOOtpkCp00KpUUOp1+LfhmOhyxGMUj9/iIgLtxB++hrODfgUkbcfOYcPLLZqDI5UH5Ki5c836F345smEEy2/sr8e2BTnpq/F7R/2wSdXRlTaOAnPjl2WQwF6WuGBTeCfOxP2vLdUvt7fZS5KjG+DQu83Qcj5m3h06BxsZs93EG0aukj+W7JFNdQe08YZRBXfdIVKiarvv4vve8/H9UNnkaVkXrReOhSL646GIZk3BrcPse9bRVpWQ9UxbbDJZf8p378J0uTKhB9Gxw4Y3PfRd/IvR9ViqDq2LdY1n5KsIJ/N0ft1sRbVUGNMG2yILjuh6Z7kzrGWoWB2FG5QHqtafeix8vcOspeTv1U1lBvbBkdnr0/ws2K7vzHwXezoMR/3Dp5Dhjfy4q1lQ/HjW6Nl5ip3fT/sC/lvmRbV0GB0Wxlctfi9qXgWXZfUHd5KBlm5Bl150sboffuNFtVQZ0wb/Db9WxRpUAHLWj2fDttVyWZvolijilj2XuKfe5ECA5vCL09mHGtlT8Nc4P0mOD3tO9zauB++OTOi6sYJeHrsshwK8MyMdTDeeyo7qrM0KIfKa0bi98pDYYlIXmrQ9H3egzZnFlyfEJMS98Gcb+Sfb5VSCB7ZDdfaDIcqKADp+7XB9Q6j4Un+ndrL89uj94fJ8dQT83jUeAT264WATu0QdeUqTMdPeuYmrFIFfYuOCJ89QWYXEher/mOmI2RIN3khqW/ZEWET3R/q0R0R80fGtGne6QR9x2EwfDFJPl2trd8Gxq+myWxXypwF4NN7EiKm97NnrvJE2d5qT8WXrerP7bFufIR/McOZbUlb5134jZiG0JH21NwpplTBp1VHhM2I3u75CyNg3HQ8G9hVZizTt2gHw8qvYNrzO5SZsiBg+icwXzybrOH4XqmyXff5ORNkRiu5z4+ajpBh3ezZ2qJpq9WBtkpNhE4cBI9RRbej71xH+A9fywxovkM+Qviknom+Zwv1fDal5yiUUAamR9SjO4ja96N8KkvfbBAMq6YAEckP7BU3AL7afRIft6mGsrkzygCqwat34/v+DTG/XXUs2P4vvt5zGvkyBqF0zmCoUvjUc1xfj+2KLOnTIMpswWc/7MCEJRvx+dAOzveX/LwHN+4/xoQuneBpAXoN5jSviE93nkKEyYyS2dIhbwZ7Njaz1YZIswWrutbCrafh6LJ8N3Kn90ehTKk33Ly6YiMo0maE6bvodpxfIDSV34FxrX3IKk8T6cPVxSrB+FXsYR5eJR/WLS7//enMbSzYdwGfNfXsDXDTD/Y+DXWp6tDWbYfIVTPt57YazWUwlei8V2bNC137ETB8PjJFx1q81+yiPtkYXZ8MnoHwyb2gCAiCusybiJid9Gvr5NJUeQeKtJkQuTkm23Xk9/Ohqd1avmd7cBPWG+dTtcMwPupib8J85iBge4nBBqlUx8ZHXaEhFGkywrQ+6Q8ephqTEZG/LpbDIIqsRZY7l2WAD2ye3+amTfZrGnXJatC+1QaR386GIjg71EUqwPhNyq5XkkJdKbqOXRt9s0+pgkKlltnKIld+KJ8I1nUYB+ujO7ClQuf8c3W8WCebv3JmmhLD1emaD4JxWeyhOz1BU7mx/VjfEnM+0VRuBNOu72E5fUAGFurbj4HlzhW3hwJMyflF9UY1qItXgSEVz0Ov6rn1ZSx7Qjx9bhUZTee0rIJP/ziBiCgzSmZPj7zBgVApY/Jh/Xr8GrafvomvO9eCNyxtXhZZAvSIslix8OBlTPz9ND57x/3sDslx8UEo/jh/F0vbpmzIxeTUsUl5L8XtGfFg053riPhxmWzP+AyajogpvV/O9VESLfnrAm48jcDieiVT/Fvy2mnHMRlMVTZvZjnk3+AVf+C7gU3xKrj4KAy/X7ov9/n/Yrvilb5+USihqdhQ3nAWmT+UmXJB16Q/DCunJCsj5KvYnvJKPSOqmkw5oS5eCYZF8beRjN8tcGbR0VRuAJ8uYxExd5Dnyi5RGYaFsYdbjktdvjbMZw57/LrhVblulFmZ9sTuEw2bMx4+7XpB9247WG9ehfnsyVTpk9VWa4Cofb+99ED0WMu+N/ayO9+rUV8+7JnSESRc2SLCETpjEnw794LCx0cGV5mvXUm1/u64DJ+NsWdOE/3wDTtA324wjF8lb5j41/W61Vv1u4O6YkP79cu62MOCRu3dIP+UOYtAU6MlIsUQ76ndV5OKy/6fCKwSAUxPnsQ/nEXmzJnlX+HChWUWqmrVqmHChAkyQ1RSVKxYUQ4FePXq1ViBTwkRwVDisyI7loM1uuJSq9U4d+4c8uVL2lAvFSpUkNmv3OEIHnMlAsJMQ95N8m/Im4CC1YKoHRuhnRyT5cty/jgM50faX6g18P9oNax37UPZpJTt8X3YRJkHdtiLv34Jtod3ocyWR1bKijTpZVCVfO/qeZlmUZkzPyynY2fYSaqADq3gU6sq7vcbAVucLF+J8X+nHh5/tACecmLDXtSb3hU+afxhcHkaJO50EVQlWM0W/P31NvTemfxGXva+7yBDo4o43moqrAaT/DOHGXB//R75fuSNBwj5+xwCSuWTgVWOoCrh9tdbkXdiR6jT+sOczACfPH0bI3PD8jjYaposW5MuAJkalMe/vT+R7xuu3ZfDBKatUEgGVhluPoRPjgyIvG+/uBXDej3YHZMa3h0F+zRE1oblsfe9GbBEpz8Ww/392S4msKTunlkIOXcTqeX4hr1oOL3bc9vcdXqaHMEIyJRWBlUJd45fRuidx8hcLDeu/BkzFENynFm/F7Wnd4U+jT+MT8NQpldD5GtQDj+0+whmY/xjSd/48xQ0U/XIUDgH7p9I/hMkpzbsRV2Xsl803ZOScqzlqFAIQdmD0XuXvfPSPzgIGWZ0g3/GNPhn1R8pKv/i93tReUZXhN95DJ+MaWQQlSNrlV+29Ai79QjpiuWCb+Y0MqhKeHjssvx8+uK5cXtv8rf70Q178e607vBN4y+Dqhx1yb6lWzFsZ+yGTmo4tmEvGk/vhkJ1yyJN9gwYuOtj5/p9Z0Z3uX4PR6/fYo0rocag5ljRbjrCHya/cZ+vbyNkbVQe+1pNl8e6Nl2ADJg60sce6BRx/b4cEjRd+YIysMp4N6YdcWfLYRQd1wb++bPi2fHnx+V+kXTdmsO/zpu40WUsbMbnzy8R+/+FcqIPdAVzQx2cFurgdMiz6TP5niptIPxrV4IqXRAezluRrGX3a/se9DWq4dGgYfbzW2SkvIhRpkvrzFqlypIJlnv2p6DMFy/h8dCYsbGD13yDqMspf1JMlSc/lOnSywAXwXLpnEwTLKaLNoQybToEfGxvYygDgmArVwWKoCAY19iDXj0hVptm54/QTrQH8yqz54MyKL0MqpJvX78gL77Ehb7l7D+eL/sltqdi0emhrVgToRP6xp43lyHsTL/9CJ92faDwD0xRsLqDKq/Y7hlitrsIXBLbPW8BWC5fgLZSNYTPsV/YWu/dgeXcaWgKl0CkB4KbvFm2LD93fijTppdBVXH3efNxe+Y8TZVa0LfqjNCpQ2F7lvzh+F7Yjr5xCbZHd6HMnsf+/wTec2SGTU0iHb/NaoXlnD2Thrjpaw15CGX6bLBG2Ns5yXHu7hM5LIsIqhKKZ0uPjIG+OHvnCSrnz4KFnWJugDX75BfkC/bsk/YiqErQqFXoULcSmoyOCaRdvmUf/jhyBotHdIKPznNZBVyVzx0s/wST2YK3FmzGG9nTw1erRqPiOeX0bGn85LRTt5+kWmCVunw9mUEjct1smSlHUGbKDYVfEPSd7Q/8iKyAqnyloPAJQNSfP6S4TFXuIlCkDYbPUPu1g8I/DXTv9oYpIC3Mh7bjVdKkSFZM33EGTw0mpPFghgkH8797oH2nhxwKTwwrqwhIK4OqBPE0vBiGRJklN6yXTni2rjnoUp9EX7MrM2aTNyn9P/havqcISgd9llyIDEqPqD2/wFPUFRtAVbgcjKtnOvc5OS/3byBybUzgh0/vj2B96PmHdBKk0UFVoCyMa1OW2fpVqWPjUpetC1X+0ojcMDfWevcmMZRa5ProaxmVGuqes2RwUWoxH98LbaNu8nhT5SwkM6L5DLCXr/APgi64O0z+aWA+krLrRlfqCvXtdex3MXWs6AgWmTEtp6KfvA95JIfLE5naPP3Uc3x1vCzTZfg+8z87oKnZGtD7ebSDXl2hgczIZfx2VkzZYt2L+dlkf4DI9vSBHBZUlb0AzB4IrErK+UVVogq0tVvB+PVUwIOZsl6Hc+vLWPaXfW4tnyej/HO2p+b+JIOrhG2nrmPRnlP4smMNpH8JQ/XFRwRVCWKI53Zv5MC7q57POpESmQP0eBgeKYc5FNmTRGasuyFGZA70wYGrD3E7xIAmS3bJzz4Kj8QHj07gYVgk3iudC6lZx4pMlEl9LyXtGfOhnS7tmXuyPeOp/oDEiOxUz633UINc7w7LD13CjvN3sKh1ZfhoUn4L79ydx3gQGiGDqhxD/mUM8sP5u4+hUirxMDTCmbVKZPrNnMY+vP3LcvT2U9wJNaJp9D7+KMKED3aewYPwSLxXIvWz76Z2u+JVvn5RBueAwi+NvPEsWO9dgzX0CZQZc8J6/cx/oj3ljXpGUOYR2z0jfEd8Ll8rAtJA16IvTIFpYT6wLdbQZFF/bYG2UWfA1x+ISHn5Iku+2Od8Ry2MKbtlP3vZf21zfk5TrjYif7A/FO5Jr8J1o+wTrVwToWP7xJpsvXYJ4TNi+sED5n4jA6w8SqeXw/6FTe3vnCQf5LVaoAhM68xapcyQCdZHnhkGNG752ko1ETo+9rK7BlYZvvZsljLBfPwfhByPPo+qNUi7eiMs16/ZA7gsFijSpnNmrVJlzIzIB57L0OYcjlLsd7t/gu8Y+/XC/+N1qzfqd3W5ulAVKIPI7z9OsL9AlKnQ6GVQre2ehx5y9sKy/ycCq0qXLo1Vq1a98HOOAKe4Q+UlRgznp1QqkTGj/SLrRUQA14kTsTstx48fLzNZLViwADly5HCr7KQGgLkGUcWXWSvJ3V5anTywYbB3hqjL1YTFZVga10pf26AtzOeOweahoWPEzTzLmX+hLl4O5hOHoMiQWf6JqGZRGSrTpIMyS075WpExqxw60Ho3eZ1GAe1bwq9ebdwTQVVhSe/40ZUvDahVMB603xxLDl2gLzR6LcKig4QK1C0rMxCJzlARXBB3uggA0fjooNSoEBliH/e5aJPKuJfMIaqy9W6M4Her4sR7U2GJ/j3hwcZ9SFu7FO58sx3qNP4IKJ0fNxf+BKiU0KQNQNRDe6eJCMgyPXyW/KCq3g2RtVkVGVRlji4/6mmYzAqTvmoxPBIBPOkCkKZMflxZ/Kt8/+7PB5GzUx08PXIRPjmDke7Nojg52t7wckeB3g2Qo1kV7HlvOqJcll2fMY0cDlDOX/tacgi2+3+egqfE3eaFEtjmhVy2uVKtlO9lyJ8VDy/eRtpcmeTfo8vuH29aUb6PFuEiG48Y7iy6HBHAVLpHAxRsWhkb282AyWWdiGxGAdky4Nk1e+Mm0xt54ZshEM/cHAIy7rLnr1sWxniW3THdk0FVyTnWRPCUawBVu7Xj8PfXW3Fh+5FkrXeVjxaG6PWes15ZRD4Ng/FhCB6duIp8Ld7ExXV7katReUTceSyHAdRnCIRvxjQIEgE9F28jIHcmBObKiGeX3Nvu+uhlD41exqJ1yyHiSSiiIqPke8bobf1Gkyq4fcrzqZbjll84eh3v/WyT/HPosnYcDny9FWej16/IUlV7eCusaD/DGQCWHPl6N0T2d6tg/3vTnfWMKbqeyfBmUTzcd1oGWqUtnQ+XFtnHEtdnSQfjHXvDPm2Z/LLeC79y1+2y03ZthsDGNXC9yzhYQ6PPL2oVNFkzIuq6fTvqSxaEOl0aRN24i8hTF3GxSnvn97N8NATGM5fxZHnMenKHX5tW8Knzlj2oyuX8ZtyxG37NmiB06XI53J8qOANM/xyT7ynTp4P1kX3ZfZs0gs1ghOlI8oKWXVkf3pdBJspsOWG9dV2Ota7MlBWW2zdge3gfz7o3d37Wd8BoWK5cROSvCWd0c1t8bZqbl51BT6JNo8yUA9Z7N6DIkAXKDFlgveehoFovtqdizUalWrBcvwTrHZf2klIpO6sc5WvKV5P/90RQlWB9cF8G1Cmz54L15jX7ds+cVe4DIg24GKJPXaI0zCf+kU+pqQoWgXHTute+bFn+o3j2+cz2fV7QVK4JnzbdETZ1mDwGPMnZji5WFuaTf9vb0ent7ejE3nspjOGw3jgLZa5isF49KTNriJTXtsfu17GuMgf54mGoAZcfPEPe4CBcfxSKm0/CkDtDoAy4Cg6w35jYcPiiHO6iQl7PpRiPiDTBbLYg0M9expYDJ1A4p/0mxYqt+7HlwEl8ObKT8/3U4LqMX/55FhVyBcshbeoXzY59l+6idbl8cnibU7cfo3OlAqkyD6LjRF24Iozr5gCRBud06+XjMCyMyW6rbdBNBr2Yj/zmkXLFzQfXGxD67pMRtf9XWM78DW8LjYyCIcqCjNE3YHdeuo8gvUb+eYTeVz7l6AhqEAFGNvF0sSEMVpHFJiANFBmywvbwNhTpMkGZNpP8v6eIzmAxfIOzPkmfyX7Nfve6vBHp2hHuO3QWTH9shPnYXx4NMpFP+6+ZCUTGXLsI8twWZr9mVZeqKdO9W6+exssigiCsD2/C9sRzncPerGNdqcvUgbpwBRhFpiqXY93rfAOBCHv7RVOhESw3znl2ODqdON60cphJQQxfYBM32gxh8maf6w0/fadxiDq4FZZzye8riktdvi7URSrCKDJVxVnvljMHocpbHOZ/dsqAJhFUZT60xWNlJ1bHi6d/5U3H6HUv9n05FJ8ng6rK14O6aCV7dibXY12UERUJZa4isF47Yw8qzZoPUX9vfSnnF1XxytC+3QbGZVNhexZ98+b/5Nz6MpbdG+fWWO2pPadRIXdG5EwXgG2nbuCznSexuEMNZAmKPTTbyyKWWQTeBOjsy7n1/D0UCrZnKPWUdH46FM4UiF9P30LT4jnw+/m7yBSgl8PRiT/XAKrua/9C+7J5UNsDw9K9qI5N9D0PtmdUxcrC4mzPZEqdh50SXO9B+PXULTQtIdb7HWTyt693YeXfl7D1zC0sbl0JgR5qQ2YO8sPDkAhcvv8UeTOmwfWHIbj5KAS5g4NQp0RufH/gHPrWKS0zWd0PiQnAellE8JRrAFWPH46gfamcqJXX/iDJ696ueJWvX6xhj2XgriJtZtie3IUiKBhKMdT0k7uvf3vKi/WMIIKnxJ+DT6+pMP35CyynD9n75nwDnNcvquKV7P/3QFCVLPuvbbECqHz6fADT3p9hORUzdLQqfwmZ3cdywd4/7Enevm4UtFVqw3LtEqzRfXIOijTpYHtq7wfX1m4k+wrNJ1PeD+5KU0H0A19+7v511N97oK31DiI3rYAqTyEo02aA5Zzn17+2cvzLLqiLlYFCpYL5xGGPl+saOOXTthOijh2F9Y79YafIP3dB36AJDGu+gapAYSjTZ0DUiX891w+vVDuvR9RlqsN6y/2H5V/b61Zv1e8uw9bL6xcRVOV63Sj6qALTw/bU3geuzJxHDmkvHo55nZf9PxFYVa9ePZmpSWStSpvWPgb65s2bce/ePZQvXx7+/v44deoURowYgTfffBO5c+eWnzl06BA6deqEP/74A9myZcNff/2FgwcPolatWggICJCvhwwZgg4dOjh/90XEkITFi9tTEzukSWN/Oth1upjfW7duYcUKezaK+fPnI0+ePChWrBiMRiOWLFmCHTt2YPv21ItY17V9H+riFeTNPZ8BHwJGAyI+HQefXuPliV2wPrwL4/KYpz61jTtClb84FOKEe+UMjKuSF9Wq7zgI6pIVZTSy75AZclicsLFdYFgxHz5dh0HXsodMn29cOR+2p/ab64bl8+HTZ7w9rb5CCcPqz2JlXEgqVcYMSDukL6Ju3kamRfYoUVtUFO51GYDA7u3h3/wdqNIGQTMhD2wj38fd9r1hfWpv4Pg3bYDwn7bJoaKSSxfgg2YLB0Kt18oAj4jHofi+2xxoE5gu+GUIRLPFg2SQHxQKPL1+H79ED7HlDm2WdMg3pTMMV++i5IbJcprVFCWH/7syfTUKze+PrF3qyek3PvsRof9chNJXh+Krx0Cp1cj5inocilOdkpd6XAQuFJnaCeFX76HSDxOiyzdjf4Px+KfXfBSe2B4KtUr+Xf1yM54etkeTXl74M0rM74MaBxcAFitOjVkm58MdPlnS4Y3JHRB29R5qrB/vXPYdjSYhT4fayNm8ily3oRdu4a9u85zfy/VedRQb1QraNL7IWr8sCvZphP2d5+DpyaQHtukDfNFi4UAZaCLWYfjjUKztNge6BKYLIlPPr2OWosXnA+V7CqUSWycud2Yuc3efa/hFzL5leByKn7rOgX/mdKg+sT2eXruHFmvtaWEtpih813SyfZi4eb3lfimGRYwyROLXPp8g8lmE22U3jbNfb5DLHv90h7rTuyFf7VLwCw5CqxWjYAo34qsaw1L9WPMkTYAPai2OLkfUZ49C8Xtnezn7R3+NavN6oeT7TRAVasCfQ7+U00XQ1b6RX6PWovfldxQKJQ6MX45wN7e72OfafT4IGr1GPvkW/igUy7vPgX+GIHRYNFjuTwoF8PjGfayLHi5QeHd6dxSuVQr+wWnQdflomMINmFMzdhbEpBD79ntx1vGaJKzj5gv6IezBM7T9KqbM5e2mx8ow9sJlz5IOxad0kPXMmxvGOeuZPQ0n4nCvT1BM1jNKGax6+auteHLEXs+UWdAHuuBAmUXMYozC4V4LYA5178aROlN6ZBrTE6brd5BzpT1bgc1kxvWOo5Fl5jCoAnxl5ihrRCRuDZwOa4hns7MpgzMgaGA/mG/dQoZP5znPbw979kPIwi+RZtIYZPxuJWxRZjyZMt053J9v08bwrfu2rAPNV6/h8Rh7/ewO395DoSlbWV6c+k+YBZvBgJAB7RG+aA78h0127s8RSxZ4PKBE0LUZAHWx6DZN/w9kIz7is/Hw6THO3qZRKGB9eAfGFfb9UKT3N377KfTdx9hTIiuVMH7/RUyWqdekPSX4dBsCTelKsk3lN2qmXPehwzray6nZEKad9iBlJ40WfiOmQ6HRAFYbrKHPEPZx4qnBE+Lbdxi05SrJC+eAybNhM0TgWZ/2CP98DvxHTHa22SK+XCAD7YSw2ZPh26WvHJ5OoVYj8qf1MJ879VqVLcvvNRSaMtH7/LhZsBkNCHm/PcIXz4H/0MnOc3fE0ph93m/geNl54zfKPjypnKcpQ90OatN3EO1osc+lk6nUZTt6XFcYVi2AT+eh0LWIbkevWhDTjk7kPXdpareDKncJKPwCoW82EDaTEcblExOcLph2rIH27Y5QvNlMtqNNO1bDFp6yYTbS+/tgQpMKGPndn1CKY9xmw+hG5ZAljR8W7TyBzcevynOgCLqa27YaFOLE5yGPn4Vh6Gfr5IM74qoge3BafNizGe49foaP126Xr3t89I38rEajxuqJPeFpC/ecwT83HsJitcmhACc1tg+HM7BWMUz65QjWHbV3InWpXBAlsqVLUVmaup2gylvSnimj5VC5bSPXzoK2VhtYn96Hvo09A5/NbEbkas8Npyxom/aCqlAZ+VS3vss42CKNMMx9P/H5rdkc6gp15b6oy5QDtne6w/CZGA7P/QDSD3ecxt4rD+VT8/1+PAo/rQo/da6a4PTQSDNGbjmOSLM47wFpfbT4pEnpZO1/IhOVqmBp+7J3GiOX3fjNh9C1Hmy/CSCuScNDELk6OvNu+DNE/vQV9K0Hy/dEmZG/Lov1JLQ79O0HQl0iuq4ZNF2e38ImdIVh9Sfw6TQUuubd5XnEuOqTZNcnCS57gy5Q5S8lg6X0bUbY65NV06Gr0w7WJ/eg7zDG/kGzGcZv7Nlb1KVrQV1MXNOJ8+5tRH6/4KXVcbL8om/CfMq9jOOvWh2rebsDVHnEsR4IffPBsEUZEbluDrQ137Mf663sw3XYLFGI/HaGc7gydckaMnuOtm4n2MztYFw11e2bUpq32scs37uDZNnGbyYkOF3QVm4CZbYCsr1lvXMZpt+Tl+1V/lajblAVEMdbEPTtR8FmMsC4cgZ0LQdCobZfz4khUiK/TYXrxnqdocoXXce+N8xex347E9rabWF9ch/6tqNi1vtKex1r2r0e2obdoS9dW742H9wM650rL6eOV6uhazHYPhyhzQabIRSRG2OyNrpDW78LVPneiD7Wh9v369UzoHtbHOv3oW8XPVy6xQzj8qmyPOOPn8t5kzckVSpE/b1NZq16GecX3XsD5XWErkNMlgPj0inJugn7up1bPbns3jy3xrVw10n8cz26PZU9PSY1KS+nj9t4QGapGvzdPudnReaqNL7PP8yc5OXeeQZ7rz6yL99P/8BPq8ZPHaskOF28Hr7luDjVyvN6tiAffPh20WSX/8G2E9h7+b7MPNVv/SFZzs89a2FC3RKYuPkYlh64BH+tGlMapHzYuZTWsQq9r8fqX1070Z4pL9szPgOnyfZM+MRuMK75FPqOQ6Bo1k3WLZGrY9ozCX0nOT7Ydgx7L0Wv9+8P2Nd7r7cwoW5JTNzyL5YeuGBf7w3tQzzeCzXg452nkT2NL3qstQcZaFVKrOpYDSmRPsAHE5q/iZGrd8ZcOzWthCxp/DG4QTmMW7cH78xeD41Khemtq8ssaSnh7v7uad5sV3j7+sXtZY8IhemPVdA16uXsRzHt/DZWdsrXoT3lzXpG0DXvA1Xhsvbt3n2ivV9ydky2oueoNNB3HSf/le2piBAYlycv862uRXTZAWmh7zHJXvbMfi/8nrrC2zAf3pGie53evm706TnU3ieaJh38xtr75kIHdZDvaWs1gGlHnD5RMf3txtC+ae8Ht966hvCP3e8HF/SdB0MTfY/bb9hHsIm+udGd7WVUbwDTbvvD3K6M338Fn56j4S/6i8xmRHw5w9k/7y6f7i7LPsbeFx86JPFlt7/XEKbdW1O03f0GDIOmfCU5GkXgVHuf7NOe7eHboTs0xUrIflfz2dMIXxAzSlDEssXwHzYOab5cDZs5CqEfT0vWsuta9YOqSDn7/t57itzfDYsmQt9lTPQ9AMD26B6Ma+Yl+p2I6b1fu/OLN+t3WX6djlDlLRF9/TLEfv3y3Wxoa7W2X7+0dvQXiOuX6fZhGRt0g0LnI5Pn2KJMiPzpi+ceknsdlt2VwiZ7415/Ysi+bt26oXdv+8Gwc+dOjBs3DqdPn5YZqkSmqObNm2P06NHOQKddu3bJIKorV67IYKujR4+iX79+OHv2rPyOCHTq2LGjHFrPNQuUuHBbtmwZunTpkqR5E597+vQpfvzxx1jTxJCBYh6EWbNm4csvv5TBVr6+vihZsiQmTpwo5y8uUf7GjRvx7rtJH94vtF8DeEPAwi0I6V4H3hK49DdcL/eWV8rOefgPzMhlP5G9bGOurcKezK3gLdXvfo/Nmdp4peyG99ZifZaY7C8vU8s7q/FBLu+ULUy4thoLcnpnnxt0fRVmeWl/F0ZeW+XV421ZNu+U3fXWKozJ3Q7eMuPqGkz20j4/+dpqbMrsnWVvencNzhZsCG8pfH4zbld5vn3wMmTdvxNPWtSEt6TdsAuhA7yz7gM+2+zV9tTT9vYbZ96QZvUOPG5awytlp9u026tlP2nlxf39+10I6VnXK2UHfrUdEQviTxn+MvgOWgTDd/ZgiZfNp/UkGP/61itl6yu3hWFFdMCIF/h0moGI2cm7aZRSviO+Rvg471y/+E37HhGfD4C3+Pb/DOETvXPt5Dd1LUJ62x+s8YbAxdsQPq2TV8r2G7fCa/WcqOO8XcdGzO3pnbKHfoWI+cnrxPZI+YMXI3yqd65f/CauRsTMrl4p23fUMq/V7846fob9RtPL5jdmuXfPL95e7//H51bD6uTdKE0pn/YfIOLTF9/QTg2+7y+EYYn7D8d5ik+PuV6tY0P71PdK2QGLtsKw1H4z0Rt8us+BYeNH3im72Wiv7e+Ofd5b7QrZpvBmHft/3J7yZtlho2Ky779s/jN/QNiIZt4pe/ZGr183Pm3tnb7wNN/txLOub3ul7KBlv+NpW+8st5Dm25141Mg7fbLpf92NsKFNvFK2/9yfvF7HevPcFjGnh1fKFnyHL/Hqsv/fZKwSRBCSyEjVs2dPmdVHBCTt378/0e/UrFnT/pRntDJlyuDAgQOJfkcEYanVapn5Kqm++eabF04bOXKk/CMiIiIiIiIiIiIiIiIiIiIiIu9LWU7PV0ijRo3Qq1cvmfEpNYkhBkU5BQoUwMvWp08fOawhERERERERERERERERERERERGlrv9Mxiph8ODBqV5G//6JjIubyqZOnYrhw+1pZbNkyeK1+SAiIiIiIiIiIiIiIiIiIiIi+q/7TwVW/ddlzJhR/hERERERERERERERERERERERUer6zwwFSERERERERERERERERERERERE5CkMrCIiIiIiIiIiIiIiIiIiIiIiIoqDgVVERERERERERERERERERERERERxMLCKiIiIiIiIiIiIiIiIiIiIiIgoDgZWERERERERERERERERERERERERxcHAKiIiIiIiIiIiIiIiIiIiIiIiojgYWEVERERERERERERERERERERERBQHA6uIiIiIiIiIiIiIiIiIiIiIiIjiYGAVERERERERERERERERERERERFRHAysIiIiIiIiIiIiIiIiIiIiIiIiioOBVURERERERERERERERERERERERHEwsIqIiIiIiIiIiIiIiIiIiIiIiCgOBlYRERERERERERERERERERERERHFwcAqIiIiIiIiIiIiIiIiIiIiIiKiOBhYRUREREREREREREREREREREREFAcDq4iIiIiIiIiIiIiIiIiIiIiIiOJgYBUREREREREREREREREREREREVEcDKwiIiIiIiIiIiIiIiIiIiIiIiKKg4FVREREREREREREREREREREREREcTCwioiIiIiIiIiIiIiIiIiIiIiIKA4GVhEREREREREREREREREREREREcWhsNlstrgTiYiIiIiIiIiIiIiIiIiIiIiI/p+pvT0D9HIYtnzilXJ9GgxExBfvw1t8+36KsDEtvFK2/4wN2JqpjVfKrn9vLTrkag5vWXXtB/TM3corZX919XuUy1LNK2UfvrMXudKXhLdce3Tca+WLsstnrQ5v+fv2HgzK7Z3jbcHVtdjspWO94b21WJijA7yl341VWJ+lvVfKbnlnNbZ7ab3XvbcWIT3rwlsCv9qO0D71vVJ2wKKtXj+ve6t8b7cpnratBW9J8+1OPOv6tlfKDlr2O551fMs7Za/8A09be3G9f7cToQMbe6XsgE9+gWH1BHiLT/sPYNj4kXfKbjYahu0LvVN23X4wLB/tlbJl+Z0/gmHVOO+U3WHa/2XZjvIjFg3yStm+fRYgYnY3r5Qtyx/xNQw/TPdK2T7Nx8KwdLh3yu4+B4ZlI71Stiy/6yxEfD7AK2X79v8M4RO904YX/Kauxd3qNb1SduY9uxA+1TvXTn4TVyNseFN4i/+cTQjt18ArZQcs3OK1ZZfL7aW2nKM996SFd/b3tBt2IWJOD3iL7/AlXj3eIhb08UrZvoMWIXTwO/CWgPk/42n72l4pO83qHd7d3710XnWcWyPm9/ZO2YMXe3/ZvVTXiHrGm/1T3mrHOtqy3jyvh094zytl+32wDmEjmsFb/GdvRNgo79zz85/5A0K614G3BC79zat9sl69bvTysW5Y/6F3ym453rv9gn986ZWyZflv9YLx0PdeKVtfoRWMB77zStmCvlJrGP/6Ft6gr9w2SZ/jUIBERERERERERERERERERERERERxMLCKiIiIiIiIiIiIiIiIiIiIiIgoDgZWERERERERERERERERERERERERxcHAKiIiIiIiIiIiIiIiIiIiIiIiojgYWEVERERERERERERERERERERERBQHA6uIiIiIiIiIiIiIiIiIiIiIiIjiYGAVERERERERERERERERERERERFRHAysIiIiIiIiIiIiIiIiIiIiIiIiioOBVURERERERERERERERERERERERHEwsIqIiIiIiIiIiIiIiIiIiIiIiCgOBlYRERERERERERERERERERERERHFwcAqIiIiIiIiIiIiIiIiIiIiIiKiOBhYRUREREREREREREREREREREREFAcDq4iIiIiIiIiIiIiIiIiIiIiIiOJgYBUREREREREREREREREREREREVEcDKwiIiIiIiIiIiIiIiIiIiIiIiKKg4FVREREREREREREREREREREREREcTCwioiIiIiIiIiIiIiIiIiIiIiIKA4GVhEREREREREREREREREREREREcXBwCoiIiIiIiIiIiIiIiIiIiIiIqI4GFhFREREREREREREREREREREREQUBwOriIiIiIiIiIiIiIiIiIiIiIiI/quBVY8ePULGjBlx9epV/Fd16dIFCoVC/v3444/enh0iIiIiIiIiIiIiIiIiIiIiov+s/0xg1bRp09C0aVPkzp073qCr7Nmzy4Ckp0+fJvo74vuO4CXH30cffeTWvHzzzTfP/YZer0/0O7t27XruO+Lv7t27zs8sWLAAd+7ccWteiIiIiIiIiIiIiIiIiIiIiIjIfWr8B0RERGDp0qXYtm1bvO93794dJUuWxK1bt5L0e1OnTkXPnj2drwMCAtyep8DAQJw7d875WgRJJYX4jviug8jC5RAUFCT/UsPTcCN6fR6TBcsYZcatRyHY8UE3fL//JH4+dA7XHz7Fx10boHbJvB4pc+aus9h96T7uhBqxtl0lFMoYmOh04dqTcEzcfhJPDVHw16kxtW5x5Evv73bZ2ne6QV2kPJRpMyLik2Gw3omd6Uxdthb0LQfAsHImLKcPxXpPlbc49N0nwrR5OaL2/ep22UqdBm8sHgj/gtlhMZpgevgMp0cuRcTVe6i05UMotfbDUqFWIaBwDvxZayTCTl+Hb57MKPZxT2iC/ORvPPj9H5ybshqw2dwqf9TKiQgKTgOb1QZjuAErJi/FtVNX8EatMmg1vJ3cV5VqFTYv/hF7N+xyfq/54Nao3LQazKYohD4JwfQ2k5Acg1eMt5dvs8EYZsC3U77G41sPMWxNzO9p9VpkyJkJQ8v2QMSzMAxfOxnpswXDEBoh39+/YRd+X+r+und4p3VDTJo/BsO6jsXurXsxcd4YFClZCFarFWazGZ9NW4y//zwiP1usVBEM/3AQtFqNnK+f127BioVrkl12q3ZNMefTD9Cz4yBs37zTvk5G9kXTFg1gMkXhyaMnaPNuj1jfqVKtAlZtWIwPJ3yMrxeveillr920FNlzZEVISKh8vWHtT1i6KPllC++0biDX9fBuYr3/iYnzRqNwiUKw2awwR5nx2XSx3o/Kzy5avwCZs2dGeGiYfP3Luq349qvvk1Vu3xVjERgcBKvNhsgwIzZM+Qa3Tl2FSqvGu+M6okj1koiKjMLtM9ewcsjniX7HHeI4LbV4IAJcjvWT0cd6UOl8KDqtizzeVTotbq7dhcuf/2z/no8WJef1RlCpfIDVhnPT1+LuLwfdXu53Vo+Cb3CQPNZN4Ub8OXEFHp66hqpTOiJ3nTIIzBGM7+qNxaPT12PmWavGmxPaIUeNkrBERsn3fh/0hdtli2WvuGgAAgtkk8se+TAER0cvQ/jVe0j7Rl68MbUj1H46wAYcm7wKD/adlt8rPuY9ZG1YHtbIKFjNFpz6aB3u7TrhdtklFw+EX8HssLrUsYar91Bxy4dQRNexop7zL5wD+6PrWCFHlzrI0b0+bBaLXPcHG4yX8+IOXZt+0LxRCcoMmRE2tQ+sNy7b31BroG/VC6pi5YAoEyw3L8O4dKZ8y3/GCtjMUXK6ELl5LcyHd7tVriz7vb5Qi7LTZ0L4h/1gvRlTtq5lT6iLloUtygTrzSswLptln6ceY6DKklNOt4U+hXHNp7A9uPPSzuuJvfe6lJ2cNoWuRX8os+UDbFbAaoFp6ypYLrm3rzv4dH4fmrJVoAzOjNDRPWC5dgkK/0D4j/s45kM6HZQZsyKkdzPYwkPh/8FCKNQa+3sqFVQ58iBkVHdYr0fvM0mkb9cfmtKV5f4eOrE3rDcuQeEXCL+Rs1xWkB7K4CwIHdRSlq0ISAOfnqOgzJgFiIqCYeUnsJx3f9n1HUXZ0cs9rhes1+3L7Td6duyyM2ZBaP8WsmwHVdFS8Bs1C8Y1i2Da9gOSw6dL9HrPmBmhI13W+wSX9a7VQZkpK0J62te7Kl8h+HQeAIXeR7bfDCsWwnzqH7fL1rXoBXXxivZjfeb7sN66Iqf7TVoKmKPk8SyYfvse5n/2vvC9lNp38Q4+33kSURYr9BoVxjcqh0KZ02DipkM4c+eJbFuqVQoMql0SFfNmgiftPXsDn28/KqpsWKxWdK5eHE3KFsDjMAPGr9uLG49CoFWrMLZpZZTNm9mjZZuizPh4417sP3sNOrUaBbNlwPTO9ROc7mn7Lt3D57tPx6z3BqVRKFMQTt5+gtm/H4fBZBZXFBj+dglUyB3s2bIv3sXnu07FlN2wjNzmDoeu3Eef1XswtM4b6FCxwH+m7Jdd/sydp7H78n3cCTFibfsqzvOUvCbedgJPDaboa+ISyJfB3mex98oDLNx/QbZhLVYbOpXNgybFsiWrfE3tdlDlLwVlUAYYlk+C7f4NQKWG9p0+UKbPaq9TIkJg+m0lbE/vy+/oWo+EIjA9YDLI1+aT+2A+8luK1oNcrrM38flv/ziXq3O1YmhSNj8mrv8TZ249huhuUSuVGFS/LCrmz5Kismb+fhK7Lt7FnRAD1naujsKZ7H0w1x6HYcLmf2PWe8PSyJ8hAJFmC0b9dASXH4VBr1Yhra8W4+qWRM60fskr/7fj2HUhuvyuNWOX/+tRPI0Q5WswtVFp5A8OfOF7bpW9+yx2X35gbxu1rYRCwQGJThfLPnrrCVx+HA6dWol0PlqMrVUEOdP4ul22tmFnqAqVgzJtMAwLR8F695qcru80Fgr/INl/AJMRpl+/gfXuVcDHH/ou453fV2h0UIi22KxegCHc7fKh1SLNpIlQ584FW2QkrE+eImTuPFhu3YIyTRoEjRsLVbassJmiEDJvHqKOHZdfS7dgPpSZM8EWZi/TsHUrIr5f717R9TpBVagMlGmCYVg8FtZ70cvefrTLshtg2roiZr0k8p7bi960J9TFykOZLhMi5g6G9ba9XeE79kvAbIYtKlK+jtqxAeZjf8r/KzJkgb7NYCj8AmAzRiBy7QJY791wu2xdqz5Ql4y+fpneP/b1S/MeMdcvt67A+I29jacIzgqfzsNkm1OUbVzxMax3rntsuR3U5d+CvvVAGJZNh+WU/XpcmSM/dE16ADq9bMuZfv4alovJa8N7sz3n0+19aMq/CVXGzAgZ1gOWqxfty1ymInzadgcUSihUKhg3rYVpV+y+dnXx0vCfOAeG5V8g8lf39nVBU7stVPneiD63TIHtQfS5pXFvKNNniT63hML0+yrnuUVbvyuUmXLJayeb1YKoPRtgvX7W7bK9fbxparwHVd43oAxMD8PqD2F7eDPR6dD7Qd98cMwPqLVQiPX25Qgg0t4/6g5dc7HPVZD7fPjsgTH73MQlsfer38V+ZT/WnUVXeAs+7QbDsHQazCcOuF22T6cB0JSJvnYb2zPm2mnsnNjXTuKatW9z+zXruLlQZMjkrNNNe7Yjcuv6l7K/+/YfBVW+grJfCBYzDKu+hPmEvb8ytc+tQt+NR/AowiTbN35aNUZWL4TCyeiv0NRoDVW+klAGZoBh9QewPbiZ6HRBmasYNFWaQqFUwWY2wfTH6ph98jVpU3i7rvFm/5S327IJndf9PvjGvs5N9jaFafs6mI/skf9XFS0L3Tud5LkfpkgY13zirJ/coW3YFarCZWXfnOHzEc/V0+rSNaFr3g/GNbNhOfO3faJfIHQtBsh6Ucxf5M9LYb12xu2yZflNu0NdVNSxGRExbwist+P0DZarDX3r92H4ZgYsp+x9g8ocBaBr2l0uu0KtRdThPxC1y/2RirRNutv7JUXZ84c+3y8pym41AIblH8W616l9uzXUparJPmlxXWf8Mnn3+3Rt+0FTyt43GDZZ9IVfii5YA/17vaEqHt0XfuMSjEtmyvaj73DXvjudvd9wSCvApe/uVe+TdfdYE/qs+wuPwiNlP5mfVo1RbxV3fu91K9/V3nO38Plv/0Zfr1vt1+tl8jnfP3TpDvos+wNDG5RFhzeLpLi8pPQLLtl5DD8fuYjrj0LwcYfaqF0sF1KD7AP8YTf2n74KnUb0AQZjeteG6PPJejwKCYdCqYCfTotR79VC4Rye7RN1+HHPEUz6aiPmDWqH2uWKov2kRYgyiz5BwGyx4tKt+/h+2gAUzJk5Fco+iklLf8S8gW1Ru2wRnLx8C7NXb0ZEpGjHKDCsbX1ULOqZmBJXDYbNg0ajhl5jv9fXrXE11CpdCKO+WI9Ltx9Ar9UgXaAfxnVqhJyZ0nu07P9EYNXmzZuh0+lQqVKl59774osvZJaqiRMnYsuWLUn6PRFIlTlzynYwscMk5zdEIFWaNDEdsy9LGj891o1s43y9fMc/OHLpNoL89KhYMAfqly6ASd/u8GiZb+fPiC5lc6PrukNJmi5M++M0WhTPLjuHf7twVwZZrW77/HZ/EXERGLX7R/j0mfbce4o0wdCUfxuW6zGBcU46X2jrd4DlnPs3wVzdWPkHHv7xr/x/zm71UHxubxxqPhUHGsR0DGZqXBH5h7dw3vAvNKk97m/+G9eWbJWBA5W3TcOjvSedv5NUn/afg4gQ+wV4uXoV0WvO+xjXYCj6zh+Eaa0n4sbZa8iQPRiz/vgUf289AGO4EfW6NkKOIrkwuu5gWKLMMjAquRYPmAtDdPml61VA1zn9MbXBCExtOML5mbo930HBikVlUJXDdx98g3+3Rzd6UyBL9sx4t31jHD980jlt7qRPERZiL6tQ8QJYuG4+3i7WWHaajJ09AotnL8We7fsQmCYA6/euxt7f9+PKefeHHRWBSm07tsDRv485p3Xt1R5FihVA3arNERVlRnDG2JV8QIA/Rk0chJ2/xe7UeBllTx0/yxmA5Zn1/k6c9f6Zc70XFOv9u3moU/wde2cVgHmTP5UBWCn1zYD5zn2uZL3yaD+nL2Y1GIUmo9rJztAPaw2R7wUEB73wO8k51h9EH6O5utVDibm9cbD5VJSY0xPnZ32P+9uOQJPGD9X3zcX9344i7Pwt5O3bGNZIM3ZXGgyfnMGosuVDPNp3ClFPYo6HpNjW91OYopchT/1yqD23F9bVG4dLmw/hny9+RbMfJjz3ncpjWstYzTXVh8vXPi7rxF1XVu7A3R32/S1f1zoo93EP7G4xDZW/HoLDgxfh/t5T8M+bGdXXjcHWqsNhNUbh4cFzOD1vo/x/UNGcqLlxAn4pNQAWg/3CO6luutSxObrVQ7G5vXG4+VQZKOVax+Z1qWOD65dF5hZVcajheJhDDdCkD4A1yt4AdYf5yF6Ytq2D38i5sabrmneHiCQLH99VvlYEpo31vuHLaTFBWMlkProXpu3fw3fEx7HLbtZV7uvhE7s/V3bUn1tgPGmvWzU134G+4xAY5o58aef1xN57XcpOTpsi8tdlgNF+fCqz5IFPj0kI/9C+ndxlOrgbxp+/RcDkT53TbGEhCB0T85CArtF7UBd5wxlcFDahn/M9TYXq0Lfo7HZQlRB1eA8it3wH/7HzY8oOD0HYpD7O19r6raAuVNJZtr5VD1gunUHE3DFQ5SkE3wGTETqyAyACGt0p+9AeRP7yHfwnLIi13GHje8eU3bAV1IVjllvy8YP+vZ4wH0vZdpfr/advETAlznof5bLeG78HddGY8v2GfYCILz6SnfLKLNnhP34OQgZ3cgZVJpX5330w/bEBvoNcAtiiGb6ZmWAnZGLvJVeIwYSxGw9iaedayJ8xCEevPcDYjQewoW99DK9XCoF6rfzc2TtP0Gvlbuwa0RTKJD5w8iKivTDuuz1Y0qsBCmZJh1uPQ9Fs7ka8VTw3Fmw5ghI5grGwW12cvPEAQ1fuwK+jWkGj8lzC5gU/7ZPXfD9N6Cz/fRgSnuh0j6/3n/7G0g7VZfDE0esPMXbT31jf8y0M3XAAUxuXRaU8GXHtUSh6f7sPP/auI4OAPFb2j4ewtFMN+za//kC+3tCnrnw/1BiFBTtOoGoKg1tetbK9Uf7bBTKjS7m86Lou9g3MaX+cQosS4po4O347L66JT2B1uyrymBi/5Ti+alUBBYMDcPtZBJot/xNvFcgkO03dZTl/GOZDW6BrNybWdPOx3bBesXc8q0vXhrZeF0R+F1MfRe1cC8vFlF0vP3esr9uLJT3r2Y/1J2HRx3ouDG9UAYE+0fXM7UfotWQ7do1vA6Uy+fXM24WyoEvFfOiyel+s6R9uP44Wb+RC0xI58Nu525i4+R+s6VRdviemV82bUR7za49ewZStx7C0bZVklp8VXSoWQJdVsYMlPtx6DC3eyI2mJXPit7O3MfHXf7CmS40XvudW2fkzoUuZ3Oi6/u8kTReaF8+Gqrky2Jf92HVM/eM0lrQo53bZ5lMHEfXnz9B3nxJrunHdfGebSVWkPLTN+8K4cBRgCIPxi9HOz6nfbAxV7iLJC6qKFvHzzzAdsAfQ+DZvhqCRI/B40GD49+6FqNOn8WTESKgLF0LaDz/Eg9ZtnG2X0E8/R+Sfyb9uNZ85hKj9v0DfdWKs6cb1nziDJ0TQmbZJbxi/HPvC99wu/8Q+RO36AT79Zzz3nnHV7OcCjgRdy36IOrAN5sM7oCpZBbo2g2BYMNz9sv/5E6bf1sN32JzYv9/Ufs0UPrnHc9cv+nbvw/TnFpgP/A516arQdxqGiJmDPLrcIkhPU7EuLFdj31DXdx6DyO8+geXCMSgyZIVP76mImNkPMJvcL9+L7bmoA7th/HEtAqbFtGMFv4HjEDZpMCzXLssAmMBPVsB0YA9gtAfLwtcPPh16Ieof9x/8in1u2Qpd29j9K+bje1zOLbWgrdcZkd/Zb7qadq4FIu3zoMiYA/pWw2H4XAQc2V6r481y4SjMR7ZD12pEkqbDGA7jmphrTHWZOlBlK5CsoKrY+5z9AS9XhuWzEtyvFOkyQlu53nPHgztMh/bA+MtaBEz8JPa109hezte6hrGvWQXjqoWIOhL7fPwy9nfDss9hi7D3wany5If/pLl41rVpsq7Xk3NundWwJAJ09gehdly6j4m/n8K6dpXdLttyUexb26B7b0SSpov7Hrr63WD8fg5sj+9AmTW//fWqqa9Vm8LbdY03+6e83ZZN6LwuGJbOiAmgdvDxh0+XkYiYN0IGSavyFYO+60hEfNjX/bJPHUDUn5ug7zE13r45dbm3YLl+PtZ0bZ32sN64gMgV02Wgja7tcBjmDpDBNm6Xf/wvGRTl02/68+WnDYamYh1YrsXuG9S17AvTtm9hOf23XBe+Iz+D+fRh2O67F8xoPvFXwv2SouwKbz9XtubNRlBmyYWIeYNlAKnCP/n3+2Rf+NZ18Bs9L9Z0XYvovvCxXWK150Q9Hz7Fpd+wXkuoCpZ0O6jK232yyTnWZjUph0B9dP1+/g4mbv4X67q6f932KpQf63r9+z+xpEddFMyc1n69Pn8T3iqWE346DUKNJizY9g+qFsyaonLc7ResmD8r6pfMi0nrU35/MTELNu2F6H34aXI3ex/gM/v16KwejRHoax/JbMe/FzBxxTasG9fJ4+XfevAEP+w8jJL5czinrXY5vn47dBKLNu5MlaCqW6Ls3UdQMl925/YY8sm3+KBnM1Qqlg9X7z5E75nLsWnmQBno5Gmz+rZE4Vwx/W+Rpii0qFkWVUsWkNvi298PYsrXP2HpGPu1paf8J4YC3Lt3L8qWLfvc9NOnT8vsUytWrIBSmfRFFUP/pU+fHqVLl8bs2bNlBht3hYWFIVeuXMiRI4ccovDUqVNJ+l6pUqWQJUsW1KlTB/v2pezCISV+PHAG71a0R46WyJUJ2TN4PlNW2ezpkClAn+TpjyMicfp+CBoWyeJsiN8LNeL6U/cvKK1XT8MW8vj5NxQK6Fr0Q+RP9qfA4tI17QHTzvXyiYbkEtlPXIOhnh65AJ8czz9Fnr1dLdxc4xLUYrNBHWB/SkOp18qMVpH3Eh/aMj6OoCrBR/xedINB/OMbaH8SwcffF2FPQxEln3QHGvV+F999tFIGVQnPHrhfroPhufKf/0zV1rXx5zrPBvIJojId//EozB4/H1GmmO3rCO4R/APiPI1hsyEgyJ4VzcfXR34v5ElIssqeuWAyJo6egcjImE633u93wUdTF8jAJuHB/Uexvjd11hh8+vFXePIk+es8uWV7dr2PxOxxbqx3D3Ld5/QBvvIEr/XRodJ7NfHLnO+c74U+eJbod5JzrDuCquIe6+L3NIH241nlq4fVZIYpOnAqS9PKuL7C/mS/4foDPN53Gpkalne7fEdQlaANENlR7P+/c/Acwu8+X/+pfXQo0romDs6KyQxmcFkn7i67I6hKeHz0InxzBEObzh+69AEyqEoIu3wXpmcRyFz7DflafEcEVQnPztyw18npA1JUxz5LoI7N1q4WbrnUsbn7vYPLczbIoCoh6lGo/elEN1kunIDtycPYE7V6aKvWg3HjN85JtpAnbv/2C8u+eBK2p3HL1kFTpR4iNy1/vmxzFCzRQVXy+5fPyqfKXtZ5/UXvvS5lJ6tNEX0BLz+mT94TmA6Ws8dhexxnu8ehrdUQpl2b3X7vhWWfj2d/j/v71erDtCfm4QZN+Row7bRn6LNcOQfr00dQFXrD/bLPJaHs6g1g2h37wQqfTu8jctMq2ZGfEpYzSVjvtRvCtMO+bhUBgVAEBjmfdLbeuQlbeBg0pSu6X/alU7A9TZ1ztrtuPAlDkI9WBpkIZXIF4+6zCJmpyhFUJYS6mf3PnTZGqMHetgmPjEKQrw5alRLbT1xBq0qF5PTiOYIRHOiLI5djhlhPKUNkFH48cBoDGld2ZibOEOiX4HRPu/E03L7eozPSlMmZAXdDDDh55wmeRJhkUJWQK32AvCmz79Ld1NvmOWO2ufDR1n/Qs2oR+RlP82bZ3ig/vvOUvCa+9wwNi9g7Jd8u4Lgmtnfeid3OcbyFmSwI0mvkMZEc1pvnYQuL016xmJ03o+Rnbl+W2TNSmwIK2SErhBtNzmPdEVTlCGzzhLI50iOTaDu7eBweidN3n6FRdPavtwtmsa/3JyKrggrV8mVyHvMlsqSVQW3JLj9nBmQKjK/8p2hUPLuzE/1eqAHXn4Ql+p7bZWdLG397KoHpctlzB8cse+Yg3A6JDsBwk/Xa2fjbU65tJl1M/0VcmjK1YD6SgoeCTCZnUJV8eeo0VNEPS+pr1ULEpp/k/81nz8Hy6CG0pUrBU0Q2DFtoPMsemUh7MbH33C3/8mnYniW9XSEy96iy54f5qD3DueX4flkPKNJn9uz1y0/PX7/IsnMWhPnQDucNXEWaDFAEZ/Hccos2fKsBiNz4JWBxqVd8A2T5IqhKztPD27AZwqEqXAbJ4c32nPm0aMc+iOcdGxR+9v4vha8vbKHPYl3H+PYYBOP6lbCFJr8dbb15IWnnFpH90CE60MFZD7ymx5v19kXYwp4meXpc6mJVYD6V/HsFlsun3DrWJYVCZlgxblhsz7KdmtesNRsk+7rU0/u7I6jK/p77I2Wk5NwqOIKqhLBIs7xhmxzWWxfi3+cSmK4MCobNGC6DquTnbl+EIiAdFMExN2tfhzaFt+sab/ZPebstG+95PREiS5F4OM+ReVKcG0XmIWWOmEw3SSUyTSXYN/dub5h+/Tr2eV1mYawM89/b7d+/dQm20CdQ5i7qdtny+1cSa1f0R+SPXz3fN2izQeFj7y9QaHX29w1hni1b9EtusmcmdKWp8S4it6yUx4WclSSch9zqGxR94dXqw/jDshf2hWuqNkDUn1tfuz5Zd481wRHUJIRGmsWF7mtbvivxM7H65nzs1+vCRz8fQs9aJeQ1fGpIqF9QPGyZ3c37Su6SfYD7T2JAk6oxfYBB9mPaEVQlhIqkAR5a167ECExTlm7E6E6NZbb++GzcfQTNapRNnbK/3oTRHRpBG5016mlYBJ6EhsugKiF35gwI8NXjz+MX8DLotBpUe6Ogc1uIgK/bD5Nft/2nM1Zdu3YNWbPGjnaMjIxE27ZtZWBUzpw5cfly0p7CHzhwIMqUKYN06dJh//79GDNmDO7cuYO5c2NnnkhMoUKF8PXXX8vhB589e4Y5c+agSpUqMrgqe3Z7Z1dcIphq0aJFKFeunJz3JUuWoGbNmjh48KCcn6QS3xV/rkQ2L3f8e+UOQgxGVC+WG6+Su6GRyOCnkyn+nVnBAvS4G2pIdlrYuDRV35EdeqJhHZeqeCWZHtJy5jDUxdzPkpWQXD0b4N62w7Gm6bOmR7rKRXB8gH1YMuHMhBUou3IEcnR5G5ogf1ya9wNCT7qfNUnoPXcgilYuLv8/u8uH8t/P+n+MwYtHIjIiEn5Bfpjfe5YMpPLx90FghiCUrVsB5RvYn47ZsuRnHPwl+Rfz3T4egEKVi8n/f9I19tOB+coUhG+QP47/YR+Kz6H5qPZoOrQN7ly8iR9mrsbDG/Y0ve5o37s1jv19AmePx346QRgwtjfefqcWAoICMLLHeGcgzZQhM/DxNzPQd1RPpEmXBjNGzcajB/E01l6gZ79OOHzwX5w8diZWMFGG4HSo26AWGjSpI6ctWbgCv/xoTz3d8J06sFpt+H3rLtRv/JbbZaakbGHUxMEYNmYALpy7hJkfLMCNa0kbTjXB9X4i/vX+VuOacr2P6jkhVgCTeK/PiB64cuEqPp++GLeuJ294MjkPH/dDgeh9bnHXj5AhVyaEPwtH3f7vouCbxRFljMLW+etxfv/JBL+TUrldjvXjgxah3PLhKDi6NbTpA3FyxFcwRQcx+WTPAMONmIuRiBsP4JMteTes3prXG9mq2C8If+nskmI3HkG5MsL4NAxlBzRB9mrFYDZG4e+5P+DWvqQFBicmf4/6uL3tCEyPw2C8/xTZ36mImz8flMMCBuTLAr94Ap9yt6mO8Gv3EXEz6Rfk8cnZswHux6ljdVnTI23lIjjhUseK4VkDS+WVWazEkIh3vt+L60uSd1EXf0dBKHQN20BdpIwcTiPyp5WwnI0JAPPpJrJEKWC5eg6RG5bCFvbMQ2VnlZ2C2vqtoS5SGjZx0+iXVbCcez7bobb2uzAf+8sj5VLibQpBW68D1CUqy04U4+o5yXr6NSlUBYrJNNtRR5/ftop0wfKp4IiF01On7PxFZdnmY/ZsK2LIFjH0oGtnivXhPSjTZ4TF02UXiC77n5jlVpevLtezmKYpX83DJcYpv2Ds9S5uQNmePIamUk1EHdglhwVUZs0hn472JH2HobIDyXLtPEw/fxMrgCyx95IrZzp/PDOY8O+NhyiVIwN2nbuFcJMZt5+Go0iWtFjw+3H8duYGQgxR+LhVFY9lq3IGjretiWGrdsBHq5bZhER6b9GRIlJdZ4h+IEHImtYfd5+630GZkBsPnyLQV4el2//GwXM3ZLrvPg0rIq1oN8czvWKhnPCknGmj1/vNRyiVPT12nb8j1/v9EAMy+Oux7fRN1CuaXQ4LePVxWIqCPJ4rO11AnG1+O3qbR+Dmk3C5XWoWyoo/ziav3fiqlv0qlC/cDTXGc03sg7shRuRM44ePGr6B4T//IzOUiQCrOY1LezRTW1zqsm8/l51KU70lNFWbwfrothxCxfYsvpuZbh7r7apj2KpdLsd6TWiiOw4XbD2C305ctU9vXzNF2aoSIvoc4l/vhueGSVlz5DJqFsjs+fL945Qf6IO7zwzw15sTfE/UFS/Tt//eQM28nh16VNA27wdVHvt1mXHl89dlyhwF5ZBZlvPJG6YpPn4tW8C4708oAgPlQ23WxzF9AJY7d6HKZA9gFQJ694J/j24wX72KsMVfwXIn+detcWmb9oEq+gaf8dvZSX7PU3RtBsubANbrFxC5eQUQHiKDqGRbzmp1fs729IEcxtHy6K5nrp0iQqGt1xrqwqXk8GSmX1fL6xeRdUHePHMt+4koOyMsyRzOPC5N9aawXj0jb7DGEhEqy1a/8SbMx/bJYQGVGbPJYXc83Y592e05h/C5U+E34gPYIg1Q+gUgbPZEORykoKlUQ673qMP7oalkz3qQWtRlxLkl9vWqploLqAqVhULnh8ifFiYrW9WrfrwlRpklrwz0sLgEhXiSvr3I5K6Q2VxMPy+XgQ6Cpua7sFw5A+vNOMdDal2zuly7yflq0xP6Vl1huXUNxrVLYPXQcf6i/V0Q2dk0lWvI+QqfMzHVrtcTMn77SRy+aT/3fNqk9Esp0/r0HhR6P7m/We9chipvSSh0PnLIQIsYSu8/0KZ4Feoab/B2W1bQd7ZntpTnrx+XyX5P6/1bsp9ImbcIrJfPQFWiIhQ+vvKhT+dwcimkrtJYZix6LgOnj7+9f8ql/1W2Z9JkQEwrI+U01ZvAevUsrLee7xuMXPcp9F3GQFuvnRweNXLDIthCPRcEoKnWxN4vGbdsnY8MFhdDF4p+SSFq788wH/dcog9lxui+8EZtoS5aRg4DKfvCz8S+dlTlE313/s5+w9e9TzYpx9r4X//B39ft9zs+a+n+w5avWvnyer1NdQxbszvmer1dDXm9/tvJa/Z+kiI58Mcp94fuTm6/oKOvILXdeCD6BvVYuu0gDp69bu8DbFQZFQvbhx0c/80W/H3evtyf9W/u8fJXbtmPUgVyoWgeeyBdXHcfPcWRs1cxrU9Lz5e9VZSdE0XzxMTmpA3wQ3CaAGw7eBL1KhaXwwKKrFW3H3o+wYAw/quN8ixdPE82DGr1thz6z9Xq7QdRs0xhj5f7nwisMhgM0OtjR3SLgKgiRYqgQ4cObv3W0KFDnf8XgVFarRa9e/fGjBkzkhygVLlyZfnnIIKqxLwsXrwYH3zwQYLBWOLP9TuXLl3CvHnzsHLlyiTPv5jPKVNip06fNGkSRlVM51a2qsblC0Odih2wryJlphxQF68Ew+Lnh8cSqTC1tVrC8FXsVNEplXfQu/DLkwmHWn4Va3q21jXksGBRj2MyY+XsUhd3Nu7H5U82QZshEOU3TMCzfy7h0R73L6oXD7WnXq7WoibajOmIud1n4N33W8pgqnOHTiNvyfwYunSMHPrPZrVBrVFDo9Ni8ruj5TCBk36YgTuXbuH6meQFdn097DP5b+UWNdBidPtYwVVVW7+FvzbshtUS04RdOuRTPLljj7qv1ak+3v96DCbVsQ/fllT5CuVB7UY10LPZgHjf/2z6YvlXoVpZDJzQF92b9IM5yowuAzrI6ds2/o5sObNg8Q+f4vSxc24NBViwcH40eOdttGocO+WgSqWCRqOBTq/Du3Xby+H6fti6ApcuXMHDB48wYFhPtGliH7oruZJT9plT5zGk71jcuX1PfrZzjzZY9u1neLtKM7fLF+u9VsPq6NX8/Rev9/F90L1pf7neJw2chnu37cFzrbo2x9wVM9G6ZvJTZa4eJi6GgfItqqPJ6Hb4dc53SJ89GHcv3MTPM79FtmK50W/lWHxUdwRCHz6L9zuLuz6fLj2p8g16F755MuFE9LGeb2BTnJu+Frd/2AefXBlRaeMkPDt2WQ4F6El/DFks/y3Ushoqj2mDXzs/n4rZQdwwCMwRjCcXbuHAR98hQ7FceGfNaKx9axQMD5PfWVt4YBP4586EPe8tla/3d5mLEuPboND7TRBy/iYeHToHmzn2JWvGqsVQdFhz7GmdsoC2PNHr/XA8deyDOHWsQq2UQy/+3XQyNGn8UX7jRERcu4+Hv3ngBo1KJceZF09ghf/wtXzyynfIRwif1FNeMIfPHmZ/glKlgu7dLtB3GwHDJzHDFqaIUmXvkLhzHRE/LpNl+wyajogpvWNdrIvAK2XGrIiYFzOkCqVOm8LBtG2V/FPlKwltg44wLBrnfFLMk2RGqr3bY92Acr5Xoz6i/jmQoqfOEy27WgNE7fst3rJTm7ZGw1hlK4LSQt+0PcKmD3055Yv1vif2eg+bMx4+7XpB9247WG9ehfnsSdjcHAIxMRGfjJY3F8Vxr23cEfr2Q2FYPPmF76VEgF6LOS2r4NM/TiAiyoyS2dMjb3AgVNGBDYPeLin/Dly+h3l/HMPyrrWhUXmmg0MET32145jsNCmbN7Mc8m/wij/w3cCmSG0Wqw13Hocib+b0GNS0Ks7euI8+n2/Ep32axjt9w9gOSO/BzFUBeg3mNKuIT3eeQkSUBSWzpUPeDAFQKZWY37ISFuw8ia//Oo98GQJROnt6Od2jZbeshE93nESEKXqbZwiU/1958DyWdEpZGvlXtexXofwXMVutWHLoEua8U1o+9X7q7jMM3nQU6zq9ibSpkMVLXbGRHC7L9F1M+9K0+Sv5pLd8v3Rt6JoPgnHZeA8c68dlMFXZPOJYf4jBK3fg+0FNkNZPj0H1y8q/AxdvY96WI1jep8FL60iNa8lfF3DjaQQW1yuJ/zdL/76C688isLi255+GNf1gvy5Tl6oObd12iFwV+7pMLbJVHdvjsfaGX4f2UGXLhmdDPobiBf2AT6dNg/X+A+fwgWlnzsDDTvbhTjzBtGmR/Fddshq0b7VBpEtAR2LveYJh4Vh71gnRdmjQHvo2g2BcGn+fpkc5rl/uXkfEpmVQZs8Hn4HTEPFBn9QvOnNOeZNNLHt8jMumQ9uoMzS1W8r5s1w57fF2rjfac5JSBX2LjgifPUFm+BEPAfiPmY6QId3kdaq+ZUeETRRDYqUudcWG9nPLutjD20ft3SD/lDmLQFOjJSLXfJSsoZpe1ePtRdTF3oT5zEH5wK+nRXwyRgYTyP2qUQcZZGX4coo8HjRvVJH7XWqT2ar+jH3tFP7FDGemKW2dd+E3YhpCR3ZL9f1dZq4SdeCqL+WfumRZ+HTsg9BxA2IFXqW2D+vaH4j+6cxtLNh3AZ81TV52PLeYjIj8dTE0bzaDQqOD5c5lGSgPm6fDR73XpngV6ppXWWq1ZSPmjog5fzXpLIfxNSycKDMHGZZMk0MAK3R6WC6fgeX2NY/1k4ghHdVFK8K4dBK8QZnJ0a4YF+/7mv+xdxfgbVtfG8DfJI4dpiZlZmZeGVdYuSszM3ObMjNt5XZlxpWZaWVmTEpJGjYktr9HV4kDhTWpU/+77/3t8bNasnMsWZauro7OrdgAun1rEXn9NKw8UsC+2wToXz1O8FCAX4wt9Usu+sy5mLUNrGwUgK0S6oVDReK6fffJMHzwgeFN4q73fS6G6Av3fYGwbcthnT4LHPpPRZh3RxiDY/qjbcv+iohz5u03/F/qk/2cCbXkZNndt19hzsl7WGjm5KofHV+cr5+4JZKpimRKgduvpfP1E1jXvQaWHr8lhghMKl/qF9zSt57oK0hqeoMBbwKC5T7AeuVw/9U7dJ23FdtGtRV9gBPa1hCv233hDubsPI2FZkyuevTqHY78cwcrRshDp3/OrtPXUK5gDpHwZE6PXkux72LF8E+vXc/p0xxzNh/C8r9PIUua5CiUPT1srM3fP7NieDukSuaGiEg9Fmw/hlHLdmBh/5h8oGV7TuHV+wCMamv+4Rf/E4lVnp6e+PgxbsbbsWPHcOvWLWzdulU8j66CIr12xIgRnyQffUmJEiXEUIDPnz+Pk/iUEFLygjSs4OPHjxP0vuLFi+PMmYSN/ykllMVODpNICWGGY/LF9X8TrtXh0PXHWNe/Mf7XpHRWwS9MKzqMpYxb6TuV7tiVMm7NQSrzaeWWHA4DF5iSqVT100Hn7C5OMK2c3eHQW25sWzk4A7mKwsrRFbpD6xMVL2O32mJ4r8uNJ8IQVaowWppm5XF3sJyEEC19+2o4XUpOJtL5BYuhrjx+yZ2oxKpop7edQLtJXZApXxa4pfAQSVWSpzcfI+CNPzLmyYzbZ25AHarG2R2nxDy/1x/w8J/7yFwga6ITq6JJCVQtJ3aGo5sTwgJDoXKwQ9FapTCxbtyT9uikKsnx1QfQeEQr03u+VcESBZA6XSrsOLdBPE/m5YER0wfBM3kybFu90/S6S6evYLCTA7Lmyow3r9+hQo2yGN5N7qiSKibdvnoXBYrlS1BiVfFShUXi0onL8tBHXsk9MTnHaMye+gdCQ8OwY8vfYvrrV76islSBQnnx/t0HJE/hhX0nN4t5Hh7uqPprBSTzdMf0ifOTNLaUWBWdVCX5a9lGDB87AG7urgj8mLAqOgVL5BfrffvZ9ab1Pnxa9HrfFWe9D5rogKw5M4vKVtFJVZItK7ejz6hucHV3QVAihmGM7fK2U/h9YkcEvfsokvf+2SnvY33uPEfAqw9IlSOdKbEq/nsc3JwQnohqF5m61UbKmsVwMeq3buvhjBQ1iuF6FznBUf3ivRgm0L14DpFYpX7tB/t0ntC+l08ypCH0Ppy8+V3L/WDraZSf3A4qNydov7AMoT5+Yp083CHfneJ35wVCXn1Aspzp8PpM4qpWZe9aE6lrFsPp3ydDH7WfC7r7EmeaTzO9ptqpaQh+EHPC6FkqJ4rO6YyzrWci9Eni70bM0K02ktcshiuf2cemblYe9+LtYzU+/ni745wY/k9KuJL2sW5FspolscoY8B5Ggx4RF+QhK6S7roz+b2GdNpO4U8dUll6vh+7IDjhNWPHdMePHjrx0PCa2VCEoTSbo78t3CdlWbQhFoV8QPmcYEBG36iWZv00ReTGmMqBE/+QmrJQdRafHl+6kSjSVHZQlKyBk5OcvREmJVeoVc8wbM1Zsadi/0HE9TJPEnc8GPaxc3E1Vq6w9U8Dg/978sYuXR+jo7qZJNhmzw8otGZwnLBHPrZxdoShUClbObtBuXWH2+MpSFRAyPO56N7x4grDJQ0zPnWetEglW5iI6KkUgPSJO7IJy5OJvmve9imVKLh4SXaQelWftFslVsZXMnAJT9kfi0bsg5E797Td8fM2DNwH4EBIuOk+ih/xL7uqIh28DRCKRX0i4qWqV78dQpHQzX+WWlO7OovpWzWLy+WHOdMmROpkL3n4M+ez0R77+Zk2skhTL6CUepvU+b79IrpKqiP3R9BfT6+ovPowsnuYtf14sY3LxMMWe/TeCNTr4hWrQZMkRMT0wXIuTD33xMUyLXpXy/idi/y/Elyo2f3pOrEZKFzs8eB+CD6FakVQlyZPSFcmdVXjwPhglM5h3uD5FseqwyV4E2s3TgciYdlZ0UpUk8tox2FZoIioJQSMPPZDo33qwWiRVSfKm80RyFwfc9w1AqWwxd0eWzJoaU3QX8ehdIHKniTWsixlIfQ6fX+8xfRF/XXqCYw/fYFGTUrCPKoVv1vih8eIHq5HS1R5OStsvzvtRVl99jqNP3mFx/SKwt026pLbI66eg/K2jXGEgepgUpSrqwsnnL1gllEPTJrArVw4B/QdIJeFhlB56Paw9PExVq2xSpYT+ndx2iU6qkoRv3wHnbt1ElStjsHmT1iNvnoayVvu4y/4N876HaSgfqe1wag8chvwpTw/yE205SEm70Qnsbl4wRLc1vjduwIe45y+vpXOnd7BOnREGn2ewcvGIG9tdim2etqR1ptyw8kgOh6Hyskr9gKrG6aBzcUfk+QPiYqNmWUx/ssOgBYh4a9677y3VnrPJlBXWHslEkolE/+QBDP4fxHQobGHt7gHnmcvEPGtnVxiLloaVqys06+OeV38PRdFqsMlWGNotM+McW2IzvLwHK1s7WHmlhfHdCyQFS/zevspWBZtsRaDZGLfiv7mIpKro7erkbiiHy0lkNlnyiMQTx6jtTPo9WP/eQ/z+I87GHW79u8+dSlRAyKhucT9XrOH7dId3wr55V1HRxRxV2r62vUfejDuCgvTcqmMf2KTPDP3TTyvxJ7U6uVJj0rF7CFTr4JZEw13HHwpauzUq2chGAUWnaTD4m69S2P9Cm+J/ZV/zI1m6LRvn+HVsB5Rj5OOJRP/wJtQPB0d9ObZwmrJOJC+bg02GnHLSUN+5MX1zdTpD5+SGyMtSMo9eVG6Krlol2jMJGMrw30iVuKT4DkPkmwSk/idVo+5yu+LGOdGG1a6TR0oyBryD4cVD2GTMhUhzJFZlkmInh8OghTGxG3aTY184KKr1RV47Zfp+pKpa1mmzmi2x6pO+8JdSf/RbuT86+FqcfsOw8Z8vhPAz9sl+y28tWp286TDx0E2z7t8tEf/Bm4/4EBwukqokedN6IrmrA+76BMAvRI0mC/6O6Se5/xofwzToVa1QkvYL3vf1R6lsn6/iZE4pPaL6BovnEs9zpkuB1Mlc8cjXL04fYJ2SeTBxwxEEhqrh5mSe8/RrD57D98NH1Bk0Wzz3CwrFkxW74BcYgt+rlBDf/a5TVzGibR2zxIsb+4UYYq/OkLkxsVfulmNXLo4/B8YkM9UbOg9Z05i/AqWUVCWRbqprWa0k6gyNuWb+1/6zOHrlHhYPag17VRLcZIj/AClpae3atXGmbdu2TVSyinb58mW0b98ep0+fRpYs3z5G7/Xr12FtbY3kyWPKfCeUXq8XSV41a9ZM0Puk2NIQgQkhJVF9rrLWt45IffDaY2RP7YlMKdzxv8bDQYWcXi7Yd+8N6uRJgyOP3yG5k53ZhgGUDqqxD6z2ncZCd3Yv9Hcviefhk2KyL1WNesLw5hkizu5NVKyMXWoiVf3SIqkqMjju0BweZfPCysYGfifjJkypX7yDZ6UC8NlwAjYOKpFU9XxRwuI7uDhAaadC4Hu5w1sa3i/0Yyg+vH4Pt+TuSJ01DXwf+yBFhpRIniEF3jyVq+ec330aBSoUwpE1B+Do6oQsBbJh7+KYZKRvZR8VPygqfsFqxRD2McSUIFWsdmm8uvcCb5/4mt5jbWMNR3dnU7JL4V9LIPhDUIKSqiRS8lTsBKrF2+Zh/dItOHPkHNJmTIPXz+VlzVMwF9yTucPnhS/CQsKhDteg6C+F8c/Zq3D1cEXewrmxbvGmBMVeu3KzeETbuGs5Vixei0P7jiNPvpyoULkM1qzYBFc3FxQonBeLF6zCjau3UTRXRdN7ZiwYj7u3Hoj3JXVsqZqVu4cr/KKGPJQqXkkVtBKaVCWRkqdiJ1At2joXG5ZJ6/18nPWeO3q9v/QV8aUkqoCoEpEVa5YX/05MUpW0zdnaqRActc3lq1YU4R9DxPb08Oxt5CpXAHdPXIdHWi94pPPCu8c+X3xPopKqutRE6vqlRVJV9G89IjAU+nAtkpXJA/8zd0SilVvhrHi2WP49v91zEelbV0XglceigpL0W789NGEX/ZUuDlDYKxH+Tk7OylS9CDQfQ7+YVCWR5kvD/qUrnx8vj9+Aczov8fj4OOb3mBDZutRAuvqlcer3SYiItZ+zS+4mhgMUn6tFRUSGa/E+KnHLs2ROFJ/fTVS1khKwEitD1D72n6/sY/3j7WPfbD+LZBULIODMHVjb2cK9dG48X7gb5iB1/OnvXYciTxFE3r4MK8+UsEomV7CSxpyX7gCGWr7gaFu8IvQvzVdmX0pkkYYctMlTBHopdrIUsJISWaI6KWwrN4Bt0QoInzvM9BkoidsU0p1h0jAmUUOlSB0XUgexISAmodVclKUqQf/iCQy+n5btV+QpLH4LkbfiDpVpLrbFK0D/6ikMb+PGjrh8CsqKv0G7azVsMuWAtbsn9A9umDd2Sfl3ZHgTEzvyxkWE9IwpfWzfeTD0Lx5Dd3C7WWNLlKU/v96t3DxgDJSPrcpKtWDUaBB520zDFilVouM7+nesKFIe+tdP/32eGXwIUcMr6kaHJafuonjG5Ejl6oiXASFi6DTJLR9/BIRpkdaMw1KldHWEX3A4nr4PRObkbnjpF4zX/sHI6OWKqvkyYsuFB+hWtZC4Y+19cExHizlIQ/4Vz5EO5+69QNk8meDjFwRf/2Dkz5Tqs9MzpTRPMllsH0I18HKS78BbcuYBimfwEklVsadvu/ZMdIoXj0rASpLv/PQ98Z23KJFNPKKN2nUZOVK6oWWsaT977P+F+OKcOLl0TuyLOnnS4sij6HNiR/iHaUUn6lP/UGRO5oSXgWF4HahGhnjDe5jjYpQiZwloNs8AtLF6Gqys5QvN4XKbXUq8MoYFfVdSlem3HhLvtx4QggyeLuLf6T3lRM5brz4gIFSDtB7mH/7Ow1GFnClcsfeOD+rmS4cjD98ghbTeo9btmstPcOCeDxY3KQkXO9uki3/7NermT48jD94ghbMUX17Wr81LamuuvsCBB2+xqH4ROKvMvOx2DqJiRnTCnk3OomKIuNjJDIq8pWF4+wJGv8Sds8Tm8Htj2FeuhIB+A2AMjYmhPXESDnXrIHTlKihy5oCNpyd016/LVWldXGCIutFTVb4cDB8DzJNUpZKWXQljqHzeJA1LZJSWW3p8bZ65SG0Ha4Xp96soVNZ0sUkM3ePzBIrCFRD5zzHY5C8NY5C/qW1rlvOXBzdgk7sI9Heizl9EBatXIrZUyUFRvBIiLxyBolAZkQBmNNPwYFLylPSIJlWO0J3aA/2di6bEElNVvhJVxbA2+sffdxPU/0p7zuD3HtbuyWCdJj0MPi9hnTINrFOkht73FYx+7xHUIeYOe4eeQ6F/9hjavfLNzOagKFJVPrZIiQ6xjy3SuZNLMhgD5eQ565SZYOXgEpMMZA6W/r39C+l4avB7DeNH858vfrJdFS4HfdSQUVLyVOwEKvuek0TiVeQt8w7XpPzMuZuUPCmSHaJuxpGGcZf+ba6hL7+2vYt9u1dKGN7K/ZU2WXPCysUNhnfff5z5FtJQzuoIvWjfSY4/eQ9XO1vx+CEcXExtOdvitaB/9eC7h3X+n2hT/C/sayzIom3Z+PuZolJfUUy/Z+wb75Q1miHywQ3zHdcvH5YTqKLYtR+NiPP7oL93WZ5/+wIUxaoh4vgWWKfJIpK3Dc/lwgNmiX/+oHhEs+86HrrTUrviknzupNPAJks+6J/cAhycYZ0+GwynzdMXLSVPSQ9T7M7joDvzt+lap1QlyyZ7IUReOCDO4azTZYPhZMKv9/1rX3jeooi8dUnuC48azSGabbHP9xv+zH2yX/utBWsioJH2787y/v3YozdwtVOadf9uifgp3RxEAtXT90HInNwVL/3l8/WcqT1wbHhMAZdRW88iRyoPtPxFTkJK6n7BH8HdyQHFc6THubvPUTZv5qg+wCDRB/g+MBTJo27wPHb9EVwd7cTDXKTkKekRrcPEZWhRvTQqFZWHrr5096moqFUq77fnw3xz7MrFxcMUe/IKtKhWCpWK5MKHwBAxHKBk24l/RGJT8dyZzRpfKhAUGamHi6PcN7f/wi3kTC/3+a4+cA77L9zGksGtTfPN7T+RWFW9enVRqUmqWuXuLicExU+e8vOTM42lIfnc3ORMtkuXLqF169Y4evQo0qRJg/Pnz+PixYuoWLEinJ2dxfN+/fqJ4QSj/+63GDduHEqWLImsWbMiMDAQ06dPx4sXL9CxY0xJNunz+vj4YPXq1eL5nDlzkClTJuTJkwcajQbLli0TVbcOHTqEH2nHhXtoUEr+4UVbeugfbDl7Gx9D1XjyNgBTtp3CxkFN4PGdmZUTjtzF6ecf4B+mQ/edV+Foa4Pd7cp+cbpkZOXc8D50W5SEdVQqMLZankTFVtXrApucRUS2sl27UYBOjfAZ5s2M/mLsVB7IOa41wp+/Q/HtcjlKgy4SF2rIZTnTNq8In40nPhnX92avP5F7cjtk6FQD1rYKvD94RQwNmBD2zo7o/cdAKO2UMBiMCAkIwoz2ExHsF4QVw/5Er4UDxXRrayv85b0M/r7y72bz1LXoPKMXKrf6VTz/e9EOPL2RsApscnwHdF04ALZ2ShiNBoT4B2N+h5ihvn5pUgmnN8p3ekdTKG3Re8Uw8X/pPaEBIVjQKfFDssUnDXM4du4IOLk4ip2xJlyDIZ1GISRI7iQZ1sUbfby7i2Qf6bUblm7BrSuJq97zOVPHz8WM+ePRqn0T8XzRvJUiqepH+FJsewd7rNy4UAyFajAY8DEgEB1b9DZrbGldjpk7HE7OjiL5VEpgG9rZW6x3O3s7zF4z1RQ/KCAIA9oOS1QcO2cHtFvYN2qbMyLUPxhLOsjVkjaPWIZm07rgt6HNxbzNw5eJSlbuaTy/+J4ExU7lgVzjWiPs+TuUjPVbP1djJK51noOc3i3E8HvS4/mSfQj855F4zdM/9iDfnK4of3GuVE8Ud4atjDNk3bdQOtuj+qLeUEjLYDBA7R+CvW3lYVrKT26PDJULwsHLFb+tHYKIMA3WlR0g5p0ctgIVp3dCqeFNxftODl2BsLcJHwPZPpUHCoxpidDn71B+q7xvM+gicKzWaGRqWQnpG5SWBsFGyCMfnG8vZ9VLiszsBGulLYrO7mKadqnXnwi+/ypB+9gcUfvYolHr3aiLxMWofWya5hXh+5l97ItFe5F7ekeUPiWPq/5u7yW82yN3oCeEXcs+UOQvLk7GHfpOFmWtQ0e0g3rtXNi36Q9Vw46ifL9m7VwYA/3FSaVDN2/5rmtYweD3BuoVCd/exLI37w1FvmIitjRcBjRqhHm3h2b9fNi16ger+u3FsmnXzZNju3nCrnFnGD74wqFf1H41MgLhU/v+sOP61+b9LLET3KYQQ2n0EhcLRUl5nRaadTMSfeHZvkN/2BYqKZJ2HIdNg1GtRkg/ufStsmIN6I7t/fJQdScPfPJbSAi7Nn1hm78ErFw94DhgCozS9j60jfz3y9WA7uS+T96j2bIU9p2GwmnKKjGUQviSyaJaW4Jjt+sH24JRsQdPlWNH3RGjLF8DuuOJS37/VvadYq334dNg1KgR0ufr611ZpTaUv1QR+z+DzwuEzfxyWfKvUTXpAUWeYuLinn23caJDOPyPUbDvMFzunJP+vv9baNbOMt2Z+KV55vDHidu49tJPDI8nDY02uk4xcXfcqJ2XEKqNENWjpLuNZzQuBRcz3mWdzNkeoxr8gsHrjos7xAxGI4bWLYlUbk7oW6MoRmw+hd+mbxVDD05qUg62Zh7mfGSTShiz/gjm7jor4o9sWgkp3Jy+ON3c/jh1F9de+kNvNIqhAEdHlXOXkqn23XklftpSBatZjUrAysrKvLFP3o36zg3yd/5b0g3T8b8U+0fHn3DkNk4/izpO7fgHjrYK7G5fDiMr54H3oVtYfumpfE5cPZ94fTJHFUZWyYMhe6+L71xqxw6tlAupPnN36rewrdYaNpnziyrNdo36wygND7NxGpQVm8IQ+B52TeU7y42RkdCumwAoFFA17CsPK2E0wqgOgXbHt1fa/epvvX4pDF5/Mua3XqeEKO3fdcUhhGqk/YwV7JUKzGhRAS72Xx+67d+MP3gDp5+8F4lq3bdcEOt4T+fKGFUtP7z3X8fyC4/gJK33mgXF69+FqDHz+F2kdXNAx43nxTSljTXWtiqbuPgHruP0k3fwD9Wi+6bzcvyuVTDq1wLw3nsNy88/hJNKih8zJNDX5iXEhGN3cfqZH/zDo9pGShvsblPmi9PfhWgw68xDpHWxR6ft/5iWfU2ThA8nIVWiki7uiPZU62EwajXQrJoAVZO+clKDtFMLC4Z23bRPhwG8chTfy9rLCy49eyDSxwcec+VqnsYIHQK6dkfIosVwHTkcnuvXwhgRgaAJE0XbxcrODu5TpwBKW1E9yRAUhI/DEl45S6p+Y5NNWnZX2LUYAqNODc2ayVA16g0rhdx3gvAQaDfI53NWdg5fnJcYUvUCG6kiu7M77DqNEe0K9ZLRsGszNKrtAFExSrMhpsqpZuufsGvSG8rKjUQbSLtpXuJiN+sFRV7p3Mkd9j0nyOcvYzpEnb/0hVW9dvL5y/r5InlLxF4/D/atB0BVvYlo/2nWzDbbcodP+fpwg4qS1WBbWBr21QqG96+hWZX4CkKWbM85dOkP2yKlRDvWaZR8/hDcswXCFs2A04AxYruysrJG+LK5IqnKnGyrtoJN5nxRx5Z+8rFl03QoKzaRjy1NBorXGfXSsWVS1FCU7WGlshfnTtLvUrv7T0Ab9waqn+H3ZlupOWwySsvuArv6vcWya/7y/uL0aIrcvyDyTsJGtPgc1e89oMgtb/P2XceK31v4Im/YtxsW0x8hbVfrEveb+hr79v3kcyfp3G3IVPmcdUArMU9Zoean5262SjgOmgQrW2n/aoQhJAihM0f8mO1dqYJjr6GwcnCShyPTqhE2YzSMYaE/5Ngaoo3E4P03oY2UPhfEcM7z6hRKVHvetnKLmG2rXh8YI6Rj66gvTpcoS9WBdZpsYpswvHkK3ZHVP12bwtL7Gkv2T1m6Lfu543r4/BGw7zwyaj8jJTa+heavmP2oNLStTda8sLK2gf7ZPWjWJq6qurJOJ9hkLyy3JduMEG1J9ZyvX8/QHVoHu0Y9oZAqWknbwtb5iR76UdWwq9w3KLUrOo6Wj+tTY6qof0L0Dc+AsnYbOZnURoGIM3/D8OJBwmM3iIotLXsHbzn29Jjq8Z+jPbAWdo17wbaUfL1Pd2IHDK8Tfr1PYtdK6guX++cc+kX1hQ9vC/XqObBvNwCqRlF94WvmiP7oOMMAnvq+CoiW7JNN6G9N6h8btOsKtJF6cV7r7qDEvIbFE91fY+n40ZI52WNUvZIYvPFUzPn6b8WRys28N3gltF9w6dHr2HLxgaiQ9WTbR0zZdQEbe9eFR1TisrmMbF4FY9Ycwtydp+U+wOZVodcbMWjZbmgjIuV17WSPed3qm71v7mt2nLyCumULi8JBP9K24/9g73npxhMjMqXywuzezcy+3AFBoei/YLO4dixd1Ujr5Y4JnerjXUAQZm48JJ53lK47iBHlFFjn3cms8a2M0WPk/eSkIfukilRdusRcjI3txIkTImFKSr6KTqyKnvbs2TNkzJgRV69eRffu3XH//n1otVqR6NSqVSsxtF7sKlDSRrBy5Uq0bdv2s7GkZKzt27fj7du3IiGrSJEimDBhgqisFU16rzS8oPQZJNOmTcOSJUtEspWDgwPy588Pb29v8fnik+Lv2LED9erV++b1o96fuE6O72VfozfC/+wFS3HoNh+hwxpaJLbT5G04kKKpRWL/+m4jWmYw33itCbX2xXZ0ymiZ4SSXPt+CoqkSd+Lxvf55cxoZkpl3DPKEeOF/02LxpdjFUpeDpVz2PYU+GS3ze5v7fCP2Wei3XvPdRvyRLmbs4B+t+6u12JqqhUViN3qzDocstN6rvduI4E5JNz74v3FZegghXeUT3x/NedEBix/XLRXf0m2KwGaftgl/FLcNxxHUropFYruuPIKgVpUtE3vNUQQ2seB633QcIb1rWyS287y/oV6XuMQvc7BvMR7qHVMsE7v+UKgP/WGZ2NW6Q/1X3CGxf2j8NlOgXjvCMrFbTvx/GTs6fviiPhaJ7dB1LsKnt7dIbBF/0Aqot0+ySGz7BsOhXj7QMrE7zIB6ZdSQJ5aI324awhf+mBvL4nPosQBh3pZpw0scx23E23IVLBI75akTCBtnmXMnR+91CB1YF5biNGMXQrrXsEhs5z/2W2zZxXJbqC0X3Z772NAy27v7thMInxFzg/GP5jBwmUV/b+Fzv56kl1Qc+ixCSN/fYCnOc/YgsEUli8R2W3fMstu7hY6r0cfW8DldLBO772LLL7uF9jXSfsaS/VOWasdGt2UteVwPG/W7RWI7jt+M0EH1YSlO03cgdIhlrvk5Td2O4A5VYSkuyw9btE/WoueNFv6tq7dOsEzsRiMt2y94dIlFYov4lTtDc2mLRWLbFW8MzYWEjdhkTnYlm0BzfoNlYpdq9v+nYpVESkIaNGgQOnXq9NkMvAoVKsh3uH1lWuHChXHhwtfL2UpJWAqFAr/88ssXXzN79mzx+JpVq+RsuWiDBw8WDyIiIiIiIiIiIiIiIiIiIiIisrwfWwMsCdWqVQudO3cWFZ+S0r59+0ScbNmy4Ufr2rUrnJzMP4wEERERERERERERERERERERERH9RytWSfr27ZvkMXr0+PrYtElp3LhxGDhQLvuXKlUqi30OIiIiIiIiIiIiIiIiIiIiIqL/uv9UYtV/XfLkycWDiIiIiIiIiIiIiIiIiIiIiIiS1n9mKEAiIiIiIiIiIiIiIiIiIiIiIiJzYWIVERERERERERERERERERERERFRPEysIiIiIiIiIiIiIiIiIiIiIiIiioeJVURERERERERERERERERERERERPEwsYqIiIiIiIiIiIiIiIiIiIiIiCgeJlYRERERERERERERERERERERERHFw8QqIiIiIiIiIiIiIiIiIiIiIiKieJhYRUREREREREREREREREREREREFA8Tq4iIiIiIiIiIiIiIiIiIiIiIiOJhYhUREREREREREREREREREREREVE8TKwiIiIiIiIiIiIiIiIiIiIiIiKKh4lVRERERERERERERERERERERERE8TCxioiIiIiIiIiIiIiIiIiIiIiIKB4mVhEREREREREREREREREREREREcXDxCoiIiIiIiIiIiIiIiIiIiIiIqJ4mFhFREREREREREREREREREREREQUDxOriIiIiIiIiIiIiIiIiIiIiIiI4mFiFRERERERERERERERERERERERUTxMrCIiIiIiIiIiIiIiIiIiIiIiIoqHiVVERERERERERERERERERERERETxMLGKiIiIiIiIiIiIiIiIiIiIiIgoHiuj0WiMP5GIiIiIiIiIiIiIiIiIiIiIiOj/M4WlPwD9GJorOy0S165IPaiPL4Ol2FfsCPVfQy0Tu80UHE3RxCKxK7/bhLwpSsJSbr+7gMyehSwS+6nfNRRPXd4isS/5noRCmQaWEqnzQRbPwhaJ/cTvqsWXvXmG+haJvf7FDmxJ1cIisRu/WYdF6VrCUrq+WovZ6S0Tv9/LtXhTpqJFYqc6cxxh4yzznUscvddBvWmsRWLbNxkN9d45Fokt4tfqa9k2zdYJFolt32gk1CsHWyS2iN9uGsK8m1oktuO4jQjtX8cisZ1m7UZQq8qwFNc1RxE2sbVFYjuOWA3N+Q2wFLtSzaC5sc8ysQvUhObSFsvELt4Y6oMLYCn21XtCc2GTRWLblWwC9YkVFoltX6E91EcWWSS2iF+lq8W+d+k7V++aZpHYIn7dwVDvn2eZ2DV6W+x7F9+5hdtT4XO6WCS2Q9/FCB3SAJbiNHU7PjauYJHY7ltOIKR7DYvEdv5jP0IH1oWlOM3YheBO1SwS22XpIYu2JUN614alOM/722LxReyeNS0SW8RfsA8hXX+1TOxFBxA2pplFYjuO2WDxfWxAfcv0yXrsOImgdlUsEtt15RGL9xGFTW5jmdjD/rLYtZfo6y/q5QMtE7vDDIv100h9NOGzOsFSHPovtehx3ZL9JJZqQ0e3o8Ont7dM7EErLL7slrzOa8nzdc3lbbAUu2INob1/0iKxVTnLQ/vonGViZysN3dNLsBRl5uLQvbhqmdgZCkP75AIsRZWlJLR3jlomdp5vuwbAoQCJiIiIiIiIiIiIiIiIiIiIiIjiYWIVERERERERERERERERERERERFRPEysIiIiIiIiIiIiIiIiIiIiIiIiioeJVURERERERERERERERERERERERPEwsYqIiIiIiIiIiIiIiIiIiIiIiCgeJlYRERERERERERERERERERERERHFw8QqIiIiIiIiIiIiIiIiIiIiIiKieJhYRUREREREREREREREREREREREFA8Tq4iIiIiIiIiIiIiIiIiIiIiIiOJhYhUREREREREREREREREREREREVE8TKwiIiIiIiIiIiIiIiIiIiIiIiKKh4lVRERERERERERERERERERERERE8TCxioiIiIiIiIiIiIiIiIiIiIiIKB4mVhEREREREREREREREREREREREcXDxCoiIiIiIiIiIiIiIiIiIiIiIqJ4mFhFREREREREREREREREREREREQUDxOriIiIiIiIiIiIiIiIiIiIiIiI4mFiFRERERERERERERERERERERERUTxMrCIiIiIiIiIiIiIiIiIiIiIiIoqHiVVERERERERERERERERERERERETxMLGKiIiIiIiIiIiIiIiIiIiIiIgoHiZWERERERERERERERERERERERER/RcTq/z9/ZE8eXI8f/4c/1VjxoyBlZWVeMyZM8fSH4eIiIiIiIiIiIiIiIiIiIiI6D/tP5FYNXHiRNStWxcZM2Y0TYtOQor92Lhx41f/jvT++O+ZMmVKgj9PYGAgevTogVSpUkGlUiF79uzYt2/fF18vJYR97vNeuHDB9JqBAwfizZs3SJs2bYI/DxERERERERERERERERERERERJYwCP7nw8HAsX74cBw8e/GTeypUr8euvv5qeu7m5/evfGzduHDp16mR67uzsnKDPo9PpULVqVVFBa+vWrUiTJg1evHjxTbGPHDmCPHnymJ4nS5bM9G8nJyfxsLGxQVLbeeIyRi/Zitn9WqNSsZjPc/HOY3SdtAwDWtZCyxplzR5XFxGJmVtP4NzdZ1DZKpA9rRcmta+NqZuO4sSNx3gTEIyNI1ojZ7oUZo999sk7LDx5FxF6A+xsbTCyRiHkSOGKW74BmHboJnR6A3SRetTJnwHtSmX/rljWKlvkXdwHjtnTQK+JgM4vCA8GL4P6+TsU3T8B1kpb8TorhQ2ccqbDxYqDEHr3JbIMbwqvmsVh0EXCGBGJJ5M3IeDEjUR/jnpNa2HC3FHo3XYwju0/ZZpevEwRLN08D9PHzMPaJZvEtLkrpyBN+tSm12TPnRW92w7BiYOnExW7UbM6mDZ/LLq06ofD+0+IaX0Gd0GdhjWg0+oQEBCIFvU6i+nd+7ZHg6a/IWPm9OjWZoDp9d+jdpMa8J49FIPaj8DJA2cwavZQ5MyXHUajAZEReiyctBiXz1wVr/3avIR4/PACtDod1GqNeD512gJs2bIbWbNmwsrlc5DM0wNBQcHo0LEf7t59+NX3JFZDsd7HoGur/mI9rtu1BGnSpkJIcKiYv33T31i5aJ34d75CuTFqwkA4ODrAaDRikvcsnD99OVFxLbnsQ9eMhpuXGwwGIzRhavw1Zhle3HmGghULo/HA5rCysoaNwgZ/L96J09uOi/dkKZANrcd0gK3KFrYqJU5uPirmJ+a3XnJRT7hkk37rOmj9gnFl6EqEPX8H9wKZUXBcKygcVYARuD5mLT6cvRvn/c7ZUqPKwQl4uvYYbnivTXD8WuuGwMHLFUaDERFhGpzxXg3/Oy/wy9hWyFi1MJzTeWFL9eHwv/vS9J4W52ZDr4tEpEYnnl9buBtP9lxEYjRYGzf+8dGrEfDYFzUX9ECybGlEjHD/YBwdvgpBL97FeW+60rnRYN1QnJqwDteWf3p8/yqlLdzHeEORKQOMWh0MHz8iaMZs6H18Ye3mBtdRw6BInRrGiAgEz5wD3Y2bprc6tW8D+6qVYdRFwBAUhIDe/RO83MrqrWGTozCs3bygXjwchncvxHS7FkNh5eQqfk/QqaE7sBqGt/8+73ucfuiDhUdvwmA0Qm8wos0vuVCnUGbceu2HafuuQBcZdWwrlBntyuaGOQWGadD5z5jfrCYiEj7+wTg2ti1m7j6He68/iCRyhY01+tQqiRLZ0/5n2jSnH/hg4eHrUevdgDZl86BO4Sym+ZeevEHXlUfRv0YRtPwl13fHm3r4Jk48eos3wWpsbFcBOVO4iukvAkIxau9VBIbr4KSyxbhahZDVy+Wr70koZc02sMlRFNbuXlD/MSRmm249PNY2rYFu7yoY3sqVZW2yFYRt5SbSXRCwsrZBxNk9iLx+KuGx63eCIk9xWHukQPiMPjD4PhPTHUYuBSIjYIyQ92MRR7ci8vqZr74nMexa9YBtodKw9kqJkBGdYXj5BFZOLnAcOj3Wh7SDdfJUCOnREMawENNkm9wF4ThkGjTrF0F3cHvCl71aS9hkKyTvZ5aNhOGdvB+3azYIVo6uMEoHFq0GukNrTfsgK/cUUNXpDCt7Zxi14dDuWQqjnw/MocaA2bC1VcDOVj61bF+7LH4tkRdT1u7DyWsP4OsfhE1juyBnhlQwty4T/oR/YAisrazgYK/CkHYNkCtTWpy+ehcLNu0Tx6BIgwFtf6uIOhWKIynsPHUFo5fuwOw+zVGpaG60GL0IEZGRYl6k3oAnPu+xZWJPZE+f0qxxdRF6zNx5Gufuv4RKoUD2NJ6Y1LoaTt95joV7L8TsgyoVRp0S37+v+Zydp65i9PKdmN27GSoVyYXbT30wfd0+hGt1Yh8/oNmvKJE7cxKdNx6XzxsVNsieNjkmdfgNL94FYNSqvQgMVcPJXoVxbWsia2ov88fefgrn7r2AytYG2dN4YVLbGqgxajmUChtxHivpUL0YqhfJ8Z/5zsVxfcn+uMf1gBAc826Bl37BmLb7vGhTiHZF0exoVyG/eWMv3Plpm2J8e7G8I9cdxSu/ILH+hzcujyJZYs5bf/bv/Ee3p2zLN4FNlvywdvGEet14GD+8/up0iXXGvFCWriuO67CyRsSVQ9Dfi7lJ8Fsp63SAIlcxWHskR/ic/jC8iVuRXlG0Euwa94T6rynQ370U874qTaAoWBZG6dgfHgzNktGJWnb7dr1gW/QX2CRPieBBHaF//liOW6gE7Jt2AKytRbtFs3sjdCfl8xO7+i2grFAd1inTImyGNyIuy+2NhFI17gpF/pKwTpYCYZN6wPD6adRC20LVoCMUuYuIdo3B5xk0q+R2hpVXati3GQArRxcYNeHQrJ4Jw5uY87qEUNaV2kfSuk+B8Fl9P2kfKYpVhl2T3lCvnAT9Hfnc0DpdVqjqdARUdoDRCN2eFdA/vpXwZW/aHbYFSsLaMyVCx3WF4VXMsts17gybPEWBCB30r59Cs3zqv8/7idqSqoadochbQv7ep/YS36/EcfTyOPF1h7cg8lpU35tCAVW9jlDkLAxjZNQ2sWbmD4n91c+VkNiNukCRL2p7n9wTBh/5O3ccuzLq72vlv39oCyKvngIcneHQa5Lp/VZKO1glS4nQYc2A8NCEx/+9GxQFouJP6B7399aoU8zv7fUzaFZOk7e3jsNgkyq9mG4MCYRm/XwYP7xJcGxlDencqYjchl80NObcqdUwWDm5iX5H0Ybf/5fp3Mm+7zx5vURGbY+nd0F/J+H7WEvvZx069IZt8dKwSZ4KQf06mPaxtoVLwL55R8DaCrCxgWbnRuiOy/tY5/FzxLmWMep71h4/CO2eLQmObddcOm8rJfYzId5dYHj1ROw7HQdPi7Vy7GDtlQohfRqJ8zYrZzfYdxoizuUQEQH1mnnQP0z4Ps7SfUTKqi1gkzXqvHH5KBjevwRsbKGq1w3Wnmnk33N4MLQH/4Lx43vxHutUmcX7pNdZKWwRefM0Ii5+uWDA/+r1l6lHbuPE46g+jzbl4vaT7LuOQLXUT6LAuJqFkNVTvv7XdfN5+IdpRdvKUanAkMp5E9VXYsk+GoltxaawyVwA1q6eUK8ZB+OHV4CNAspanWGdLDUQqYMxPAS6o2thDPwg3qMoXhOK3KVg5Z4cut1/Qv/keqJiW/S4/rl+Eml7r99d3t6l/WhYMLQHVsXa3jPJ27vSDlIHve7wehhe3Pvp2tG2lZrDJmtB+Tv/azSM76O+89+6Rn3n8v5bd3gNjIHysps+Q/qcUDUeiIgTmxB55fCPW/YMeWBbuq5oX0vfje7oOhj9Yuabez9z2/cjph+5CbVO6quxwsAq+VA8o9cPOV8/e/eFOF+P0OtFv9nIphWRI415Y8e286TUR7UNs/u2FH1U0rFk0faj2Hf+BpQKBdycHbB8REwOxPfS6iIweMYSPH31BiqlEh6uzhjZrQXSp0qOWw+fYcrSjYiIiIQ2IgJ1K5dG+wYxORtmiz/tTzx96SvHd3PGyO6tkT51TB7BxRt30WXUDAzo0BSt6lYzW+zJf67GiQvX4PveD1sWTEDOLBnE9DP/3MT81VvFcturlPDu3Q45MsvzzGnywlU4ceEKfN/5Ycufk5Ezi1x8qHqrXlDa2or1IenYtC5+rVDKrLG1Oh0GT5HWuw9UKul7d8HInm3Eel+6aQ92HzmDl77vMHtEL1QqXQTm1mXsPPgFBsPaylr0Bw/t8Dsyp02JwbOW4+mrt1ApbeVtsUtTsS2a00+fWCVVgpKqQpUsWfKTeVIyU8qUCevAlhKpEvqe2FasWIGAgACcO3cOtrZygkzsSlpfIyVSfU9sc/D5EIDtxy8hf9b0caaHhKsxd8N+lCmYM8liz91xSrQhdo/rKBqwfkHyiVOVwtnRtlpxtJ2+PkniBqt1GL77Mpa3LCcas1df+mH4rsvY1rkKxu+7ju7lcqFC9lQIUutQb/FhlMuaElmiGr2J5bPmCPyPyg3UtO2rI9esLrjaYBz+qTHS9JrktUsg08BGIqlKEnjhPp7N2gaDJgJOuTOgyK4xOF2gKwzhcqdDQqROlwqNWtbF9X/inhQ6OTui38juOH30fJzpfdoNNf07T4GcWLRhDs4ci/uab5UmXSo0adUAVy/HJDO07dwMOXNnw69lGomDjWfymKTCMycvYs+Og5g6bwzMIVXalKjXojZu/XPHNG326AUIjUouyp43GxZumoVqeeuIRsfX5iVU8xbdcONGTFzJnwunYumydVi9ZjMaNKiF5ctmo1TpWl99T2LXe9NW9eOsd8nEkTM/m6z2518zMbjnaJw7dQkZs6THmm1/okrJBtBqEr69WXLZ5/WYjvDgcPHvotVLoOuMXhhWoz+6z+mL8U1G4dX9F/BM64UZRxfg8oHz0IRp0GFyN2ydtQFXj1yGo6sTZhxbgGvH/oHPo4Q37p+uOYa3x+QEyCztqqLozI442XAiSq/oh8t9F+H96TtwypwS5TcPw/4yA8XvOzqxssj0DvDZ/0+il/1wt/nQRS17xl+LouKszthafQSe7ruE63/uRb3toz7/vu7z4yRbJdbe7vOhjYqfpXpRVJ/ZGRvqjsGt9cfx/Li8Tgq0qYqq0zpia5OJpvcpne1RZmgTPD+euJN4Sfjuv6G9IHf6OzSoB9ehgxDQqx+cu3VGxJ27+DhgCGxz5oD7pPF437gZoNfDoXFD2GbJjA+t2gORkbD2cE9U7Mh7lxBx7m/YtfOOM12zdR6gldeHlIiirNMFmiXD/3VeYkn7qBHbzmNZu8rIntIdPh9DUX/+36icOx3G776E7pXyo0LOtAgK16Le/L9RLkcaZEme+I6b+Nwc7bB54O+m538dv44rT3zh6miHgfV+gYu9Sky///oDOv+5ByfGt4O11Jn6k7dpxHrfcgbLOlaLWe9zdqFynvRwVNkiRKPD3IPXUCa7+S76VsmRGm1LZEPbtXEvbEw4cAMNC2RE3fzpcfi+L7z3XsP6tuW/+p6EirxzERFn9sCuw9g40zWb5wCaqG06VzEoG3SD5o8h4rmqYU+oV46D8d1LWLl5wb7XTERKHfc6TcJi3ziHiGPbYd/r0+qymtXTP3uh62vvSaiIS6eg/XsTnEbNNU0zhgYjdGQX03NlzcZQ5CwQJ6kK9o6w+70TIm/EXKxIqMh7lxFxfi/sWse0GyWa7Qtj7UuKQPlbJ2iWya9R1WyHyGvHEXnzDGxyFoNKmrfSPG0rybRujT5JnKpaLDfa1fwFbSeuQFKZ3q8tXBztxb+PXroJ7z82YPO0gRg+fx2Wj+mB7BlSw+d9AOr1m4zKJfLD0V7qMDUfnw8fsf34P8ifNZ1p2rqxXU3/PnzpNhbtOG72pCrJ3D3nxDnT7pGt5HOn4DB5H7TmEJb1aiA68aQEjPoT16JygSxwtJM7VMy67CevIH8WOZFDit1v3gaM71QfJfNkwfO3fugy9S/smtobdlE3jpjL3B0nIR0xdo/rFOe8ccK6g2hYtiDqls6Hw1fuw3vVPqwf3sa8sXedkdf76LZRscNM86a2r4mc6czbYfO/8p2L43q/+qbnf528hStP38DVQYXx286ge7XCqJAng9yumL4V5XKlQ5YU7uaLPbhpTOxj10xtitHrjyJfhhT4o+tvuP3yHfov34+93q1ga8Yb0iz5nf/o9pT+8VVEXjkI1e+Dvmm6RPVre2i2zhTJulYuyWDXeizUj68BUckR3yry1nlEnNwJ+64x5wXRrNy9YFu8CvQvHsSZbvtLLVinyoDw2X0BfaRITEisiAsnodm1Ec7j58eZ7th7BEJH94X+5VNxgd9lzmroLp4CNGpE3LoC3dljcOgut3ESK/LaGegOb4XDgBlxpqvqthP/DxvTUfzfyiXmN2XXvBd0Z/Yj8sIRKAqVgV3rAQif2idx8W+dRcSJ7bDvMfmTedIFVtsS1aB/fj/OdLs2w6DdNA/6Rzdg5Zka9l3GIXxqd3GxNkGxr5yG7uBmOA6eFWe6qkEHcYEzbGS7T5b9a/N+prZk5PWz0B3dBoc+sZI7oqhXTTUlO8Wm+q2tSGQLmyDfiCglf/yo2P8275tjXzsL3ZGtcOg349O/v2KKKdHKJCwE4VN6mZ7aVm4ARdZ8iUqqEvGvnhZJWw6D4iakqeq3k9etd4dPtquIM/uhuS3faGhb4TfYteoH9azBCY9996K4qcSufdw2uGbL3Jhzp5xFoazXFZpFMf2w2q3zzHLjlSX3s7rzJ6DeuQEuk+LtY/uORMioPtC/kPexrgtWQ3de3sdKwlcsQMSlxCWtRov45xS0+zfBafgc0zRjWDBCR8e02ZW/NoYiR37TeZtd447QP7mH8FnDYJMpBxx6jkHI4Jai7+hn6iOKvP8PIi7sg13LEXGnXz8B/RO5f1hRpApUNdpDs17erylrtEXEqR3QS8dyO0c4dJ6CyMfXYfT3xc90/aVKjlRoWyIL2q47G2f6hEM30bBABtTNlw6HH/jCe981rG9dTsybVqcoXOzk85ZjD9/Ae991bG5X/qfqo5HoH15B5OWDUDWJu5+KvHUKhme3xb8VBStCWbUNtFvkfbHh5V1oH1yCslrb74pt0eP6F/pJpH4Q0/ZetApUtTpAs1Zu86ga9RE3nRme34GVR0rYNR8C9aLBIhHpZ2pH6x/+g8hL+6FqPizust84CcMz+fqfolAlKKu3hXZT7KRSe9iWawTD07jXi5J82VUO8rJvmQFjwBtYp84qP187Lkn2M1s7VUb/bRcwrnYRlMyUHC/8Q9Blw1ns7FJVJF8l5fl6cLgGw1cfwvI+DZA1VTJcfeIjnm8b1gJJQfTTnLgcp49q/cFzePjqLbZP6QNbhQJ+gbH6KM2kUbVyKFMkr1juDXuPYcyC1VgxcSDG/bEG3ZvVQcUSBREUEoY6PbxRvmh+ZIlVxMMs8auXR5mi+eX4e45gzLyVWDFFbkuFhIVj7qqtKFPEfDd/RatapjjaNaqNNgPHm6ZJyzl02p9YNX0EsmZIiyu3H4jnOxZNMX/8siXQ7vff0Kb/p/2700f0NiVaJZVGNSrEWu+HMWbuCqyYOgwlC+ZGjXIl4D1neZLFnj6wI1wcHcS/j164jlHzV2Pd1MFoVLUMyhTOI3+mfScw5o91WDG+n1lj//RDAZ4+fRpFinw+200ajs/T0xPFixcXCU/fkgghDf0nJTgVKlQI06dPR2TU3cbfavfu3ShVqpSInSJFCuTNmxeTJk2C/hsa3nXq1BGVrsqUKSP+zo9mMBgwdsk2DG1TF8qouy6jTV61C53rVxbZrElBrdVh57lb6Fm3rNjgJZ6uTuL/RbKlQwr3hFUOS4hXgWFwtVea7hAonN4Tb4PVuPc2UCR6hWjlhpQ6IhK2Ntbitd/DoI0wJVVJgq48gl26TzOUUzWvCN/1cgUdif+x66aki9B7L6XEaiiTJfwEQ1q/Y2cNx6ThMxERtWzRRkweiMWzVyEwIOiL72/QvA7+3nYAkRGRiYo9Zc5ojB02VVR3i9apZxtMGz9PJFVJ/N77m+bdvHYHr16Yp6KCFH/EzEGYMWJunPjRiVPRyWWxfW3e9/LySoYiRfJj3fpt4vn27XuRLm1qZDHzAU9a7slzvDF22LQ4y/0l7h5u8EjmLpKqJM+fvERwUCjKV/7lp1v26KQqiYOzVH1L/rf0f0cX+fu0d3JAaGAIIsQdC2KuaZ7KQYXIiAiEBoYm6rcenVQlCbj6GI7pvKD0cIIqmbNIqpKEPn0LXVA4UlUqYHpt7v718XrPJTEvsaKTqsRyONuLyliSNxcfIOxtAJKaNl58aZ3rtRGmpCrJ22uP4ZLWM877Ko1vg4vzd0H9MXEdpdBFmJKqJFIilU1U0rJdxQoI3ykfXyPuP4Dezw/KQvJ6d2rWBMGLpLuT5e3AEPAxUeENL+/DGPKZ9RvVKSaxsnP49nnfQTqahkQdN8K0EXC1V0FpYw0rWIkEH3Me2/7Nzov3UC+qekb0RUBJ9Of4L7VpxHpX6z5Z75Ipey6hU8V84kK0uRRJ74kULnJiSbSAMC3uvg1ErbxpTZ2K70LUeBn1u/rcexLD8OI+jMGf2d6jLgxIrFQO8k7XxBiznavsYVSHAvqEd1oZnt6BMcg/yd/zJfoHt2D86PfV1yjL1YDuZEyFF4l9617Q7lorkrASy/DqAYwhn9lHxd6XqKTvN2q9OziLOzEjb52TP/v9y7By8RAXS5NSkRwZkcLDfAmbnxOdVCUJDdeI359EtOHD5AsyYWoNXJ0cP9kXmGU/s3wHhrauLarWfM6Ok1dQv7z578xSayOw8/wd9KxVKubcKartIvbxarkjNkyjEwkYX/p837XsK3ZhaMtapvUaGBqOjyFhIqlKkjGlJ5wd7HDm5iPznzeevYme9crFOW8MCA7D3RdvUauEXJ2wSuEcePcxBC/ffzT/ev+tdKzY5j0/+F/9zuPbefkB6hXLHvN7i25X6CJgq7A263Huk9gXYtoUh64/RuNf5O88b/oU8HJ1xJXH33fh73/lO7dEe8rg8wjG0MBvni4YjfKxXqK0g1EjHdcT3ldgeHb388doKyuoGnaHdteyTy5y2ZavB+3+NaZ4X/yM3yDy3k0YA+SqDZ8sn6PcN2Vl7wBjaJDpc+gf34fhfcKr1sSnf3wbxsB4bQqlCralq0O7+6+YjxIs78+kKiY26bMj8tIx+bNfOwMrN09YeSWuMqTh6VfWfeOe0O5YEret5uAsPoOUVCU+l58vjOow2OQsnODY+kefaU8p7aAsUx2aHas+WfavzvvZ2pJP7sAYmIC/JW0TpapBu3e1aZJUPemHxDYj/ZPb3xVbWgcR5w8lze9t16e/N+n3ro9KqhLvf3pfVLtKsnMncZ6U8Bs5/9f3s5F3b8Lo/5l9LGLtYx0cYAwJTlRCw9dIlab+9byt7K/QnYo5b7MtVh6643vk9z97AEOgP2xyxPTZ/Sx9RJ89b9RHmJJMxGt8HsPKNVa/nDEmppWtCkbpu9fEJJX/LNdfiqRLhhRSX+gn/SRBqJUnjXheJbvUT6LBy4/y8kUnVUlCtJFy585P1kcT026L/71HmpKqxGvePBWJPKbnb5/DGPT138n//HH9m7b3JzHbu70TrBycRVKViBvwVmzrNlkK/Hzt6NcPv/CdxxRVMPg+jftbFxUJWyDy/N9y3O+Q0GW3dvWCURMmkqrkz/YYVs4esPKKSQYy537m9puP+BiuE0lVkgzJnOGsssXZJ4m/7vKt5+tSZWXp/FxKqhKfKUsavA0Iwb1XcSuHma2fZtl2DG39m6hMFW3V3tPo0+RXkVQlPpebea+1S5WByhbNZ1ru/Nkzwzfq+q7oq4jqm1NrtLBV2MDVzNdYRfxiBWLi58wiKkhFm7xoLTo1/Q1uLnJ7w5yK5suJlF4ecaa9fvNOxJKSqiRF8ubAm/f+uPv4ufnj58+FlF4x+/IfSaVUxl3vObKKylmSfDmyIK2Zq0TFF51UJQkNV4vPIbaFqAQ/8ZmyZzJti+b001eskobZS5069WeH9KtUqRIcHBxw6NAhdO/eHaGhoejdu/cX/5Y0r3DhwvDw8BAVp4YNG4Y3b95g1qy4GdZf8/TpUxw7dgwtWrQQ1bQeP34sYkdERGD06M+XypWG+Js5cyZ++eUXWFtbY9u2bahXrx527twpkq0SQqvVikdsUkWvb7Fm32kUzJEBuTPHLR9/+OJNMbxGhSK5cfRyTAPMnF59CISLgx2WH7iAi1KJfaUCXWv/ghI5zV8eL7707k7ibojrr/1RMG0ynHj4BmG6SPgGhmFs7cLot+WCKB/5MVwrSkd6Opn3Tvd0nWrA72DcqjSq1MngXio37vZc+Nn3pGpWAeoX76F59bmT0q9r07UZrl+6gbs3496FVLV2RXHwlYb3q1Kzwmffq7JToUb9qmhTN+aunoTo0L0lrly6jts3YkqqOjk5wtPLA1VqVECN36qIacv/XIu9OxPfUfIlzbv8jhuXb+P+LXm4udh6DO+MyrUrwNnVGUM7ecdJxPzavIRYuWKO2Klfvnwdw0dMEolEb96+j5N4+eqVD9KnS4MnT55/9j1+fgGJXO834qz3aIO8e6HfsG54/PAZpo+fL5LYPgYE4sM7P9SsWxX7dh0WwwJmypoBadMnfggfSy27pNus3shdKp/497S2cvb4/B4z0G/xEGjCNaIq1ZwuU6GPSuxbPHA++i8dJoYKdEnmguXDFiHoQ+I76aNl6/grfA9egS4gFJr3gUj7Wwm83nNRDAvonCUVHKISLD0KZUGyItlwqslk5B7Q4LtiVpzdBWlKy0O87WsTa3iqr6g0p6voWHt//QkuTt4ETUDi72KoPrsL0pWS4+/4TPxC7avj6eGYoTWz1Swmhm2SpmX9tSjMQapEpT1zFlYuLqISWOyEKf3bd7BJkUJ04EkVquzK/AK7ivLdYmEbt0BzLCa51RyUdbvCJqO8PjQbpn/zvMSQfjtTfy+DARtPw97WBsEaHWY2LSdOYMbWL4l+60+KYQI/hmkxsk4xeMbrcDKn68/eIlitRbncMcf0uX9fwOEbTxAcrsXMttXNXq3KUm0asd6blsOA9Sdhr1SIu6VmNi8v1vvh2y/E/Aq50uHone+vCvc1b0PU8HRSQWEtJ3RJcVO62ONtkFq0e34EZYPusMkkX+zWrIm5K0ezeS7smvYXw3xY2TlCs3FWou78/RpV836iE9Tw8hG0f/8lyr3/aDbZcsPK0RmR12IqfCqKlRMdZ9I022LmH1ZbovytM2wyyhfdNRvlO/GtXZLJnVnS8CJRjMH+oiM1ugT+9xq5dIe4BJQ3Uxr0aVwFHlEJHz/CiAXrcPmOPJzIwmFyBaNpfVuj/8yVouR2cFg4Zg1oZ+pEMpc1+8+hYLYMyJ1J7piP761/IK7cf46JXRvB3KTOORdHOyw/fBkXH7wWw5N1rVECJXKkw9R21TFg+T7YK23F3ZEzO9YU+yBzWnNAWvb0yJ0p5jzc3dkRXm7OOHjxNqqXyCuGBZSqVvn6mS+xyXTeKC37/vNxzhulJC4pwUoaEs203/NwwduAYKRPbp7KSa/8os5ZD17CxQcvxRBwXWuWQomccmXEUasPiqE482ZIid51y8DDjAm8lv7OY7v+/B2Cw3Uol0te7rG/l0O/VYex8OAVfAzVYGTDX+CZRMnL15+9QbBag3J5Moph8qThNqMTzCSpPZzx9qP57sC15Hf+v9Ce+hbafUuhqt1VPq6rHKD9exFgMN9x3bZsHZGM8EkVG5W9SO5R5C4ORT55WIOI03sQeTNuZYrvFTZ7HBwHjodRq4a1ozNCZ3ibbsRIStKQVNIwPcrqTaDIWVAM16Tbuw76B9dFZRmRnGGIdVz/+AHW7smhT8TwZF9iW64uDM/viYuQcYSHiPiKAr8g8sZZMSygdfI0YngxvbmWPSwEqppNochVWGxb2t1roL9//avz/kttSbuW/cU5uf7FQ+j2rBIJ+dae8rIrq/4ORY6obWL/eugf3kjy2N8yzyyxWw+Q//7zB9DtXvnJ37fOlAtWDk6IvB1zI5U5WHulFsPNKX9tAkWuQjDqdND9vVb83uJTVqqHyBuJq+D/Ncr63WCTMercaV3cIbCkYawkep8n0B3ZIH6D5mTJ/WzojLFwGjIeRo0G1k7OCJk6Ks4+1qFVZxibd4D+1XOo1y6B4Z359nHRbLJGnbfdkIffkoYJlIYljJ3cYfB7B+tk5tnHWaqP6Etsi1WD/tE103Pd3mWiio9tuYYi6UQnDZsW9uUbsH+W6y+mfhLHeP0kzvYi8SK9u9yeHLn3Gi6/lC8ML2hU4j/VRxObolDlRA/39zMe1+Ns7w+j+qHVoaKfxCZXcejvXRI3o1klS/VJ8tHP3I6OTapOJyrRRbHJXkT0T0nbgU32hCfHfw9D4DvRHygNPSol+dlkzi9uDpSGDNRLQ1eaeT/zPlj6/dnh4N3XqJ47rRgW8HlAKHyDYpJYk+p8PXf65AgK0+D60zcomDkVTtx6Km7C9Q0IRi4zVz5es/8sCmaP20cl3YAYEByKE1fu4nBUP3irGmXwa0nzV2+Ktu7vo6hQXE5QHNe7LfpMWogF63biY3AoRnVrCU/3pL0Bc93uw6hQopD496Ezl8X+tmKJQjh67gp+hPRpUiIwOBTX7z5EwdzZcfzCVXHDp++7D8idNWkrSMU2fNof4j5nKcmpb4dm8HD7vlG4/s26XYdQoaS83n+U4XNX4fJt+Vr/wpE9Pv1Me4+jQnHzb+s/fWKVWq2Gnd2nDa1Ro2KGOJKqT4WFhYkKVF9LrOrfv7/p3/nz54dSqUSXLl0wefLkb05OkhJTpKpTS5YsgY2Njaim5ePjI2J/KbFKqqoVO3axYsXg6+sr3pPQxCrps44dG3c4Finu0N8KfvV9j169xZFLt7HCO27CjFQWcOnOY1gWa1iTpKA3GPEmIBiZUyVDn/rlcf/lO3SduwXbRrdDsiS+MONsZ4sZ9Utg/vE7CI/QI38aD2T2dIaNtTVWnnuIXhXzoGaedHj9MQwd1p5G7pRu3z0UYLQMferBIVNKXG0UUypQkqpJefgdvoqIzyQ0uJfNi8wDGuHa7xMSHC9rzsyoUrsi2sZLjErm5YEu/dqhXdTJ+pdUq10RL56+xKN78TrWvkH2nFnwa+0qaPqbXFY7mo3CRgybKf2OG1RvLYas27r/Lzx59Bz373yaAJVYmXNkQqWa5dG5QUwJ8dgWTloiHsXKFkGvkV3RsW4PU1Wur837VhUrN8CrV75QKBQYP24wVi6fg9Fjpif4Pb/VbZ3g9V69dmU0+00ePiC2gd1G4Y3vO/HvVh2aYOn6ufj1F/niX5dW/TDEuw+69mmHRw+e4srF69BHJq5hb6llj/Zn/3ni/2UbVkSzYa0xo8Mk1OvVGLO7TMX9S3eROX9WDFg+DEOr9UXIxxDU6dYAm6atxbldp5E8XQqM2jwBT289TtRQgNFy9q4Dp4wpcPJ3ufzl2bazkH9kU+TsVQfBD1/D79IDGCMNsLFXovCUdjjXMWZoqe9xvN9i8f/sjcqi5LCm2Nfm03L7se1qNAGhvv6wVtig2KBGqDS7y7++52sORsXP3agsyg5rip1tY/5WsR514JohBY4MlcsvO3i5onivenGGBfxejq1aQJE2Dfz7DIDV147jNjawUijEa/w7d4dNyhRItmgBIl++ROTjhO/vvkS3a5H4vyJ/WSgrN4U2VufY1+YlhnShcenJ25jZtCyKZEyO2z7+6LvuJLb0qImVp++gV9WCqJk/I14HhKLDiiPInTqZWYcCjF9doXbRHKaL3ZI+tUuKx4WHrzH77/P4q1d9s10EtmSbRqz3E7dEMlWRTClw+7Uf+q45gXXda2Dp8VtiiMD/L3Tb/xD/VxQsB2W15tCunQpYW0NZvoFIppI6761TZ4aqxSCoFw422wUC9YJh8l3o1jZQ1mwJu+Z9oVn6feXEE0NZviYizh42XfS0cnWHXd0WCJ0U0+ZPCro9S8T/FfnKQFmpCbSb4g5zkhRWDG+HVMncEBGpx4LtxzBq2Q4s7N8SP8rEnnIJ9d0nLmHOur8xd3AHLN1+WCRTFcmdBbcfv0SfacuwdcZguJvpDrVHr97hyD93sGLEp+2raLtOX0O5gjlEwpG56Q0GvAkIQeaUHuhT5xfcf/UBXf/YKcrJLz34D2Z2qIkiWdPg9ot36Lv0b2wZ2hzuTuZJoH30Wlr2u1gxPG6bXjKnT3PM2XwIy/8+hSxpkqNQ9vSwsbYx/7L7S+eNnujToIJ83jhnE+b3Mn8C2yex9YaYc9Z6ZXH/1Xt0nb8N20a2xop+jZHKwwURej0W7jknEm4W9qj/n/jO49t5+SFqF8lqOq6vPH4DvWoUQ81CWfDaPxgdFu1D7rSeZhsKME7sC/dQu1jOOG2K/+p3bun21DexsoZtiZriIpB0R7p1igxQ1ekB9ZqxZqluYZ0iPRR5S0K9aORnZtrAykYB2CqhXjhUJBvZd58MwwcfGN6Y6W5gaxvYNWyFsBmjREUrmyw54DRkEoIHtIcx5PsvMv9bbKkqjuHtS4TvWgnrtFlg33siwscn7ia3BIdPmV4kUqj/+PzQU5qVk6Cs1Qa2lRqJz6h/djdOotd3sbGBtWdKGN68RNj2FbBOlwUO/aYgbHSnr85LbPWm/7W2ZPi8oSJRTsSv3Qp2LfpDvXhMrG3iFcL3/AXrtJlh3308wif3MNuyfzH2v8wzS+w5g2P+/m+tYddqANR/jv6kWlXkxWPm29aiRa/bNy8RvnOl2K7s+0xC+NgucdatlHhlnTw1wmfHDNNnLrodf4r/KwqUg7JqM2jXyUM1aVaOlatMWdvAttLvUNXvZppnDhbdz1rbwL5xK4ROHSUqWtlkzQnnYZMQ1Led2MeGzZkIQ1SVK1WN+nAeMQVBvc07xLNEWbZGnPO2H+lH9hF9jm2p2rByTwHt/phkPttStaA7sQX6uxdg5eYFuxbDoH/z7LuHArTk9ZeEmFBLvii8+/YrzDl5DwvNmFz1v0JRvCas3JJDt/Xbi0n8zMf1aLalf5O3930rTdO0W+bAtlITMc/44TUMrx4mWWLTj25Hx6YoUUtULNdtiuqXd3SBbanfoNkYN5H3h9FpoN27GLa/1BeV8fRvnsIg7WOM+iTbz8xpVBJzj9/GivMPkcXTBYXSJhPTf8T5+oz2NTB/zzmEayOQP1NK8Rpzxjb1hV++jRUjO3/yuaS+ak1EBNaN7S6GCmwzdhEypfJCjgyJL6LwJUu37MPLNx+wdLzcJ7hi2370blUftcqXwOu3H9Bu+AzkyZrB7EMBmuJv/hsvfd9j6cRB8PsYhKWb9mD5ZPO3277G2dEBs0b0wpyVmxGu0aJArqzIkj6NyBf5UVbNHI1UyT0RERmJ+as2Y8T0P/HnxO8bvv5rlm7ag5dv3mFpr6SL8TmT+sjD1+46fgFz1uzEH7GSq5ZuPSBvi2P7mD3uT59YJSUlffz473fBlihRAuPHjxfVnL41SUp6jzQU4PPnz5EjR45vek+qVKlEkkjsH0muXLnw9u1bMQSXlKz1rbEPHz6MhJKqbMVO0pJIy2u8HXcYkviu3X8m7iau019upPsFheDJ8m3o2qAKPnwMQZNh8kV+aXgHKbv1Y3AYejX5FeaS0sNZVJCoWVy+EyNn+hRI7emKRz4fkjyxSlIso5d4SHSRelSetx9eznZiPO2p9YuL6WndHZEvjbvIeDZHwz59t9pIXrM4rjWeAEPUkEHRUjergPuDPx1/1K1ULuSe0w03Wk1D+JOE36VTpERBkbi09/xW8dwzuQdG5xiKP2csh1cKT2w9ukZMd0/miorVy4jh4OZNlk/koocB3L5OLoWcUMVKFRYVj45d2iWeeyVPhqyzRmHutEUIDQ3Dzi17xXSfV29EEk/+QnnMmlhVqER+pEqXEtvOrjMlkw2bNhCeyZNh22r5M0kun74Ch4n2IgktfmWrr837N1KSkETap8ydtwz37pzGq9e+SJUyudhfRFduSpcuDV6+8vniexKqaKlCYr0fvbTTtN6zzRoJr5SeWL9S3g4ka5ZvwrCxfeHm7orAj0G4f+cR2jXpaZp/8Nw2PLof7+61//Flj+/0tuPoMKkLMuXLAvcUHiKpSvL05mMEvPFHhjyZ8eLOUxStXhLze8knl+9fvcPjaw+RvUiuRCdWZe9aE2lqFsOp3ydDH/VbD7r7Eqebx3SGVT81DcEPXsMxQwo4pEmGCttGiOm2Lg6wkhIRXB1xuY+cpJQYD7eeRrnJ7aByc4L2K8MaSklVEkOkHreWH0TTk+bpuLm79TQqT2oHOzcnaAJDUaRzTWSrURTbmk9BZNTQJSnyZYJjcje02C8nVtl7OCNL1cKw93DBuelbEhzTsdnvsCtfFgF9B0jlHGGUHnq9qEwVXbVKSqDSv3sHY0gIDOHhUB86bKpkpbt1G7Y5c5g1sSpa5M3TUNZqL8pOS3dIfeu8hHjw9iM+hKhFUpUkb5pkSO7igMvP3uPYvdeimpUkrYcT8qVLhusvPyRJYpV00njoxhOs69vws/NLZk+LKdsj8OhNAHJ/ZljcxLBkm+bBm4/4EBwukqokedN6IrmrA+76BMAvRI0mC/4W0wPDtTh5/zU+hmnQq5r57+aQ7rr0C9Ui0mAQd0RKlRaluzBTuiZdZbIvibx+CkopudfeSVRSsHJ2F0lV0aXIpYoH1qkywvAkpkT59zAN7WHQI+LkbjgMky9S/FAqO9gWL4/Q0TEJ6zYZs8PKLRmcJ8iJT1bOrlAUKgUrZzdot64w+0eIvHUGyhptxXo3SNWpnNxEx1101SpRrSrYPOWQpaQqiXQxv2W1kqgzdD4soU6F4piwdCvuPn2N9x+DRVKVJG/W9EiRzA33n/ugVP5vO6f7N9cePIfvh4+oM2i2eO4XFIonK3aJBM7fq5QQv7ldp65iRNuE3STzrVK6R507FZWXJ2c6L6RO5oK/L9/Hh6AwkWAjyZshBZK7OeH+6w8oFVVh53tde/ACvn6BqDNkbsyyr9wtL3vl4vhzYEwifL2h85A1jXn27dGkKlRi2UvEPW/09Q8Sn0XqNJQST8R+LyBYvN7ssYvllGOnS47UyVzxyNcPJaMqLdva2KBFxUKoOzZmOIuf/Tv/9Lj+DOt6y9u2dBw7dvsFpraoJJ6nTeaCfOm9RFUrcydWhWt1Yui/df0bi+dujnawsbGGX3CYqWqVb0CIWFf/he/c0u2pb2HtlQ5Wjm7iYpDE8O4FDCEfYZ08PQwv733/35eq07gnh8MguZK3dMxUNewGnYs7Ii8cFFWkIq+dEvOkhAzD8/uwTpvVbIlVNhmzwto9mUiqkuifPBAX+W0yZUXkzaS941kaltBo0CPyklxB1/D6CYz+72CdOiMMPs/EkL5SwropgdvdCwYzVaGUWGfKDSuP5HAYKrejpPabqnE6ed2fPyDWsWZZzE2dDoMWIOKteSqyGgPei2WPuCAPdWh4JS37W1inzST/+wvz9Peu/SfakiK5KDr+iV1Qjlxsmi62iX9OyLNfP5W3iVQZoDfTxecvxf63eWaPfXwnlN5L475AaQfbwmURPr2vWePG3uZMvzdpu5IqFKXJBP19ebuyrdoQikK/IHzOMCAi7kgR5hR54xSUtTuY+gNMQ/dJn+/CfthH9VWZiyX3s9K+1NrDUyRVmYZXlfaxmbMh8sY/pqQqiXb/Dji07QYrZxd5uEBznrcVK4/QcTEX4oxShTqDHlYu7qaqVdaeKWDwN/+wTT+yjyg+RfEasMlRFJoN04DIqOsS9k6iio12l7zfMwZ+EFULbdJmQ+R3JlZZ6vrLJ/0kYfH6SULUonJUfHXypsPEQzcRqNbB7TuHJfxf6qNRFKkGm6yFoN02K+Z7T2KWPq5LFCVqwCZnUbkiYKzlNrx/Be3GmJuA7btMgcFPvjbxs7ejoymKVZd/15unm5bdOkVGWDm6wq6N3Jazkn77WQrCyt4ZEWe240eQhi/Ubo26EdBGAUWnaTD4v0mS/YyUXJXewwl/NP3F9Lr6iw8ji6dzkp+vP3rjh5I50qNYdnlEBV2EHpVHLhfJVeYk91EFos7AmbH6qHage4PKcLBTovYvct9zGi93UdXqztPXZk+sWrXjEI6ev4Yl4/rBXqXCx+AQHL1wHdMGycleaVN6IX+OTLh2/0mSJFat2r5fVKVaMmEQ7O1UuHzrPj58DMLvvb3FfKli1omL1/ExKAS9W3/+vNpcihfILR4SnS4CFVr0FMlVP4qUVCWRKve3ql8Dtdsn3U2+q7btw9Gz/2DJpMFivVtC3YolMWHxBgSGhMLN2Qmrdh7G0YvXsWRMbzGSgbn99IlVUjWqtWvX/uvrrl+/Dnd3929Oqop+jzQ0n1SB6ltJw/mtX79eVK6S3it5+PChSLj61qSq6NjSexJKWr7PLaPmX973e9VS4hGtw/jFaPFrGVQqlgdNq5U2TR+1aLPY4basYd7hS9ydHFA8Z3qcu/McZfNlho9fIHz9gpAp5Y8ZH/RDqAZeUSVml5x5gOIZvJAzhZsYPunS8w8ontFLlKKVykS2Kp71u+Ol61ILKer/IpKqIoPDP6lIZWVjg4CTMeM/S9xK5kKeBT1xo810hN59kai4m/7aLh7RVm7/A2uWbsSx/aewceU20/QJc0eJpKa1SzbFfOaMaZGnYE70bD0wUbHXrdwiHtHW71qKlYvW4fD+E8idLwfKVyqNtSu3wNXNBQUK58WSBX/BnKTkqdgJVH9unYONy7bizJHzSJsxDV4/lxvNuQvmhHsyd/i89BXVtFKlTfnZeQnh4GAvEi6DguST/6ZN6uH69dv48MEf167dQovmDbF6zWY0aFALr33eiKHwvvSehJKSp2InUK3btQSrFq3HsUOnRXKZ/wd5eL3qtSvB70OASKqSSIl20nCAkiat6kMdrsa505cSHN+Sy+7g4gClnQqB7+WOkKLViouKVB9ev4dbcnekzpoWvo9fI0WGlOLx5qkPQoPCoFVrkLt0Ptw9dwvO7s7IUjAb9i3bjcTI1qUG0tcvjZO/T0JErN+6XXI3MRygJFOLiogM1+L9GXlM9915u5leJw0FaOvqgBve/36ci03p4gCFvRLh7+QYGasXgeZj6FeTqhT2Kljb2kAX9Tmz1i0FvzuJ29eoouKHRcXPUq0I1B9DRVJV4Y41kKNuKWxrPhnaWOvk2bHrWFIkpjOr2szO+HD3Ba4tP5jg+I5NGsO+SmX49x0AY2jMXT6a4yfhUK8OQlf8JZKmbLw8obsmD52gOXIMqhLFEb5jF6ycnWGbKyfC1sfsA7+LygFWtkrTuPI2OYrAKHWISY+vzfsOKV0dRCLP0w9ByOzlipf+IXj9MRR50yYTQ9RdevoWxTOnFBdEb7/2R6tS8gVDczt47TGyp06GTFEXV6WqDm8CQpHeS07iuvXiHQJC1OJCrLlYsk2T0i1qvb8PQubk0noPxuuAEORM7YFjwxvHxN56FjlSeaDlL/KQbebm4ahCzhSu2Hv7NermT48jD94ghbPdjykxbydt0yoYQ6ISGHMWFUPZSNu0Qbrr2dkNVp6pYfTzhZVHCli7pxD/NgulCrBWmO7uUxQuJy4+/mi2JStC//IJDG9iSphH3riIkJ4xFXXsOw+G/sVj6A6aqdMq/r4ke+E4+xLD2+dQ5CuNyJtnYJOzmPh+zDEMoJToEBmph4uj3CG8/8It5EyfEj9CcJgaGq0OyT3k/cmxS7fg6uyANF4e8PsYjKev3yFz2hR4+fYDXr31R8bU5iuzLiVPSY9oHSYuQ4vqpVGpqNxxcunuU3FnYKm8cnKXuUmViIpnT4tz916ibJ6M8PEPgq9/MKoWyorFBy7h6dsA0VH38kMgXvsFIaOZhsKTSMlT0iNah8kr0KJaKVQqkgsfAkPEcICSbSf+ER0YxXNnhvnPGzPg3J1nKJsvi+m8sWCWtCLJau/FO6hbOh+OXH2AFG7OZhsGUI5tj+I50uHc3RcomzcTfPyk9S6fs0pD8ElDxkkO/PMAOdMm/89857EdvPEU2VN7IFNyOaHSxV4ptyse+6J41tRyu+LVB7QqlzeJ2hSepjaFpGqBrNhy9g661SiO2y/f4b1IMkv9n/jOLd2e+haG0ABxUcbKPSWMH9/CytUL1m5e4t/mIF3Ulx7R7DuPg+7M39Dflc9LI6+fhk32Qoi8cEBO4E6XDYaT8g1F5iBdRJcSq6zTpIfB5yWsU6aBdcrU0PsmfoiSbyVd2Nc/uAGb3EWgv3MZVslSiIdUrcgYGgT9q8dQFK+EyAtHoChURiQDGc04DKCUPCU9otl3mwDdqT3Q37loSrSKbuspSlSFUaeF/nHcPqzEkoZ/09+7DkWeIoi8fRlWnilhlUyuZvG1ef+JtqQUX6oQpI6KX6Q89K+fxmwTD2/AJldh6O/+I9rRYpt49zrJY391XlLELlrhk79vW6Qc9D7PzLe8sYh1e/86bPIUgf521O9NSqSJSha0rdwAtkUrIHzuMNNnTNJzJ7V87gRbab3YABq538QmX2nRpjcnS+5nDX5R+9i0GWB4/cK0j5X2t6JalpREFSSvF9uS5WAI/GjepCrp7xavAP2rp2LfGlvE5VNQVvwN2l2rYZMpB6zdPcU+2Wws0EcUP9FCkbukXK1GG+u6hLTvi9DCOkMuGF7ck7/z1FkQcTnmePAzXX/5Yj/JHR/UzZcORx6+QQonqZ/EEcGaCGgi9EjuLH++Y4/ewNVOCVc725+/jyaKonBVKHIWh0aqVKVV/7C4Fj2uiyTCX6HIUxKa9fG2d6k94+Qq2lXidQUriCH5DM/lG7F/9na0RFG0GhQ5S0CzeUac79zw9CbUf/QzPVfWaC+SzCKvJLzQR6I5uADh8j7dtngt6F89gDEoJqHWnPsZKakq9vRt157B3lYh9jlJfb6eKYWHuBHKy1W+EWjJwUvidem95PNpc/m9SknxiNZhwlK0+PUX0Ud1/8UbnL3xEE2qlkRQaDhuP3mNNrXMe31/9a7D2H/6EpaO6wcXJwcxzcXREfZ2Sly8eR8l8ucUiVa3Hj5D67pVzRpbxN9xEPtPXhSVqqLjlytWACfWxowKM3L2MuTInB6t6ib9aBIfAgLh5SF/x4s27ESJArmRPrV8E3ZSC1drEKnXw8VJ3ub2HT+HnFmSZgjC1dsPYP/JC1g6cYgp3o8QHBYe1R8sr+NjF6/D1clRPFbvPor9Z/7B0jF94OIobwvm9tMnVlWvXl1UaZKqVkmJU5I9e/bg3bt3KFmypBheTKr8NGnSJAwcGJMQcunSJbRu3RpHjx5FmjRpcP78eVy8eBEVK1aEs7OzeN6vXz+0bNnS9He/Rbdu3bBgwQL06dMHvXr1wqNHj0Ts2EMQSvN37NghYkv++usvkXQlJYlJtm/fjhUrVmDZsmX4/2Rk82oYs+YA5u44KbJ7R7aoihTuzhi/7iBO33oK/+AwdJ+3FY52SuwZ38mssf84dRfXXvpDbzSKEpGjaxWCjbUVptUvjtnHbkeVTDSiRbEsKJD2+5K9VKk8kH1ca4Q/f4vC2+VsWYMuAv/UkMsup25eEb4bT4gxjmPLNbsLrFUK5J4bk3Rxp+cChN1L+k49SYPmtXH47+MICzXf2MPRpo+fj2nzx6JF+9/F88XzVuLmNTnJpEf/jmjetpGonpV9ThaMmToUv1VshgD/f69U9y0UtgqMnjsMTs6OonKSOlyDYZ29ERIUCpW96ovzEiJFCi9s3rRU3FEtjen77NlLtG0vlyDs1mMoViybjaFDeyE4OAQdO/X/1/eYg1Jli+Ub5kGptIXBYMTHgEB0bhlz51/T1g1Qt1ENEfvxw2fo1npAouJYctkdnB3R549BsLVTwmgwICQgGDPaT0SwXxCWDfsDvRcOFNOlilCrvJfC31dOJJvXfQZaDG8Daxtr2NgqcGDF33h09UGC49un8kDBMS0R+vwdKmyVf996XQSO1RqNzC0rIX2D0oCVFUIe+eBce7nihbkone1RbVFv2EQtu8Y/BPujhuErN7k90lcuKIbeq7V2CCLCNNhQdgDsvVxQfXEfWEnDi1hZIfjlexzvuyjR8Wv/2RuKqPjqgBDsajcDTik9UN67BQJfvEOjjSNM62RjXfMNIWDt5QmXXt0R6eODZPPk9WqMiBBD/IX8uQRuo4bBa8MaGCMjEThukjTGi3hN8KKlcBs+GA7164rnYes2IuLe/YQve632sMlWSJyc27UYAqNODc2ayVA16g0rhRJGqVpMeAi0G+Tvw8rO4YvzvkcyJ3uMqlMcgzedEcdUg9GIobWKIrWbI6b9XgazD14Tw/BKd8u1KJkDBdInTXWDHZfuoUFJOdFAIlUSGbXhGEI1WlH22F5pixltq8HFwTJ3NJibWO/1SmLwxlMx6/234kjllnQnF+MPXMfpJ+/gH6pF903n4ahUYE/XKhj1awF4772G5ecfwkmlwNiahf/1PQklVaKSOtqlakh2rYfBqNVAs2oCVE36yp3BUlsmLDhmuIqwIGh3L4Vdk75inrSP1+5dGXMndgKoGneHTa6i4sKeXZexopNIvcgbdm2HyRUcrCDu4tesn/3V90wZN7UAAQAASURBVIRPStzQkHbt+sG2YAlYuXrAcfBUGDXhCI2q1KMsXwO643IlzqQgVaKyyVpQ3s80HQSjTgPNuilQNewZtS8xyvuSzTF3tEvl7lW/dYZt6Tpiv6TdE68KQCIFBIWi/4LN4qYSqeWa1ssdEzrJQ2GNW7UHp288hH9QKLrNXCva8H9PM19bJjRcjYGz/oJWFwFrayu4uzhi/tBOSObmDO/Ov2PQ7L/EdKmdM6xDA6TyTJpEk8/ZcfIK6pYtbLrRJimMbFIRY9Yfxdzd52BtJT9P7eGCUU0rYfDKA2KawQgMbVQeqTzMdyfm12w7/g/2npcurBtFafnZvZuJ37m5jWxRHWNW78fc7SfEdzyyZXVx3jiqRXV4r9qH5fvPw8lOhbFta5o/drPKGLP2MObuOi2fszarIsqr9/5zp9jWpP/SJnPF+DbV/5Pf+Y7LD9GgeEzlN+lYPq1lJczee0luV+gNaFEmDwpkMH+n4Y4L99CgVEybQtK3TimMWHsEv01YC1uFNSa1rCIqSP1XvvMf3Z6yrdwCNhnzwcrRBXb1+sAYIR3XR31xunSs0R1dC1WtznJFRCtr6I5vMCUIJISqQVfY5Cwityk6eMvH6OkxN118jvbAWtg17gXbUnLlUd2JHTC8fpyoZXfo3B+2hUvBys0DTiOmwahRI7hXC4QtngGn/mNM543hy+fC6CcnJts1aAVVtTqwcnGFTbpBQIc+CB7cEcbghA0TqGrWC4q8xUV1FPueEwCNGmFjOkCzfj7sWvWFVb12on9Iu36+qc2kWT8P9q0HQFW9iWiDaNYk/nxSqk5jah91GiOv+ylfH3JQUbIabAuXl85mYHj/GppV8vDuCWXXsg8U+aVl94BD38kigSR0RDuo186FfZv+UDXsKLYtzdq5MAbKy/61eT9TW1LVpAcUeYqJv2XfbZz8t/4YBfsOw+Uqo9K5hP9baNbGtOc0mxbCrnkfWNVpK28TmxYmrh2dwNjSjRFf+1wJit20JxR5orb3HuPl2AtGwr7jiKj1bgWD3xtoVs/4ZBhA3bmE33T1SfzmvaHIV0xsc9LwmuL35t0+6vfWD1b128vrdt08sV1ZuXnCrnFnGD74wqFf1JBJkREIn5rwyllSJSrTuVPLYXJfwV8Tofq9T6w2fDC06+XKy1JbX/V7P7HvkUhV6bQ7/kj8sltwP+vQdQCURUrCyt0DzqOnw6gOR1D3Fgj7YwacBo6Rq+9J+9ilc0XClVRJynnkFDEMoTRPGhowdPLnhyb9N3Zt+sI2f9R524Ap8nnbUHlIQWW5GtCd3PfJezRblsK+01A4TVklldJH+JLJpr6jn6mPSPlrW9hkKRB13jgw6rxxMlRVmovtya551PBI+kho/hontn3NzoVQVmwqvg/pxu+IywdF1aqf7frL+IM3cPrJe/iHadF9ywW5z6NzZYyqlh/e+69j+YVHcFJK/SQFxetDtREYtOsKtJF60d5zd1BiXsPiiTqXsWQfjcS2SkvYZMovt9sa9BXtNu3mGVBW+B2GwPewayxfIzXqI6DdMNk0VJwif3lRuUhZrTWMkc2hWTsuwQl9ljyuf7afZO0kqKpK2/s7sd8VIiOhWSVXalIUqghFHql/Xkr29IV2S0wSxs/Ujrat1ho2maXv3BV2jfqLZddunCZ+y+I7bzpYvE7qC9eum5DoZTTbskvfV6k6sE6TTexrDG+eQndkdZLtZ6KTqfbdeSUuuUoVrGY1KmH2vorPna+ncHPC2A1Hce2Jrzhfzp8xJUY3q4wfqffv1eG9ZCs2Hb0gnrerXQ75sqQz299/6/cRM1ZsQdqUnugwcqapUtL6GcMxY1BnzFq1FXq9QdyU2bJOFRTIad4bEN/6BWDG8o2iIlaHYXJbTSrasH6WvK0lpbHzVuDUpevw/xiELiOnwdHeDvtWzMTCNdtw5fYDcU25QK5sGNu3Y9LEn7MMpy5dg39AILoMmwxHB3ssnjwM/cfNFsdUaXtPmyo5Jg2OGVHBrOt92Yao9T4l5nufMxpLNuzC5n3HRXWwxy9eY9Kfa7B5wTh4uJrnRrDQMDUGzlgGjdQfLB2zXZ2wYEQ3vPMPxIxV25A2hSc6eM+RP5OtAuunyvtAc7Eyilb7z00aNq99+/bo0kU+mT1w4IBItnr8+LE4KcmaNatIeOrUqZOpc/vEiRMiierZs2fImDEjrl69iu7du+P+/ftiuMBMmTKhVatWYli92BWgpJ3typUr0batPHbj50QnZUlVp6SkrQ4dOmDIkCGm4QHHjBmDVatWiSEGoxOrpk6dihcvXkChUCBnzpwYNGgQGjWKuas9mvRZ+/btKx4Joblivrv2EsKuSD2oj1suQcy+Ykeo/xpqmdhtpuBoiiYWiV353SbkTRGTofyj3X53AZk9zT+00bd46ncNxVNLHXw/3iXfk1Aof1xJx/gidT7I4hlzUvYjPfG7avFlb55BvpD7o61/sQNbUrWwSOzGb9ZhUTp5zGpL6PpqLWant0z8fi/X4k2ZihaJnerMcYSNs8x3LnH0Xgf1ppihN34k+yajod4rN0wtEr9WX8u2abaavwPiW9g3Ggn1SvOeBCQofrtpCPNuapHYjuM2IrR/0gyn9m+cZu1GUKsf2+ERm+uaowibGDOs2o/kOGI1NOc3wFLsSjWD5sY+y8QuUBOaS1ssE7t4Y6gPLoCl2FfvCc0FM1VrTCC7kk2gPmH+YTG/hX2F9lAfSVwyuVniV+lqse9d+s7Vu2KGp/7h8esOhnr/PMvErtHbYt+7+M4t3J4Kn5O4ZJDv5dB3MUKHNIClOE3djo+NK1gktvuWEwjpXsMisZ3/2I/QgfINJJbgNGMXgjsl/d3hn+Oy9JBF25IhvWvDUpzn/W2x+CJ2T/MnOH9z/AX7ENL1V8vEXnQAYWOaWSS245gNFt/HBtS3TJ+sx46TCGqXuESU7+W68ojF+4jCJrexTOxhf1ns2kv09Rf18oGWid1hhsX6aaQ+mvBZ5i08kBAO/Zda9LhuyX4SS7Who9vR4dPbWyb2oBUWX3ZLXue15Pm65nLMSEM/ml2xhtDeP2mR2Kqc5aF9dM4ysbOVhu5pwkfvMRdl5uLQvbhqmdgZCkP7RE7CswRVlpLQ3jlqmdh5Kv//qFgl8fb2FolI0YlTv/76q3h8TYUKFeQ7QaIULlwYFy58fWORkrCkxCdpuL+vKVWq1Ff/lpRYJT2itWnTRjyIiIiIiIiIiIiIiIiIiIiIiOh/Q9KNTfAD1apVC507d4aPj0+Sxtm3b5+Iky1bNvxo0nCCTk5OePnSfOMLExERERERERERERERERERERHRf7hilSShQ+MlRo8eXx93PCl17doVv//+u/i3l5eXxT4HEREREREREREREREREREREdH/B/+ZxKr/Og8PD/EgIiIiIiIiIiIiIiIiIiIiIqKk958YCpCIiIiIiIiIiIiIiIiIiIiIiMicmFhFREREREREREREREREREREREQUDxOriIiIiIiIiIiIiIiIiIiIiIiI4mFiFRERERERERERERERERERERERUTxMrCIiIiIiIiIiIiIiIiIiIiIiIoqHiVVERERERERERERERERERERERETxMLGKiIiIiIiIiIiIiIiIiIiIiIgoHiZWERERERERERERERERERERERERxcPEKiIiIiIiIiIiIiIiIiIiIiIioniYWEVERERERERERERERERERERERBQPE6uIiIiIiIiIiIiIiIiIiIiIiIjiYWIVERERERERERERERERERERERFRPEysIiIiIiIiIiIiIiIiIiIiIiIiioeJVURERERERERERERERERERERERPEwsYqIiIiIiIiIiIiIiIiIiIiIiCgeJlYRERERERERERERERERERERERHFw8QqIiIiIiIiIiIiIiIiIiIiIiKieJhYRUREREREREREREREREREREREFA8Tq4iIiIiIiIiIiIiIiIiIiIiIiOJhYhUREREREREREREREREREREREVE8TKwiIiIiIiIiIiIiIiIiIiIiIiKKx8poNBrjTyQiIiIiIiIiIiIiIiIiIiIiIvr/TGHpD0A/hvbJBYvEVWUpCc2VnbAUuyL1oP57lkVi29fuD78a5S0S23P/SfTL2BSWMvv5RozL0MIisb1frLPYskvL3TJDA1jK2hfb0SljY4vEXvp8CzxdssNS/IIfokGGOhaJvf3FbsxI39IisQe+XIs/0lkmtqT7q7XYlMoyv/Umb9YhpHdti8R2nvc31If+gKXYV+sOzaUtFoltV7wxtPdPwlJUOctD9/SSRWIrMxeH9s5Ri8RW5akMzYVNsBS7kk2g3j3DIrHt6wyEevM4y8T+3RvqtSMsElvEbzkR6u2TLBO7wXBoru6GpdgVrgPt7cMWia3KWxWaG/ssEtuuQE2L72Mtup+z0HmjdM6oOb/BIrFF/FLNoLm8zTKxizW0+G/dost+/W/LxC5YG5qz6ywSW8T/pYVFj63h87vDUhx6/YHQYQ0tEttp8jaEDqxrmdgzdiGoTWVYiutfRy3aPxbSs6ZFYjsv2IegdlVgKa4rj+BdRcus9xTHTyKgrmViSzx2nURwl+oWie2y+CDCvC3TL+k4biOCO1WDpbgsPYTAFpUsEttt3TGEjbNM/5Sj9zqLH9vCF/WxTOyucxH+Zy+LxBbxu82HevlAi8S27zDDYv0Foq9g6wSLxBbxG41E+KxOFont0H+pxbY5sb2tHAxLsW83zbJ9cydWWCS2iF+h/f/LfhrRD/7iKixFmaEwIt7cs0hs21S5EPH+kWViJ8+GCL+nFokt4ntmtuyyWyh2dHyd7x1YgjJ1nm96HYcCJCIiIiIiIiIiIiIiIiIiIiIiioeJVURERERERERERERERERERERERPEwsYqIiIiIiIiIiIiIiIiIiIiIiCgeJlYRERERERERERERERERERERERHFw8QqIiIiIiIiIiIiIiIiIiIiIiKieJhYRUREREREREREREREREREREREFA8Tq4iIiIiIiIiIiIiIiIiIiIiIiOJhYhUREREREREREREREREREREREVE8TKwiIiIiIiIiIiIiIiIiIiIiIiKKh4lVRERERERERERERERERERERERE8TCxioiIiIiIiIiIiIiIiIiIiIiIKB4mVhEREREREREREREREREREREREcXDxCoiIiIiIiIiIiIiIiIiIiIiIqJ4mFhFREREREREREREREREREREREQUDxOriIiIiIiIiIiIiIiIiIiIiIiI4mFiFRERERERERERERERERERERERUTxMrCIiIiIiIiIiIiIiIiIiIiIiIoqHiVVERERERERERERERERERERERETxMLGKiIiIiIiIiIiIiIiIiIiIiIgoHiZWERERERERERERERERERERERERxcPEKiIiIiIiIiIiIiIiIiIiIiIioniYWEVERERERERERERERERERERERPRfTKzy9/dH8uTJ8fz5c/xXjRkzBlZWVuIxZ84cS38cIiIiIiIiIiIiIiIiIiIiIqL/tP9EYtXEiRNRt25dZMyYMc70VatWIX/+/LCzsxOJVz169Pjq36lQoYIpeSn60bVr1wR9lrZt237yN6RHnjx5vvgeKSHsc++5cOGC6TUDBw7EmzdvkDZt2gR9HiIiIiIiIiIiIiIiIiIiIiIiSjgFfnLh4eFYvnw5Dh48GGf6rFmzMHPmTEyfPh0lSpRAWFjYN1W06tSpE8aNG2d67uDgkKDPM3fuXEyZMsX0PDIyEgUKFEDjxo3/9b1HjhyJk4CVLFky07+dnJzEw8bGBklBq9Nh8JQ/8fSlD1QqJTxcXTCyZxukT50Co2YtxfW7j8R0BzsVBndpgbzZMyfJ59h54jJGL9mK2f1ao1KxPBi1aDPuPfOBtbUVFDY26NO0BkrkzWrWmIFhGnRe9LfpuUYXCZ+AYBwb2xquDnZi2qVHPui6eC/61ymJluXyf1c8x669oSxZGjYpUuFjjw7QP30sptsWKQ6H1h1gZWsLo1aD0HkzoX/2RMxz6jcUimzZAYMBRr0e4SsXI+L61UTF77p6OJy9XGE0GqEN1WD72FXwufMcNkoF6o5ohZzl8iNCGwHfey+wrt9C8Z76o9sgb9Wi8Ejrhek1h8D37otEL3+LNUPhJMU3GKELU+PAmNV4eyfm7xVoXA51Z3TBpk6z8ODQFTGtTI86yN+wLJJlSonNXeaYpv9Myz5kjTdcvdzEcmvC1Fg9Zjle3HmGAhULo/HA5iKZ0lphg32Ld+L0thPiPSM2jkOytF5QB4eL56e3HceB5THbakL0XT1Sjm80QhOqxoaxKxDg44cB60ebXqO0U8IzfQr0L9IR4UGhpuk5S+VFv7WjsHniXzi6Yh8Sq1mLBpj/5xS0atYd+/ceQaEi+TF52kgolUrY2amwYe02zJ+7TLzW3t4OcxdOQsHC+WA0GDBh7Czs2RV3P/8tvNeMhZuXu/gb6jA1lo9Zimd3nqJQ+cJoNrAFFLa20Km1WDR8IZ7fk48RWQtkQ8cxnaFQ2UKpssWxzUexc/H2RC1zo7VD4Gja3jU4Nno1/B/7ovaCHkiWLQ0iNTqE+wfjyPBVCHzxTrwnZf7MqDimJWwdVIAROD5+HV6du5vg2L+tGwKHWLHPeK+G350XKDO2FTJWLQyXdF7YVH04/O++NL3HWqnAL6OaI135/NBrI8S8I33+THBsa5UtSi3qCddsaaDX6KDxC8aVoSsR+vwdPApkRqFxraBwVMFoBK6PWYv3Z2OWL2ubKsjWoRoMkQaxzztcazQM2ohvjq1q2BmKvCVgnSwFwqb2gsHnmZjuOHo5EBkBY4ROPNcd3oLIa6flNykUUNXrCEXOwjBG6sR7NGtmwhx0EZGYueM0zt1/AZVCgexpPDG4UXl0nr897nHHPwjHJnWGq6N83DGnnaeuYPTSHZjdpzkqFc2NFqMXISIyUsyL1BvwxOc9tkzsiezpU5otplYXgcEzluDpqzdQKaV2hTNGdmuB9KmS49bDZ5iydCMiIiKhjYhA3cql0b7Br2aLPfnP1Thx4Rp83/thy4IJyJklg5h+5p+bmL96q4hrr1LCu3c75MgszzOnLmPnwS8wGNZW1nCwV2Foh9+ROW1KDJ61HE9fvYVKaSuvjy5NxfpICjtPXcXo5Tsxu3czVCqSC7ef+mD6un0I1+rE8WZAs19RIndm87enFu81PddESO2pEBwb3RIu9iosOnwV+689hlJhAzdHOyzrWtus8U8/9MHCIzdgMAJ6gwFtyuRGnUKZxXFv0fFb2H/zOZQ21nLs9lVgbmcfv8XCE3cQoTfAztYGI2sWRo6Ubuiw+gTeBIXDSWUrXvdb/gxoVTK7WWOfvv8aCw9fg8FohN5gRJuyeVCnSFZ4bz2D688/iM9jr1JgUK3iyJvOE0nWhl+8GbP7t0GlYnmxbOdR7D51BS/f+mGWaNfnTZK4XcYtgN/HYHGu4GBvh6HtGyFX5nRfnG7W2BP+hH9gCKytpBgqDGnXAKk83dF53B+m16h1EfB554/jy8bB1cnxP7GP/dJ+Tlq/U5ZtxonLN+H7IQCbZw5DzkzmXedfO2+MdvHOY3SdtAwDWtZCyxplzR63xoDZsLVVwM5W7kppX7ssKhbKgSF/bsUT3w+wk/bxLo4Y0boW0qeIOZ83p50npeP6Nszu21Ic1ztMWApf/0A428ttiN/KFkKrGmX+U791Sy57l4mL4/7W29ZDrkxpcfb6fSzYtB8RkXrxvY/q1Bg5MqaGudUYNBe2CgXslFHbXK0y+LV4HnSZuRb+QaHy57JTYkjzX5ErQ6ofcmxtufgAdFJbHfL0J++DsLlHTWRP6f5d8aaeeoCTz/zwJkSDjU2KI4eX81enS2r+dVYc31UK+b7R9kUyonq2FAmOrfytPRS5isHaPTnC5w2A4U3c/kNFkYqwa9QT6jVTob97SUxTNewB6zRZAKN03qKH7sBa6J/cSnjsup2gyFMM1h4pED6rLwy+8vmLw/AlUqcijBFa8Tzi2DZE3jgj/m3lmQp2TfvCytEZRk04tBvnwvDuFRLDrkUP2BYqDWuvlAgZ1RmGl09g5egCxyHTY16ksoO1VyqE9GoIY1gIVLWbw7ZMNVinSIPw+WMQefXsD+0fs82dF0adFka1GmFLFiDy4f0Ex1Y16gJFvpLyeePknjD4PJU/09iVUeeN8nrXHdqCyKunxL9tcheF6rfWgJUVYG0D3dFtiLx4NFHLbtdcWu+lYO2ZEiHeXWB4JS8fFLawa9oFirxFgYgI6F89gXqJ3M+syFsMqgZtYaWwFcuv/ms2DK/kz50gtkq4entDkSGj+DuGj4EImT0Lel8fWLm5wXXYcNikTgNE6BA8ZzYibt4Ub3No0RL21arDJm1aBHmPgvasvD0mhEOn3rAtJn/nQX07QP8s+jsvAfsWHeV1a2MDzY6N0B2X+4BssuWEY6fe4nNb2SqhPbofmh0bEr7c0vfepBts85cU6z10fDcYXj+NWe+NOsMmdxEgUgf966fQrJgWd7WVrgb7NgMQ/scYRN44n+DYypptYJOjKKzdvaD+YwgMb+X+RbvWw2HlJPdVQqeBbu8qGN7K+yCbbAVhW7mJWC9W1jaIOLsHkddPJW7Zm3aHbYGoZR/XNWbbkZa9cWfY5JG2uahlXz713+clgH3rnrAtHLWfGd4J+hdPYOXkAqfhM2KtIBWsk6dGcLcGYj8j1k2DNrAtXUn8Jg0hQQibOCDBsZXVW8MmR2FYu3lBvXg4DO+i1nuLobHWuxq6A6tjvpOvzPsRx7Zou+76Ysyxe5hVMz8qZvZKeOzjd3Hy6Xu8CdZgY4vSyJHcRUx/8TEM3gdvIVCtg5NKgXHV8iGLpxz/9LMP+OPcI9O5ZesimVAnT5rELfuJ+zj55L28jM1LmuJ/abrpsx26jUB1RNRny4ssyZwSHvvIbZx4/BZvgtXY2KYccqZwlf9+QChG7bses+w1CyGrpzO0kXoM2X0FT/1DYaewgbuDEiOq5Ud6d8efuq9AcvqBDxYevh71nRrk/oLCWUzzLz15g64rj6J/jSJo+Uuu74plW7EpbDIXgLWrJ9RrxsH44RVgo4CyVmdYJ0st9q/G8BDojq6FMfCDeI+ieE0ocpeClXty6Hb/Cf2T6z/d9ibiHL6JE4+itrl2FeJuc3uvIjBc2uZsMa5WIWT1cvnqe5Kqb67HMqkNrxfTpd/3k3cfsblfA2RPbd7zVtEXvvU4zt19BpXCBtnTJsekDr/hxbsAjFq1F4GhajjZqzCubU1kTZ3wfdv/Yj+NpftoJi9chRMXrsD3nR+2/DkZObPIRWh0ughMX7IW5/65CaXSFjkyp8eUoT2RlAKDgtGhv7fpuUarw2vftzi18y+4unx6rDO3Tv1Hwc//o+gPdHSwx7A+XZAre8w+L6lotToMGj0FT56/lHMs3NzgPagn0qc1fx/Bv9mx9zBGTZmLuRNHoHK5Uv+52JPnLcOJc5fh++4DtiydiZxZM4npL177YsSU+WIbdHJ0wIQhvZA1U3qzx//pE6v27dsHlUqFkiVLmqZ9/PgRI0eOxJ49e1C5cmXTdKl61b+REqlSpkz8hUVXV1fxiLZz507xedq1a/ev75USqb4n9vdqVKMCyhTNLy64bdhzGGPmrsCKqcNQqXQRjO7TXiQ2nbx4HQMnLcSBVea54Bybz4cAbD9+Cfmzxmzog1r9BhdHe/Hve8990HniUpxc7A1ra/MVW5MusG0e0Mj0/K/jN3Dlqa8pqSpErcXcvRdRJpd5Lgxoz5yAeusGuM6Yb5pm5eQE58EjETSoN/Qvn0ORJ794HthN3m6kjiJjmJzoYpMlG1wnz0JAkzoQWQkJtKrnHGiiEnXyVS+GZjO6YUaNIfhtSHPx9yZV7CfmSQlI0W7sv4hji/eg99ax3738W3vMgzYqfo7qRVFnRhcsqTFcPHdN64nCzSri9dVHcd7z9Mxt3N59HnWmd/6u2JZc9vk9ZiA8KnbR6iXQeUYvjKjRH93m9MHEJt54df8FPNN6YdrR+bh84AI0YRrx2nXjVuLKIbnj9nss7jnLlKBVqHpxtJvRA+NqDMK4moNMr6nW6TdkL5E7TlKVvbMDGgxpgVvHE5fIFy1d+jRo1fZ3XL50zTRt1tzxmDpxLg7sPwY3d1ec/+cADh44jocPnqBH7w6iMVK8YFWkz5AWB49twZnTF/ExIDBBcWf0mIbw4DDx7xLVS6LXjD4Y1WQ4+s7tj5GNh+HVo1fIVSw3+s4dgL7VeonXdZvcAxtnrcflI5fg5OqE+cf+wD/HLuP1o4R3VO/pPt+0vWetXhS/zuyMdXXH4Ob643h2/IaYXqhNVVSf1hGbmkwUz+su7Yv9Axbj5Zk7cM+UEo3XD8WKCoMQmYDkIsnBbvOhi4qd6deiqDSrMzZXH4En+y7h2p97UX/7qE/eU2pYE7FbWV9uoHhuH+u3kFBP1xzDm2PyMmZtVxXFZnbE8YYT8cuKfrjUdxHenb4Dp8wpUWHzMOwvMxB6TQRSVy+CDA1+wZFaoxERooYqmTOMEXIC0LeKvH5WdHA79InbCSpRr5pqSrSKTfVbW7EPCJsg72OsnN1gLnN3nxXH1d2j2oj/+wWHwc3RHpuHtjC95q+jV3DlsU+SJFX5fPiI7cf/Qf6sMcewdWNjqnEevnQbi3YcN2tSVbRG1cqhTJG8crti7zGMWbAaKyYOxLg/1qB7szqoWKIggkLCUKeHN8oXzY8s6c1zolG1THG0a1QbbQaON02T4gyd9idWTR+BrBnS4srtB+L5jkUxyfDmMn1gR7g4yon5Ry9cx6j5q7Fu6mA0qloGZQrnkdfHvhMY88c6rBgvH3fM/p2fvIL8WeQqp1JncL95GzC+U32UzJMFz9/6ocvUv7Bram9xIdis7an+DU3P/zpxE1eevhHtqXWnb+PRmwBsG9AItgob+EXtm8xFWsYRW8+JhCnpoq7Px1DUn7cHlXOnw86rT/DobSC29awlxw5Rw9yC1ToM33kJy1uXR9bkrrj68oN4vq1rNTF/YNUCqJQzcZ3R37Tsm09jWafqyJ7KQ172WTtQOW8GVMqdHt71S0NhY41T915h0PoT2D8kps1r1jb8sYvIny2mDV8ibzb8WqqgSMBIStMHtI/5vV28gVEL1mLrrGFfnG7W2P3ams5Tjl66Ce8/NmDL9EHYPD2mbfXX7uP45+5jsyZVWXof+6X93NbZI1ClVCG0rVcVbUeY/1zx384bJSHhaszdsB9lCuZM0vjTujVCzlgJLFInasMKRVAmfzb5+zhyEWNX7MbyYf/eB5CoffyJy3GO65JBLWqJRKOkZMnfuiWXfXrf1rF+67fg/cdGLB/dHcPmr8OKMT2QNV1KXL33VDzfPjPm929O07o1RM54bbXp3RrBJarP4uiV+/BevhtbxnX5IcfWtV1iLgQcvv0Si4/f/O6kKkmVLMnRtnAGtNt25ZumR5taPe9nL0gnROStC4g4uRP2XeVzstis3LxgW6wK9C8fxJmu3bsS0MhtGutUmWDfcTTCJrRLcD9N5K2ziDixHfY9Jn8yT7N2uinRKjZVo+6IuHAQkf8cg03+0lA17QP1XPkcLqEi/jkF7b5NcBox1zTNGBaMUO+Y7UlZozEUOQqYkh0i716B7uJxOHRIXMzv6R/TnTuF0LnTRTKbbfFScB4+Bh/bNk1w7MhrZ6E7shUO/WIldkRRr5hiSrSKzb7NIITPHQKD73NYeSSH46glCL1+DtCqE7fe92+C0/A5cabbNeoobrAKHdpWPLdyifptOTjBvsswhE3uB4PvC9hkywuHzsMQOqpTgmOLZfx7D3QXL8rLVa8+XAYNwsd+feHcuQsi7t5F4JDBUOTICbfx4+HXrCmg10N35R9ojx2Fy+AhSCzd2RNQb98Al8kx37nEsd9IhIzoA/2Lp7BOnhKuC1dDd+EUoFbDsftAqDesQMSlc7BycobrwjXQ/XMOhlcJT3SJvHoauoNb4DgobltFVb+9tOUjzLt93PUexSpZCtiWqYHIpwm/6c0U+85FRJzZA7sOcfsXNZvnmPYlNrmKQdmgGzR/yOtY1bAn1CvHwfjupdgX2feaiUgpuVOnSXj8K9Kyb4bj4FlxpqsadJCXfWS7T5b9a/MSQnfpFDR/b4Sz9zzTNGNoMEKGx/Tzqmr+DkWumP2MsnoDWKfPjJAhHQB9JKxcExc78t4lRJz7G3btYi7ySjRb5wHaqPWeoyiUdbpAs2T4v877Ucc232A1tt/1Rb4UMUkgCY6dLSXaFs2MdptjRkWRTDx6Bw3zpUWdPGlx+OFbeB+6hXXNS4tj/8j9N7G0cXFk93KGb1A46v91BpWzpYBjVIJ3guJnTY62RTKi3eZL3zRd/mx30TCv9NnS4PAj6bPdxrpmJRMeO0cqtC2RBW3XxU38nXDoJhoWyIC6+dLh8ANfeO+7hvWty4l50vQymZOL9vzGq88w9sANLG9WGj9rX4GpPbflDJZ1rBbTnpuzC5XzpIejyhYhGh3mHryGMtnNc66of3gFkZcPQtVkcJzpkbdOwfDstvi3omBFKKu2gXaLfPw1vLwL7YNLUFaTj3uJZcntTcTJkRptS2RD27VRN/FGmXDgBhoWyIi6+dPj8H1feO+9hvVty3/1PUnVN7e2dz3T9MM3n2Lx4atmT6qSzN1xElYAdo/rJPeFR11rmrDuIBqWLYi6pfPhsHT+smof1g9v85/pp7FkH03VsiXQ7vff0Kb/mDjTZy/fIHLW/145S/4uEnhtLTHcXF2wbXlM+3blxp3458btH5JUJZk5dghcnOUEySOnzmHEpNnYvmrBD4ndqM6vKFuqmFjX67fuhveUOVi14NNrVEnJ5807bP37IArkyfFD4/7I2FXLl0K7ZvXQpteIONPHzVqERrWrot6vlXDo5DmMnDofGxfFulnITH76oQBPnz6NIkWKxJl2+PBhGAwG+Pj4IFeuXGL4vN9//x2vXv37RfF169bB09MTefPmxbBhw0RFrO8hVdOqUqUKMmT494oIderUEUMWlilTBrt378aPJGXRli1WQPzgJflzZBXZrZKKJQuLpCoxPWcWvPf/iEi9nNlsLtL3NXbJNgxtUxfKqLt/JdEHQUloeMJPGhNj56X7qFc8pjN+yo6z6FSlsCnR6ntF3r4Jg5+ckR/NJlUaGIODRaeReM2dm7BOnkIkUUmik6ok1g7fd8CPTiyS2Dk7iE4/pb0KJX6vgL0zNpnmhXwIMv376aX7CHobAHPQfhI/6omVFX6b2gkHvP/6JIHE98ZTBL6Ku85+tmWPTqqKTlaK7myV/ufgIn+n9k4OCA0MQYQuYYkk30L9SfxPX1OmSSWc2XwszrRmYztg74JtCAuM2QYTStqvzJk/EcMGjYdOK1cLij65c3GTOwgcHOwRoYtA4Ed53ddrUBOrVsh3IL588RpnT19ErdpVExw7OqlKxHB2EDFTZkiFkI8hIqlKcu/yXXim9kLmvHL1FmnVOEZ9JyoHO0RGRIrv5Xu3d5WzvfjjUiWo6KQqie+1x3BJK1cQsXd3gr2Hs0iqknx89lb8jUwVCyQ4dnRSlUQZFVvy5uIDhH1mm1bYq5CrSQVcnLbFNE0d67eQEFKFqeikKon/1cdwTOcFpYeTSJaSkqokoU/fIiIoHCkrycuXs3st3J61XSRVSbT+IaLiVkLon9yBMdD/29+gVMG2VDVo9642TTKGmOckQ62NwM4Ld9GzdinT8dUzatuKbef5O6hX8stDBn/XsXX5DgxtXVtUCfqcHSevoH75uO0oc5CqMpUtmi+mXZE9M3zfy9+LFawQEiZ/x2qNViS7uDqb72S2aL6cSOnlEWfa6zfv4ObiJJKqJEXy5sCb9/64+/jfq5kmVHSygSQ0XC3WgVgfUSfXkvzZM5nWh9m/8xW7MLRlLVN76v/YuwvoKK42DMBvko27B3d3lxZ3p0ALFHd3d7ciBYq7Q3FogeJWvLhrIUDcbTebZPc/cyfZkCAlYTfb8r/POXvIziZ8O7OzM/fe+ea7YVExCI2MFklVkpxebrC3scKfd1ImMevb/muP0by83JHaePYOBjUsJz5riZtD2irCfg5py0qDgpLo2Dg4WluKChYb/3yAQXVLJseWjod69jo0Co7WFmKgVFI6uzv8wmPw0DcUGUF8p5LWXaWGo4287tULZxdJVZJi2d0RGBEjqtTpvw2/C6M7N4eFIrkNXyxvdmQ1ULWej37foqXv26eX6zd2yn7Kh0LsO30Z39VM38Dsv/UY+7HjnKRskXzwcvvy5Ir09BslszYcQM/vasFJautmIPF5lMif/HnkyQqfoDDDrPuavRjdsUmK71tGMPZ33ZjrnvK7Lu/vr/2D4WhvI5KqJKUL5YZfcCgevniTce/rnfGJKKXKIMe5j51b37X/xjM0L6OfquJlsjjD087qs5frk+blA2gjPtDvl9pxLfsi9qBc/TaFxEQI8WtW6T/uaF48gDb889uFUhUVs6x5EX9DrnSdcOciTBzdYOKavhslEh7fhTZUHv/7GIuqDaA+dyT5b148hjbQF8YYH1NfuSiSqsRrjx7A1NVdVI9Kq4Tn99LWbxS0MLG2033mUgLae/vF58Z/8oHtbmEFi6r1odqzLjlihNyeNPPILBJRpKQq8fdP78HU1QOmOdLx/YtT65KqxNMHD2CWeKOvZfXqUCaOScc/fgRNUDAsSpSUnz96hATfL/vc4x/cgTb4A+N7Wi1MbBO3rbUNtJERomJXEqk6m/jXykquKBaZvjEaabtpw1Jvd0tYfFMPqv0b3tvuclATWHcYAtWOpSneU1ppXj368HHm3WOJZfJ4YeI7ST6+WFpDq4wCEtK5zz39yD73bT2o9n1g3T/1WlpjP7oDbcg/HGeqN4D6THKVfKvGraHasVokVYnY4emLrfF+BG3kB7Z7YuLUB4/hn3otA85tUmWhKaceYlTV/O+dd9MUO6sLPO1TxgiJicUD/3A0LCRf0K+dzxP+kSp4h8njp1J7IjJxXD5KnQBHK/N0v4cPxf/UcvHeAiLQsJB8A0PtvEnvLe3X58pkc4Vnqr5/SHQsHviFo1FiBa7a+TPJ/39otKiqUyWPp649XyyTs0gs+6+PFejac8oPt+dm/3YVPWoUE2MI+qB5+xTaqFTrlhCvS6oSv+P7AiYOyf0HqUKfNvzTx4d/+/4m4mR3g6fDh/a5MDQqmlWX8OcfqYR3aNRH/8aQY3Mpll/98PIvpYxVY/+FO+jfvGryWLijHUIiovHglR8aVZDHv2uXLgD/0Eh4B+j3u2CscRpjj9GULV4IXu4p++UxShX2HT2DgZ1bJ38WLvq7mfxz7T18Ai0a6n/mgI9JSqqSREXF6Nbd0KQqVVUrl0/eB4oUhI+vPENNRpHGTSbNWYyxg3vD3Nz8q41dtkQReLmnnJEhODQM9x8/R+M6cuJqnaqV4BcQDO+3X95n/eoqVr169QqZM6fM7Hzx4oX4EGfOnCmm5pMqSEkVrOrUqYM7d6SSdxYf/L9+/PFHkQAl/X/S740aNQqPHz/G3r3pmwLKx8cHR44cwbZt2z75e9IUf9K0hd98842oxLRnzx40b95cVLuSkq3SIjY2VjzeJVX0SqutB46hesVSH1z+bbniukQrfdl8+DxKFsiBwrnlRsa7Fm4/guNX7iAiWon5gzvotVpVarf+9kOEMhZVC8uJcMdvvxAHwupFc+Lk3ffvEtSXhLdvYOLgAEWhIoh/eB8WFSqLBCozTy8kPJcvfNp06QnLKtXF3VmR0yemq1pVkh/n90XeSnIjZnWX2XDN4YmY8GjU6dcc+b8pijhVHP5YuBtPLyY3evWp2YLeyFlJvqt4e2c5Y7RSjwZ4/dcT+N7T/0Xuf8u691owEIUrydNjzO08Xfy7pN98DF45ErExsbB1tMXCXj8h4Z0KPa1HtUerYW3x9ukb/DpnCwJfp/9k3HV+fxRIXPfFXVLeDZundH7YONrhzsnkO6VKN6gIrVaD2yf+Qun6FdIdt2//Lrh65QZu35KTaZIM7DsGm7cvw9jxg+Hq5oJhgyciIEDuSGXNmglvvH10v/va+y2yZkvf1BYDFwxG0UrFxM/TO09FkE8g7J3tUaBMQTy+/gjlapcXSVfuWT3x4t4LLBm+CGNWj0Pb4e3h4OqAlWOWISww/RfHGvzcC9kS9/e9nd7PkC7dtR6eHZcrgilDoxAdEIYCjSvg8e9XxLSAzrkzwSFr+sri1vq5F7JUlmP//oHY73LM4QFVWBTK9G+KrFWKIF4Vh2sL9uLthZSfW3rk714fb49ehzokCqqAMGRrUgGvf7sipgW0z5NJJF1JHPJlgUuJXCg6tAVMLRV4uetPPF2b9ikgP8aq/VAxSpTw6gnUv20QA9OmbpnEHZEWdX6AokBJMVWg+sg2JDxJTgxLr9dBYXCwscTaY9dw5fFrWJor0LthBVQokFzp4dYLH0TExKJqUblkqT5tPnIRJfPlQOFcH777zS84DNcfvcSM3vqvYJPa1t9Ponp5OYFu6sDOGDRzKZZs3Y/QiChM6NMebs5fXu76U7Jn8UJYRBRuPXiCkoXz4/TlG4hWqkTJ2MJ55fLI+jR20QZcu/dE/Lx0fL/3Xt966DSql/+yqYU/ZPMf0meeHYVzJbeNne1t4e5kj6NX7qFehaJiWkCpapVPkOEG8m699Jf360LZEaVSIyQyBqfvv8KJO/IFwA5Vi6FeSf2VYZbaanNaf4th28/D2twMESo15retith4DUKiVDj96A1O3JenPe1QuSDqFdPvZ57dxR7hSjVuvQ5CyWxuOPPYB9HqePgkDsgtPnUPy87cR253BwysWRRZndNXWv6j6/5jVQzbcgbWFgpxR+z89tV1iWRJtl14iG8LZNUlWunL5sPnUDJ/zg+24TPK2MWbkr9v4/r843J9GrdkK67dl6ewWTomZcWIW4//RkSUElXLGLaKkLGOsf90nDOUj/Ubpf6iVO6/epnCOHnNMH2YJONX7xP56kVzZcGg72uLqf/etfXYFVQvrf+qWZuPXEDJ/B8+ry/69Q8s3X0cubN4YFDresjq4fJVfdeNue6ScUu24dqDxO/66B7wcnNCeGSM+J6XLJALZ/66h2hlrKjqVcgA22j8mv2i+180V2YMalVLt8+NW70f1x7J/eelQ9rqNebHzq3vnl/8wqNx/WUAprf8smoOX2rCiQfiBpoing4YWDkvXKw/POaXHubfNhHJEBqfD0+3ZlGvPRTFKsHE2haqrfO+aJzmQyzbDBZXRDXeTxF7eBMQHSGSqERygyY5WVqaTkeaXiwh2A/6Zpa3MExs7BF/K+1TnxlqfCyJdbOWUF+7rEu00herjsPkfuPLx1AfXC/6jUmVrKx6jAPUsSLBSrlmui7pQx9MPTLpplpUFC4lEqBU+zch4eFNJPi/FVOnSZ9HwrMHUJSU9ztpWjfNK/n4lF42LVsh9sIFsd1NzBTQhCYnoST4+8HUM+3Ta6ZV1LwpsBszDVqVCqbSuOfsCWIqTEn04tmwGzsD1u26wdTBCdHL50Mbpp+bPyWm7pnl7d6gDRSFSkGrViP2981IeCRPR2VRu6W4gUvj/WXb+VMsWvSFWS55vE61ObmqsmrnIli1GSqmpjSxsoVqxwJRPUxfpCk+xbo3lNa9tIgTe1Be90+9pm9m+YqI5Lm4m4nHGWsbUR3LvMw3MC8vVxOKPbILcZfl/qS+WDTrDbOccltdtX3uZ79maFtueqNkJicUfmfKMn3xi1TBzdYSisTrK9L53sveGn4RKmR3ssXshiUw/LebYso6KcFqXuNSMNdzH/Lj7y32A+/NCn6RSmR3+vIbJ6T/58Prrnxvyr9t11+gej6v//RYga4916Yqhm07mzxe8GM10Z47fu+VfN2rUDacTBwvyQiKUrXSPd3ff2l/k2Mo4WaXKoaDNfzCpX1Ov5/1P43NpXhfYVGiitX0tjX0HvN1YBgcbK2w9sglXHn4CpYWCvRu/I24wVNKsEoakxLbwsUBfiERyO7h/NWN0xh7HFzy2tdfJHCt3nEAl2/chZWlBfp0aIWKpeTrkxnh5r1HiIiMQrVK5ZCRxkyfj6s35Snal/+UsopXRtmy6wBqVMnYafg2/rofJYsVRpEC+rnx6b8SWyIlUbm7OutyV6RjTCZPN/j6ByF7lvRdV/5qE6uUSiWspLtV3iElVcXFxWHx4sWoW1cuq7l9+3Yxzd7p06dRr169D/5fPXsml58tVqwYMmXKJKYSfP78OfLkSfvFn40bN8LJyUkkSX2KVCFr6NChuuflypUTSVlz585Nc2LVrFmzMGVKypLCkyZNwpgOnz9n6+pff4O3rz9WD0hZ2vn3Uxdw9PxVbPgpfaVvP+bpaz+cuHoP6yYmT030rsFtG4jH5btPsXD7YWyc3AfmBrpLVapW1bhMfnGCl6apWX3iBtb0bQJD08ZEI3LGJNh26QkTK2vEPbyP+Fd/p+gsx6xfJR7mJcvApltvhA/rpxtkSKttw+Q5hcu1rIrGo3/EkXm/wiWrO/yevsHvc7YjS5Gc6L15LObUHYGooPRVrPmUA0NXiH+Lt6yCWmPa4MTM7SjUoDw2fJ88bZOhGHPdVw6VS15XaVkdbcZ0wIJus9B8QCuRTPX46gPkLp4XQ9eOwei6gxEVGonlQxYhxFfObK/TqQGGrx+LUbUHpTv+umFyyctKLauh5eh2KZKrvm1dC5f2nIUmsZKFg7sTGg9oibltJn3ROhcslA+Nm9VDk/rJ054lGTS0J6ZPmY89u35HjpzZcPDwFty6cVdMBahPi4fKpUert6yJDmM6YUbnqZjbZw7aj+wIK1srPL7xGN5PvKFJnGO8RZ+W2PLTJpw/cA6e2TwxbedMPLv7LF1TAUqODFkp/i3SqgqqjmmDvZ2Tpxqo0K8pnHN4Yufo5M9if/efxe+V79sEwU/e4u1fT6BJ58DZycTYBVpVQaUxbXCo0/vTHCQxUZjBIZs7Qp++xeXZv8KtSA402TYaO2qNgjJIHkhOj0IDm8IupyfO/LBWPP+z8wIUH98GhQY0RfiTNwi6+hjaeHm/M1WYwTa7B059NxXmTraouXcCol4FwPdE8hSS6RWzeDS0oYHibmaLxh1g1W4olCsni+emrp7Q+L1GzG8bYZo1N6z7TkPMrH5fXLlKmq/eNyQSub1cMajZt3j0OgC9l+7DnrHt4Zp4QUyqVtW4fCG9Jzs8fe2PE3/dx7px3T/6OwfO30TVkgVE4o0hrd51GN6+gVg9rb14vm7PEQzs8B0aVauAN36B6DJ2HorkzaHXEsip2dvaYMG4AVi4fidiVLEoUSgv8mTPAjM9J4onmTlILmF+4PRlLNy8H8veSTpYvfsPeXtMSf/x/EOevpE+8wdYN1aariGlhYN+xMKdx7D293PIk8UDpfJnh1k67uxPW3sqn9ivE2I1iNdoERuXIMqOvw2JROelB5HTwwkF9FRyXKrCtPrMPcxvWwVlcnri3ptgDN56Bjv7NUqO3au+KHvfefUx5HRzRIFM+hu4sbcyx7xWFfHLqXuIUcejeFZX5HZzgJmpCWY0Kw8vR7li4q9/PcfAHRewt8+H+yLpXvdTd0QyVZlcXrj3OgiDN5/CrkFN4Zw4veihm89x7O5LrOv5+f2Bz2/D38W6iX1hTDMHdnzn+3YAy8b3/eRyfZrRX27fHDxzFQu3/o6lY5L7k/tOXUGTamX1fkPKv+UY+6njnKF8rN8YFBaJ1ftPYc14/U2D9jHrxnZBJlcnxMUnYMneU5iwZh+WDpW3vWTNb+fwOiAEEzrL+59e1/3aPawb//7U6DP6fA8vVydxnNlx/DIGzNuIfT8N+Wq+68Zcd12c/j+Kfw+evZb4Xe+BeUM6YfH2w4hRqVE8fw7kzuqp9/acZN3ozsjk6ijvc/tOY8LaA1g6RH4/M3rIY00HL9zGwl0ndcsNeW7d1b+R7vxy8MYLVMmfRffcGNa2KINM9laIS9Bg2ZUXmHjiAZY0kavrfClTz2xQFK0I5cr3p1BPoj66RTzM8hSHRYMOUK4Yp7dEG+WysXJlHan/0qAdrNoMgmqt4cdMUrOo2hBxF46nSOQy9viYxLJGHVhUrSGmDNSnmIUjk/uNTTrCqsMwKJdPAkxNYVG/DVSrZ4hqV6bZ88G61yTEzOwrV67SBzMzOVHK5xWid6+Bafa8sB0+B1Hju0EbEYaYpVNg1bKb2C7xzx8g4e3LL06ysWnXHmZZsiB02DyYpOPGXL0wNYP19x0QNWuCqGhllrcg7MfNRPjALtBGhsOq5Y9Qbl4N9bkTMPXMBPuZixH/7FG6pgL8WHyx3X29Eb1vHUyz5YHN4FmIntwTJvaOUJT+BjFzv2zay3+i3iuPVSpKVoVF3R8Ru2WOvM9VayGSqaQET9PMuWHZbgSUS0cCMemr2PXRfU5a972J6z5kNqIn9fjka/qq8p2iWtWfx3THGRNTM5hIY/8WFoia1A+mbp6wm/wLEny8ofH+cKJreqgPyOPTiuJVYFGrDWLfSaD61GuG9Cw4CieeB4jzW0aL12iw5upzzGtSSlT5ue8XjsEHbmBnx2/grMek5X+7NZee4nVYDFbWK/6fHitIbs/dFclUZXJJ7TlpvOAMtvZtgNWn74opAjOSonxDmDh5QL075ZSkZPixuXcdvPYEVQplN0gbPkGjgW9wBHJncsOgFtXxyNsfvRf+il8GGP6m3n/LOM2/YRxckpCgEbNSSePfQ7q1xcNnf6Pn6JnYt3ou3JwzpnLV3sPH0bRedSg+MpOGocwaP0z8e+DISfy8Yj2Wz02ZM2FoqzbuwOs3Ppi0+P2p3g3l6YuXOHH2AjYsmZNhMf8NsY3hP59YJSUlhYamvONeSoiSFC6cnHXq7u4uftfb+/OzrytUkCu0PHv2LM2JVVKDaN26dejQocNHK2T9U2xpSsO0kqYvfDdJS1ex6s3nXZTesOcwTl74C6tmjoS1VXKH+o+zV7Bi2wGsnjkKrnrOpr356G9RNaHpULmDEhQeiedr9yAoLAI/1EnO6KxYLJ+Y3uGpt59B7pSNiY3DsdsvsHXQd+L5gzeBIrmq9fzd4nlYtApn779CaJQKAxqW13v8uDs3ET4y8XMyN4fL1n2I935/kCDu1nWYWFvDLGduJDyT7xJPr2t7zqHVjO4I8w8VCTXX9/8plr+9/xIhrwORuUA2PDFAYlWSO3vOo9HMrihQtwwcs7qh/5n5YrmduyPcZ3WDnYcTrm85aZDYxlz383vOoMvMXshVLA+cPF1EUpXkxZ1nIpEqZ5HcuPfnbV1SleT4xiNoO7YT7JzsEPUF0/JJpASq9jN6wtbJTkzxJ013V7ZRJcxoNlr3OzmK5oajuxMmHpa/l3bODihRuyzsXRyxf548Rd/nqFS5LLJnz4KrN4+J5x6e7liwOC8KF8mPho3roEcX+cLHq5ev8de1W6hQsYxIrHrzxhdZs2eGv79cIj5b9iw4c+rCF633mT2n0GtmH9g52ePepbviIVFYKLDur01iakCpklWFepWwYICcgOT/2h9Pbj5BwTKF0p1YleT+7vOoPbMLrJzsRGWosj0bIl+Dstj142zEJ06xIQl86I09HZPnXu5yco5IsPoSj3efR7VZXWDpZIfYj+w/UW+DxHfhyT55Owfdf4XI14FwLZgNbxKnJkyrAr0bImvDcjjzwywkJJadDnvgjXM/Jq9fg3M/IfyxPG1KzNsgeO+7KKb/k6pb+Z68BdcyefWSWCUGxyWaBMSdOQCL8St1y7WaBMT/Jd/5qHnzAtpgf5hmyoGELxws9HK2F9UzGpaTSysXzOaBzK4OeOoTLBKrYmLVOHbzKbYObwN9u/n4JXwCQ9F0xM/iuTSf/fN1B8TF5x9qVxDtlAPnbmBc57QlcKfVhn3HcPLSTayaOgTWlpYIjYjEycu38NMIuVOb1csdxQvkws1Hzw3eoSxforB4SNTqOFRv1190Lg2pWY2KmL5yO8Iio+Bkb4cN+4/j5JVbWDV5IKwt9TswefPxKzH1VNNRi5I/8/UH5c+8VnksH558kb/56MXImyV9lfA+qz11529sHShf7JWmUraxNEej0vIdK1lc7FEipyfuvw7UW2LVY79QBEYqxYVfSdGsrvBwtBHLbSwUaFRCrlCVxdkOJbK74/7bYL0mVknK5fQQD4k6PgG1fv5d3HUqDZQm3SnTplxeLDh+B2ExsXDSU6n9x74hCIxQiqQqSdFsbvBwsMEjnxBUypcZR+/8jRUnb2NV97pw1fM0iDcfvZCPM0PmJLfh1+xObMNnfPUS8X1b9avu+/ZPy/WpafXymL56N8Iio+FkbysSOI9duoVts/Sf4PFvO8amPs4Z0sf6jb1b1EZgaCRaj5GPf9L0p2euP0BoRDQGtNZvQqGUVCWR7vJuX7cimo7+RffaxiMXcPL6Q6wc0dEAx3jpvB6GpsPnv3Ne3yd/32pX1B1n2tathAXbjyAsMkZvUyIa+7tuzHVPrWm1crrvevmiecVDoo6LR81ek5E765dXNkhNSqrS7XN1KqDpmKXvv69vSmD6pkNi+l8nOxuDnlsf+YaiUt5Mclvy5guMa5Kxdx+nJiVVSaRqGj+WyIbmW/RXVck0Z2Fx8c9muHyDkomdEyy/ywa1vTPir6Ssqpvw/A5MLLrD1DP7R6tbpZVuujKp/3LuN9iMWi4vDw8SlVykpAtdEoKTOzRJ/R19srSCeflqiJqSsYmV/zQ+JiVU2bTrjPAxQ6AN028V1hT9xtP7YTFxtXhqmjUPTB1dRVKVeNn7qfiMpGSThEc39RM7OED0TeMuyeNgUoUkTZCfuPkn4cENJDy6jehH8oUiKMzhsHCnbmrA9LD5oTWsqlRB6LBh0hQI0EozICQkwNTZRVe1SqoUpvE37DQmZrnzwtTFTSRVSRKkpKngQJjlzoeEF09hUbEKoudNFa9p/H2R8PgBzAsWQ6yeEqu0IYnb/copOcbr59BK2z1LLph6ZBE3YtlNk6dnNHF0gVWmHIh1dEXcud+hb/G3zsGiSXfA2g6mzh4wsXcWSVXiffm8EFMJmmbKCc1zeTxLb+t++Z11D5b2uVzyzx95TaqipjeWVrCoUB2RE5IrzEqVsrTKGMT9eUKOHeSP+Cf3ochdEGo9JlYlib9zHhaNuortDmm6xc98zRBu+ITBN1KFZonns+AYNaadfojA6Fj8UOzLr4dIFXmComNFEpVURUc6n0tVdbwcrPA4IBKBUbEiqUpSxMsRHvaWeBwQgYo5Uk65Ywhe9pYfeG8qUVVKP/+/9UfWPfn/33j1OU498cWK1pVgnWra8f/aWIHksW8oAiNiRFKVpGhWN9Gee/A2BEGRSrReIh/HpLhnH71BaLQKA+q+P4uNPijK1IVZ3lKI3bMAiE8eBzcWQ+9vcgxrBEWlihGhhJejYaf/+9DYXBLRhv/rCca1+MYgcaUqVGIsvII8/lowuycyuznCJzhc9OOkZD8p0Utsi5AI8fuGYoxxmn/DGE2STB6uMDU1QaOa34rnhfLmQhYvDzz9+3WGJFbFxChx9PQF7Fjx8Rv9Da1Zg1qYOm8pwsIj4ORouH3tXeu37caJsxexZtFMWKcqCmRI128/wFvfADRqK+9rQSGhmDJ3CQKDQ9Hmu4ZfbewkXh6uIl58QoJInJSOMVK1Kqlqlb795xOrSpUqhS1btqRYJk2pJ5Gm8cuaVW5whoSEICgoSEz197lu3bqVIlErLc6ePSsSsrp1e79qwOfGTk9cKYnqQ1P/pZwc8MM27f0DR85exuoZo+Bgl1y94ui5K1iyeQ9WzRgpDsb6JiVPvZtA1W3aSrSr/y2qlCoIb78gZPeSd/y7z14jJCLKIKX9JUdvPUf+TK7I5SlfaJOmAzw1Jfki5ITtp1EgiyvaV9X/1D0SE2cXaBMHLmzadkTc7RvQ+L6V7xDykO4QkhMrFPkLwtTJGRq/5GnSPpeVgw0srCwRkTh3cdG6ZRETGikqMz29cA8Fq5bAwzO3RAUnl2zu8H/2ZckcqVk62MDcygJRAXKygpRQJU199ueSA+KRpOOOcbiy7g88PpY8Ld2XMua62yTGDkuMXaZueUSFRiHwTQCcPJyROW8W+Dx7C88cXvDI4QnfF29hamYKO2d7RCQmd5VrUFH8nJ6kKuvE+OGJ8UvWLYfo0EiRVCX+78aV8frhK/g9T96n7p6+gWHlkkuldpnXD94P/sbJdYfTFHv92u3ikeTAoc1YsWwjjh45hd79OqNK1Yo4f+4yXFycUaZsCSxful783sH9f6Bz17a4fu02sufIim+qVMDIoWnLLLdxsIWllSVCA+TvVfm6FUQlsKiwSDh7OCM0cXt8P7A17l68A79XvmKqUZVShaKVi+PexTsi0Spfyfw4uGY/0rO/K6wtEO0v7+9565aBKjRKnm6vewMUbFYJu36chdiIlHO323o4iekAJcXaVkecMhbeaZyOzyIxdkxi7Fz15NgfS6qSSK9L0/5lq1Yc3qdvwz6bu3iEPkv7sUaSv1cDZP+uMs78MBNx76yjlYeTmA5QkrtdDcTHxCIgMXHr1b6L8KpRAgEXHsDMyhwelQvh4VI9DFZaWAJmCkAZLZ4qylRDwht5ME66u1ia9s+sUGkkPPgLJi6eMJEqWPnLyV5fwtnOGuULZMPFh69QpUguvA0Kh09wBHJ5yeexozeeIH8WN91zfZKSp6RHkm4z1qBdvcqoWVbu2F598ELcRVSpqP6mY0tt04HjOHL+KlZPHQKHxIt8Dra2sLaywJU7j1CheEHRwbz75G90bFYHhhYYEgb3xLnkV2zfjwolCiN7Zv1OaxERHQNVrBoeiXFOXbkFRztb8dh08CSO/PkXVk8eBAdb/V/wlZKnpEeSbrPWoV3dSqhZphACwyLFdICSPWf+Ehf8yxfODUM4eltqT7kgl0dyJ71+yTy48PgNWlcujPAYFe57B6JTNf21p6QBSWlQ8EVAOHJ7OMI7OBJvQqKQ080B9YvnxIWnvmhdwR7hMbG4/yYInb4tBH2TLj67Jw7ArTr/EOVzeiCzkw2Co1RwtZM70icevhE/63Og1MvRFkGRMXgREIbcHk7wDorAm5BI5HR3wNE7L7Hk2E2s7FYXmZz0n/AiJVS8m1TRbepytGtQBTXLZUxZ8fe/b7fFd83UxBQBIWHvLZce+outTIwtJzycunoXjvY2cEw81v1x8Sby58iMXFk8v7pj7KeOc4b2sX5jzXJF0KZu8r44YcVOFMiRCe0bVNFrfCkhOj4+AQ628nf9yOW7KJhdTqTZ9MdFHLl8D6tGdtS9rk9SAlFSEpGk2/TVaFf/G1QtVQDB4ZFwdZSP8VJFL1cHO70mFhn7u27MdX/vu35N+q5L+7sNAkMj4O4sD86u2nMc5Yvk1Y1d6HWfS9DAwUY+jxy5cg8Fc3ghIkYFVWwcPJzldT914xEc7azhqMd971PnVsnVF/6iLVkxj37L6qeFMi5BXKiytzQXz/944o8C7vI20QcpeerdBCrrHlOgvnAICQ+uigo3Js7uIslAYpo1r5imTROipwQUqf9iqgBUif2XUlV0CVvaqHBo3j6HonR1xP91CmbFK0MbHqx7L/pkXqEGEl4/h8b3y24y0tv4mLRpqtSAbcfuCB87FJrAAP0GTt1vLFs9ud8YGigS2qRKZhr/1zBxyySmlddHvzGJNOVg/IObUBQri/g7V2Hi5qWrYJWU1KMNl7eLZdP2iH94C5qA9PXXbb7/AVa1aiF02FBoo5PHCVRnz8C6aVNEb9wARYGCMHVzg/q2Yadskj5HUxdXmGbNAc2bVzD1ygJTr8zQvPWWE2xUKiiKlUL83ZuigpRZ/kJQHdipt/hiTODRLSiKlEH8vWtiPEDa9ho/b5E0924Clc3Qn6A+uQ/xt/WUxGllAxNzS2gj5fEps4JloZWqUSmjoJGOM/ZOMHHLDG2QjxirMHX2FD/rc59LePjOurt5wcRVrlL1qdf0yaJiDSR4v3+cUV86BUWJclCfOCimCVTkKYjY33/VT1BLabtbQBslj02ZFSgDrZQ0JT0+9VoGkJKn3k2g6r73OtqVzI4aufVzY5SLjSUKejjg8EMfNC2SFSee+sPDzkpMAxgcHSsSTV4ERyG3qx28w6LxJkyJHKmmyTMU8d7cpffmi6ZFsuDEs6T3pp+2nYutJQp6OuLQ/bdoViwbTjzxhaf0/yeu3+Zrz/HHw7dY2boiHKzktsV/eaxA4uWUuj0njxcUzOyCU2O/1/3ehN0XUCCTC9p/o/+xEomidB0oCpaHSqpUFavEv4Gh97cU+9y9N2hWPDtOPPaFp71VhkwD+KGxOcnVZz5yGz6fYaZ4d7azQfmCOXDx/t+oUiwP3gaFwScoHCXzZBVJVoeu3EezysVw4sZjeDrZ63UaQGOP0/zbxsGdHR1QoWRRXLh+G1XLl8Ib3wC89QtAbgPfZJzkyOk/USBPLuTOYZh97UOkaQdVsbHwcJPzGE6euwQnR3s4Ouivj/gpG3fsxZETZ7F64Uw4GPjGw9SkBKZ3k5g6DxiNDt83Q62qlb7q2ElcnZ1QKF9u/H78LJrXr4nj5y7B091V79MAfhWJVdK0flKVJqlqlbOzfBDOnz8/mjVrhkGDBmHVqlVwcHAQv1OwYEHUqCHPG/v27Vsxzd+mTZtQvnx5Md3ftm3b0LBhQ7i6uuLOnTsYMmQIqlatiuLF037hZ+3ataLqVNGi7w82LlmyBPv27cPJkyd1UwZKVa2kJDHJ3r17RbWrNWvWIKP4BYVg3prtImO22xh5Lndpur1tCydhzNyVokrVoGnyHcASqXKVk4NhDwxSZqE0KB4ZoxJZzNJFwHmD2+tOSvq278ojtKhYEIZmO2AYLMpXFHeAOU6fK+7ACe3WDrYdukFRtBhMzMwQ9/ABohYmVnRRKGA/bAxMbG3FnWPSgELkjInQRqUjwcbeBp2WDhbJTVLGZnRwBFZ3k+PsGrcGrX/qJabHk17bNXYNwv0TE09mdkfhGqVg7+6E3hvHQBWtwszqg9Mc38reBq2WDYRCiq/RICYkEtu7/nPGcpUBzVGmXS3YuNjDo0A2NJjaGasajhV//19Yd2t7WwxcNhwWVhbQaLSIDAnHvK4zRKLUujHLMWDpcLFcyiDfOHENgn2CYGltieHrx8Hcwly8FhUagQXd01c6Ulr33kuHJa67BpHBEfilm/w9l3zTuibO75DvAsso0pSt3ToNxuRpI2GmUMDcXIGVyzbir6vygN2SRWuweOksXLt9QkyDN3r4VISEpO1OVFt7GwxfNkpsd6kCUnhIOGZ0ladOaDP0RxQqVwRmCjM8vvEIS0f+ontf8/v+hE5jO4spwszMzfD7uoN4cuNxmtfR0t4aTZYn7+/KkEjs7TIPdl4uqDGxHcJe+aP1jnHidxPUcdjaTJ7vufiPNVCoeWVxx1LwMx8c6CFPZZgWFvbWqLfindjBkTiUOAVhtVldkaNWSdi4O6LJllGIi1ZhaxX5rtezY9ahxtweqDS2jfi7s6PXIdov7XcAW2dyQanJ7RH10h81do8XyzTqOJxoNAl52tdEjhaVpVuyEPH0Lf7sKldUkjxeeQRlf+qK+md/km6hwZtDV/Hm96tpim3Zuh8URcqJOzut+0wVHfaYZRNg3W2sVE9exNUE+0G1JbnstOrXpbD6cRBMmnYWcWN/XSouTujD+NY1MXnbCSw6cEHcsTO+TU14JiY47Lv0AC0qF4Ex7Dt7Hc2qlBbJhIbgFxSKeet2IauXG7qNn5/crpg3FvNG9MSCDbtFSWLpAnX7prVRoqD+ErymLF6Hc1dvITg0HL3G/wRbayscXjcfSzfvwfV7j5GQkIAShfJhyuCPT5OYXlHRSgyftwYqdZz4vJ0d7bBkXB/4B4dh3oY9yOrphm4T5e+0dNzbNmckMsKe03/h0CXpDnAtcmVyx88D24pjjCHsu/oYLSqkbE8NbFAOk3aexc6LcoXGzjVKoFh2+Y5NfXC1s8aEZhUw8tfzYrtrtFqMblQWmZxsMbBOSUzaewk7r8pVPjtXKYJiWfV/t8qysw9w0ztIDFBJ5f0nNSmDuHgNBuy4IO5Kld6Xk40FFv6g3+ouUhWqCd9VwshtZ5PXvWkFkUjVZO5e8bo0NWCSVd3qwikDpmxatfcEdp28jNCIKDx77YdZG/bj11mD4aLH/kNUtArD56+FSq0WyVTODnZYMrY3omI+vFyf+3xUjBLDF2xErPRdNzWBs4MtfhndQxdj/6kraFErORHkazrGfuw4J6371OXbcO76PQSHRaD31CXi+HtoWcaWXDekkPAoDF2yU7QXtdLdpu7OmN7jO/iHhGP+jmPieffZG3TH+K0Tk29SMBR1XAL6z9skKiZJ+6JUrWjR0A7IKBnxXTfmuovv+s+b5O+6tL872OGXUd3E/r5s5x+48eiF+K4Vz58Tk3u3hr6FhEdj6LJd8j6nlfY5J0zv3lw+zi3fjVh1vPy+7G3wyyD9nts/dW6V7Lv+DE1L5RHbXl+mn36I8y+DRXWOvgdvwtZCgYMdKn90ufR8+JE70Gjlu++zOFpjeu3kyvVpYdm8F8wKlhFVqay6TADUSsTM6//xPzAzg1WrASIpQqpsBHUsVFvn6RKh0hS7ZR+YFSor+i9WPSaL/oty1SRYdRqd2H+RKhn5Q7U9uV+o2r0cVq0HwqJWK2hVSsT+uhjpZdV5CMxLVBBJO9K0c1pVDKJGyjcZWlRtAPXZQ++/56btYFGjiUhysc6aC+gwAFETe4lp2ww6PiZNqzRyvKim5DBxhm5Z+Jih0EambTo+yzb9oShSXiRLWfebJvcbl4yHdfdxcjUwab8P8oVqk9yPlqY+U23/BVbdxsiVwqSbsnYtT65wlUZWnQbDvHjidh82W97uoztBuWkRbLoMg9X3PUQc5caF0IbJfVOr7zrDLH9RkdiX8PwBYtalrwKAqZs77Pv2Q/zbt3D+OXG/iotDSN8+iFq1Eg5jxsF181YgPg7hM2fophu0bd9BJF2ZOjrBYUQuaAcNQnCP7tCGf/7nbtNnGCzKVhTJc/aT5c88vHc7RC+dB7sRkwGtRuz3MasWQRMkJ85FzZ0Mm859xPdOmh4u9uBuxD9OX1Vtq3YDoSgmfe4usBk0E1ApETWhC5RbF8O641BYtugG6aCi2rJYt931RapEZZa/lHyc6TgG2lgVVBumw7L1YDmRRzrQR0cgdmvi/h4djtiDq2HVerB4TTrGxx5an+6xCqv2g6Aonrjug2cB0j43rguUWxbButNQWLbsLra/assi3bp/6rW0sO46BOalKsr7+6g50CqViBwmn7MtqjeE+vT7xxnVr2tg03MkLGs3k5//th0JL+TqXWkhVZsyyydtd0dYtRsFrVoJ1eZZsGw1ECYKeZxUmloxdrv8fTKxsvnoaxlxbtOn6Sfu4fzfgQiOVqPvvr9ga67Awa5VMb5WEUw8dhdrr74QcafUKyZ+39XWEuNrF8GoQ7fE/ibtd6NrFkKmdyo6pS3+A5x/mRh//w3YmpvhYJcqH10uGV+rMCYeu4e11/6W31vd9I2ZTTt6G+efB4hksb67Lov/67eetTChbnFMPHILay8/hZ30/zeUpw/2j1Ri/ukHyOpkg+475MRJCzNTbOlQ5T87VqBrzzWviJE7ziW355qU17Xn9M28dnuY5SoOE1sHWLUYDG2cCrE758Gi+g/QhAXA6nt5WlVtQhxit8vXORQVGkFRvBpMrO1gUbcjtPE/QrVlapqTGY25v0mm/XEL55/7IzgqFn1/vSTvc71rY0L9Eph46CbWXnoCO0tpnyv9j39jqLG5pOVNyxbQaxs+tfHt6mHypiNYtPeMiDO+fT14OttjQrt6mLjhMNYeuQQ7K0tM6azfSjbGHKcx5hiNZMrCNTh39SaCQ8LQa8ws2NpY4/CGhZgwqBsmLViFn9dsF9tk4qDu8HQzTOGS1PYePoFWjTN2utGo6BgMnTgLsbFq8bm7ODli6ZxJBhsDf5dfQCDm/rIaWTN7oesAeWYgCwtzbF+d9mt79GlT5i/HucvX5f195FTYWlvj8NZlmDi0N8bP+QVrtu6BrY0Npo36RH/+C5hoRav9v01KYOratSt69eqlWxYRESESo6QkJemiYbVq1bBo0SJky5ZNvP7y5UvkypULp0+fRvXq1fH69Wu0b98e9+7dQ3R0tPi97777DuPHjxeJWUly5syJzp07Y/Jk+QL4h4SHh4tqU1K8Hj3eH0yV/nbDhg3iPSQlVs2ZMwevXr2CQqEQCWAjRoxAq1bvzzsrxR88eLB4pEXs88swBss8FaG6nvZKL/piVaY5lL8bZ85m68ZDEdSgmlFiux05iyE59T+11Of6+eUOTM0hz2Wc0Sa+2mq0dZfWu32OFjCWLa/2okfO5LtNMtLql7vg5pAfxhIU8QQtchh2SrOP2fvqIOZll+fMzmjDvbdgWTbjxJb0fb0Fv2Yyzne9te9WRA5sbJTY9ot/h/LYMhiLdd2+UF3dZZTYVuW/R+yjszAWy4LVoH6RtmQ7fbHIXR6x9w0zPe0/sSxSC6rLero7Nx2sKraG8qBxSjdbNx0O5c6pxon9w0Qot8gJsEaJ334GlHtnGid2i7FQ3TgIY7Eq3RSx99I+Lbo+WBatA9XttFXo1BerEg2Nfow16nHOSP1Gqc+ouvT5U13rPX6ltlBd22Oc2OVaGv27btR1v/W7cWKXbAzVha1GiS3if9POqOfWmF8ydlq5d9kMWIaoMS2NEttu1h5EDW9mnNjzDiC8Uy0Yi+PGk0YdH4vsnzFTUKRmv+Qwwrvo5wJpejiuPwH/GsbZ7p6nzyKkmXFiS1wOnEVEr3pGie2w8iiiJxpnXNJ26g5E9MjYi5jvclh9DGHtaholttPWU4ieapzxKduJW41+botZMcg4sXsvQszyAUaJLeL3+QXKtXKyTkaz7jbPaOMFYqxg93SjxBbxW41HzALD30TyITZDVxttnxP72/qMuUHyQ6y7/GTcsbkz8rS4Rolfvev/5TiNGAd/dQPGYpGjNOJ8HxoltnmmQogLeGqc2B75EBek/6mHPzu+W27jrruRYifFV/uk7waKL2WRucj/R8UqycSJE0UikpTElFR5QUqGkqpGSY8PkRKU3s0pkxKppOn7PiUmJgb+/v4iEetTHB0dxe9+jJRY9W5iVqdOncSDiIiIiIiIiIiIiIiIiIiIiIj+HQwz/0sGa9SoEXr27Cmm9zMkqbpVzZo1/zGxyhBmzpwJOzs7eHvrdx5zIiIiIiIiIiIiIiIiIiIiIiL6SitWSdI6NV56E7ikhzH07t0bP/zwg/jZ3d3dKO+BiIiIiIiIiIiIiIiIiIiIiOj/xVeTWPW1c3FxEQ8iIiIiIiIiIiIiIiIiIiIiIjK8r2IqQCIiIiIiIiIiIiIiIiIiIiIiIn1iYhUREREREREREREREREREREREVEqTKwiIiIiIiIiIiIiIiIiIiIiIiJKhYlVREREREREREREREREREREREREqTCxioiIiIiIiIiIiIiIiIiIiIiIKBUmVhEREREREREREREREREREREREaXCxCoiIiIiIiIiIiIiIiIiIiIiIqJUmFhFRERERERERERERERERERERESUChOriIiIiIiIiIiIiIiIiIiIiIiIUmFiFRERERERERERERERERERERERUSpMrCIiIiIiIiIiIiIiIiIiIiIiIkqFiVVERERERERERERERERERERERESpMLGKiIiIiIiIiIiIiIiIiIiIiIgoFSZWERERERERERERERERERERERERpcLEKiIiIiIiIiIiIiIiIiIiIiIiolSYWEVERERERERERERERERERERERJQKE6uIiIiIiIiIiIiIiIiIiIiIiIhSYWIVERERERERERERERERERERERFRKkysIiIiIiIiIiIiIiIiIiIiIiIiSoWJVURERERERERERERERERERERERKkwsYqIiIiIiIiIiIiIiIiIiIiIiCgVE61Wq029kIiIiIiIiIiIiIiIiIiIiIiI6P+ZwthvgDKG+s1do8S1yFoMsU8vwlgs81VG7J2jxoldvB5i5nU3Smyb4WvwqnRtGEuOGyfwd4k6Romd6/ZxPMrf0CixCz45jNCW1WEsznvOwL+6ceJ7njmD2Tnaw1hGv9qCHjm/N0rs1S934bhna6PEruP/q9H296R9PrhRNaPEdj10Fsrtk4wS27rtFKhuHISxWJVuCvWLq0aJbZG7vNHaFCJ+1mKIC3hqlNjmHvkQ++isUWJbFqyG2PsnjRJbxC9SC8oji40S27rBQCjPbTBO7KqdoTy6xCixRfx6/Y3ajlXdPgxjsSrR0Gj7vLS/G/UY+/Ivo8QW8XOWNVp8KbYxP/PYh6eNElvEL1QDap/7RoltkbmI0dfdmMc5o8a+d9wosUX8onWgurbHKLGtyrWEctMYGIt1x1lQHltmnNh1+0K5ZqhxYndfgKjhzWAsdvMO4EGeRkaJXfj5IaON00hjNEENjNNflrgdOYugesaJ73b0LEKaGW/dXQ6cNdo+L+3vkb3rGyW2/Yo/ENnfeGNE9ksOI2pMS6PEtpu1x6jHWGONT4n4badAuXa4cWJ3m2f8dd893TixW42HcuNo48TuNBvKAz8ZJbaI32wklHtnGid2i7FGW3ex3kZqR4r4dftCdWm7UWJbVWqL2Cd/wlgs839r1D7z/2PspPjGHIePC3phnNhuuWFsxlx3Y33mus/d/zGMwdyzwGf9HqcCJCIiIiIiIiIiIiIiIiIiIiIiSoWJVURERERERERERERERERERERERKkwsYqIiIiIiIiIiIiIiIiIiIiIiCgVJlYRERERERERERERERERERERERGlwsQqIiIiIiIiIiIiIiIiIiIiIiKiVJhYRURERERERERERERERERERERElAoTq4iIiIiIiIiIiIiIiIiIiIiIiFJhYhUREREREREREREREREREREREVEqTKwiIiIiIiIiIiIiIiIiIiIiIiJKhYlVREREREREREREREREREREREREqTCxioiIiIiIiIiIiIiIiIiIiIiIKBUmVhEREREREREREREREREREREREaXCxCoiIiIiIiIiIiIiIiIiIiIiIqJUmFhFRERERERERERERERERERERESUChOriIiIiIiIiIiIiIiIiIiIiIiIUmFiFRERERERERERERERERERERERUSpMrCIiIiIiIiIiIiIiIiIiIiIiIkqFiVVERERERERERERERERERERERESpMLGKiIiIiIiIiIiIiIiIiIiIiIgoFSZWERERERERERERERERERERERERpcLEKiIiIiIiIiIiIiIiIiIiIiIiolSYWEVERERERERERERERERERERERPQ1JlYFBwfDw8MDL1++xNdq8uTJMDExEY+FCxca++0QEREREREREREREREREREREX3VvorEqhkzZqBZs2bImTOneL5hwwZdElLqR0BAwEf/H+nvU//+7Nmz0/x+pMSnAgUKwNraGtmyZcOQIUOgUqk++vtSQtiH3uvly5d1vzN8+HD4+voia9asaX4/RERERERERERERERERERERESUNgr8x8XExGDt2rU4evSoblnr1q1Rv379FL/XuXNnkdwkVbb6lKlTp6JHjx665/b29ml6P9u2bcPo0aOxbt06VK5cGU+ePBGxpUSpBQsWfPJvT5w4gSJFiuieu7q66n62s7MTDzMzMxjKrCVrcebiX/DxD8SulXNRMG+uTy7Xp1h1HEb+tBwvvH1gaWEBFyd7jO/bEdkze2LCwrV48OwlTE1MoFCYYVCn71GxZGG9xu81bSmCwiJFDBtrS4zu2hKFcmVD/b6TYa5QwMrCXPxet+/qoP43pb8olnnNtjDLUwKmjm5QbpwCbeBrwEwBi8a9YOqaCYiPgzYmEuoTW6ANkxMBLep3gWnmPPJrcbGIO70DGr90VGizMIf7rPEwz50D2thYJISEIWTWIsS/9oFD17awa1wXiuxZEDh8MpRnLib/WeECcB7eB6Y21oBWi9AFK6C6divN4U2k+HPGwSJPDmhUsdCEhCFoxmIR323qcFiVLCKWa2NUCJ67DOr7T8TfOQ/oCpta30CrjgPiExC6ZD2UF/9Kc+zMC0fDMk92aKR1Dw6H36QliPP2hdesIbAqkhfQaqCNT0DgvPWIuXRb/F32zbOhyOwBTVS0eB6+7yRCN+xP87pbdx0A83LfwMzDCxHDuiPh5TOxXFG6AqzbdgNMTGFiZgbVgR1Qn5GPZzb9RsEsT35AowUS4qHcsgrxd2+kOTYsLOA4cSIUOeTPXRMWhsiff0bC27cwcXKC49ixMMucGYiLQ8TPPyPuzh3xZw6jRkGRP7/4zBEfj6hVq6C+kfb4rTePgq27I7QaLdTRKpyYvAn+9199dLmZpTma/dIPbvmyIF6lRnRwBI6O24CwV/5pjj1403g4ujtBq9VCFaXE9inrEPI2CMO2TUrePFYWcMvuiaFluiMmPEq3vGClohiyZQJ2ztiIk+sOpzm2qaU5iq0cBNv8WaBRxUEdFI6HI9dA+dIf5Y9Mh2niccVEYQa7gtlwqcYIRD3w1v29bb4sqHBsFt5sOYknEzZmyP6exKZiCWRbPx0Bs9cgdOOBNK+7Ta+BsKhQGWaemRA2oBsSXsj7u3mZ8rDp0A1QmEMbq0L0kvlI+Pu5eM36h/awrFUPppmzInLGBMRd/hP6cOGpL5aeuoO4BA2szBUY36QsCng5Y825+/jt9kt4B0difutvUbOQYROX95+5hkkrd+LnoZ1Qs1xRTFjxK249finOLzZWFhjRsRmK5smmt3ixajVGzF6aeF41h4uTAyb07yLOq8Fh4Rg3byVe+wbAwlyBcf06o2yxgvha2hQfs+/QcUyYvQiLZoxDraqVDBJDtGfmrcKL175ye8bRHuP7tEP2TB64++RvzF69A3Fx8YiNi0OzWpXRtUXK9qo+9JqyGEFhETA1MZXbNN1+QO6sXhi5YC1evPaT9wfpffVqI96XvoRFq9BzafL5URUXj7fBETg1rSt2XbyH364+hndQGOZ3aYCaxXPDEBqMXgYLhRkszeUuTreGlVCvXGGcv/sMS/efg0ajRYJGg071KqBp5eJ6ja2OS8D8/edx8ZE3LBUK5M/ihpkd6+L8/ZdYeugyNNrE2DVLo2mFQv/ZduwH409fjuB34o/q0gKZ3JzRc+oy3e8o1XF46x+M02umwtHO1qD7e6Hc2TB7zU6cuXYHPoEh2Dl/DArm0t/x9V9xjF22EWcu34CPfxB2LZuBgnlyIiwiEt1HzdT9jipWjTe+ATj763I4OtgZPL7k3NVbWLJxFzQaDRISNOj8fSM0q1MV+masz13EnrQoMba0v1thdA8pdna88vHH+EUbERYZBTsba0wb2Al5s2eGIf159QZ+WbsdcfHxsLa0wMShvVHAgOdVY6670Y9zH4mvjovDvI37cfH2I/F9L5AzC2YN7Kjf2FOXICg0Aqamidu9ayuxvyfZf+oSJi7dioUje6BmhRJ6ja2LcfY6Jq3eg58Ht0fNsoXRbfpq+ASHwd7aSrzepEopdGjwrd7jXnjuh6VnHiBOo4GVwgzjG5ZCAU+5b7fi/EMcuf8GFmamcLKxwJr2+j3WqOPiMX+fdF5/lXxe71T/o8u/xJyT93HmmT98I5TY0fFbFPR0FMtfhUZjwuFbCFPGwc5SgakNSiCvW8oxyv13X2PyH3ewoHkZ1Mznla74Fs16QFGkHExdPBGzYDA0Pn+L5TZjV4lxAGkMShJ3ag/ib8t9NBO3TLBqMxgmtvbQqmIQu2MRNP6v0xxb6rdmWTwKlnmzQ6uKRXxwOHwnLkXcK19knjMYVkXzivEQbXw8AuZuQPRFud9qVTw/vCb2En9vammBsD3HEbxqz39njEbq7/ceCIuKcp85tF+qPnPHbjAxl/vMUYuT+8x2Q0bDvHBRaNWx0CqViF61BPFPHqU9dp/E2F6ZENrnndhly8OmUzeYKN6J/UKO7fjTQph6ekEbLY+ZqI4fhWrfrjTHtukxEObl5PUOH9wNCX8nrXcFWLfrDpiYANJ237cD6tPydneYu1yMIQhmZlDkyI3wgV2Q8OqF3vb3JIpytWDVeiCU62ci4f4Vscw0W15YNu0OWFqJ8TH1b+uQ8OxummNb/tAHihIVYerqiejpfaF5k/j+FeawbNUDisJloI1TQ/Pmb6jW/ySWW3UfA7NM2cVybWQYVNt+gTbQN82xRfxWvaAolhh/Vn9o3srxbaes1403S9THdiH+xjnxs1nhsrBs0lH+XEzNoD65B/FXTqY5tkWTrlAUKgdTZw/ELB4GjW/KMW1FmRqwatUfys1zkPDgaorXzHIXhVW3iVAf3oi4C4cy5BjbYOUpcX6xVMjXYbpVzIN6BTP/58ao5py4hzPP/OR171Q1ed1DohLXXS2ve8NSunXvvfMSgqNjxbUsWwsFRtUqqvs7Q617SJQK4/ddxuvQKFiYmWFsozIok1N/YxWS84/fYunxW8n98ipF0LR0HnRbcwy+YVGws7QQv9ekdG50+Ea/150uPPfH0rMPEtfbDOMbSO0ZR9zzCcXcE3egVMdLZ0QMr10M5XO66zW2GKdZdSTlOE1IJE5NbIfXwRGYe/ByYnxgeJMKKJ9Xv23484/eYOnxm4nbXStv9zJ5MXH3n7j1MlBsD2tLBUY0Ko+i2dwybN29gyLw08FLUMcniEfTsvnRpbq+x4jebzOObFUNPX/Zm/ye1NK4WThOzewJR1u5Xa0PDYb9DHNzhfieSbo2roL6FYpi9pbDOHvzMXyCw/HrlF4omCMTDHOdd0XiuKg8VjK+T3sxVtJ1zE/wCQiGva21+N2mNSujQ/O6eos9a/EanLl4TR5zXj1fN+b86o0Pxs3+BWHhEbCztcH0UQOQN1d2GFpG99f/LbEzchw+tZk/L8eZPy/Dxy8Au9cvQcH8efD/wtjr3mPoBAQFh4pxC1sba4wZ1AuFMvA9qNVxmLt0LS5cvSmuyeTPmxNzJgwzSKz/fGLV4cOHYWlpiYoVK+qWSZWipEeSwMBAnDp1SiRg/RMpkcrLK32DEZKLFy/im2++wY8//qirgtW2bVtcuSJ3xj5FSqT6kthfqk7VSujSujk6DRr/Wcv1rVW9avi2bHHRcN/+2wlMXrwe62aPxojubeFgZyN+5+HzV+gxbi7ObVsMU1P9FVybO7QLHGzlGCev3MaEpVuxe95o+bUhnVEwl/4uuCc8+QvxV/+AZdtRKZbH3zkHzd9yx1xRqgYs6nVC7K9z5b95egPqoxtFIoRp7uKwaNIbqtXy+0uryL2HoLogd1LtWzeD64Rh8O85DKorNxBz9AxcJw1/72/c509G8KS5UF29IRKvPJfPhU+LztDGqtMef89hKP9MjN+mGdwmDYVf9+GIOXkBQVMWAAkaWFetAI+5E/CmYQfxe6obdxG2aouIZ5E/NzKtWwDvOm2gVX68EtyHhP16BNFn5YQsp/aNkWnGIHh3GI2AmaugiZQTpywL5Ub2jbPwtEIbOaEIQMCs1Yg6cSnN6/quuMtnodq/A/Yzfkmx3HbgOERNGiwGhEzdveCweBPUl88BKiWU65dCGyMPWpnlygu7SQsQ3qWZ7n2lhfK336BOPA5Zf/cdHEaMQOjgwbDv2RNxDx4gbORIKAoUgNP06Qhq0wZISEDk0qXQRsnxFXnzwnnBAgQ2S3v8/f1+QWxEjPg5f72yaDSvJ9Y1GPfR5ZJb20/jxWl50LR0pzpoOKc7trWZkeb1Xtl/AZSJMUrVK48u8/phaoMRmNpwhO536vZogvwVCqdIqrK2t0GLUe1w93T6BkmTvN18AkEn5STEbF3rofCCXrjeYiquNkg+nno0roDcw1ulSKqSkq0KzeuBgCPX0h07vfu7qZ0N3Id31v1teqj/PAPV7u1wmJu8v5tICcLDxyNi1EAkeL+Eokhx8Ty8XxfxetytvxB77iTsBqU8Nn6JCKUaY/dewtoutZDXwxE3XgVg7J7L2NOvASrk9kL9ojkw6cA/n5+/1NvAEOw9dQXF8yV32mqVLYpJPVpBYWaGszceYMTCzTjyy1i9xm1VvwaqlCshzqvbDh7HpIVrsP6ncVi4bieKF8yLFdNH4t7jFxg0bSH+2LBAXJj8WtoUqb319cfu34+iRJECBo/Vqm5VfFumqNyeOXQKk5dswroZwzF12Wb0bdsUNSqURHhkNJr2m4hqZYsjj54vPs8d3j25TXP5Fib8sglb54xEqzrf4tvSReT3dfgMJi/binXThugtrpOtFXaObKN7vvHUTVx/7iMGhyrkz4b6pfJh0vZTMLQ5PZujYHZP3XPp4uu4Nb9hzYh2yJ/VA2+DwvDdhFWoVboAbK0s9RZ30W8XxbY9OL6D+DcoIlqOvfkY1gxoIQbRpESz72ZsQa0SeWBrJQ/c/tfasR+MP6QzHBIHxk5evYOJy7Zj19wR2Dk3+Vy78eBp/PXgmV6Tqj62v+/+eRxqVyqFzs3roPO4+TAUox5jq5RHl+8bo9OwqbplTg722L18lu75hl2H8Nfdh3pPqvpYfGl/HzNnGdbNHY8CubPjrV8gmnYfgdrflBODKl/L5z53RA9d3/Tk5ZuYsHgjdi+cgKnLt6FV3W9F0uyxi9fF8u3zxhjsfYRHRmH0jIXYsHC6GBS+fueBeL5v/aKvct2Nfpz7SPyFW38Tx4DfFo+Xj/2hEfqPPaxrythLtmD3Ann7vg0Ixp4TF1E8v5zcaAhvA0Ox98w1FM+bMlFxRLtGIsnKUEQ7/sBfWNuhKvK6O+CGd5B4vqdnbWy79hxPAyLEz+ZmpgiKStu4wOdYdPCCfF6f0El3Xv/U8i9RO78XOpfPjc7bUo45TD92Fy1LZEezotlw/LEvJh65jW0dkhPY3obHYO8dbxTP5PRF8ePvXkDcmb2w7pd8Dkmi2jL3vcQTiWWrvoi7fBTxf52CWfHKsGwzCMpF748lfY6wHX8g6ozc93Tu0BiZZw7Eq3Zj4Dd9ta7falU4N3JsnonHZduKfmvmGQMQsHALok5egamjHfIeX4nIU1ehfvb6PzNGE/vnGSh3b4fjvJR9ZvuR4xE+IrnPLD0P6yP3mdUXzyFq0VxAkwDz8pVgP3YyQju3SXvs82eg3LUdjvNTxR41HuHDByLh1UsoihYXz8N6ybEl0SuWQH3py26AUl84A+Xe7XCYlWq7DxmPyHGD5O3u4QXHpYnbXalExIg+ut8zr1wN1q07pyup6p/2dxNnD5hXqIuElymT1aw6jUHsr4uR8PQ2TNwyw7rXVMTM6QvEp21MNP7GeZG0ZDMiZTvF8rsuYh+KnthNfh8OzrrX4v48AtU9eVzIvHoTWHUYAuWCkWmKq4t/8wLUJ3bDZsi8915TrputS7R6l3WnEYhZNAoan5cwcfGA7YRViLp1EYhVpi323cuIO7sf1r3fH9czcXKHebnaSPB+/P4fWtrAon57JDy+iYw+xs5pUkpvCUXGGqOqXSATOlfIg85bL6RYPv3YHbQskQPNiknr7oOJh29iW0c5QfmnpmXhYCUnMp564ouJh29hZ5dqBl33RSduo1hWVyzrUB333gZj6I4/cWhwE3GO1wfRL9/1J9Z0r4v8Xs54GxqF7xYeQK0i8hjd8IZlUbOwYZIsxHofvIa17d9tz1zD7h61MHTPZUxtXAYVc3ngVXAkem2/gP296ohkI72O0wz5Tvd849m7uP7CFw7WFhi66QSm/lAVFfNlwavAcPRafQT7R7TSJePoZbvvPI81PeohfyYXebsv2IdaRXOI7T3xu8pQmJni3MPXGLHtDI6MagV9+ti6O9pYYtqeP9G3bmlUL5ID4TGxaD53N6oWyoY8nsnH3y/1oTajk601do5ul/yeTl7H9Wdv9ZpUleSnPq3eS5yqU64wujT8Bp1nrIMhtapfDd+WKSaPP/5+EpN/2Yh1s+Rz18jurVGzkv5vhJHUqVYJXdo2R6cB8vWlJFMXrECrxnXQvH5NHDt7EePn/IIdK+Trrl9Tf/3fENsY4/DvqlvjW3Rt1wod+6SvX/JfZux1nz9lFBzs5fHHE+cuYtzMn7F3w5IMi//zyo3imHNo2wr5mBscarBY//mpAM+fP48yZcp88nc2bdoEGxsbtGr1zydnaeo/KcGpVKlSmDt3LuLj5YztzyVVqbp+/TquXpUTR168eCGSvxo2bPiPf9u0aVNRUevbb7/FwYMHkdHKFi8ML3fXz16uT1L2ctKFCUnxgnngExAkfk4avJVERaet4/a5kgYqRYwYFUwgvw9D0Lx5Cm1Uqi91QrwuqUr8js8LmDgkb/OE57dFUpV4zfcFTOycxN1zaaaO0yVVSWLvPIQis3zxUX3/MeLfvn/Xk6mTA8ycHUVSlSTe+y00UVGw+qZ8msNLFaeSkqpSx485e0kkVemWe7gBiR0o5YVruiQu9dO/pZs4xHtKa+x3E0VUtx7DPIscO2mwTmJmr98LfkniH9yBNiTwQ+8MJrbyCcfExgbayHBxp5h4JXHATn7tCy6KqdW6pCqJlEhllpjEaVmjBpSJx5v4x4+hCQqCRcmScvyod+LbpT9+UvKUiGdvrRtz/NjyhNg4XVKVxOfGMzhmTd9dK0lJVUnJUvjAeOe3rWviz50pL/a3ndINh5bsQXRY8jZIK01snC6pShJ+/Smss71/51GWH2vAZ9vpFMtyD2sJ/98uI+ZF+u5E/JL93XNSXwQv24GEsPRfGIq/fwea4JT7u6lXFmgjI8QAcdLvmHp4wixPPvn5k0fQ+KVvfT/mdUgUHK0txaCNpHQOD/iFR+OhT4gYtMnqov+LzalJVTumrNqF0Z2bw+Kdi+rVyxYRSVWS4nlzICA0HPEJCXqLK2XmVy1fUndeLSGdV/3l8+rR81fwQ8Oa4ueiBXLDw9UZf91N+53O/9Y2xYc+g0lzFmPs4N4wN0+809mQ7Zmy8uCBpHj+3OJuLInUtohMbMcoVbEwV5jB0QDnnJRtGqV4L+J9JSZ7ye8rl+59Gcr+yw/RPLEyU7Ecnsjqpt9B6bSQVjsyRr7oGq1Sw9HOOsX38UspY+Ow/9J99G9USbeN3Rxskz93ZWxybFsrUVXrv9qO/XB861Tx37fv9GV8V7NihuzvkrJF8sHLTX+Dov+6Y2yxQv94LN179Ay+q19dr3H/Kb60PSKjo3Wfh5ODHSwMcNw11uf+ob6p9H0LDovAg2ev0Kh6BbG8TqXS8AsKhbevXH3YEN74+IlkuqQ7bcsULwzfgCA8eCJXFvna1t34x7n348eoYrHv1CUMaNso+djv7GDY2NJ2N0lu30xetg1jun0vqmUZrB27Zi9Gd2yi1/Pm53gdGg1HawtxEVJSOrsb/MJj8NA3FBsvP8GgGkV0F1zd7PR7MUqc1y8/QP/GKc/rH1v+pcpkc4WnfcoE1JDoWDzwC0ejwll0iQH+ESp4h8rHWKnyw9Q/7mB0raIwV3zZ0K7mxQNowz+/XWhi5wizrHkRf+OMeJ5w5yJMHN1g4uqVrn5rUlKVRHnrEcyzvt9vNU3VZpYu1polbntTGyto1fFISGPf3ahjNFL8e3egCUoZ3yxTFmgjPt5nVl+5KJKqxGuPHsDU1V1UEdJr7FeJse/dgam7J8zyyrH1RWz3VGMFgvad7W4tbfcIUVU9NcvajRB7Iu1Vi/5xf5f6TN/3R+y+VUDCO3Ft7MU+LyVVibcZ5AOtMhpmBdN+UTjh2T1ow+T2oo6FJcwr10PsgeQq5dqIxDHj+DgkJCZVib9/8UhUm0qvhOdS/LT2AbUwsU78XKxsoI2O0H0f0kLz8gG0ESEf3u4t+yL24NoP/r+WzbpDfXq3mNkhI4+xhpLRY1SfXPciSeueCf6RyeuelFQliYyNF2Pwhl73Y/df4/uyecXyollc4W5vjesv9duWlFYjUilfW4iOjRPvRapKZmivwz7QnolQ4p5vKEJj1CKpSpLD1R72luaiWqch7b/2GM3L5UdYTCxCo1QiqUrEd3eEvZUFLjx6o9d4YjxEpU4eD7GRt3v1wtlFUpWkWHZ3BEbEID7xupCh1103RpT4vqTq2lJbSnpv+vK5bUZpHKl5xeQZjAytTIGc8HRxzIBxUbl4hqR4geTrvIZWtkQReLmnvIYUHBqG+4+fo3Gdarobfv0CguH9geug//X++r8hdkaPw6dWtmQxeHnot/Lff4Wx190hMalKEhUVozsGZIQYpQp7Dx3HwB7yzc4SN1fDjQ3+5ytWvXr1CpmlKaw+QapUJVWQereK1YcMHDgQpUuXhouLi6g8NWbMGPj6+v7jFH7vkuIEBQWJ5Cipoy8lZvXu3Rtjx368CoU0xd/8+fNFpSupCtOePXvQvHlz7N+/XyRbpUVsbKx4vEuq6JWxw45fbuvB46heoZTu+cINu3Dsz2uIiIrBgrH99FqtKsnYXzbj2v2n4uelY3rrlo9bskV8lsXy5sCgdk3E9DmGpihdGwnPPjzVnnnpWkiQkrASE62+hP2P3yHmnSn/PkQTFoGEoBDY1KmGmONnxbSA5jmyQpEp/Z35JI7tpPjvV4JykJZLCVgfaFDbNa+HuDd+iPdJ+7Rw73Lu1AyRJy/rnksVeuzrV4GZgx3eDpiR4o5D6TW3QR2gfu6NwPkbEPdaf52c6AVTYTtiGrSxSpja2iNq7kRRbj+JdfueMK9UTZTYj543MV13QqZm07IlYv/8EyYODqK0vSYkeXAjwc8Ppu9MmWrXsycsq1WDqb09wiamP37jBb2QvZJ8R/OuznP/cfm7ynath6fH0185quv8/ihQSe6kLO6S8q7EPKXzw8bRDndOXtctK92gIrRaDW6f+Aul68sXifQhW48GCDyasgqUZWZXOFcqjHv9l+qWOZTOC8ey+XHj++mikpU+fO7+bl/vG6n1i6hTV2BftzL0SePzBib2DlAUKoL4h/dhXqEyTG1sYebphYTn8rFX37K72iFcGYtb3kEomd0NZx69RbQ6Hj5h0SiU2QUZYfPhcyiZPycK5/54JYWtf5zHtyUL6hKtDGHLgWOoUam0mCoqPj4Bbi7Jd7Zn9nQTncqv1cZf96NkscIoUkAeqMtIW38/ierl5Wl5pg7sjEEzl2LJ1v0IjYjChD7t4ZbGJOHPNXbRBly7J0+nu3R8v/ff16HTqF5ev2XO33Xrb19EKFWoWsRwFTQ+ZsK630QObdGcmTCwZQ242NuIKlbDlu+FtYU5ImJUmN+nhUhs05fXQeFwsLXC2uPXcOXxG1iam6F3gwqoUCAb5nSph2FrDyfH7t5Qr7H/Le3YcUu24tp9eSqXpWOSp1WX3Hr8NyKilKhaprBR9veM8G87xt66/wQRUdGo9k5/ytCkwYu5YwdgyNSFsLayFPF/njBETEHwtX3uYxeux7W7ibEn9Id/UKg4niedx6VtkcndGb6BIXqdcvVd2bNkEvvbrXuPULJoQZy+cBXRMUr4+AWisAHLrRtz3Y19nEsd/41/kKjCt2bvcVy++1hcROjzQwNULKb/u3LHLt6UvL+Pkyu3bPrtFEoWzI3CeQw3jcXmIxdQMn8OFM4lX3R716Jf/8DS3ceRO4sHBrWuh6we+m1bZ3eR2vFq3HoTjJJZXXHmiY9oxz8LjBAXhU8/8cWJR3LfqkOFfKhXWH9Vy14HhcHBxhJrj0nn9ddiiuHeDSvA2c76g8srFND/Z+AXqYKbrSUUiWNf0nfLy8FKXIzN7myLzddeoEQWFxT2MvDFsTaDxdVojfdTxB7eBERHiCQqkfihSR6v0YYFwtTZHQnBXzZW4iL1W08k91s9RnSGQ4NvYeZoh9f9Zur6rT6jFiLbygnwGNoBZi6O8B2/BAlBof/ZMZokCW/fiHGapD6zxSf6zNbNWkJ97bIu0UpvsQsXQfyD+2KqQFPbxNjP5Ng23XqKqQKlxK/odav0emNU1LwpsBszDVqVCqZ29oicPSHFdpeYurnDvGgJRP+c9mrm/8S8ajNoXj6E5m2qi44xkSIhSFHiG8TfviCmBTT1yAJTFw/oY8ubumcWCXsW9VtDUagUtNKNkb9vQcLj98eELWo2R/ztL6um/zFWHYeJTIOEl4+hPrge2qgIXSUrqx7jAHWsSLBSrpkubg7WF/Nvm0Dz6pG4wTg1s6IVxdh3wsO/oChSMUOPsZIJh2/L/cpMjhhYtSBc9JB08W8Yo/KLVL6/7vbWKdZ9/KGbuOYtJ0IsaaWfcdGPrfvbsGjEazRweycBLLOTrUim1hdpHee0qYph287C2kIhqkjN/7Garl+++OhNLDtxG7k9HDGwbilkddFfWzK7c+r2jK9Y74AIpUgMP/rgjWjDSNMCvgyJgo8e1zu1Wy/9ERGjRtVCclKTm4MNjt5+gXolcuPe60C8DAyHT2j6kxg/uN1/rIphW84kb/f21d8bD9l24SG+LZBVl2hl6HWXTPmhKoZsOI6lR6+LBLPxLb+Bm3RDtoHbku+2GW+98EFETCyqFjXM9GzjV++Tj2G5smDQ97XhooebAdJ/nVe+iV+ycOMeMS6aJ1tmDOrUElm9DJsIIo3FuLs6p+yverrB1z9I9KkNxVj9dWPHNvY4PBnXmOnzcfWmXEBm+U+TMyzuax9fODrYY/XmXbh0/TasLC3Qt0tbVCwjX5PRt/98YpVSqYSV1cfvTrt06RIePnyIzZs3/+P/NXToUN3PxYsXh4WFBXr16oVZs2aJ5KTPcebMGcycORPLli1DhQoV8OzZMwwaNAjTpk3DhAkTPvg3bm5uKWKXK1cOPj4+omJWWhOrpPc6ZcqUFMsmTZqEsd1b4r9i9c7f4e0TgNUzkqcPGdz5e/G4fOs+fl6/E5t+Gqf3QfqZA+Rp5w6cuYKFWw9i2djeWD9lIDK5uyAuPgFLdvyO8Uu3iuWGpKjQUJSfVu98fwoLs0IVYVagHFQ7fvriOA5d28I8Wxb4v7OdPyZgyEQ4D+oBxy5toX7xEqpb98RUcV/CsVtbKLJlRtC0lCWsbRvVgm3davDtkvydSGJVvhSce3WAX68vmyrMtfcPsMieCd4TkkuPB87bIB42lUvCfWRXvGozHIiLh8+IeYj3C9JNp5Z15WT83VBP+4CpGaxadkD03Anirj2zPAVgN2YmIoZ0le+KlI5xW1aJh6J4GVh36I3Icf3fG1xKC5t27WCWJQtC58+HyWcc16JWrRIPizJlYN+7N0L6py/+70NXin+LtqyC6mPaYFfneZ9cnqRSv6ZwzumJ7W3fL9P+udYNk0tOVmpZDS1Ht0uRXPVt61q4tOcsNIlJfA7uTmg8oCXmtpkEfco5qDlscnnheqtpKZZnbl0NgcdvIC5E7riaWlug0OxuuN398xN69bW/mznaw7VvG3i3T980o/9EGxONyFmTYNOpJ0ysrcVAcfyrv6HVY5Wm1KS7reb98A1+OXkbMep4FM/qhtzuDjAzQHLuhzx97YcTV+9i3cS+H/2d389fx7HLd7B+YvL0Bvq2esdBePv4Y82s0YhVp30K1/+ypy9e4sTZC9iwZE6Gx1696zC8fQOxelp78XzdniMY2OE7NKpWAW/8AtFl7DwUyZtD71MBSmYO6iz+PXD6MhZu3o9l7yQdrN79h/y+pgyCIatVNS4nJQtmbHHcdSPaIZOro2i3Ld1/TiRZLer/PVYfuiiSqcrkz457f/tg8NLd2DWpO5z1NHCWoNHANyQSub1cMKjpN3j0OhC9l+3HnjHtsProX5jfrSHK5M2Ce6/8MXj179g1+kdxcfZrasfO6C+Xsz945ioWbv0dS8f01L2279QVNKlW1mDJo5/a3zPCv/EYK1Wralr7W4Mm7KYmVV1ctX0/fp44WFS0uvf4OQZMXoC9K2bD2QCJLsb83GcOlqdFOnDqEhZu2ov+P6atz64P9na2WDB5BBau3iLuzpNK7OfJkQ1mBj7uGnPdjX2cSx2/f5tG8AkMQe5sXhjcvike/v0avaYtw74FY+DqpN/KVTMHdnxnfz+AIR2b48TlW1ivxyl9P9iOvXYP68YnH8+TzOjzPbxcnURC247jlzFg3kbs+0m/78XeyhzzWlTAL6fvy+34LC7I7SYfS+I1WsTGJ2BLlxrigmznjWeR09UOBTy/bEq8JAkabeJ53RWDmn2LR68D0HvpPvzSu9kHl+8Z2x6uGXix6llgJE4+8cPatpUMGke5bKxcXcfUDBYN2sGqzSCo1qbsz+qTW58fYJEjE151SJ4yImDuBvGwrVwSnqO64O8fRohxGrfercTyiN/OwjybF3Junw3l3adpmgrw3zJG816fecYk2HbpCRMra8Ql9plTj79Z1qgDi6o1xJSB+iJiT0+Mbf1+7Mi5M6AJlCtNWTX9Dg5TZyOsZyf9BDc1g/X3HRA1K3G75y0I+3EzET6wi267SyxqNoD62qUUy/QS3is7FMUqiX3+Q1TrZ8KiUSeY12wFjZ83Ev5+kCKx8MuCm4kqVBpfb8TsXw/TbHlgPWgmYqb0gjYyTPdrUuKVqUdmxPys//GamIUjoQ0NlL/rTTrCqsMwKJdPAkxNYVG/DVSrZ4hqV6bZ88G61yTEzOwrV676Qqae2aAoWhHKle9fL5FmarCo0QrK1RNhDOvaVkImB2vEJWiw9M/HIslqaau0z9zwbxuj+lzTG8k3Zxy89xoLzz7EUj0kV31s3aWfDU2qhLT6zF2RTFUmlyfuvQnC4M1nsGtgY8xo9Q28nGxFm+bXy48xcNNp7B3cVL/tme8S2zNxCbr2jPSZL2xVEYtO38O6S0+Qx80BpbK6GnRf2H/tCRqXyasbp1nYqTYWHb6GdadviynwSuXy1Gt8sd1P3RHJVGVyeeHea2m7n8KuQU3hnDj13aGbz3Hs7kus61kfhpR63defvo0BDcqhYak8eBMcgW4rDqNwVje9TQX4sbbku21GqVpV4/KFDDJutm5sF2RydZL7SHtPYcKafVg6VB6bzEirdx4SlYxX95OnJps5tDu83F3kPsShU+g/dRH2L5uOr5Gx+uvGjm3McXgyvlnjh4l/Dxw5iZ9XrMfyuSlzVQwlIV4DH78A5M6ZDUN6d8LDJ8/RY9hE7N+4BG4u+q9c9Z9PrJKSkkJDP35X0po1a1CyZMl/nC7wQ6TEKKni1MuXL1GgwOfddSglT3Xo0AHdu3cXz4sVK4bo6Gj07NkT48aN++xKS1Ls48ePp/k9S1W23k3SkoiksED57sZ/uw17j+DkxetYNX2EuNM5tYoli2Dmii14+uoNCuc1TBWEZtUrYPqqnQiLjBaDtBIpk759o+poMtCwJ3pF2bowy1casbvmA/EpL8xICVXmlZsgVkq4ivmyDqxDh+9hU/Nb+PceCa0qZYWzD4l7+gIB/cfonmfesxZxL16lP37HVrCt9S38eqWMb1uvmkic8u05ApqQ5AEEiVWZ4nCfOhz+Aycg7lX6y9K6dG0Buzrf4HXnsR9c95iLt2A60RqW+XMi9v4zXVKVJGzL7/AY1R2mTvbQhH35HRxmufLC1MVVDBxJEp4/FtOnScvj7yRXUJJIz026D4JZ9txIeJG+77NN69awqloVocOGSeXtoJWq2yUkwNTFRVe1SpoiUBPwfrll9fXrMBk0CIrcuRH/JP3Hk3t7zqPezC6wcrKD6p1S/R9aXr5nQ+SvXxY72s1GfGJ53i8hJVC1n9ETtk52Yoo/SxsrlG1UCTOaJQ9M5SiaG47uTph4WK6eZefsgBK1y8LexRH7521PV9wcfRrDs2F5XP9+OjSJZaeTZG5bHY9GrtU9t8npCassbii7Rx48UjjawsTUBOaOtrg/cJlB93eFuzMU7i7IdUAeyDZzdoBdzYriDuCgnzdBH+Lv3ETEnZvyE4U5nLfuQ4J3+o8ln6NcLk/xkKjjE1Br3n4xeJMRbj56AZ/AUDQdIncmgsIj8XzNbgSFReCHOpXxx6VbWLn3BFaN6wlXJ8NUV9iw+xBOXPwLq2eOEudV6SF12oNCwnQVVaTpq7w8MnZ6voxy/fYDvPUNQKO28kXBoJBQTJm7BIHBoWjz3T9P05xeG/Ydw8lLN7Fq6hBYW1oiNCISJy/fwk8j5Pch3ZFVvEAu3Hz03CCJVUma1aiI6Su3IywyCk72dtiw/zhOXrmFVZMHwtrSwiAxY2LVOHbrGbYO/R4ZTUqqSmq3tatdDs3Gr8Tj1/4IDIsUSVWSorkyw8PJHo9e+6NSYf3cGejlbA9TExM0LCv3Fwpmc0dmVwf8fu0RAsOjRVKViJ3DEx5Odnj0JhCVCmb/6tqxkqbVy2P66t0ivpO9rZgq69ilW9g2y3AX/z+2v2eEf+MxVho4O3ruCrYvNtzF7w95/PyVOLZKSVWSogXywNPNBQ+fvUTlMsW+qs9dF7tmJUxfsQ2ebs4ISpzSV0pmkwaKfQNDdd9BQylfqph4SNTqOFRv2RV5cmbD177uxj7OJcWXptGQjv2Nvi0rlhfKlQ1ZPFzx1NtX74lVKfb3Vb/i9NU78AkIQZP+8kCl1Lac8no7AkMj0Lp+Fb3Euvn4JXwCw9B0uHzDV1B4FJ6v2ye3Y2tX1N3x3bZuJSzYfgRhkTFw0uOd/pJyOd3FQ9eOX3QYJbK6wsZCgUZF5fNoFidbsey+T6jeEqt05/VySed1D3Fe9wuN/ODypz7Bek+s8rK3QlB0rKjiIVUVkb5bfhEqeDlY4/LLIPhEKNF0jTwVX3B0LKYF30VQVCx+KJVDb+9BN2WZJgFx536Dzajl8vLwIJg4OIuki6TkEhMnd2ikxIx0cu3eAvb1KuNVh3Ef7LdGS/1W296wKpATcW8DYF+nMt4Okm84lCqKK28+hk2Zwl+cWJXRYzQfEnfnJsJHJvaZzc3hsnUf4t/pM0sJVTbtOiN8zBBow/RTpUsX+/ZNhN9+J/b25NhJSVUS1cF9sO3RR1SkFlP2fSGz3NJ2d0ve7s8eyds9dz7E306u+m1ZqwFiVujvJrQkprkKw8TFAzaj5X3cxN4Zlt9ng9rBGfGX/oDG9yVUa5IvDNmMWII4P2+9xNaGBECrSUD81dPiueb1c2iD/GGaJRcSHsmfhXmdllCU+gYxC8cAcf88hpvm95D03ZW+66f3w2LiavHUNGsemDq6iqQq8bL3U3FckJK/kt7blzDNWRgmTh6wGb5El0xl+V02qO2dRRU86XOwGSifg0xs7IFCZWFi6wj1sW0GPcZKpKQqiTTlbLsyudAs8Xj7Xx+jkkjVqd5b90ilbt3f1bRoNsw4dgdhSjWcrC0Msu4ls7nBzNQEQVIlrcSqVVIFLy9H/bUpHvuGiqnmpKQqSdGsbvBwtMEj3xBUyptZ16ZpU6kgFvxxXUyT56THaeHea88sPiKSq6TqnMvafKP7ve9WHkeexCRyfYuJjcOx239j68DkpLECmV2xrHtyQtN383brLbFI8tg3BIERSpFUJSmazQ0eDjZ45BOCSvky4+idv7Hi5G2s6l4XrqmmrDTkuodGq3Dq3ivMaVdTPM/q6iCmI5SqWulr/T/WlkxqM4pxs5tPsXV4GxiClFSl6yPVrYimo5Nvts4oG/b+gZOXrmPVtOG667xSUpWuD9G4Fuav24mwiCg4ORiuHy+NxUjjFCn6q/5BomqVoRmzv26s2MYah6d/l2YNamHqvKUIC4+Ak6Ph2ziZPN1F7k3SlJ+F8udBlkyeePrilUESq/5d6fDpUKpUKTx48OCDr0VFRWHnzp3o1q1buv7vW7duiQ/D451psf5JTEzMe8lTZol3CksH7bTEzpQp7aUIpSQqBweHFI/PrbZlbJv2HcWRs1ewavpwONjJjee4+HhxB3iSu49fICQsUq8lIiOiYxAQkny306mrd+BobwMLc4V4LcmRP6+jYC79lZdPTVGmDhQFKyB21wIgVpniNbMCZWH+bXORcKWN/MCc9Glg364lbOrXQECfUdBGfd7c8WZuyQPjdt81hEapgupq+jrRDh1awq5BDVF1ShOZHN+2blU49+sikq0S/FIOyFmVLgb3GaPgP3gi1E/eLw/9uZy7fAeHxtXwusu45NgKM5hnT/6uWRXPD4WLkzzdn5kpzBIbohL7ut8gIShML0lVEk1QAEydXWGaRR4UNvXKAlPPzEjweS0dOMTzJNIdeyYOTtD4+6Qrls3338OqZk2RVKWNSk5oUp09C+vEyniKAgVg6uYG9a1bIr5U2SqJomBBmDo5IcEnbfEtHWxg55G8DfPVLQNlaBS0Gs0HlyclVZXr3gCFm1YSSVWxEekrg2ztYANHj+QTZ8m65RAdGimSqkSMxpXx+uEr+D1PXqe7p29gWLkeGPNtP/G4ceQyflu8K91JVdl7NYLXd9/g+g8zEJ9qPVyqFBVTMQaflQcPJVEPX+NskR74s9wA8fBedRhvt59JV1JVWvf36DPX8KxyOzyv2UU8Io/+iaCl2/SWVCUxcU4+lli37Yi42zeg8X0LQwqMTD6erjp7H+VzeSK7q+GndJVIyVMnl0/EkV/GikfxvNkxsXsrsfzopdtYuvMoVo7tiUxuhpnzeePeIzh89jJWzRgFB7vkiz11qpTHzsOnxM/3Hr9AgLgQXhBfI6nTdubAZhzbtU48ihcugEkj+hu0M7fpwHEcOX8Vq6YO1rVnHGxtYW1lgSt3HonnUqLV3Sd/I5+ek6rkNk1yYvKpK7fENEXSY9PBkzjy519YNWkgHGz1e+HzXUdvPkP+zG7IpccBuc+hjFWLqfaS/HH1AQpm94SXiwOCwqPxwle+OOgdEII3gWHI6am/i/5S9any+bPi4kP5Asvb4HD4BEegTqm8CIqIxgs/ue3mHRiGN0HhyPnOuem/3o6NiFamin9XxHdM3Pf/uHgT+XNkRq4sngaI/fH9PSP8W4+xf5y9jAK5syO3AZM2P8TT3RWBIWF44S2f173f+uG1jz9yZcv01Xzu0rT0KWJfvgVHe1sx9Vyh3Nlw6MwVsfz4pRvwdHUy2DSASQKDk/uFKzbvQoVSxQw2nYEx1934x7kPx5fWvUKx/Lh4+6FY/sY/GG8DgvV6vHt/f78t9vUeLevh1NqZ+GPFVPEonj8nJvVuq7ekKomUPHVy6RgcWThSPIrnyYaJXb9DixrlEBye3B8+cfUeXB3s9J5U9V47/s9HKJ/DXVyErF84Ky48l6eck6bXue8Tgnwejvo9rxfIhosP5YSSt0Hyeb14rkwfXJ7LS/+JhC62lijo6YBDD+Rj6oknfvC0txLTNEnJUyf61saRXjXFo1hmJ0yoW0yvSVWwsASsko+rilJVdFN1aaPCxXRpitLVxXOz4pWhDQ+GNp3TALp0bQ6HJtXwquP4lP3WHKn6ra5OUHv7ISE8ClqlCjaViutuCLIumR+xT179p8ZoPqfPbJOqz2xRpQZsO3ZH+Nih0AS+f0PcF8d2eSf2j4mxfd6KSkYmTsntV4tvq0ITGqqXpCqJtC5SQptp1hzJ290rMzRvk5OXFMVLi88g7lZyopW+SMlTMVO7IGZmT/HQeD9G7K5lYrlESvDRvY8KdaBVxyLhWfI4zpeQKj8lPLoFsyLyDeEmrp4wcfMUlbEk5rVawLxsdcQsGgsoP28MN83fdet3vutlqyPhTeJ3PTRQJFFKlaXEe3PLBFO3TND4p/9m13fFXzmKmFndEfNTH/HQvH6C2H0rxPKExzcQM7Ob7rX4e5ehPrVLL0lV/3SMVarjEaGK0/3uHw99UNDT8asYo0ped0ccup+07r7wtJPXXVrvgMjkPvWpp75wtLKAo5W5Qde9TuFs2PWXPK38vbfBCIhUokxO/bUlvZxsROLWiwC5PecdHIE3IZHI6eaI4Kjk93Ti3iu42lnrNalKEhiVvE1X/flY1555d/mem3/D2lyB8okJWPomTfmXP7MLcr0zFi8lm+niX3kEa3NzlM+rv76El6MtgiJj8CJAbst6ByVud3cHHL3zEkuO3cTKbnWRycmwN8ekXncHawsxNeHVZz66RCtpKsS8Xs4Gb0smtRmP3niC/FncDNKGlJK2pHGaJEcu30XB7HJyW0bZtP8ojpy7ilXThunGRaXEpuDQ5D7V8Qt/iZtRDJlUJXF1dkKhfLnx+/Gzctxzl8TYhSGnATRGf/3fEtsY4/BkfBGRUQgICtY9P3nuEpwc7cX0fBnB2ckBFUoXx4XEnIU3Pn546+uP3DkMk0z4n69YVa9ePVGlSapa5eyc8uT366+/iopT7du/X+bw6tWr6NixI06ePIksWbKIKQOvXLmCGjVqwN7eXjwfMmSI+NvU/++nNGnSBAsWLBAJX0lTAUpVrKTlSQlWS5Yswb59+0RsycaNG8W0g9LfSPbu3Yt169aJalsZacqClTh35TqCQ8LQa9R02NpY4/DmJR9drk9+QSGYt3aHSJjqNkau7GFubo61M0di/M9rEBmtFHd/S9nN88f0TXHx4ktFxagwfP46qNRxMDU1gbODHZaM7oWQ8EgMnbdWlO6UkuKyerpiRv8vL5lpXqcDzHIXE3fZWLUaAq1ahdhf58KiRmtowgJg1VoujalNiEfs1pniZ4uG3UVn27J5f93/o5IqV6nS1qk283CDy7A+iHvtA89V8pRrWnUc/DoNgGO3drBr1Rhmzo5wzTMM2lED4Nu2NzRh4bBr0Qi2DWoBJkDc394IHJa++VGl+K7De4v4XmsS48ep4dt+INxnjkFCcAg8Fk7V/b6fVLkqPBJuk4fBxMIcblOSpy0MHDcbcc9efnZshacrPMf0gNrbF9k3y1PBadXx8O4wGpnmDIOZvY2YkkwTE4u3A2dCExEFE2tLZF01RcSGVoOE0Ai86ZO+8oU2vYbCvEwlmDi5wG7CT9AqlYjo3w7RK+bBbthkaLUamJiYImbNImiDAsTghu2A0TCxsZOnSotVInreJGijk5OiPpepuzvs+/VD/Nu3cF64UF6oViOkb19ErVwJh7Fj4bplCxAXh/AZM+RS71KS5ujRMLWT40vvN2zSpBRJWZ/D0t4azZcNhMLKQtzNGhMSid1d5310ucTeywW1JrRD6Ct//LhjnFiWoI7DpuZp2++s7W3Qe+kwmFtZiO0bGRyBX7rN1r3+TeuaOL/jBAzFMpMLCkztiJiXfii7V65ApVHH4WqD8eLnzD/WgM+OM1LWrd5jp2d/1yfb/sNgXq4iTJ1d4DB1LrTKGIT1aAeb9t1gXqSYGBCNf/QA0YuSpzW1bt0Blg2bwtTRCXY5ckHbZxDCB3SHNuLLyvwvO30XN18FimN58WyumNRULt+++ux9MXATGhOL5wevYvbh69jRux5cEstRG9rYpdvg6miPwfPX65atGtdLVHjRB7/AEMxbvQ1ZvTzQbXTiucRcgW0Lp2BI1zYYO3cFGnUbDnOFArNG9Bb/fi1tCmPyCwrFvHW7kNXLDd3Gy3fXStt227yxmDeiJxZs2I2EBA3i4xPQvmltlCio37nto6KVGD5vjdymMTGBs6MdlozrA//gMMzbsAdZPd3QbaJ8HpCmVN42J+V0vPqw7/JDtKhUOMWy1cf+wq4L9xAapcRzvxDM3nMOO0a0hosep8MLjojGsOX7oNFoIB1Vs7o5YVrXxuJuwAkd6mPkyv1im2i0Woz+sa6uupW+jG9dA5O3ncSigxdhaiI/z+zigAltamLk+j/EMo0WGN2qGjK52P9n27Hvx1di+IKNiNXFt8Uvo3uIOxAl+09dQYtacmUTvcf+yP4uxZ66fBvOXb+H4LAI9J66BLbWVji0TH8lqI1+jF20Fueu3kRwSDh6jZ0DW2trHN4gV3DY+8cZtGxQQ6/xPjf+pEHdMGzGYpiamEKj1WBsv07I5OH21XzuYn+fuwqq2KT93R5LxvUTsSf0bYcJizdizZ4/RNypA/Q0PdInLF2/A9fvPERCQoIo7z9lpOGmQzTmuhv/OPfh+GLde7bGpOXb8POWg+I16bmUWKa32NFS7LVQqdXieyVij+2tO8YagzouAf3nbYI6Ll6ss5OdDRYNladJ1Ldl5x7i5usguR2fxQWTGpcWywfWKIJJv1/Hzht/i+edK+VHsSz6vTA1vnVNTN52AosOXBDHmvFtasLTye6jy7/EtKN3cf5FgKg81Xf3VdhaKPBbjxoiWWri4dtYe/k57CwUmNJATiTSN8uWfWAmVYKxd4ZVj8li7EG5ahKsOo0GTEzFOJA22B+q7QuTx6N2L4dV64GwqNUKWpUSsb8uTldshZcrvMb1gPqVL3JuTeq3xuFluzHIMncoTKWEvXiNuLnvdf/kfuubAbPhObobTMxMYaJQIHj9AShvyjcw/BfGaCS2A4bBorzcZ3acLveZQ7u1g22HblAULSZuwop7+ABRC5P7zPYjx0MTGgKHiTN0y8LHDE1zgpPtwMTYLi5wnJkYu0s72HZ8J/aDB4hakBjb3BwO02bDxNxCjI1pwsMRMfnD0+b9E5s+w2BRtqJIILOfLMcO790O0UvnwW7EZPH/S/tdzKpFItEtiWXtRlCfPPLF4ycf2t9jZn96CllFxbowLy3dAW8CTcAbqDbMSl/sHwdCUawcTBxcYD1wBqBSInpiV6i2/QKrDkNg8l1XsX6xWxdDGxYMEyc3WH3fE5pAH9gkVsFGfBxi5gxOX/w2/aEoUl4kS1n3myav+5LxsO4+Tq5AJ/WVgnyh2pQ4XhsZBtX2X2DVbYxcnc7UFKpdy5MrXKUldvNeMCtYRlSlsuoyAVArETMveYzbkNJ6jA2OUWPYgevQSO0LqV/pZINpDUvo7f1k5BjVtKO3cf554rrvuiyve89amFC3OCYeuYW1l5/K696wpPj9qNg4jDhwXUy3K9rZNhZY3LK83todH1v3wXVKYtzeS2iy+HdRJWxmi4riX32RkqUmNK+IkTvOJY8JNCkPJxsLdFt9DOoEjVguJVQtbC8nDevTsnMPcNM7GAnaxPZM4lSLUjLV4fuvxWFNqmC1oFUFg7Xx9l17ghblU87IIyVTHb75XI7v4YQFnWrpNb5UhWrCd5UwctvZ5O3etIJIpGoyd694XZoaMMmqbnXhZIAx2dTrLk13+FP7mvj50FWxL0pTFrb7tghK5NDvzWCfajPuu/QALSoXgSGEhEdh6JKdyWNj7s6Y3uM78drUDb/h/O0nCA6PQp/5W2BrZYHffxpkgOu8O+XrvGPn6sYf18wYgX5TF8l9COn75mCHxRP0N6WxZMr85Th3OXHMeeRUeZxi6zJMHNob4+f8gjVb98DWxgbTRmXM+Scj++v/ptjGNOWnxTh38aqolNVz6Hhx3eHIznX4f2DMdY+KjsHQibMQG6sW5xEXJ0csnTMpQ8ctJg7vi4lzfsHPKzaKGYAmDesnkigNwUSbljJK/1JSAlPXrl3Rq1evFMsrV66MXLlyYevWre/9zZkzZ0QS1d9//42cOXPixo0b6Nu3Lx49eoTY2Fjxd9KUftK0eu9WfJJ2hPXr16Nz584ffC9SIteMGTOwefNmvH37Fu7u7iKpSlrm5CQPsE2ePBkbNmwQUwwmJVbNmTMHr169gkKhQMGCBTFixAi0atXqvf9feq+DBw8Wj7RQv7kLY7DIWgyxTy/CWCzzVUbsnaPGiV28HmLmyVNCZjSb4WvwqnRtGEuOGyfwd4k6Romd6/ZxPMpvnAzogk8OI7Sl/jtgn8t5zxn4VzdOfM8zZzA7R8bP1Z1k9Kst6JEz46edkqx+uQvHPVsbJXYd/1+Ntr8n7fPBjeQSmxnN9dBZKLdPMkps67ZToLpxEMZiVbop1C+uGiW2Re7yRmtTiPhZiyEu4KlRYpt75EPsI/kOp4xmWbAaYu/LCflGiV+kFpRH0nfB7EtZNxgI5bkNxoldtTOUR42X+Gddr79R27Gq24dhLFYlGhptn5f2d6MeY1/qvxLDZ8fPWdZo8aXYxvzMYx/KU/AYJX6hGlD73DdKbIvMRYy+7sY8zhk19r3jRokt4hetA9W1PUaJbVWuJZSbxsBYrDvOgvLYMuPErtsXyjVDjRO7+wJEDW8GY7GbdwAP8jQySuzCzw8ZbZxGGqMJamCc/rLE7chZBNUzTny3o2cR0sx46+5y4KzR9nlpf4/snTy9VkayX/EHIvsbb4zIfslhRI1paZTYdrP2GPUYa6zxKRG/7RQo1w43Tuxu84y/7runGyd2q/FQbhxtnNidZkN5IDnxNsPjNxsJ5d6ZxondYqzR1l2st5HakSJ+3b5QXUrfrBpfyqpSW8Q++RPGYpn/W6P2mf8fYyfFN+Y4fFzQC+PEdssNYzPmuhvrM9d97v6PYQzmnikTkL/ailWSiRMnikSkHj16pJiG7+LFjyf0VK9ePcXUfKVLl8bly5c/GUdKwpISn775Jnnu49Sk1ydNmiQeHyMlVkmPJJ06dRIPIiIiIiIiIiIiIiIiIiIiIiL6d9BfTU0jatSoEXr27CkqRBnS4cOHRZx8+fIho82cORN2dnbw9k6eX56IiIiIiIiIiIiIiIiIiIiIiAzjq6hYJUnr1Hjp0a+f8eYh7d27N3744QfxszS9IBERERERERERERERERERERERGc5Xk1j1tXNxcREPIiIiIiIiIiIiIiIiIiIiIiIyvK9iKkAiIiIiIiIiIiIiIiIiIiIiIiJ9YmIVERERERERERERERERERERERFRKkysIiIiIiIiIiIiIiIiIiIiIiIiSoWJVURERERERERERERERERERERERKkwsYqIiIiIiIiIiIiIiIiIiIiIiCgVJlYRERERERERERERERERERERERGlwsQqIiIiIiIiIiIiIiIiIiIiIiKiVJhYRURERERERERERERERERERERElAoTq4iIiIiIiIiIiIiIiIiIiIiIiFJhYhUREREREREREREREREREREREVEqTKwiIiIiIiIiIiIiIiIiIiIiIiJKhYlVREREREREREREREREREREREREqTCxioiIiIiIiIiIiIiIiIiIiIiIKBUmVhEREREREREREREREREREREREaXCxCoiIiIiIiIiIiIiIiIiIiIiIqJUmFhFRERERERERERERERERERERESUChOriIiIiIiIiIiIiIiIiIiIiIiIUmFiFRERERERERERERERERERERERUSpMrCIiIiIiIiIiIiIiIiIiIiIiIkqFiVVERERERERERERERERERERERESpMLGKiIiIiIiIiIiIiIiIiIiIiIgoFROtVqtNvZCIiIiIiIiIiIiIiIiIiIiIiOj/mcLYb4AyhtrnvlHiWmQuAvXr20aJLeJnK4HYe8eNEtuyaB0ojyw2SmzrBgMR2b8hjMV+yWFET2xjlNi2U3cg5pe+RoltM2AZlJvGwFisO85CzMJeRoltM3gl/KpWh7F4nTuDA14/GiV2M79teF2ullFiZ7t2EtHjvoex2M7YhegJPxgn9rSdUF3+1SixrSq2hvrFVRiLRe7yiH101iixLQtWQ5zvQxiLeaZCRm3TqG4fNkpsqxINjRZbF//SduPErtQWykMLjRLbutFgqK7ugrFYlf8esU8vGiW2Zb7KRvvMkz531a3fjRO7ZGOobhw0TuzSTY12fE86xhvz/BJ7/6RxYhepZfTtrn5z1yixLbIWQ+yTP2Eslvm/Reydo8aJXbyeUb/rxjrG6Y5zRmzTKE+ugrFY1+oJ5bkNxoldtTOUO6caJ/YPExHZuz6MxX7FH7iXu7FRYhd98TuCGlQzSmy3I2eNvt0D6xhn3d2PnzXaOEnSWElQPSN97kfPGm18TBobC+9SG8biuP6EUceDlQfnGSW2ddPhRouti39smXFi1+0L5Zl1Rokt4lfv+n97Xjf2PmfUdvS1PcaJXa6l0dZbN15gxDEi9asbMBaLHKURF/DUKLHNPfL9X8ZOik//f+KCXhgttrlbbqN+3z4HpwIkIiIiIiIiIiIiIiIiIiIiIiJKhYlVREREREREREREREREREREREREqTCxioiIiIiIiIiIiIiIiIiIiIiIKBUmVhEREREREREREREREREREREREaXCxCoiIiIiIiIiIiIiIiIiIiIiIqJUmFhFRERERERERERERERERERERESUChOriIiIiIiIiIiIiIiIiIiIiIiIUmFiFRERERERERERERERERERERERUSpMrCIiIiIiIiIiIiIiIiIiIiIiIkqFiVVERERERERERERERERERERERESpMLGKiIiIiIiIiIiIiIiIiIiIiIgoFSZWERERERERERERERERERERERERpcLEKiIiIiIiIiIiIiIiIiIiIiIiolSYWEVERERERERERERERERERERERJQKE6uIiIiIiIiIiIiIiIiIiIiIiIhSYWIVERERERERERERERERERERERFRKkysIiIiIiIiIiIiIiIiIiIiIiIiSoWJVURERERERERERERERERERERERKkwsYqIiIiIiIiIiIiIiIiIiIiIiCgVJlYRERERERERERERERERERERERGlwsQqIiIiIiIiIiIiIiIiIiIiIiKiVJhYRURERERERERERERERERERERE9DUmVgUHB8PDwwMvX77E12rDhg0wMTERj8GDBxv77RARERERERERERERERERERERfdW+isSqGTNmoFmzZsiZM6du2bVr11CrVi04OTnB2dkZ9erVw+3btz/5/1SvXl2XvJT06N27d5rfz9KlS1GoUCFYW1ujQIEC2LRp0z/+Teq40mPHjh2611u3bg1fX19UqlQpze+HiIiIiIiIiIiIiIiIiIiIiIjSRoH/uJiYGKxduxZHjx7VLYuKikL9+vXRtGlTLFu2DPHx8Zg0aZJIrnr9+jXMzc0/+v/16NEDU6dO1T23sbFJ0/tZvnw5xowZg9WrV6NcuXK4evWq+D+l5K4mTZp88m/Xr18v3ncSKSksiZSkJT0sLCyQUf68egO/rN2OuPh4WFtaYOLQ3iiQN5dBYs1asg5nLl2Hj38gdq34CQXzJifJSfb9cRoT5y3HwinDUeub8nqP32vqEgSFRsDU1AQ21lYY3bUVCuXO9tHl+hIWrULPpft1z1Vx8XgbHIFT07oiQaPB+K0n8TooHBYKM4z9vhrK5Mn8xTEtW/WColhFmLp6InpWf2jevhDLbaesB+LjoI2LFc/Vx3Yh/sY58bNZ4bKwbNJRygAETM2gPrkH8VdOpjm2RcNOMCtQFqbO7lAuGwWN3yux3KrjWJjYOUKr1QJqFdSHNkDjJ1egM8tXEua1WovYJqZmiLvwG+Jvye8rLeace4yzfwfBN1KFHa3Lo4C7/SeXSxpuvAALM1NYKuQc1K5lcqJePk/ow4Xnflh65gHiNBpYKcwwvmEpFPB0EttgxfmHOHL/jYjtZGOBNe2rflEs82qtYZanOEwd3KDcOg3awDefXC4xzVkUFpWbyZ+5iSnirh9DwsPLaQ9uYQGnSROhyJkD2thYaELDELHgZyS8fQtTJyc4jhsLsyyZoVXHIeLnnxF3+474M5dFC2Hq5QltVLR4rvzjD8Ts2p2m0KaW5ii7YgDs82dBgkqN2KAI3Bm1DtEv/eFUKg+KTe8IUwtzmFmaw/vXs3i29Hfxd6UW9YJ71WJQB0eI5wHn7uHB1G3pWHdzuM6YAPNcyeseOnsh4t/4wL7zj7BtXBeKbFkQPHIylGcvvPfnlmVLwn3JTwhbtAJR2/emPXyjLjArJH3fPKBcMgIa35RVHRWlq8OyZT+otvyEhIfX5L9p0RdmOQpAG6dO/i6+fZ722A27wKxgGTn20hHJ3/VO42BiJ+/niFVCfXi97n2Z5S0B89ptYGKmEMch9cHVur/7Ug2GLYC5wgxWFvL5v2vjKqhfoRhe+QVjwuq9CI2Mgb2NJaZ2b4G8WT2gL7OWb8KZyzfhExCEXUumo2CeHGL5n3/dwS+bdiMuLvH8OrALCuSWX9OXWHUcRs5bhRevfWFpYQEXR3uM79MO2TN54MfhM8W5XRKfoMFzbx/sXjQR+XNmhaGcu/wXflm7DRqNBgkJGnRp0xzN6tfE19aekfSavhzBYZEwNZHaDpYY1aUFCuXKivM3HmDJr4eh1WgRr9Ggc5MaaFq9/FcVv8Gwn2FuroCVueKd71pRzN5yGGdvPoZPcDh+ndILBXNkgr6JNtXyg++3qaZ0xvyDF3HrpR+sFApYW5pjRPNvUDS7/r7r79p/7jomrd6Hnwf9iJplC+Pu8zeYs/l3qOMToI6LR7MqpdGlcRX9ftd/Wo4X3j7yd93JHuP7dkT2zJ6YsHAtHjx7KfYFhcIMgzp9j4olC0PfPvS51yhVAKOW78Zzn0Bx7HVxsMW4jo2Q3dMVhrD/9FVMWvErfh7eGTXLFUNweCTGL92ON/7BMFcoMK5bC5QpnMcwsc9cw6SVO/Hz0E6oWa4o1uw/iYPnrsPbLwgLhnQUy/TtU8f4u0/+xuzVO8Q5JjYuDs1qVUbXFvW/qvNLrymLERQWAVMTU3GcG93tB+TO6oWRC9bixWs/WEr7nPS+erUR7+trWfdZS9bizMW/5D7zyrkomHgu+9hyfZKPNSsS190cLk4OGN+nvTjWdB3zE3wCgmFvay1+t2nNyujQvK5e4/eathRB75zbRndtiUK5sqF+38niO57Uxuv2XR3U/6Y0vpbvuqTXjJUpz+udm4vz+oVbj7Dk1yOIi08Q6z+hx/cokDOzwdsUmdyc0XPqMt3vKNVxeOsfjNNrpsLRzlav8aXz5vy9Z3HxwUtYmiuQP4s7ZnZpiN6LdyM4IhompiawtbTAqB9qoGA2/fTTkzQYvUyMw0hxJd0aVkKFQjnRc/523e+opHUPCsOpBYPgmLj/68P5J2+x9MRtaLQQ40Kdvi2MpqVyy2MFp+/iyJ2X8liBrRXWdK39xfEsf+gDRYnEMaLpfaF5I48RQWEOy1Y9oChcRvQPNW/+hmr9T2K5VfcxMMuUXSzXRoZBte0XaAN90xzbxMIc2RaPhGW+7NCo1EgIDoPPhGVQv0r+v2wrFUfOTdPgN3MtgtfLbT0TK0tkmTMQ1sXyAVot/OdtQsSR9/vUn2LbeyAsKlaGmWcmhPbrhoQXz8Ry8zLlYdOxG0zMzaGNVSFq8Xwk/C33ie2GjIYiX35Ao4E2IQEx61ci7tYN/Ne2u23fgbCsVBlmXpkQ0rsbEp4nrnvZ8rDt0g0mCnndIxfOR8ILed2dFi8Xn5dgagZFrtwI6dkFCX8nvm8Dj5O4r5gPhZcnNNHyGFH078cQtX1P2te9T+Ln7pUJoX3e+dzLlodNp+R1F5974ronMS9RCg6z5iN69TKo9qVtfOpLxsd0f166FJznz0PksuVpHh+TWP3YD+alKsHUzQuRE3tB8zpx/aR9q00vKIqWBeLikPD6OZSrZssvFS0Hyxad5e2ijoVy48/QvH5h+PFgaztYdR6v+3sTc0uYOHsg5qeegFLeB76o37jyUMp+Y0gkTk1qj35r/hD9NkmCRovn/qHYOaQF8mfWTx/GmLF159V953Hx0StYKqTzqhtGtqqGnr8kjzmq1FI/OhynZvaEo62V3mLr4u8+jYsP/oalwgz5s3pgZrcmeOUfggkbDiEsSgk7a0tM7dwQeTO7G/y8Xq9cYZy/+wxL95+DRqOVz7n1KqBp5eJ6jf2x83r7ldJnrhG/Iy1/HhCOnf0aIr+Xs95if2qfc7C2xIrjN3Dk5jOxbUS7ondjZEQ7esKKX3Hr8UvRhrWxssCIjs1QNE82w8Q+K43R7MHPg9uLMRrRntp7Eocv3YaFQgEnexusHdfDILGN0Yf41BhRkiu3H6DXhHkY1q0NOjTTb79t1tINOHNZus4bhF3LZ6FgHvk6r1odh7mrtuDiX3dgYWGOArmzY/bo/sgI+w4dx4TZi7BoxjjUqppxhUt6DJ2AoOBQcW3Z1sYaYwb1QqH8hhmX+retO/3/mfnzcpz58zJ8/AKwe/0SFMzgfT0jv2//+cSqw4cPw9LSEhUrVtQte/ToEUJCQkSCVLZs8glZSqwqXrw4Xr16hbx58370/5MSqby8vNL9fjZv3oxevXqJClOS3Llzi+pZc+bM+cfEKimR6kti61N4ZBRGz1iIDQunI2+u7Lh+54F4vm/9IoPEq1O1Irq0boZOgye+99pbvwDsOXwSxQvlg6HMHdYVDrZyEt3JK7cxYckW7F4w5qPL9UVqsO4c2Ub3fOOpm7j+3Ed0XCZtO4liOTyxrHcT3PP2x9C1R3BoYgeYm5l9Ucz4mxegPrEbNkPmvfeact1sXaLVu6w7jUDMolHQ+LyEiYsHbCesQtStiyIxIk2x719B3J+/warblBTLVTsXAqoY8bNZoXKwaNEHqmWjxHPLlv2hXD8VWn9vmDi5w3rAfMQ/uCo63GlRO48HOpfOgS57rn/W8iRz6hVNkWylDxFKNcYe+AtrO1RFXncH3PAOEs/39KyNbdee42lAhPjZ3MwUQVFpW88PSXh2A/HXj8LyhxGftVxiWb8rVLvnQxv0FiYOrrDqOAXKZzeBxMS7tIj57TeoL18RP9u0+A6OI0cgZNBg2PXqibgHDxA6YiQUBQvAefp0BLZuAyTIAwmRvyxF7J9/4ku83HIKASdviZ9zda2Lkgt64EKL6Sg5txse/bQbfsduwNzJFrX+nAf/4zcR+eSt+N1ny37Hi9V/4EtF7/sdqotXxc923zeD8/hhCOw9DLFXryPm+Gm4TBj+wb8zsbWFY/8eur9Nj/j7lxF3/gCsek57//93coeibG0keD9JsTzhwVWo968QA8VmBUrDsu1QKOf1S1/sPw/AqntyorJE9evPqb7rfaFaOhKwsoXl9wOhXDsJ2oA3MM1REJatBkC55MPbJz1+6vvDe8kc0zYcRMvqZdGsSikcv3YfE9fsxbbJaa9U+TF1vi2PLq0ao9Pw5M8gPDIao39ajg1zxyFvjqy4fu+xeL5vhTxwqU+t6lbFt2WKiiqY2w+dwuQlm7BuxnBsmzdW9zvHLlzHil9/M2hSlTRoIbUh1i+cjgJ5cuKtrz+adOyP2lUriYbu19Sekcwd0hkOiRfXTl69g4nLtmPnT8Mx9petWDu5H/LnyIy3ASFoPmQWalUoDltrq68q/k99Wr33XatTrjC6NPwGnWesg6GINtXwH3TPN56+pWtT1SyWCxN/qA6FmSnO3X+JERuP4ciE9np/D28DQ7H39F8onjd5QHDauv3o27IWqpcuhPCoGDQbuQhVSxVAniz6S/ZoVa8a/sfeXYBHcXVhAP7i7kZwgiRACK7FKcW1UIq7FYpDkaBFijvF3YpDWyjubsHdiRF3z/7P3Ek2gvwEZrOUfm+ffZqdDTk7O7NzZ+6ce27Vch7yd/3PI5iwYA1W/zYSw3u0haW5fB5778kL9BwzE6c2L4CurvJFizNvd6kz7/uaZVHVo7D8vo5cxMTV+7BqVFfFY0v7865jF+BROC1Bdf7mv8Xz30f3wu3HLzF49lrsXzhGJNkqGjtAin0RHoXzqpdVdC+M+pVLic5TTXrfMX7Skg34qW1T1KpYSrQ5TfuNQ41yHiiYN+dX077MHNYj7RrtghfGLlyPTdNHoFXdqqhaprj8vvafwIQlm7D618GKxtbmutetXhld2zRH54GeH7Vcaa3q10DVsiXkdf/rKCYsXIfV00aI10b0aIPalTWT0CSZOaRrxuvyxZuwY9ZI+bXBXeBWQHPnMdr+rs8c1Cldu34L45ZsxarxP2HUwk1YPaEfCuXJgWv3nornu2YP1/g5xfaZw7FtZlqcdfuO48rdx4onVUnm7z0NHQD7JnQT+11gmHwzfUaPxrA0lc9fjnk9wrj1B7FtTCfF40/v1RxueTMmbG0b313987qDF3H14UtFk6qk8+YxO86JhCnpxqp3SCRaLPgTdYrlwZ5rT/DILxQ7+zcS7VlgRNb6Y94n8dppMbDOdPjsDMuNWnQVSUtR4+R11rFMu9GbcOYAYm/Lg3MMajaBccfBiJkjHw+yKnjrQUSeuCJ+tu3YGLmmDcCzdnK/m66FKZxGdEHEiYz9NfY9W0AVl4BHtXvBILcTCu6ajajzN5EUGvHRcePOnEDMji2wmrVQvUzH3BwWIzwRNnwAkl4+h35xD/E8tK98/hK1fBFUUZHiZ72ChWE1bQ6C2zQVn9O/6XOPP30CMdu2wHpuxnW3HOWJ0CEDkPTiOQzcPWA50hMhveR1Dx3QV/27htVqwKxjl6wnVX1mP0no3N/fOSgtK+Kkdd++BVazM233XzwRNkxed313D/E8tHfaeauOqRlMu/dGwmW5b+tTfWr/mNRHJP1OXMq//RQJV04h7sAfMB89L8Ny41Y9ABUQObJLxn3O1BwmvUchatpgJPu8gF5hd5j2GoXIsVlPQMhyf3BMJGJ/l9t5if43jaGXv+hnJ1WprxuHfK9+vu7ETVx96gsrU2NsHNBcvfzwzadYdviaoolN2owtmb/vrGhP943tLLer4VGwNjPBtpHt097T0au4+thb8aQqEX/3Sbldn9QzpV2Xj6eTNx3E99VKoVmVEjh89T7Grd2PzaM7a7xdF23uyj+xcnh7keQlJUu3GLscdcq4wszYSOPt+sbeaYNfDt9+iWXHbyqaVPX/9rlNp2/jkW8wdg5tJZ9XhMvfxew4j65Tzh3je7aCvp4eTl67i+HzNuDAwtEaiB2CXScuZ+ij2XzwHB6+8sOu3waKARrS4I2v7RrifX1EkoioaMxfuwNVyyqbQJiqbrWK6PpDE3QeMiHD8rmrtojx+3+tmSN//4NDkR2kPugdfx1EyeKuyG6zJ/4CSwtz8fORU+cwZupc7Fq7KNvia3Pd6b/nu1pV0a19K3Tqq9z9vC/1+/avnwrw9OnTKFu2bIZl0vR7dnZ2opJVfHw8YmJixM/S9Hzppwt8l02bNsHe3h7u7u6i8pRUESsr4uLiYGyc8cRTqjQlVa5KSEj44L/t16+fiF2hQgWsXr1aHq2hJa99/GBtaSFuQkrKehSD75tA3H2Y9colH6OcRzHkcHj7YkGqbDF+9jKM6t8Nhh+oNPa5UjtpJZFRMaKR/9ByTdlz4R6aVywqfj7k9RitvykufnbP6wQHKzNcfezz2TGSntyGKjQoi/9KBR0T+aCkY2wKVVS4qG6VVckv7kMVHvz2CykX0eLvG5lm6pRSiZiCkQlUMZFAUtZjl81lAydz449erkmvQqJgZWIokqokZfLawy8sGvd8Q7DuwkMMrFVcJFVJ7BV4b8nej6CKDP3o5YJKJW8LiaExVLHS5y6Pws+S+Hh1p5F4eucu9FISSI1r1UL0XnnEaeL9B0gKCoRhqVJQSnJcgjqpShJy9RFM88gjnqRdzMBK7vzXMzVCcnwi4kPkC3rFxCdkSIyKu30P+s7yusfffYAk7/ePLLUZ8TPCV29EcphcNetTJD+/9+7vm44OjFr0Qfxfq9/6HifdvyKSqsTPrx5Bx9IW+IQb8Mkv7v3/77r0vU75quvaOkEVHSGSquR/fx86VvbQddZcVaGg8EjcfeaDRikj0b4tVwx+weF46Z/V4+P7lSvhhhwOthmWvfb1h7WluUiqkpR1d4XvmyBRVUZJUjWJauXkm58SjyIuoppEZruPnEGLb6tC06T3EZFSgS4yOgbWVhYwTBkp+DWdz0hSb0BKIqNjRcehRNoUEVHyDbComFhxA1ITn4G2479LWdf8cLK1QnbaczHtnKqmewGRVCWRktYDwqJERRklSeesE1ftxshOjcVoTzVp34+Wk6Rj4uJFh6WSN2DFd718ybTvultBUSVPkppUlXoem53E+ypZJO19FcwNn0DlO87E575sG0Z2bZFhfz50/gZa15VH47kXygsHG0tcvftE+djLt2Nkl+ZipGuqEoXyIreGKnN9zDFeBzrq73pMbJy8z1mYfVXtS4ZrtGjpGk1Hfl8pCU/y+yrwzvf1b173910zv2+58usud85LPFzTjjXZIeM2l9o2DV+YfyHf9bfbdXl/f+UfBCsLU5FUJSlT1AV+QSG49/R1tpxTpLf7+AW0qJ020FEpMXEJ2HPuNvo3rare7+xTrt9Sk6okETFx0oFPK/acuYHmVUsq/nel1YmIjRc/R8UlwMrESFSoWnfmLgZ+V0qdJGxvocz5RNJjqY8o0/fZ0AgGVeohbu869SJVeIj8Q2ICklKSe8S/f3pfVF36FFJlntSkKkm0130YpKsgnHNCHwQs2oqkkIzXxVaNqiF48wHxc8Jrf0RdvAXL77I2Cj/x9k0kBwZkWKbnnAuq8HCRVCV+585N6Do6iSQq8X5TkqokuqZm/9rPPeHWO9Y9Zy4kS+v+Ql73hNvyuusXenuQq0n9Rog9kFYBJbv6SZTwwe2esu7S7+g6OEEv3bqb9RuEmM3rkRwe9unBP6N/zHLQQESt3yDe56dKengLqpDM+5wxDKvXR+zO1W/tc3qOOaGKDBdJVeLfP7oNXTtH6OZ7/4B1ZfuD0xiUqYXEq8ehCXsuP0DzCm/fdN5z6d3L/62xRbt64S76N66c1q5avn0c23P+DppXku9HKBs/HnvO3kT/5tXTtevmCA6Pwt0XfmhUUY75bRlX+IdE4OWblGOfhol+kpTr9ajYeFiZm2Q439Nku57enmuP0bxs1r9bn7PPrTt5EwMblk87r7DM2sw9n3MeXbNccZFUJfEolA9vQsKQmJJIqmjslbswslOTDLHX/n0aA9vUF0lVEntrZQfUa/sa4kN9RJJpSzei549NRN+0JpTzKPrWtWl0TCx2HzyBAV3apH3/bdNma9IUcW95+gKMHtTng7NYaUpqkockMjJave7ZQdvrTv895UqVQA5HZatNfqnft399xSqpAlXOnBlH31pYWODEiRNo3rw5fv1VrhJRuHBhMV2g/gdOjNq1a4d8+fKJv3fz5k388ssvePDgAXbt+vgpmKTpBleuXClilylTBlevXhXPpaSqwMBAODu/e+oTqbpW7dq1RcWsQ4cO4aeffhJTGg4YMABZTeySHulJFb2yugvlzeWM0PAIeN2+j1Lubjh+9hKiomPg4xeAYtlYwm39jr9Q2t0VxYu4aDzW6AXrcfm2XL1l8Zi+/3e50rye+SI8JhbVi+cXZVqlG37pL3By2lrAL0RzGfQS405DxRVF0vMHiN+3RlxAp1ayMu45BoiPEwlWMSsnf1qSzQeIKcgKyBdRsRvSKrfEbpsP4x+HiKnBdIzNELt1jnrEVnYYe+SuSHIs7mSJAVUKwdbk86fjzGtrjrCYeHi9DkKp3HY48dAHUfGJeBwQjuCoOBx/6IsjUoILgI4VC6NeMc2OwH6XuP0rYNS4j/y5G5ki7i+pitHnf+5mrb5H7Nkz0LG0hI6+HpKD0zpWknz9oOeU1olq0bsXzHt0Q+Lz54hctgJJvp/XwebSoz58/5FHul4ftAwV1w2B2y+tYWRniRsjViEuIK2DzKVnfeRtWxMx3oG499t2hN/5/CnpLH5siZhT5/7v75nUrg6pPnTsqfMwraXcdFHpR/olvXyAZJ8Pjy41qNIQSQ+vqxOtlGL4fb903/Vp4v/JQb7QMbWAbp4iSH71UEwjKCVe6dg4AL7PFInruXwXVFDB3SU3BrauC/+gcNhbm6sv5KWTrRy2VvANCtPYVFWSvLlyIDQ8El53H6JUsSI4fuGaSHKRpu8plmkaXCVt+usoalbIeOPHLyAYV28/xNTB3aBJ0mc7a9wwDBr7G0xMjBEeEYl5k0Zmy4Wdts5nxizahMt35GklFo+SR2POGNQJQ2avEdMRhkdFY87QruqOnK8pvueK3SJn0r1ALgxs/a2YAi67eT3zQ3hMHKoXe3uKzc2nb6Fq0bzqRCulbDhwDqUK50OxArkyLJ/UsyUGzd2IRTuOICQ8CmO7NdNYx51k077DqFmxtPr5vLXbcejMZYRHRmPO6H4aqVb1Mdt906GLqFnGTfG4G/4+iVKu+VEs3VTdoRFS4lwS7K3lBHZJLgdb+AYp2zm/Yf8plCoixc7+87QPHeMnDeiCgVMXY9GmPQgJj8TYvh1gb2P11bUvo+evTbtG83y7uuamv4+jZgXNjML9EtpWbZOPNWk3fOet2yn2uYJ5cmJg5++RO4fyHWqjF27A5TuPxM+LR6VVGB2zaKO4XitRKB8Gtm8ipmj82r7rYxZtxuW7Ke36yJ7IYW+NsIhoeD14hlKuBXDiym1ExcSJUfFFFX6fmc8p0pPih0fGoHpZ5aeZfRUQKhKoVh28iIv3X4qpe/o0qoyKbnLb7rn2AC4/fCl+XtSvJTRh7Oo/5bYtvzMGfF8LthZpNxy9Hr9GeHQsqnsoexNUOmeb3qYqhm45DRMDPYTHxmN22+qIS0xGcGQsjt9/jSN35PXuWMUN9Upo5vpB1yEnVNGRMKzfBvpFS0MlJYT8tRFJD9IGLqUyrN0ciTfOKxLXvktThB+WE08sG3wjprCOOHoJlvWqZPg9g5wOSPB+o34e//qNWPa5krxfi74K/aLFkXjvDgwrVhEJVHpOOZD0RD7+mHbtBaNqNaFjboGIyeM+qVrVl/a5S5Jev4autO7FiiPx7h0YVq4CXTMz6EqJP48fpXuPDjDwKInw6VMUifux/SQSq/49YNmnCxKfvUDo4lWKJWGpt3vquleS111s98ePYFi1BqBKRvyFczD8pjqU8rH9Y0Y15PhxZ8/BuLpy8SW6js5QRUXAqHE76BcrDSTEI3bPeiTdu44kf2/omFtCr1AxJD2+C/1SlaFjYiamEkx+IbcLmuwPVr/HPEVElfOkh5827eaHeD33R3h0HKoXTasmI/ELjRRVfSa3raV4TG3FfhUotatGWHXoMi4+eCW3qw0roqJrWnyvpz7ye3IvoJl23cwYqw6cx8V7L2BkqI8+jb+BhamxSLBKvT6X++YsxcDHvI42Gm/XpSpWQ3/fBRNDA9Guz+7bUtEqx+9r19PH8AuLwtXnbzD5+4xtnSb3ucjYeARHROP4nRc4cvOEeL1j9RKoV6pgtp9Hb/rnNKqWclP3zyoW+8BZlCqSsY9GGigQHB6JE1fv4vDl22JZxwZVUb+S8teNX8I1ROY+IqlvSNona1UsjaPn3j17iya88vUXg71WbN2LC9duwdjIEH07tkKl0pqZSj3Vuj/2oFSJYijuqvmkxfcZNXk2Ll2/JX7+fUbGKl5f+7oTfa3ft399YpVUjSpzhShpWffu3fHNN99gy5YtSEpKwqxZs9CoUSMxLZ9UQepdevXqpf65RIkSIgmqTp06ePLkCQoW/LiTirFjx8LPz09MTSh17jk5OaFz586YMWPGB29kSP8uVenSpREVFYWZM2dmObFq2rRpmDgxY1ldaRrE0b1aZ+nvWJibYc6E4Zi3YqPIKJbKBRbMlwd6Ct+E+pBHz17i8OmLWDs34/poytQBcun4vccvYN6GvVji+dMHl2uiWlXj8tJJpHYKyUXPGwFVSACgqwfDJp1g3HEoYn4fL6rVGNb/EbErpohqV7p5C8Ok93hET/1JrlylkPhdS8T/9UtVh+F37RC3cbocu0ZLkUwljW7SzekCo/bDESNNHRat2SQzyaqWZeFsYYyEpGQsufgU447cxaImn19RycLYALNaVsTC43cQHZ8Ij1y2cLGXbwAkJqsQl5iEjV1rwTs0Cl3WnUR+O3O4Omk+i19NRxcGFRuKZCqpqpWuUz4YNe2HmA0TgdhPL7tt1qE99HLlQtjg2dAx+nBJ5dApU5D8JkBdHt1m+jQEdpLLkn+KwgOawaxADtxoLXf+Ff65Ke5O+QPeu8/BNK8jqu4ei9AbT8VUgPembUOsf6joIHVuUA6VN4/AkcpDkBSd9WkQU1l0aQf93LkQ8NOHS2Hq2tnAsnt7vOk9BJqg45gH+sUrIXbF29OupqdXshr03asg5v/83qeI37lY/F+/VA0YftcecVLHWVyM+J4b1m0nRkxKyVXJb14pkswnWT26G5ztrJGQmIRFO49i7Ipd6NeyDrTBwswUc8b8jHlrtiE6Ng4lixZCwby5oKdwB0J6K7bvx0vfAKz4NePUZ3uPnUP18h6wsdRckockMTEJyzZsw7xfR6JcyeK4df8Rfh49FbtXz4dNusQHTdDW+cyU/nIp/X0nLmHepr8wf0R3rNh1WCQzlS1WUExNNnDGSuyYNQI2Ghglpq34q0d3Tfuu7TqGsSt3Y/EQ5afc+5hqVY3Lub51TvX3lYeiIujq/mnTLCjh0St/HLlyB6vH9HjrtdV/nsKAH75Dwyol8fpNMLpNWSk69pScCjDVim1/4aXPG6yYkjZF06AurcXjgtcdzF2zDetnjIGBwpXK/t92X/nnKbx6E4yxXZSdpunRS18cuXhLTIWV3R698sORS7ewepxmrgs+5xi/eucBDOjYAo1qVMRrvwB0HT0LxQvlU3QqwPfFzs72ZerALumu0fZgSbrkqhU7/pHf18SBX23bqk0rtv2Nl75vsKKffF47dUgPUaFT6v/Y+vcx9J80H3uWTFY87tSfO4r/7z1xEfM27cOS0X2wZuIAODvYysefrX/Bc/Emsfxr+65P6d9O/H/fycuiXZcSnGYN7owFW/YjOjYeHkXywSW3k0b6EjKfUyweldZvtvvYRTSpUU7xG2GSpORk+AaHwyWHHQY2r477r/zRZ8EO7BzbBXaWZpjcpYH8vi7cwbw9p7FY4eSq1cPbw9nOSuxbi/ecEjdjFw9sk6FaVePK7op/5tIAuxUnbmN222oom98Jt18HYdCmE9jWr5HcV5CQJKYOkqYS6rLiEPLbW8HVWdkbz4KunqiGlOz7EtF71kA3T0GYDJyK6Im9oYpIq0ApJQDpOuZE9Ny0Kbs+lcNPrWEoTVk9Zgz07a3h0K8NnrWVpwTMLqroKERMGQ+zrr2gY2yChHt3kPjiWYbBfdFrlouHQamyMO3eB2FD+0kXPP/azz39uodPGg+z7vK6S4llic8zrrvE+LsGiLt4HqrPqdyUxX4SSfD435DkH6CePtBhzhT4temm3HafnLLdTTJudx0bW5i264iw4YOgpI/tH9O1tYV5p45iukCN0NOTE6V8XiBqx0ro5i0Es2HTEenZHarwUEQvngjj77vL+8STu0jyfq74YNd39genoy9Vq7pxSvFBf5I9l+6jcdnCbx3L911+iGpF88JGA9PhaSt2UrIKvsERcrvarCruv3qDPot3Y+foDqJdFe/p/B00rlBUI+cTol0PCoeLsz0GtqyJ+y/90WfeH1j4cytkh3e16/P7t8aKv8+JZKqyRfLi9jMfDFq8A9vH94BNumRqTbTr2/s3Um/jfdeeolqRXBrd3zLvc0lxyWnnFQOawzs4Al0W70N+R2u4KjQF5cecR/91+ioOXbiJNeOULWYgYl++jdWeaeetqfuhtE1iExKwaeJPYqrAzhOXooCzA1zzOX911xDp+4gCQ8Kw4o8/sWqacucOHyspKRk+/oGi/3tw97a49/gZeo2cit0rZsLeRjP3vB49fY4jJ89i7aKMbUp2m+Y5VPx/74GjmLt0DX6fqfl73V/KuhN9rd+3f31ilTR1XkhIxtHHmzdvxvPnz3H+/Hl1MpO0zMbGBnv37sWPP/74UX+7YsWK4v+PHz/+6MQqKWlLmsZv2bJl8Pf3F8lZy5cvF1W0HBw+fvSUFFuqtiVVn5IqTn0safrCIUMy3pAX/z4o6yNJKpQuIR6S+PgE1Py+GwrmTxsNrmnXbt0XFTwad5Y7xKV5dyfNXY7AoFC0afqdxuI2q1UJk5f/gdCISFinKx/3vuVKiI6LFzf6Ng1prZ7/WrrpK811nlq1yic4AjlsNNdBL5KqJMlJSDi+B4bjVoinurkLQtfKTiRViZdfPhLlyqUOnqT71xV/H4lep2DYpAdgYg5dG0foWNiIpCoR2+epKB2t65wfyU/kzFNNkpKqJNK0fO1K5kHzjcqNBiyf30E8JPGJSagzfz9K5raDqaE+GrnLo4VyWZuJZXd8QrI1sUrXIQ90zKxFUpUk2f8FkiNCoOuYF8kv733S3zT9sY0YWRc8ZKhUWg8q6ZGUJDqJUkfl6TnnQJK/POo0NalKEr1rNyz69hWj+D6l7HnBvo2Qs1F5nG09FUkx8TC0tRAJU1f7LJT//ss3CL72GLbli4jEqli/tDbF98AVFBvzI8wL5UTYzU+rnGTRoTVMa1XFm37DxXp/iKFbEejZ2SHHpuXiua61FYyrVYaetTXCfk8rzf6p9PIXFVWgTIYsEM91zK1h1Lw34i1skHjpkPw7JarAsHZrxK6eBER9fmfp+yR6nYRh057iu46YSCQ/u4PYZ3dS3qg+TH9ZjuSUqQE/l3TDXyKNCOtQrzKa/jIfTnaWCAyNFFVNpJtB0s1Av+Aw0dGiaRVKFhMPdfvavr+4uNSEtbsP4ej561g+aTBM0p1PSOu75+g5ePaRb5Zp0v3HzxAQFCKSqiQl3ArDycEO9x4/RZVyyk3/+SWezzStWQGTV+zA3aev8SYkXCQ1pU5N5mRnjfvPvVHZw/WriZ/hu/ZdJTQdKR9ns1N0XAIO3XiCTYO+z7D84PXHWHroCpb3bQI7hTpJU11/8Bw+ASFoOnyueB4YFoknq/fi0Wt/HLt6FzP6yzdiczvawqNgHng9fKF4YtXaXQfEiMPlk4fDxPjta4dKpYpj6tKNePTiteLV8T603dcdOIujV+9h2fBOolqakq7ffwafgGA0HSRXPwwMjcCT5f74qXU9kawaGCpVJpSTN6UqLs52yt14vn7/qbzNB8sdVYFhEXiycoeI+UNdzY40/tAxPiQ8AkcveGHGcLkDWaoa5OFaANfvP1E8sepLaF/U12jLtqiv0dbuOYyjF72wfMIAxfe5L23dtWHtrn9w9PxVLP91mPpYkzrtsTT6uW3jOpi9epuozqmp6SWa1ayIycu3iep0UlKV+vjTqCaaDFA2oetL+a6nalqjvGjXpXWv4F5IPCTxCYmo3XsCXHLn0Pg5hRTb2sJMDBA4dN4Lm6cN1ki8HLYW0NXRQcMK8rS+bnmckNPOCo98AtU3gMX7qlQcU7YcQWhkDKzNlZtqN/WaQNq32n9bHs08l6lfk5LZDl25j01jPn3gz/s88AtBQESMuPkqcc9tB0crU7Fc9BWUlNvwXDbmKJnXAXe8gzSSWKUKfgNVchISL8lTbyW/egJVoD90cxVQ9wMZ1P0e+qW/QfS8UUDCpw9Cktj1aCGqUj3r4AlVbByMK5eAgaMNCv0tX7fq2VjC4tuK0LO1wpvZG5DgEwCDXI5IDJCv3Q1zOyLytDL9Uwk3ryNsRMrfMjCA7abdSHz5dgXrBK+rIglHL78Lkh7LFRT/bZ97Zgk3riNsaNq62/2xG4kvMq67cb0GiFgw57NjZaWfRJKaVCWJ3L4X1gP7QNfKEslh4cqt+410232LvN31CxeBrq0drJesFC/pWlnBsPI30LWyRvRaeZkm+8cMihSBrp0t7FfJsXSsrGD0TRXxPiJXrvrs9VYFyftcwvmj4nnyy8dIDvSDbm4XJN29hqT7NxB1X75JBX0DWM7bpp4aUJP9wVIfkWBoBH33SohZNkYz1403n2HTgIyDbqTzub1XHmJMy28Uj6nN2NI9BdGulpev/93yOCKnnSUe+QSJdlXcm7j+CJuGfdx9syzHt7WU41eU+8Lc8johp70VfILCxPWzlOwiJfzIfXPh4veV9K52/cErfwSERoikKol7gZxwtLYQydyVixXQaLt+3zcElQs5y9v8+lOMaVIempR5n7MyNYapkQEalZHPJXPZWqBkfifceRWgWGLV/zuP/ue8F5btOoLlY3rBTuGq3nIfTSiaDpudro9mN35qWQemxoZo/I1cwSmXg42oanXn6WtFE6u+hGuIzH1El2/dR0BIGH4YIA+ilqpbn7johZCwCAzolLH/TGnOjnbQ1dVBo9pVxfOihQogVw5HPHr2SmOJVVdv3IW37xs0aiv3jQQGh2DizEWif/rHFg2R3Zo1qINJsxYjNCwc1laaHWT8pa070df2ffvXJ1ZJ1Z02btyYYVl0dLRIqEo/h2Lqc2lu0Y/l5SWXWn7f9H0fIk1vkzu3XOZx69ataNy4cZam3pBiS4lgWUmqkki//65/I8/inDUBQcFwsJM7Kpdu2I6KpUuIKXWyi5Q8lT6BquuQCejwfUPU+aaConGk6XBi4+LhmDKv77GLN2BlbgZdHV28CQ59a7n0UJp0s69ITnsUcErrEKtbshC2n72Dvg0q4PZLf7wJi0LZQsqPNBcMjUQiA2LkakT65Woi6fVTdcKVjqUNdJ3yINn/FXTsnaFr74xkf2USHiBN92VgBFWE3CGm51YOKqkalZRooasHHQtr6NjnhCrQBzq2TtC1cRI/a1pMQhISk5NhYSRPVfXPQ3+4Oih3ki9dVDlYyB2/y8/cR4V8DmKKwPrFcuPsEz+0KVdQTBd4xycYnSsVRnZKjgyGjpkVdGxyQBXiBx0rB+haO4ifP4XpD61hUqc2ggcPhSoyMm26wRMnYdqsKSLXrIW+myv07O0RLx13pRFzlpZITkmaNapRHckhwZ+WVNW7IXI3r4JzP0xFYni0WBYfGimqT9l/UwyBZ++KRCub0gXxZOl+8bqxsy1ifeXOLJsyhWBgY4GoZ5+27ubtWsH0u9pyZ2Hk/6/2FXv2Inzqp43Wsh0/AvEPHyNyy8dPSfshUvJUagKVxLj7BCSc+xtJ9y6L53rulWH47Y+IXTMJqrC0+dc18l0vWl79XU9N8lJFyqNwDWp+j6Snd6AK9v/ssFLnkFQxydJM/r4duHATbnmdYWdpjqL5nfH3uZtoVq00jly5CycbS41OA5gqIDgUDilty9Ite1CxZDHkzSl3sihp/d7DOHD6ElZMGgxL84yJJBdv3hcVPSuXkm9WaVIOR3txTvHkxStRLerla1+88vFDgTyaSSbT5vlMeFRMyjmF3Gl37NItWFmYimnIAkPC8fS1v6go8dIvAK/8gpA/p+NXE//t79otuOXV3A3eD59T2WU4pzro9RiLDlzCsj5N4KyBJPUfvq0oHqm6T1mJ9vWqoEYZN2z85xwu3nmCisULIiQiCreevkbHBsp2lK/ffRAHTl4UoxBTv+sJiYnwfROkPrbcevAUwaERik/P9aHtvv6fczhw4TaWj+ikfl1JP3xXRTxSdZ+4BO0bVkPt8iVw6/ELbD98Hn1b1xMV2t4Eh6kTCxWJXbdKhg7R7pN+R/sGUmzNlrL/f8d4SzMzmBgbimN8RQ83kWh16+EzdGpWV+Oxs6t9efvazUt9jbZ+31EcOHMFKyYMhKWZsgmUX1rbqg3r9xzEgVOXsGLyUPW6SwnqYeGRsEuZbvLw2Suws7ZUNKlK3uYJ6dq2m6JtMzTQF6+lbusDZ67CrYCyU21o+7v+Vrt+WWrXpf3dFAEh4XCwkTsJl+88jArFCyFvDnuNn1NIsSX/nLuOIvlyokAu5c9hJTbmpqjgmhfn7j5HNXcXeAeGiZuvBXLY4k1oJByt5X3smNcjWJkZi4dSYuLiRdVqaSpCyT+X7oobwKkOXr6HInkcUcBZ+euGHFamCIyIwdM3YXBxtMLLoAi8Do5EfntL1PfIj7OPfNGmogXCouNw53UgOlfVzPFGqk6edN8LesXLIun2ZejYOUHH3gnJfvI0hAZ1WsKgXE1Ezx+l7kf6VHbdm8O6SQ086zgGyRHy34o8fgX3K8hV6iS5ZgxC7L2nCFqzTzwPP3AWtu0awNvrAQxyO8GsYgn4jPsdSpAqFKlC5P4A07adkHDjGpJ9veV+Cscc8s9Sv1kRN+ha2yDZz+df+bm/S/rEHtP2nZDgdQ3JPvL6ivily4jPIeHqlc+Kk9V+EujpikSi5GC5L8GkVjUkBYcollQl0bG1hSp13dulbHcfb/EI/rFF2nsfOhKJTx8jdveO7OkfS0pCQPO0inxWo0Yi4fFjRG//tPiZqSLDkXj3OvRLlEPizUvQsc+hrmAl0bGyhSpM/lyMmnZA4j0vJL/x0Xh/cCqpknqy3wuN9AMfvPEERZxtUcAx4039S499RFWbSoU1N32XNmLbmJuggmsenLv3AtWKF0hpV8NFuyre07WHKJLLXv1c+fimqOCWD+fuPEO1EgXhHRgKn8AwlCqYW7Sxf1+8g2ZVSuDItQdwsrZQdBrA97XrUvJWYFgUnvoGikpaL98E43VAKPI72WZLuy659NRf3uYFNXvP7V37XP1SBXH2wWu0qVIMYdGxuPMyAJ1reGTLefTB8zeweNtBLBvdC872yieI//BtJfFQx568Au3rf4Pa5Yrh/gtfnL3xEG3qVkJYZDRuP3mNzo2qfVXXEO/qI6peviRObJyv/h3PuSvh6pIXHZtproBFKhsrS1Qs5Y6zV2+geoXSeO37Bt5+b+CioUHGEimBKH0SUZefR6Jj62aoU70yskN4RCRi4+LgaC9fLxw9dR7WVhawyobK1tped6Lslt3ft399YlW9evVElSapapWUiCSpW7cuhg8fjn79+uHnn38WyVS//fYb9PX1UauWPD+1t7e3mOZv/fr1qFChgpjuT6pq1bBhQ9jZ2eHmzZsYPHgwqlevDg+Pjz+hePjwIS5duiQqTknvac6cObh9+zbWrVun/p3du3eL93z/vlyF588//xTVraTpA6VpDQ8fPoypU6di2LD/XwpZkxav2YqrN++JzmFp6pyJIzQ3zcbEuctx6uI1BAWHovfIKTAzNcb+9dlT5SAyKhbDZq9CbHy8SKaSpsRZNLqPmHP5XcvTJ+wpZfeFe2hZWR6xkWpQ08oYs/EImkzeCAN9XUzt8C0MFCixb/Rjf+gXryCSpUz6/Sqm4Ipe5AmTHmPE1HuQEhADfRG7fpb4fanceOyWhTDuPkouu6yri9jtv6dVuMoCaeSRXpHSIoHCuNMoqOJiEbt2MozaDIKOgaEYpYGocMRtmiH/g6gwxO1bAeM2g8Rr0mcf9/caqMKCshx78vF7OP08CEHR8fhp33WYGepjX8cq710uPR924CaSVfKIoVxWJpj8bcZt9DmWnLqH668CRSlmaSrA8Y3LiOUDahXH+L+uYts1uTpSl8pFUCLX513QGdRpD738JaBjZgnj5gOhSpA+97HvXS5Nsxh/dCOMGvUCVMliasD441vUnR1ZoevgAMv+/ZDo7Q3b+fPEMlVCPIL7/ISIpctg5Tka9ps3QpWQgLDJU+RS68bGsJn+G2BoIPa55LAwhIzK+ug0KUHKfWIHRD33xzc75X+fHJ+IUw3H4UqvBSg+rj109HWha6CHpyv+QchVuUJXmfl9YORgCVVSMpJiE3Cl13wkRsRkOb6eoz1sBvdF4msfOC6VR8io4hPwpmt/WHZrD7OWTaBnYwWDggVgPfxn+HfojeRQ5SpEGTbrBT3XMvL3rcsY8X2LmfPzB/+N0Q8DxHfeqMMv6mWxqyZm6Nj6qNhNe0KvSErsznJsKVnL6MchKd/1ZPm7vvE39b8xqNMGevncxPQH0lSAcXuU6RgPDovEkIVbkZysgvRfbgdbTO4ld0yO7dJUTAsoTVNlbmKEST3SOkyVMHHBapy65IWgkDD09pwBMxNj7F89G4s37MTV2w/k9rVoYUwc9Pb0YZ/LLzAEs1ZvR+4c9ujuKe9/Bvr62DxrtPh595GzaFbnmywlfX8qe1trTBj2E4ZNmAkdXV2okpMxZmBPODspm+DxJZzPREbHYNicdYiLTxCjsWwszbBwZE8x+m5crx8wfO46sVzaH0d1b6l4B5I244vv2qJt4rxbJVXKcbDB5J7yd2rS2j9x+sZDBIVFou/sjTAzNsRfMzQzRdfuS/fQslLG9nrMxqOwszTBoNUH1MuW920qKoRqkp6uLmb2b4O5Ww+K0udSAoKUcFWysDwiVgl+gcGYtWqrSJjqPmq6eoDHqqkjREdZRFSMGPkrjVCcPeonWCo8QOB9290/OAyztx4Sz3v8tjblfelj07ieyA6D2jXG6MWb0WTgNOjr62Fq//ZidHJ2WL7rCLYfvSBGgD5+5Ydpa/fgj2mDYKtgosmHjvGzhvfCnLU75H0uMQkdmn6Lkm4Fv5r2JTIqBsNmrUSsdJzT0YGNlTkWjekL/6BQzFq7E7md7NF93Dz1Prd5+oivZt0nzlmGUxevytfMv0yGmakJ9m9Y9N7lSpKPNdvkY83omerPd+WU4eg3ab6omCRtDymhasHYAYrGlq/LV8vbXLRt5lg0sjeCwyIwZNYqcT0lXa/ldrLDlP7ZN/1sdnzXRbs+d73crkv7u6U5Fv7SXVwXL9n2D67dfyq+6x5F8mNCn7Rp6jR5TpHaH7Ln2EW0rJN2w0oTPNt9iwkbDmH+ntNi/T3b1UVSkgrDV+5DXMo+J90oXtC3haL9NEHhURj6++60ts3eGr92a6x+fffZG2hZTTNVV+3MTTC2WUWM+ENe52SVCiMblYOztRkG1C2F8bvOY9sluTpSl2rFUSL35yfTGbUbAP0S5aFjaQuTAVOA2BhEjeuG2M0LYdxxMHRadJM6RRC3aQFUoUHQsbaHceteSA7wgWlKJQYkJiB6etanKtPPYQfnMT0Q/8IXBTZPU18zP22ZUiHnPQKW70Tu6QNR5PgKcW3hM2EpkkKylmRj9vNQGFaoBF0bW1hNnglVTDRCureHWcfu0HcvAR0pgejeXUTOS+mf0teHxdBR0DEzE/0WqthYREwZlyE55t/yuZsPHArDipVEIpX1tJlQRUcjuEt7mHbuDoN06x4xO2XdUxjXb4TYgwfE+/pUn9JPIlUxc5g7JaWPSCX6iAKHen5SfLMBKdvd1hZWU1O2e9f2MOuUbrvfvYvIORnXXQmf0j+mJOPOg2DgUVEkS5kN/Q2q2GhEjuyMmPXzYdp1KIxb9xR9cDHr5ol9TvybFl2gV8Rd9NMkPbmL6NVyX7HG+4PTTwN4Va6mpbTdlx6gZUW3dy5vWs5VtH2aoq3Ynm1qY8LmI5i/96zcrv5YG04picq7z99FyypylXFN8WxfDxPWH8D8XSfEOnp2qAcnGwuMbV8P49bux6oD52FubISJXZStqPK+dl2q1DW2Y32MWLYnrc1t952ilew/1K5Ldl99jKalC2p0f3vfPjegQXmM33YS287dFc+71CqJEnmVHfz3PtK1up2VBQbNXqNetnxMb1EVVdMG/FAP45bvwB9HL4jnXRtXR4mCeb6aa4j39RFtnjMW2WHivJU4dem6fG06app8bbp2HsYO7I7xc5Zj7sotYn8fN7AHnOw1k8j5JYiMisaQcdMQFxcvrlNsra2wePp4jdxbJvoSTJyxAKfOXRIV0noN8RTf/QPbPn8Gni/x+6ajEmeu/25SElO3bt3Qu3dv9TIpOWnixIkiqUnq2JQqW02ZMkUkL0mkqQILFCiA48ePo2bNmnj16hU6dOggfj8qKgp58uRBixYt4OnpCUvLtFJh+fPnR5cuXTBhwoR3vpd79+6hXbt2ePDggWiwpESu6dOnw9U1bZqVtWvXomvXrvJFg5Ql/88/ItFKmnJQWlaoUCH07dsXPXv2fKtTVnqvpUqVwrx58gXYx4r3SZleKZsZ5iyO+Fc3tBJbxM9TEnG3D2sltpF7XcQckMuWZzeTBgMQ0V97ZR0tFu1H1DjNlA7+f8wmbUX0Qu3MX2368xLErB8FbTHpNA3R89KOg9nJdNAy+FWvCW3JceoE9uZop5XYzfw241X5OlqJnefyUUSNkacQ1QazKdsRNfYH7cT+dRtiL/yhldjGldog/uklaIuhSwXE3T+pldhGbjWQ4PtpU4IqwcC5qFbPaWJvyJXtsptxyYZai62Of36LdmJXbouYv7N23qsUk0aDEHtpO7TFuEJrxD06p5XYRoWraG2bp273WK+/tBO7VGPEXtunndhlmmrt+J56jNdm+xJ356h2Yhevo/XPPf615qc5fxfD3CUQ9/AMtMWoSFXE3Tyondge9bT6XdfWMU59nNPiOU3MUXnac20wqdMLMafWaid29S6I2TZJO7F/GIeIPvWhLRZL/8Ftl7TktOzk/vQvBDaooZXY9gdOav1zD6irnXV3OHxSa/0kqX0lgfW0tN0PntRa/5jUNxbW9Vtoi9WaI1rtD47Z92mJX5/LpOkwrcVWxz+0RDuxv/sJMSey58bpO+PX7Pafbde1vc9p9Tz68k7txC7/vdbWW91foMU+ovgX16AthvnKIOGNPCg+uxk4Fv5Pxk6NT/89CYHybFbaYGDvotXv23+iYpVk3LhxokJV+kQkqWqV9HgfKUEqfU6ZlEh18uSHO1OlKQalylJSctP7FC1aFNevp8zJ/h5SYpb0SFW/fn3xICIiIiIiIiIiIiIiIiIiIiKiL4Pm53/JBo0aNUKvXr3E9H6aJFW3ql279gcTqzRl06ZNMDc3x+nTp7M9NhERERERERERERERERERERHRf81XUbFKMmhQ1ueU/5QELumhDU2bNhVTHkqsra218h6IiIiIiIiIiIiIiIiIiIiIiP4rvprEqq+dhYWFeBARERERERERERERERERERERkeZ9FVMBEhERERERERERERERERERERERKYmJVURERERERERERERERERERERERJkwsYqIiIiIiIiIiIiIiIiIiIiIiCgTJlYRERERERERERERERERERERERFlwsQqIiIiIiIiIiIiIiIiIiIiIiKiTJhYRURERERERERERERERERERERElAkTq4iIiIiIiIiIiIiIiIiIiIiIiDJhYhUREREREREREREREREREREREVEmTKwiIiIiIiIiIiIiIiIiIiIiIiLKhIlVREREREREREREREREREREREREmTCxioiIiIiIiIiIiIiIiIiIiIiIKBMmVhEREREREREREREREREREREREWXCxCoiIiIiIiIiIiIiIiIiIiIiIqJMmFhFRERERERERERERERERERERESUCROriIiIiIiIiIiIiIiIiIiIiIiIMmFiFRERERERERERERERERERERERUSZMrCIiIiIiIiIiIiIiIiIiIiIiIsqEiVVERERERERERERERERERERERESZMLGKiIiIiIiIiIiIiIiIiIiIiIgoEyZWERERERERERERERERERERERERZcLEKiIiIiIiIiIiIiIiIiIiIiIiokx0VCqVKvNCIiIiIiIiIiIiIiIiIiIiIiKi/zJ9bb8Byh4Jbx5pJa6BY2HEv74FbTHMXQJx909qJbaRWw3EbBqrldgm7X9F9Lze0BbTQcsQs2qYVmKbdJ+FmJVDtBO7xxzEHF+pldgifq0eiPl7nnZiNxqEmPWjtBJbxO80DVFTOmklttmY9drd3/+YqJXYIn6b8YjZOEY7sTtMQazXX1qJbVyqMeJ97kBbDHMWR0LgU63ENrB30f66+97TSmwD56JaPaeIu3lQK7FFfI96iNk2SSuxTX4Yh5h9s7QTu+kwxN0+DG0xcq+rtfNo6Rw69sIf0BbjSm0Qe2O/dmKXbKjV73r800vQFkOXCoh7dE4rsY0KV0H88ytaiW2Yv5zWP3dttm3abtfjX1zTTux8ZRD35IJWYhsVrKT19iXu3nHtxC5aC7FX90BbjMs21+p2jzmwQCuxTRoMQNSY1tAWsynb8bTEd1qJ7XLrEN7UqaGV2I5HT2qtnyK1ryLipwZaiW2x5IDWtnnqdg9uoZ3tbrv7JJ6VrKuV2AVuHNbaeqeue/TywVqJbdprrtauX6RrF20d31OP8bHX9mkltnGZpto/p3l4Rjuxi1RFzJGlWolt8m0frZ9Paev6SVyzavMc/s5RrcQW8YvX0Wo/ibau21Kv3RL8H2gltoGTq1b74bUVOzU+/fdoe59L0OL37WNwKkAiIiIiIiIiIiIiIiIiIiIiIqJMmFhFRERERERERERERERERERERESUCROriIiIiIiIiIiIiIiIiIiIiIiIMmFiFRERERERERERERERERERERERUSZMrCIiIiIiIiIiIiIiIiIiIiIiIsqEiVVERERERERERERERERERERERESZMLGKiIiIiIiIiIiIiIiIiIiIiIgoEyZWERERERERERERERERERERERERZcLEKiIiIiIiIiIiIiIiIiIiIiIiokyYWEVERERERERERERERERERERERJQJE6uIiIiIiIiIiIiIiIiIiIiIiIgyYWIVERERERERERERERERERERERFRJkysIiIiIiIiIiIiIiIiIiIiIiIiyoSJVURERERERERERERERERERERERJkwsYqIiIiIiIiIiIiIiIiIiIiIiCgTJlYRERERERERERERERERERERERFlwsQqIiIiIiIiIiIiIiIiIiIiIiKiTJhYRURERERERERERERERERERERElAkTq4iIiIiIiIiIiIiIiIiIiIiIiDJhYhUREREREREREREREREREREREVEmTKwiIiIiIiIiIiIiIiIiIiIiIiLKhIlVRERERERERERERERERERERERE/8bEqqCgIDg6OuL58+f4L+vSpQt0dHTEY8+ePdp+O0REREREREREREREREREREREX61/RWLVlClT0KxZM+TPn1+97OjRo6hSpQosLCyQI0cO/PLLL0hMTPzg36lZs6Y6MSn10adPnyy9F19fX7Rr1w5FihSBrq4uBg0a9M7f2759O9zc3GBsbIwSJUpg//79H/y7J06ceOu9SQ8/Pz/178yfP1/EJyIiIiIiIiIiIiIiIiIiIiIizdLHFy46OhqrVq3CwYMH1ctu3LiBhg0bYsyYMVi/fj28vb1FglRSUhJmzZr1wb/Xs2dPTJo0Sf3c1NQ0S+8nLi4ODg4O8PT0xNy5c9/5O+fOnUPbtm0xbdo0NG7cGJs3b0bz5s1x7do1uLu7f/DvP3jwAJaWlurnUqWuVFZWVuKRnXb/fRhjf5uP+VPGoE71yhqLM23RKpw4dwU+/gHYvmwm3AoV+OByJcXFJ2DErOV4+soXRoaGsLWygGff9sjr7IhbD5/htxVbkZCQiLiEBDSrUwXdWtZXNP7Zx75YfPw2EpKSYWygB89G5eCawxrj9l6C16tAsczEQB/D65WGey7bz45nUKMN9Ap6QNfSHjGbfoUq4PUHl0t087vDsEozQEcH0NFFwtVDSLp3Icuxpx+5jROP/eAbHoOtnavDzUnen18ER2Lsfi+ExsTD3EgfkxqWRiF7C8QlJuGXfVfxNCgSxvp6sDE1xJjvPJDXxizrsY/ewYnH/nLsTlXTYodEpcROkGM3KCliSxosOwZDPV0Y6euJ590rFUQ9t5xQQnxCImbvOIFzd5/ByEAfRXI7YHzH+vhl5Z946hsEYwN92FiYYky7usjraAOlhEbFotfv+9TPYxMS4R0UjmMTu2D2vnPweu4HY319mBgZYHjzb+CeN+0YpJSzT/yw+MRdJCQni+3q2bA0XJ2soVKpsPT0PRy481p87tamhljZofpnxTL8rgP0CpeGrrUDYlZ6Itn/pVhu3HY4dMysoIIKiItF/KGNSPZ/IV7TsXGCUdNe0DGxgCouGnF/roAq0Fvj+7ukz7bzCIqKE4m1Zob6+KWOu/rffa7TD72x+OhNJKtUSEpWofM3RdG0tAtuewdh5v6riIlPBHSAYfXLoIJLDijp7GNpm99JO841LCOOc6kuPXuDPptOYUjdkuhQsTCU1nvKMgSFRkBXRwemJkb4pUtzFC2QG2e97mPRHweQkJgEY0MDjO3ZGq75lfmOS6YtWIkT5y7LbdiK2eo27MVrH4z5bSFCw8JhbmaKyb/8jEIF8kKT4uLiMXz8b3jy/CWMjAxha22NccP7I29u5db3S113KVb3IePUz2Pj4vHaxw+n9qyDlaX83cuOc4p2w6YiIWUQQGJSMp689MGO+eNQJH9uRd9D718XIzDd/j6y2/coWiAP4hMSMGvdHpy7cR+GBvpwzZ8L0wZ0UjS2OM4cuYFkFZCUnIzOVYuJ44w4vh+/hQM3n8vHdzNjrOz2raKxRfu27O+M7VtwBI6N7wBLEyMsPXwNB64/hqG+nhy/T2NF4/eetAiBIeHQ1ZU+d2OM7NYKRV3yvHf513IeLWkwdA4M9PXEcVTSrXE11K9YAi/8gjB2xS6ERETDwtQIk3q0RKHcyp5X9J78e8bje9eWcLa3Qa9JS9S/ExOfAG//IBxfOQlW5lk/h/wSrx/i4uMx/LfFePrSB0aGBrC1tsTY/l2RN6cTgkLDMGbWMrzyfSO+62P6dUG5Em4Kxk7AiBm/p8SW2hMLeP7UScQeO28V7j5+LraHvr4eBnZujUqlikFJ05asw4kL1+DjH4jtS6bAraA8+OrUJS8sWrcdycnJSEpKRpfWjdCsbnVlY/++HicuXIfPm0BsXzQZbgXzieVnrtzEwvU7xDY3MTLEuAFd4eoiv/Y1tG3vcubSNSxctUW0a2Kdh/SBq4aOMdMWr8WJC1flbf77NPU2j49PwMzlG3Huyk0YGhrA1SUvfhvZX/H40vdtxG/SPu8tn0NZWcKzf2exz6/440/sO3IGL338MXfMz6hdpazi8f9fO7Ln2HmMW7wJ80b0RO2KJZWNPX4+AkPDU46xxhjZ8wcUdcmLFz7+8Jy/DqERkTA3NcGvAzqjUF7NnFPuOXEZ45fvwNzBnVC7fHGMXboN9555i89DX08PA39sgIruhb6abS7OZxbveft6/ddu4tzKc9NRvAoME+czo1vXQNmCn/+5GzbqCr2i5aBr44iYRcOR7JtxtgD9MjVh9H0/xG6cgaR7l8UygxotoF+6JnTsciBu8yz18qzSMTSA48wxMHDJC1VcHJKCwxD46wIkvvKBw69DYVSquFiuio5F0PTfEXfnYYZ/b1AgD3L9sRgRO/YjaMbSLMU27zcARlWqQC+HM4J7dUfik8fy51G+Asy6doeOgQFUsbGImDsbiU+fyJ+Fqxss+g8ADAyhY2iI2IMHEP3Hln9dX4VR6z7Q96gEXTsnRE3th+TXT+UX9A1g1LIH9IuVhSohHsnezxC7dqYc2yEnTDoPhY6ZJVSx0YhdPxvJvvJ7/rdsc4lp9wEwqFAFeo7OCBvcHUnP5e1uUKYiTNr1AHR1AD09xO7Zivjj8r0Ii1/nQdchB1TRkeJ53PGDiPtz+yetu8P0MTAsmA/JsXFIDg5F4BR53e0nDYNxqeJiuVj3mUsQn7LuNv27wrRmZaiSksXzsDVbEfXPiX/Vuk8/dgcnn7yR+8c6VoWro6W6T3bcgRsIjY2HuaEBJtX3QEF7C9Ff1nv7RfW/j01MgndoDI72rQMrE0MoYc+paxi/ag/mDmiL2mWL4vZTb8zctB/RcfGiT25o2/qoWMwF//Zj/Hvb1mXbMHdIZ9Qu746xS/+A14Pn4nrO1NgQwzs1g3tBZa9ZtXlOI1+/LE25dpOvnTz7dhDtutRX8fuWfThw8iIMpL54S3OsmjoCShL3AHadwrl7L2BkoIciuRwwtUsD9et7zt/BhI2HMKdXE9Quqew5zfvOp1JdvPMYfaauxNAOjdChQTXF42rz+knr5/ATF6ScR+vKfXPdf4BL7hwYMWcVnr7yk/dFqR+h94+iH0HT/SRSP/jpa3ex6I/9UCWrkJicjC5NaqFpzQpf1bVbZiLu4lU4e+m66L8oUig/po8dqvG42d0P/6XEpv+uqXN/x4kzF+Dj9wY71iyCW5GCX23sLz6xSqr0ZGRkhEqVKqmX/fHHH/Dw8MC4cXJHYqFChTBjxgz88MMPGD9+vKhi9T5SIpVU4epTSVWzpMpRktWrV7/zd6TX69evj+HDh4vnv/76Kw4fPoxFixZh6dIPX/RJiVTW1mk3m7XJ29cfO/46iJLFXTUeq271yujapjk6D/T8qOVKa/VddVQt6y4unLb8fQwTFq3H6inDMGnJBvzUtilqVSyFsIgoNO03DjXKeaCgQp2G4THxGL37IlZ1roVCjla49iIAo3dfwM6+9VHbLRfGNSkHfV1dnHrog+E7zuHAwM+/CZj0+BoSrx6E0Q/DP2q5xKh+N8TumC06bHQs7WDcaSJiHl8HEuKyFPtbV2d0qVgQXTadzbB88qGb+L5kPjQrkQeHH/hg3P7r2NxJvhEiLa/q4ii2zdZrzzDxnxtY1bZKltf72yI50KWCC7psPp8p9i18XzIvmrlLsX3FBf3mjlXVr09vUlqxxJb05u8+JfLU9k3qIdYtMEzupPi+aklUdS8gr+/xa5i44SBWDf1RsbjSzeRtw35QP1933AtXn/jAyswYtUsUwLgfakJfTxen7jzH8HWHcGBsByhJ7PN7r2BVx+oo5GCJay8DxfOdvb7F5stP8OhNuPjZQE8XgZGxnx0v8d5lJJz/G8adMh5DYnctBuKixc96rmVh2KQnYlfKv2PUsCsSrx9H4s0z0HMrDyPptTUTshz7U/b3GU3LwdJYvjF97KEvxu33wrauNfC5pI6CMTvPY2XXOiiSwwbeIZFosfAv1CmWB0O2nMKkFpVRqWAOvAgMR+91x7BnQGOR3KfYNt9zCas61ZCPcy8DxPOdfb4Tr0fEJmD+sVuoWsgZmjJzUCdYmpmIn49euoVxS7Zi1fifMGrhJqye0A+F8uTAtXtPxfNds98+Bn6qujUqo2vb5uj885gMyyfNWYpWjeuief3aOHTyHDynL8TWpXKHtSa1alof1SqXF8eXzTv2Ydxv87B20QyNxPqS1t3ayhI7V81TP1+zdQ+u3LitsRvP7zun2DxrtPp3Dp29iqV//Kl4UpVk5pCusDSTBw4cvXgDYxdvwo5ZIzFv05/iPf25wFNud0LCFY0rjjM7zomEKfVxZsGf4jiz59oTPPILxc7+jUQCTmBEDJQm2rch36ufrztxE1ef+sLK1BibTt/GI99g7BzaSo4fLh//lTRzaLeMn/uijdgxZ9R7l39N59GSGT/9ALd8GY/jv67dh+9rlkOzaqVx+PIdjFu5C5snZK1a8P8zc3CXdMf3mxi3ZAu2zxyObTPTjuXr9h3HlbuPFUuq0vb1gzp+/VqoVr6kfEzfdxjj563EmhljMG/1Nni4FcLSySNw+8FTDPx1Hv5ZKyW/KXfp36peDVQt5yGv+59HMGHBGqz+bSSG92gLS3N5f7/35AV6jpmJU5sXiErPSqlbrQK6tm6MzkMnZTj+jJq+BKtneooOWm+/ADTtMRzfflMeZqYmysWuWgFdWzVG52G/qpdJ23jkjN+xduYYFMqXG1dvPxDPdy/9DV9T25ZeWEQkRk6Zh7XzJovk6Ks374rnu9fI/SRKq1utIrr+0ASdh2Q8H5+7aou4nvprzRy5XQsOhaa0alAz3T5/GBPmr8bq6aNE4mCD6hUxbt4qjcX+UDvi/SYIO4+cg0eR/JqJPbyn+jt99MJ1jF2wDjvmjcWk3zej1XdVReLooXNXxfIts5Rt2yTeAcHYdfwSPAqlJeEP79hEfdy/99wbvaaswMll4xQ9zmhzm4vzmRFp1//rjl1XX6+P33wUJfI5YUmfJrj90h9DVh3A3+M6wkBPHgj2qRLvXEDC6b0w7pV2bEulY+0A/XLfIullxuSWpCe3kHjzLIxa/oTPFb7jb8SclhOzLNs2hcPEwfDtNhxRR88iYMJcKVsfptUrwnG2J17VTzcoQF8P9uMHIeo0/3i8AAEAAElEQVTYuU+KG3fqhEiKspm/UL1Mx9wclqM9ETJoAJJePIdBCQ/xPLhHV/G6xZBhiFq7GvHnz0HHwgJ2azYg7sI5JL2QE5/+LX0VidfPIP7wDpgOzTg42aiZvJ5RE3rIn4dl2iA/43Y/I/7MASReOAL90lVh3GkooqcPxL9pm0viz59AzJ4tsJyatt0lZoM8ETF2IJJePBWJRFaL1iP+/CkgVr5uiV69CAmXzuBzRezcj5gzl8TPFj82g/34IfDrMQzRR88icOIcse4m0rrPHIvXDTuK3wtbtw0hi9aIn/Uc7ZB79yrEXLiG5NDwf826f1vEGV3Ku6Dr1oyDdKccvo3vPfKiqXtuHJb6wP65iU0dvoG1iSH+6JSW5LH+8lNcfR2sWFKVd0AIdp28Co+CudXnkoMXbMGvPVugUvGCeO4XiN7T12Hv9AHqwSP/1mP8O9vWYxfhUTitba1Tzh3je7YSCcsnr93F8HkbcGBhWv/F13BO06p+DVQtW0Ju1/86igkL12H1tBHY9OcRPHr+GrsWTRKJVYEhYYrHnr/3jIi7b3yXlHsAUerXvIPCsOvsLXgU0Fyf6LvOpyQR0TGYv+UAqpZSbhDOl3b9pNVz+GE90vb3C14Yu3A9Nk0fgVZ1q6JqmeLye9p/AhOWbMLqXwdrvJ9k24xhGL1wE1ZN6Ici+XLC+00wmg+ehjoVPWBmYvxVXbtliLtsnYj39+alctygEGSX7OyH/5Ji03/Td7Wqolv7VujUd9hXH/uLnwrw9OnTKFu27FtVo6Qp9tIzMTFBbGwsrl69+sG/t2nTJtjb24vKUaNGjRIVsZR2/vx5fPttxlH49erVE8v/n1KlSsHZ2Rl169bF2bMZb8ZnJ2mk7/jpCzB6UB8YGCh3AfE+5TyKIYeD3UcvV5KUHV6tnHxiLfEo4gKfN0HiZx3oICJKvpCMiY0TN+OsLJS7KfMqJFJcFErJBpIy+RzgFxaNe74hqOmaSyRVSUrktkNARIzIJP9cyd6PoIoM/ejlgkoFHaOU6m6GxlDFRgJJH556813K5rGDk0XGmxvBUXG46xeGRsVzqS+2/SNi8TIkSlSKqlbQSb1tSjjbwCfs076zH4xdLDV2DviHy7E1KSYuHnvO3UL/ZtXU62ZvZS4qV1Ur4ZK2vi454ROk/AVdensu3kPzikXFzzXdC4ikKhE7nxMCwqJEVRUlvQqJkvd5B3l0Wpm89up9ft2FhxhYq7hIqpLYm3/+SX3yqwdQRbzjhDmlo1KiYyTtFyr5iakFdJ0LIPGW3FGXdP8ydCxtoWPjqPH9XZKaVCWJiJMrSClFJyWJSRIVlwArEyPEJSQhJCpOJFVJ8tlbwsLYEGcf+WruOJc37Tgn+e2f6+hZtahiHWTvknoxKYmMjhHfsVf+QbCyMBVJVeJ9FXWBX1AI7j1Nq9b3ucqVLI4cDvYZlgWFhOLOgydoXLeGOvHB700QXnprdqpfaYRK9SoV0tq64m7w8fXXWLwvad0z27X/CFo2VLZa0secU6S3+8gZtPg2LYlXSakdN5LI6FhxLhMdG4fdx87j57aN0todm7QKqcoeZ+IzHGekClXrztzFwO9KifMoETvTsVET9lx+gOYV5MEB607exMCG5dPiW2atYm2WP/co6Tjz4eVfy3n0+wSFR+LuMx80quIhnn9brhj8gsPx0v/t74Nyx3dpf3/b7uMX0KJ22iCdf/v1gxzfENUrlFLHL+lWUIwIlRw8fRE/NKwtfnZ3dYGjnQ2u3LqvYGwDdUKXxEOK/UaOnZqAkbq/a0K5EkXfuV9L7yciKkrd1ltbmsNQ4etYqfJXDoeMFYRf+/qLWNJNAUlZd1f4vgkSlbu+lrYtM6kylrWlhbriZFmPYvB9E4i7D+WKLkor5/H2No+OicXugycwoEubtHbNVjMD1KTvW4Z93rWQ+vtWwrUgcis8wjyz97UjUp/NhCWbMap7a1GdTiOxM32npeNbUGg47j5+gUY1K4rldSuXgV9gCF76vlE0trR+E5fvxMjOzTKsX+bj/te4zdPbcyHtev2Q12O0/kauMuGe1wkOVma4+tjns2MkP78HVXjw2y/o6MCoRR/E/7UaSEzI+G9eP4Yq5PO3uSo+QZ1gI4m9cQ/6OZ3Ez9EnLogkE7H85j3oO9oDKX0FEps+HRB16DQSX2S9YpMk4dZNJAcGZFimlzMXksPDRVJV6u/oOjpBv3BKVWUVoGsuJ7DqGBtDlZgAVXjEv66vIunxbahC5X1azdAIBlXqIW7fOvUiVbj8/nTMraCXtwgSLx1TJ2bpWNtDx8H5X7XNxXu/exOqoIB3vTPomJmLn3RMTaGKCH9rv/9cYt1TkqokcTfTrfvJ8+p1j8u07skRaX2UuiYm8mwCn5BMqs11L5vb9u3+seg43PUPQ8Ni8uCDbwvngH9EzDv7ZPfcfoXm7rmVa19W78XIDo3U7UtoZDRCIqJEUpUkfw57WJga48zNR/i3H+Pfblu3Y2SX5jBMN+iiZrniIqlK4lEoH96EhCExKQlfyzmNfO0mJ9dIPFzTrl/W7jqIgZ2/F0lVEnsbZQdXx8QliIpU/ZtUSXcPQL42TE5WYdKmwxj5Qy11X4XS3nc+JZm2di96tagDawvl+0e+hOsnbZ/PZeybk/uixb6YMjhLvKciBd7ZZ6ipfhIpbGpfRVRMrBh8pvR3TtvXbpnj7vr7MAb07JgW1065mWG+pH74LyU2/XeVK1UCORwd/hOxv/iKVS9evEDOnDnfSlKaN28etmzZIqpU+fn5qaf38/V9/825du3aIV++fOLv3bx5E7/88ouYem/Xrl2Kvmfp/Tg5yRdGqaTn0vL3kZKppGpW5cqVE4ljK1euRM2aNXHx4kWUKVPmo2NL/1Z6pCdV/Mrq5da6P/agVIliKO6qmfKjX7JNfx1FzQpyudlJA7pg4NTFWLRpD0LCIzG2bwdFT7Dz2pojLCZeTPlXKo89TjzwRlR8InxCo1DUOa2R33zxoajmkppold3i9q+AUeM+UCXEiQSruL+WAsnKXGD5RcTA3sxIvW5Sg5/DwgR+4TFvTfm3+epT1Cys3BRlfhGxb8e2NM4Qe+z+G6Iby93ZCgOqu8HW1Oiz474KCIWlqTFW/XMBF6UywIb66NP4G1R0y1jydvOxq6ipoRLAEq9nfgiPiUP1Ym+X2t18+haqFs2rTrRSfJ9/HYRSue1w4qGP2OcfB4SLpKPjD31x5P4V8bsdKxZGvWLKV3NJZdikF/Tyyx0YsVtni//rWtrJCYaqtIQyVXiQqNSmRMfxx+zvnn9fx+WX8oXeolbyDYvPJcWZ/kNVDN16GiYGegiPjcfsH6vD1txYJDgcvP0C9dzziWkBnweGwydErqCmhLy2FpmOc/I29wmNxuuQKPHearrmxNH7n945+jHGLNqMy3flUveLR/ZEDntrhEVEw+vBM5RyLYATV24jKiZOjOQq6qK5/U5KJHKws1F3Wknr7+xkD1//QOTNpbkRaplt3L4XtappborfL3Xdr9++j/CISNSoXD7bzylS+QUE4+rth5g6uJvG4o5euAGX78idwItH9cFr/0DRYbJy12FcuPVAdOb0/aEBKpVQriqpOM60qYqhW9IdZ9pWR1xiMoIjY3H8/mscuSNPF9KxihvqldDMSFSJ13N/hEfHoXrRvIiMjUdwRDSO33mBIzflKTM6Vi+BeqWULws8esF6XL4tV3RYPKbv/13+NfFcvktMWePukhsDW9eFf1A47K3NM3zfc9hawTcoDHmdlE32GrNoEy7fSTm+j+qZ4TXpGB8eGYPqZZWdjk6b1w/vsnHvIdSqXAah4RFITEzK0EmZ08leHH81ZdO+w6hZsbT6+by123HozGWER0Zjzuh+ileReRdp/5o5+mcMnjQPJsZGCI+Mwtyxg9U3SDQpb64cCA2PhNfdhyhVrAiOX7gmOqmlKTiLFdLccU6bbZvUZkv7mtft+yjl7objZy8hKjoGPn4BKJZN5d5f+fqLhMUVW/fiwrVbMDYyRN+OrVCptLvGY2/aewg1K6Xt89nhXe3I+j+PoZSbC4oV1OyUyqPnrcHlWymxx/aHf2CIOKZlOJ9zsIFvQLCi05hs2H8apVzzodg7zsvnbTmAwxdvIjwqBrMHddT4cUYb21zi9cwX4TGxqF48v5g+Shr0ZG+Z1keS09YCfiGfltTzMfS/aYyklw+Q7JMyTVw2sOrQAtHHz797uZSQkpJ4YlTCDUYli8Kv50jY9JWr+ighyfs1dC0toV+sOBLv3oFh5SrQNTODnlMOJD56hIiZv8Hq1yliqkBda2sxTWByyDuS0v6FfRW6Ds5QRUfAsF4b6LuVElMBxv+9CUkPvKBj4yAn36Ub7KkKCRDTRyYF+P6rt3mqyFkTYf7Lr2L6Ryl5LmL6WCBlGneJacdeULXrjqRXzxGzcTmS/T9/cJBV+xaIPvH2ulu2z7juYlm75rBo0xT6TvYInDBXTCP4b1739/fJmoh+s/T9wV7eIQiPTUC1gsq0MRv+OYdShfOiWIG0+002FmZwsLbAwYu3Ua+iu5gWUKpa5RMY8lUd4zfsP4VSRfK/s21Ntemf06KCUWo7/zWd02S8fiklkl2CQ8Nx/KIXDp+V+6I7Nf8O9aspNzXaq8CUewAHL+Hig5diUHWfhpVR0S0vNhy7ipIuOVEsb8b7iEp63/mUdB4lTRNXs2wxHL18G9lJW9dPWjmHn782bX/37Pf2e/r7OGpWkAejKS1zP4l0jJ0xqBOGzF4jpl8Mj4rGnKFdFa1s/aVdu73y8RUVnVds2I7zV2+IuD91bYtKZZWdPv1L7Yf/EmITfY2++MSqmJiYt6pTfffdd5g5cyb69OmDjh07isShsWPHiupWH+pQ6dWrl/rnEiVKiGSmOnXq4MmTJyhYMPvme3wXV1dX8UhVpUoV8b7mzp2LDRs2fPTfmTZtGiZOnJhhmTQ94pif2n/033j09DmOnDyLtYum479mxfb9eOkbgBW/ytOfrd55AAM6tkCjGhXx2i8AXUfPQvFC+RSbykOqDDOrVRUsPHoL0QmJ8MhtBxcHS+hJ89qn+PvmCxy6+xqrO9eCVujowqBiQ5FMJVW10nXKB6Om/RCzYSIQq9nKTumtPP8Ir0KjsayeZk4232V128pwtjRBQlIyFp95IJKsFrf6/IurpGQVfIPD4eJsh4EtauD+S3/0mb8dO8d3hV3KRfTKAxfw6k0Ilg1uA01Wq2pczvWt5Km/rzwUI6VW92+ueEwLYwPMalkRC4/fQXR8Ijxy2cLFXh7xmZisQlxiEjZ2rQXv0Ch0WXcS+e3M4eqkmREM8X8uF//XL1EVhrXbIO4PucNS2yY3ki/y9t1+hXkn72GxAslVUgfNipO3MfvHaiib31EkUA3adBLb+zXEvHbVMf+QF1afuouCjlYondcBegom1Ilt3qoSFh67LW9z6Thnbyl+3nDxIVZ2+vypDj/GlP7txP/3nbyMeZv+EheVswZ3xoIt+xEdGw+PIvngkttJ8WTCL9HydVvx6rUPxi+Yhv+aXfsPo2m9mtDX0GjAD51TpNp77Byql/eAjQana5r6s3yzYe+Ji5i3aR/6/9gIPgHBcMmTA4M6NMW9Z6/Q+9cl2D1nFOyslalcJY4zJ25jdlvpOOOE26+l48wJbOvXSD6+JyRhY+/6YorALisOIb+9FVzTJZErac+l+2hctrD4PifFJafFH9Ac3sER6LJ4H/I7WsM1p7IJPlMHyFOV7D1+AfM27MUSz58+uPxrsXp0NzjbWSMhMQmLdh7F2BW70K9lnWyLP6W/fJ2z78SllON72jXf7mMX0aRGOY3dGNDG9cNb8bfuw0sff6ycNhJx8XLFuOyyYttfeOnzBiumpE29OKhLa/G44HUHc9dsw/oZYzSe4CSNqF++ZQ/mjhskKlrdfvAEP0+Yg11Lf4ONlWanxrMwM8WcMT9j3pptojpgyaKFUDBvLuhpcJ/TZtsmsTA3w5wJwzFvxUYxCrhkcVcUzJdH0fPH/ycpKVmMOJc+68Hd2+Le42foNXIqdq+YCXsbzY1+XvHHn3jp648VP/+isRjvkrkdGdypOY5c8MIahacNeWfsQfLUYHuPnce89bvQv11Tjcd89MoPRy7dxupx754+dlDbBuJx4dYjzNuyH+sm9NXYTSFtbfPUSiaNy7tp5fpExzEP9ItXQuyKcdkW07rHjzDImxO+PTJ+1uaN68Dsu+rw7TpUfm/GRrD3/Bn+Q96euvBzqaKiEDZxPMx79IKOiQkS7t5B4vNnUKVUbjFt2w6RK1cg7tgR6Do7w2bOAiQ8vP9JUwF+cX0VunrQtXNCst9LRO9dA93cBWEyYAqif1V2GucvbZsLunowad0RkdPHiqpOeoXcYDFqKsIGdYUqIgxR86YgOaXSk1GDFrAY8xvCBnT+rJBW3dtCP09OBP46IsNys0bSuteAb9chGZaHb94jHoZFXOAwdSRizl9BcljEv3Lds0qqVtW4WG5FBhs/eu2PI1fuYvXo7m+9Nm9gO8zbdgir/jqFgrkcUbpIXujp6n01x3i5bb2F1ePefy361+mrOHThJtaM6/tVntNIVmz7W1TZXNFvGOITEsR1RFxcPDbP9oS3fyA6jZiKArmd4Vogj2LnrOp7AM2r4f6rN+izcCdm9WyCo16PsWpwa2T3+VRgaARW7DmGlZ69oQ3auH7S2jn8wC7p9vc9WJIuuWrFjn/kfoSJnzatblb7SeaP6I4Vuw6LZKqyxQri9uOXGDhjJXbMGgEbS7lq4dd27ZaUmAwfvzdwyZ8Hg/t0xr2HT9Bz6DjsWbcI9rbZU7lK2/3w/+V7AET/2cQqadq+kJC3RwcMGTIEgwcPFhWqbGxs8Pz5czG1n4uLy0f/7YoV5ZvVjx8/VjSxKkeOHPD3z1haT3ouLc+KChUq4MyZrM1hLn0G0meTnpR4hjC5QsDHuHrjLrx936BRW/mmRGBwCCbOXISAoBD82KIhvlZrdx/C0fPXsXzSYJgYGSEkPELMfzxjuPw55M7hAA/XArh+/4miN0bKF3AUD0l8YhLqzNknkqskB++8xNJTd7C8Yw3YKTAt2qfQdcgDHTNrkVQlSfZ/geSIEOg65kXyy3uf/felaj2BUXFimkPpIlma114anSSNUkq17tITHHvoi6VtKsNEwRszOSyM344dHquOLSVVSaSp6dqXLYBmK08oE9fWQowKaVhBrp7gltcJOe2t8Mg7QCRWrTt0CceuP8TSQT/AxFAzU3FGxyXg0I0n2DTo+wzLD15/jKWHrmB53yaw01Ap4PL5HcRDvc/P34+Sue1gaqiPRu7y6KRc1mZi2R2fEI0lVqVKvHUGhg26ACbmSJZGfJpbi4TC1JGgYgRouDKVHj5mf0/V1D0Pphy6idCYeFh/5jR5D/xCxHSiUlKVxD2XHRwtTXHfNwSVCzljSae0xM0WC/5CQQdlK2uUz+8oHuptPvcvUc0mMDIWbZYfEctDo+Nw8qGPmJrw59qaG7HStEZ5TF6xA6ERUajgXkg8xPtKSETt3hPgklu5qnjvksPRTrSnUueNdKNf2gekik1S5abssGbzDhw5eQ4r50+FSabEdU3T9rpHR8fg4PGz2Lp0VrafU6SS1nnP0XPw7PPxCe+fo1nNipi8fBucbK1Eu9OoajmxvGiBPMjlaIdHL30VS6xKO87Ioy3dc9vB0cpULBfH95LyyMNcNuYomdcBd7yDNJJYJdq3m8+waYCcHGxlagxTIwM0KiN/13PZWqBkfifceRWgeGJVqma1KmHy8j8QGhEJawvz/7v8305KqpJI0xd0qFcZTX+ZDyc7SwSGRmb4vvsFh8HZTnOVm5rWrKA+vltbmIlO2kPnvbB52uCv7vpBHX/H3zhy7gpWTP1FVGqSHtLNmcDgUHXVKqkDUzr+Kh571wEcPXcVyycPF3Ezq1SqOKYu3YhHL15rvHLTgycvRPsiJVVJ3F0LwsneFvceP0eVsiWgaRVKFhMPSXx8Amq27y86jb+2ti29CqVLiId6nb/vhoL5lbkB9TGcHe2gq6uDRrXlaXWLFiqAXDkc8ejZK411zq/duR9Hz17B8qkj3rnPZ4fUduT4pZvweROMJv3lQXWBoeGY+GoLAkLC0aZ+Nc3Erl0Zk5duhpO9DQJTpghSn88FhMA50zQvn+P6/WeiSkjTITPF88CwCDxZtVOs5w9100ZbVypRWExj8+il3werb/wbt3l0XLwY7LRpiHzD1drMWCQvBoZHqSua+ARHIIeNZpJHpWpJUpUikyELxHPpGtmoeW/EW9gg8dIhxeNZdW4Fs2+rwrfnL1DFplXhN6tXQ0z/5tNjBJKC5Ao9+nmcoZ/DAc6rZojnuhbm0NHVga6lBQI85X3mcyR4XUeo13X5iYEB7LfvFolTOpZWMPqmGsInyzMmJPv6IuHeXRgUL6F4YpU2+ipUwQFQJSch8dJx8Tz59ROogvyhmzM/kr2fiWkHxfRzKVWrpP0j+TMqZX1J21yvQCHo2tqLxCJJ0uP7IplIz6UwEm9cUScWSeIO7IZpl77QsbCUp8z7BJadWsGsTlX49R7x9rr37gjfXsPfW5Eq/uFTJL4JhHG5kog+mrV7Bl/Cuv//PtkY0W+WShqQd/iBLza2/wZKuP7gBXwCQ8X1iiQwLBJP1uwTiSY/1KmA34fJST+S5iMXoFAuh6/mGH/9/lP4BISg6eDpaW3ryh0pbWsV/HPeC8t2HcHyMb1gZ63ZgQnaOqdZu+sfHD1/Fct/Haa+djI1MULjWvK5RS4ne5QqWgi3Hz5TLLEqh62lfA+gvJt47pbHETnt5HsAPkFhaDphrVgeFB6FX32DEBgWhR+ql9To+VSflt8iICQCbUbJ3wNpGswTV+8iJDwKP7epj+yQnddPX8w5/LIt6r6gtXsO4+hFLyyfMEBUj9Kk1H6Su09f401IuEiqkrgXygsnO2vcf+6Nyh7KVbP/Uq7dRFwnB1GIpXFdeVB30SIFkcvZCY+evsi2xCpt9sNrMzbR1+yLT6wqXbo0Nm7c+M7XpPKFqdMEStMC5smTJ0vT5nl5eYn/S5WrlFS5cmUcPXoUgwYNUi87fPiwWJ4V0vvL6nuTkqhEIlUmWZkZXUqeSp9A1eXnkejYuhnqVP96ywWu33sYB05fwopJg2FpLieTWJqZwcTYEBdv3kdFDzdxo+TWw2fo1KyuorGlm5AOKReNy0/dRYX8jmLqrIN3XmHR8dtY1qEGnFPm3taG5Mhg6JhZQccmB1QhftCxcoCutYP4WQm2ZkZwc7LC33e80axEHhx56Asnc2N12ecNl5/gn3veWNamEiyNlU0ykmNb4u+73mjmLsX2g5OFHDsmPhEJySp1zH/u+Yj3qQQbc1NUcMuLc3eeo1oJF3gHhsInMAwFcthhw5HL+OfKfSwb+IMoFawpUgJVkZx2KOCUdhJ50OsxFh24hGV9msBZQx20b+3zZ+6jQj4HMUVg/WK5cfaJH9qUKyimjrvjE4zOlQor/waMTKFjYCiX0Zc6koqUgSomEpAe0j7v9xz6Jaog8eYZ6LmVhyoiRJHS+v9vf5dKm8cmJMHRQt7uxx75wsrYEFYK7Pc5rEwRGBGDpwFhcHGwwsugCLwOiUR+e8sM22PnlccwMdRHBRcnzW3z0/fEca59xcLikWrs3stwzWGNDumWKUGaIiQ2Lh6OtvL399jlW6L8sJW5qeiocbCRk0qW7zyMCsULIW8OzSb52NlYo2hhF/x1+CSa16+Nw6fOw8nBLlumwlu3dRcOHDmJFfOmwlILSR3aXHfJgeNn4FqwAFzyaW6qx/edU6SSzimSkpJQuZR8819pUinv2LiEtP390k1YWZjC1soCFUsUwbkb91CtTHG89g+C95sgFMil3HddfZx5EwYXx5TjTLB8nKnvkR9nH/miTUULhEXH4c7rQHSuqpnP4OCNJyjibIsCjmmdM/VLFcTZB6/RpkoxhEXH4s7LAHSu4aHw5y4dZ+SYxy7eEFMv6uro4k1w6FvLpcfXQropIE09Z2kmH+MPXLgJt7zOsLM0R9H8zvj73E00q1ZajAx3srFUdBrAt47vl6Tju6k4vkv+OXcdRfLlVHQ//1KuHyTrdh3A/pMXsGLqSFim26fqVquAbfuP4acOLXH7wVO8EQlHcke+UtbvPogDJy+KSlWp656QmAjfN0HIm1P+vG89eIrg0AiRXKZpUlsSEByKpy+94ZI3F156++GVjz8K5Mme9kWK7ZDyPV+6ZQ8qliym/hy+lrYts4CgYDjYyYk0SzdsR8XSJbJ1SmMbK0tULOWOs1dvoHqF0njt+wbe0mhkDd2QWb/rHxyQvm9TfsnwfdO097UvPb+vh16t0m58dRs3Dx0a1ULtispNayFN5xkbny72BS9xDi2dUxR1yYO/T1xEszpVcPj8NXFTRslpAKXkqfQJVN1/XYb29auiWmk3vPQLVJ+v33r8CsHhkcjtqFxSl7a3ecbrdfsM1+t1SxbC9rN30LdBBdx+6Y83YVEoW0gz1RCl5Kn0CVTG3Scg4dzfSLp3WfFYVp2+h3nDWiLBJjkirSq6Wb3qsP25i1ie5JeW3JHw6Dle1PhB/VyaFk7XwgxBM5Yq8n50bW2RHCxP72fWoRPir19Dko+3SCqSpkozKFVaJF9JiVYGbkURvWMbvoa+ClVUOJIe3IBesbJIunMZOnZO4pHs9wqqyDAkvXoM/Qq1kXjhCPRLV4UqNBCqT5wG8Evb5smBb6BrYwfd3PmQ/PoFdHPkgm6OnEj2fikqOolEojB50LdBpepIDg359KSqjt/DvEEt+PXKtO7fVYdNv64i2Sr9uouYLnmR8FQeMK2f2xlGboUQnPL837TumdmaGsHN0RL77/qgqXtuHHnkJ/rD0k8DePCBL4o4WKKAnTL9F1LylPRI1X3aarT/rjJqly2KgNAIMR2gZOeJKyLZoUKxjx/A/6Uf46XkKemRqvuk39G+QTXULu+Og+dvYPG2g1g2uhec7W2+unMayfo9B3Hg1CWsmDw0Qz9Ng+oVcebqLfzYqDbCIiJFUlWXlsolF9mYm6CCax6cu/sC1dwLwDswTCRU1S5VGG1rpk1L133edrSvVRq1S8oDwjR5PlW7fHH8+F3avjB26Ta45nNGhwaaSc7X5vXTl3MO76XuC1q/7ygOnLmCFRMGwtJM+UHt7+snyeVgi8CQcDx97S9mbHjpF4BXfkHIn1O5c/gv5dpNHdfaEhXLeODspeuoXrkcXvv4wdvXHy75smdAkDb74bV9D4Doa/bFJ1bVq1dPVGGSqlZJlalSSVMB1q9fX2Sc7tq1C7/99hu2bdumLhnp7e0tpvlbv369qPwkTau3efNmNGzYEHZ2drh586aoeFW9enV4eGTtxkpqQlZkZCQCAgLEc0NDQxQrJmdZDxw4EDVq1MDs2bPRqFEjbN26FVeuXMHy5XIpZ4m0TtJ7lN6fZN68eShQoACKFy+O2NhYrFy5EseOHcOhQ8qPBPsSTZyzDKcuXkVQcCh6/zIZZqYm2L9h0XuXK8kvMASzVm9H7hz26O4pl9eWyshvnjUas4b3wpy1O0S5SummUYem36Kkm7LTRi45cRvXXwaK6eGkKbLGNy0vlo/ZfUFUqRr0x1n170qVq6xNPy+z3qBOe+jlLwEdM0sYNx8IVUIsYteOfe9yREcg/uhGGDXqJY+K09FF/PEtogMnq349eAOnn7xBUFQcftp+AWaG+vizVx2M/c4D4w54YdWFRzA31MfEhqXE7/tHxGD28bvIbW2KHlvPi2WGerrY2DHrJ/q/HryF009TYu+4JMfuWQtjvyuBcftvYNWFJ3LsBvLxICg6HkP3XkVysgoqqeKAtSl+bajcRZ1nu+8wYcM/mL/7pBi54tlevuE2e8cJ5La3Qo+5W+X11dfHxpEZp5FSwu5L99CyknzMSjVm41HYWZpg0OoD6mXL+zYVI6eUtOTUPVx/lbLP57LF+MZyQuyAWsUx/q+r2HbtmXjepXIRlMj1eZ3k0uhOvUKloGNuBeMfh0MVH4vYTb/B6Pv+0NE3FCPipH08btsc9b+J278GRk16waBKU6jiYxD354pPip3V/T0yLgHD914V0yFK+4SNqSEWfF9BJBF/LjtzE4xtWgEj/jgj/naySoWRjcrB2doMS4/fwv6bz8VnISVdzWlbTZGY6S05eTflOJcsH+ealEV2iYyOwbC56xEXnyB/rpbmWPhLd7GOS7b9g2v3n4pjvEeR/JjQR9mpNyfO/h2nLqS0YSMmwczEBPs3LcG4IX3gOX0hVm7aCTNTU/z6S39omt+bAMxcuAK5c+ZAt59HimWGhgbYsmKeRuJ9Seueatf+I2jV+DuNxvjQOYVk95GzaFbnmw9OXf05IqNjMWz2asRK+7uuvL8vGtlb7O9je7XB+N83Y+7GfeI16bl0I1Qp4jjTrCJG/HH6rePMgLqlMH7XeWy79FD8bpdqxVEit2aSGHdfeoCWFTMmkQxoUB7jt53EtnN35fi1SqJEXuU6jyKjpM99lbgBLSVTic99dJ+U7fH2cqWPsdo8jw4Oi8SQhVtTzpdUyO1gi8m9WorXxnZpKqYFXPnnKZibGGFSjxbKH9/nrJOP72J/N8PCkT3Vn++eYxfRsk4laIK2rx/8AoIxa8Vm5M7hiO4jp4plhgb62DxvIgZ3+xGjZy5Fo+7DxHuaNryPolNk+QUGY9aqrSJhqvsoecS7gYEBVk0dAc+5KxERFSOqZkmjgWeP+knxDuyJ81fh1KXrCAoOQ+/R0+X2Ze0cjB/YHUOnLBDftWRVMkb36wxnR2WPMxMXrMapS14ICglDb88ZMDMxxv7Vs7F4w05cvf1AJM6WLFoYEwf1wNfUtr3L4jVbcfXmPXmdi7ti4oi0aS2UNnHeypRtHoreo6bJx7K18zB2YHeMn7Mcc1duEceAcQN7iEplShP7/MotKfv8b2nf93njsXzLXmzbfxwhYRF4/OI1pv6+AdsWTYKtlaVG2xel25H3HmNnLhcJ2/Ix1gKLxvSTzyl+ao+xC9Zh5c5/xPdg0s/ZMy2UVCVLuvkXER0rH2eMDDFrUIe3Etn/zds81e4L99Cycsbr9UFNK2PMxiNoMnkjDPR1MbXDtzBQYNocw2a9oOdaRlRDMu4yBqq4WMTM+fmD/8agZkvoV/hO9B8ZOeWBqkl3xCwaAURnLeFCz8kedsN7I+GVD5xXyRU1VPEJ8Gk/AI7TRiIpKAROC+QqJhLfHiOUmf5Mmopo8FAYVqwkEqmsp89EcnQ0gju1h1mX7jAoUQLQ00Pi3buImCVXSZIqNYX9OgHmvfuK13T09RG9awcS79751/VVGLX9GfruFaBjaQOT/pOB2BhETeiO2M0LYdxxEHSad5VK7SJu80KowuSKWLGbF8Ck01AY1WsDVWw0YjfM/aTY2tzmEtM+Q2FYthJ0bGxhMX4mVDHRCPupPaKWzIL5sAlyRS5dXUSvmC+SjmBkDAvP3wADQ/GaND1e5LTRn7bujvawG9ZHrHuOlXKlSVVCPHw7DIDD1FFICgqG4zy5IprET6pcFRYB28E9oZ8rB1QJSdJ8SgictggJz17+q9Z98mGpTzZA7h/bKffJ7uteE5513THun5tYdemxWDaxXsZ7NHtuvUJLj+y5Ab7z+BX8fV6q3KVCAWcHzB3QVmPtbXYe4z/G6MWbYWdlgUGz16iXLR/TW1QBVoo2z2nk65dtcrs+Wj7uSFOVS9P/Dez0PcbOX40/9svV+rp+3wAliiibUOfZtg4mbDyM+XvlvhLPtt/Cyfq/keigzesn7Z7Dx2DYrJVy35zUF21ljkVj+sI/KBSz1u5Ebid7dB83L21fnJ5xWlhN9JNIlejG9foBw+euE8ulPpxR3Vsqnkyp7Wu3zMYN+wnjpi/E3KXrRLXL8UP7iYFZX1s//JcSm/67Js5YgFPnLokZ0HoN8RTf/QPbVn+VsXVU4krtyyZN2detWzf07p0272/t2rVx7do1xMXFoWTJkhg/fjwaNGigfl2aGlBKVDp+/Dhq1qyJV69eoUOHDrh9+zaioqJEdasWLVrA09MTlpZpDWb+/PnRpUsXTJgw4b3v510nfPny5RMxU23fvl38bWlZ4cKFMWPGDJHUlUqKIb124oQ8tZj0upR4JSVbmZqaimSvcePGoVatWu+Mv3v3bjRvLk9x8jES3sjTuGU3A8fCiH99C9pimLsE4u6f1EpsI7caiNk0ViuxTdr/iuh52pknW2I6aBliVg3TSmyT7rMQs3KIdmL3mIOY4yu1ElvEr9UDMX9r5wTJpNEgxKwfpZXYIn6naYiaklayOzuZjVmv3f39j7ROx2yP32Y8YjaO0U7sDlMQ6/WXVmIbl2qMeJ9P60BXgmHO4kgIfKqV2Ab2Ltpfd9/Pn4b2Uxg4F9XqOUXczYNaiS3ie9RDzLa0Tv7sZPLDOMTsm6Wd2E2HIe72YWiLkXtdrZ1HS+fQsRf+gLYYV2qD2Bv7tRO7ZEOtftfjn16Cthi6VEDco3NaiW1UuArin1/RSmzD/OW0/rlrs23Tdrse/+KadmLnK4O4Jxe0EtuoYCWtty9x945rJ3bRWoi9ugfaYly2uVa3e8wBeWq97GbSYACixshTTmmD2ZTteFoi+5NAJS63DuFNHXkKmOzmePSk1vopUvsqIn5K6yvPThZLDmhtm6du9+AW2tnutrtP4llJ5auVfowCNw5rbb1T1z16ueam4f4Q015ztXb9Il27aOv4nnqMj722Tyuxjcs01f45zcMz2oldpCpijihTOS+rTL7to/XzKW1dP4lrVm2ew985qpXYIn7xOlrtJ9HWdVvqtVuC/wOtxDZwctVqP7y2YqfGp/8ebe9zCVr8vn0VFaskUoLR8OHD0bNnT/UIf6ma04dICVLpc8akRKqTJz/cQR4dHQ1/f3+RiPUhH5OL1rp1a/F4n7Vr5fmTU40YMUI8iIiIiIiIiIiIiIiIiIiIiIhI+zQzD4nCpOn0evXqJao5aZJU3UqqhPX/Equ0pU+fPjA3/2+UCSUiIiIiIiIiIiIiIiIiIiIi0qZ/RcUqyaBBg7IlgUt6fKkmTZqEYcPk6aacnZ21/XaIiIiIiIiIiIiIiIiIiIiIiL5a/5rEKgIcHR3Fg4iIiIiIiIiIiIiIiIiIiIiINOtfMRUgERERERERERERERERERERERFRdmJiFRERERERERERERERERERERERUSZMrCIiIiIiIiIiIiIiIiIiIiIiIsqEiVVERERERERERERERERERERERESZMLGKiIiIiIiIiIiIiIiIiIiIiIgoEyZWERERERERERERERERERERERERZcLEKiIiIiIiIiIiIiIiIiIiIiIiokyYWEVERERERERERERERERERERERJQJE6uIiIiIiIiIiIiIiIiIiIiIiIgyYWIVERERERERERERERERERERERFRJkysIiIiIiIiIiIiIiIiIiIiIiIiyoSJVURERERERERERERERERERERERJkwsYqIiIiIiIiIiIiIiIiIiIiIiCgTJlYRERERERERERERERERERERERFlwsQqIiIiIiIiIiIiIiIiIiIiIiKiTJhYRURERERERERERERERERERERElAkTq4iIiIiIiIiIiIiIiIiIiIiIiDJhYhUREREREREREREREREREREREVEmTKwiIiIiIiIiIiIiIiIiIiIiIiLKhIlVREREREREREREREREREREREREmTCxioiIiIiIiIiIiIiIiIiIiIiIKBMdlUqlyryQiIiIiIiIiIiIiIiIiIiIiIjov0xf22+AskfCm0daiWvgWBgJvve0ElvEdy6K+OdXtBLbMH85xOydoZXYJs1GIHpxf2iLab9FiNk1VSuxTVqORszGMdqJ3WEKYraM10psEb/tRMScWqud2NW7IGbHZK3EFvFbeSL29AatxDau1hFx909qJbaRWw3E3Tyoldgivkc9xJ7fopXYxpXbIv7VDa3ENsxTEgn+D6AtBk6u+C+eU6jPKwKfaie2vQviHp3TSmyjwlUQd++4VmKL+EVrIfbaPq3ENi7TFLGXd2ondvnvtXZ8Tz3Ga+tYIx1ntLW/q/d5LX7f4n3uaCW2Yc7iWoudGl+r141a3N+13rb9Bz939Wevxe2uze96rNdf0BbjUo212q5rq48mtZ9Gm+1L7I39WoltXLIhomf1gLaYDluJiJ8aaCW2xZIDiBzSVCuxzefsQ9Sk9tAWs3GbtBZfih0xqAm0xWLen/CrXlMrsXOcOoHABjW0Etv+wElEz+8DbTEduBQx+2ZpJbZJ02GIPbtJK7GNv2mPmOMroS0mtXporW9Q6hfU+r2f17e0EtswdwnE3T6sldhG7nW11k+S2leire0utrk2r9efXtJKbBHfpQLiHp7RSmyjIlW1fg6v1X1Oi8cZbfWDp/aF038P97kP41SAREREREREREREREREREREREREmTCxioiIiIiIiIiIiIiIiIiIiIiIKBMmVhEREREREREREREREREREREREWXCxCoiIiIiIiIiIiIiIiIiIiIiIqJMmFhFRERERERERERERERERERERESUCROriIiIiIiIiIiIiIiIiIiIiIiIMmFiFRERERERERERERERERERERERUSZMrCIiIiIiIiIiIiIiIiIiIiIiIsqEiVVERERERERERERERERERERERESZMLGKiIiIiIiIiIiIiIiIiIiIiIgoEyZWERERERERERERERERERERERERZcLEKiIiIiIiIiIiIiIiIiIiIiIiokyYWEVERERERERERERERERERERERJQJE6uIiIiIiIiIiIiIiIiIiIiIiIgyYWIVERERERERERERERERERERERFRJkysIiIiIiIiIiIiIiIiIiIiIiIiyoSJVURERERERERERERERERERERERJnoI4vi4uJw8eJFvHjxAtHR0XBwcEDp0qVRoECBrP4pIiIiIiIiIiIiIiIiIiIiIiKif3di1dmzZzF//nz8+eefSEhIgJWVFUxMTBAcHCySrVxcXNCrVy/06dMHFhYWmn3XRERERERERERERERERERERERE2p4KsGnTpmjTpg3y58+PQ4cOISIiAkFBQXj9+rWoWvXo0SN4enri6NGjKFKkCA4fPqzJ90xERERERERERERERERERERERKT9ilWNGjXCzp07YWBg8M7XpWpV0qNz5864e/cufH19lX6fREREREREREREREREREREREREX1ZiVe/evT/6DxYrVkw8iIiIiIiIiIiIiIiIiIiIiIiIvuqpANN79eqVmAIw1aVLlzBo0CAsX778k96ANKWgo6Mjnj9//kn//r+kZs2a0NHREQ8vLy9tvx0iIiIiIiIiIiIiIiIiIiIioq9WlhOr2rVrh+PHj4uf/fz8ULduXZFcNWbMGEyaNCnLb2DKlClo1qwZ8ufPr142YMAAlC1bFkZGRihVqtQ7/93NmzdRrVo1GBsbI0+ePJgxY8b/jZWalJT+sXXr1iy931OnTqFJkybImTOn+Pd79ux563d27dqF7777DnZ2dh+dBLV27dq33pu0bpn/rvRZExERERERERERERERERERERHRFzAVYHq3b99GhQoVxM/btm2Du7s7zp49i0OHDqFPnz4YN27cR/+t6OhorFq1CgcPHnzrtW7duuHixYsigSqz8PBwkbj07bffYunSpbh165b4fWtra/Tq1euDMdesWYP69eurn0v/JiuioqJQsmRJEa9ly5bv/Z2qVavihx9+QM+ePT/6b1taWuLBgwfq51JyVXq2trZi3bPT7r8PY+xv8zF/yhjUqV45W2KGhoWj+5C0/Sg2Lh6vffxwas86WFlaKB5v2pJ1OHHhGnz8A7F9yRS4FZST/E5d8sKidduRnJyMpKRkdGndCM3qVlc0dmhULHotP6B+HpuQCO/gCBwb1x6vgsIxc98FxMQniteGNamICoVyfnbM6Sfv4+TTAPhGxGJr20pwdbD44HJJ391XERQdD2mXNDPUx4jqrnBztPzs93L6/mssPnwdySoVkpJV6FytOJqWLYRxO87A63kAjA30YGKkj+GNKsA9jz2UdPaxHxafuIOEpGQRx7NhGbjmsEb39SfgGxYNcyMD8XtNPPKhY6UiisYW8R/5YvGxmynx9eHZpBxcc9hg5ak7+PPGc7wMisDsNlVRu2huxWM3GLkEhvp6MDKQm4DuDSujXvliOH3rMRbvOYXkZGl7JKNzvYpoWsVD8finH3hj8WGvlO2eLG/3MgXRfeUh+IZGwtzIUPxekzIu6PiNslPLNvhlIQz09WBsKG/fbg2qoH6F4ohPSMSsbUdw/s4TGBroo0huJ0zr2VyxuHHxCRgxazmevvKFkaEhbK0s4Nm3PfI6O+LWw2f4bcVWJCQkIi4hAc3qVEG3lmntlFJ6/7oYgaER0NXRgamJEUZ2+x5FC+RB/Z8mwEBfX/2ZdG9RF/W/KaNo7AZD58LAQF/s65JujauhVmlX/PL7DjzxCRCxbS3NMKZTI+R1slM09rRFq3Hi/FX4+Adg+9IZcCuUlsgt2f3PcYyb9TvmTRyGOt/I5zeaEh+fgJmLV+HspetiPyhSKD+mjx2K/4KeQ8YiMCgEuro6MDM1waiBvVG0SMFsiR0XF4/h43/Dk+cvYWRkCFtra4wb3h95c+dUPpb0XZ/xO56+9JG/69YW8PypE/LmdFL/zsUbd9F77CwM7f4jOjb7Tvn4s1bi6WvpWGMgH2v6tBPHmtuPnmPGqm2Ijo2DDnQwrFsrVPRwgybsOXEZ45dtw9whnVG7vDtW7jmKfaeu4qVfIOYM7iSWacqek1cxfsVOzB3UAbXLFUP3ySvgExQKCxN5wEKTaqXRsUFVRWN+6BjfbthUJCTK53KJScl48tIHO+aPQ5H8yrfv2jjWfGifHztvFe4+fi7aHX19PQzs3BqVShX7KmJLpi1YiRPnLsvty4rZcCtUQCx/8doHY35bKK5pzM1MMfmXn1GoQF5o0plL17Bw1Raxr5kYGWLckD5wTXk/X/N145fStmpr3bXZtmr7c9dm/Oz+vvWesgxB6c7hf+nSHEUL5MZZr/tY9McBJCQmiXPpsT1bwzW/8uc272rXxy79A14Pnou4psaGGN6pGdwL5vlq+mm03b70nvx7xm3etaXY5qev3cWiP/ZDlaxCYnIyujSphaY1P//6xaB2W+gVLAldK3vErJsIVcArQE8fho17Q9fOGUhMgCo6AvFHNkIV+kb8G8P6XaHrlA9QJUOVnISEUzuR/PJ+lmMbte4DfY9K0LVzQtTUfkh+/VQsN/t1rRw3Pk48jz+0DYlXT4mf9YqVhVGTToC+ARAfh9jNC5Ds/SzLsQ1b9IR+8QrQtXVC9KyBSPaR/4ap5wo5dkK8eJ5wdAcSvc588N98CsN6naDnWga61g6IWTYayf4vxHLj9iOhY24FlUoFxMcg/p/1SPb7/69pOnYq/ZLVYdSsN2L/mIOkB1ezHNuoZS/ou8ufYdTMAeptZzZuZYbPPf7IdiReP5MxdoU6MGk3CDGrpiDx1oUsx4ahIazHj4N+/nxQxcUhOSQU4XPmIsnbG7rW1rAaMxp6uXJCFZ+A8LlzkXAj4z0JwzKlYTN7FiKW/I7o7TuyHN6szwAYVqoCPSdnhPTrjqSnj8Vyg7IVYNqpO3QMDKCKi0XkgtlIevZEvGY+eCT0CxcBkpOhSkpC9JplSPC6lvV1l+LU+AF6LiWha2mHmE2ToQp8/cHlgp4+DKq1gl6+YmL7JAe+RvzBNfjsvvBlf7/dFz6+AyxNjLD08DUcuP5Y9FtamxljZZ/GUFKD4fNT+sBS+qcaVRX9gqn2nPbC+DX7MLf/D6hdRvnrZan/cfaOEzh395noly2S2wHjO9bHLyv/xFPfINFvZmNhijHt6iKvo0229AvGJyRg1ro9OHfjvugTdc2fC9MGdIImnbpwBQtXbVa3511/bI5m9WtrJNa0Ratw4twV+bpt2Uxx3RYXH4/hv87F0xevU/qJrDB2UE/kzeWsePzekxYhMCRcnLObmhhjZLdWKOqSdt6059h5jFu8CfNG9ETtiiUVj/++vhLpWL9011HsP38Dhvr6sLYwxaoxH38v84u/56fF6/Vpv6/HiQvX4fMmENsXTYZbwXxi+ZkrN7Fw/Q5xD0BcRwzoClcX+TVlz2OXpvRPGcDW2hKefTuI81hpm/++ZR8OnLwo+ultLM2xauoIjZ/Dh4ZHoMcvUzNue983OPnH77CyNMdXs89p+VijjX5wolRT5/6OE2cuwMfvDXasWQS3bOqb+lckViUkJIhKUpIjR46gadOm4mc3Nzf4+vpm6W/t379f/K1KlSplWL5gwQLx/4CAgHcmVm3atAnx8fFYvXo1DA0NUbx4cVEVas6cOf83sUpKpMqRIwc+VYMGDcTjQzp27Cj+n9XpDaVEqs95b0rz9vXHjr8OomRx12yNa21liZ2r5qmfr9m6B1du3NZIYyepW60CurZujM5D0yquSScZo6YvweqZnnB1yQtvvwA07TEc335TXnRaK0W6QNw2uIX6+bqTt3D1qS8sTQwxZP0RTPqhOioVzoUXAWHoveIA9gxvpU5M+FTfFnJClzL50XXH5Y9aLpnR0AMWKYlGx568wbgjd7Ct3efdNJA+4zHbTmNlz3oo4mwL75BItJizG3Xc86F2sbwY16IK9PV0cereKwzffAIHfmkFpYTHxGP0nktY1akGCjla4drLAPF8Zx/5BvewuiVR2y2XYvHeGX/XeazqWkeO/+INRu+8gJ39GqCiSw7Ud8+H8XsvQpOm92oOt7xOGbfHyj+xcnh7FMntCO/AULQYuxx1yrjCzFg+5itBxNl+Bit7fIciOWzk7T5vL+oUly9ghjUsJ7a/Js3o3RJueTMea+fvPCYSB/dN+UkciwPDIhWP2+q76qha1l38/S1/H8OEReuxesowTFqyAT+1bYpaFUshLCIKTfuNQ41yHiiYV9mT3ZlDusLSzFT8fPTiDYxdvAk7Zo2UXxvcBW4FNHeTXzKjbyu45XPOcKH3fc2yqOpRWP5MjlzExNX7sGpUV0Xj1q1eCV3bNEPnQW8nfnv7vcHO/UfhUbQwssPcZevEuv69eam8nwWF4L9i9sRfYGkhXywfOXUOY6bOxa61i7Itfqum9VGtcnnxuW/esQ/jfpuHtYtmaCZWvRqoWs5D3q//PIIJC9Zg9W/ydy0iKhrz1+5A1bLKJ62q439XNd2x5jgmLNqAVZOHYNBvSzF5QGdUKlkUz7390Wv8POxbPBHGKcmsSvEOCMauYxfhUTjtWF7RvTDqVy4lbspqkndACHaduAyPQhlv7g5v30h0HGrS+47xm2eNVv/OobNXsfSPPzWaVKWNY8379vnhPdrC0lxud+49eYGeY2bi1OYF0NXV/Spi161RGV3bNkfnn8dkWD5pzlK0alwXzevXxqGT5+A5fSG2Lp0JTQmLiMTIKfOwdt5k0SF89eZd8Xz3mvn42q8bv4S2VZvrrs22Vdufu7bia+P7NnNQJ1iayX0QRy/dwrglW7Fq/E8YtXATVk/oh0J5cuDavafi+a7ZwxWP/652vU45d4zv2Qr6eno4ee0uhs/bgAML09q7f3s/jbbbF+naLG2b38S4JVuwbcYwjF64Casm9EORfDnh/SYYzQdPQ52KHjBLSR7/VEkPryDx0j8wavtLhuWJN08h+dkt8bN+6VowrNcZcX/I7Vn88a1AXIz4WccxD4xbD0PM4kHSVspSbClxJv7wDpgOnfXWazGrpqkTrdRMzGHSZQSi5w5Hsu9L6BUsDuOuIxA9uW9WVxuJN84h4dgumPz821uvxa6f+c6kqQ/9myzHv3cJCef+gnHXjNepsTsWAHHR4mc913IwbNobsctH/9/XNB1bomNlD/0ytZD0+tEnrHFKbK+ziD+6E6YDp7/1Wsy6Ge9NktOxdYRh5XpIep71BL70ov/8E/EX5P4205YtYDViOIIHDoJ5715IuHsXIcNHQN/NFTaTJyOgzY9AUpIc38xM/E5cyr/9FHFnTiBmxxZYzVqYtl7m5rAY4Ymw4QOQ9PI59It7iOehfeV+kajli6CKkvun9AoWhtW0OQhu01Q6IGY5ftKja0i8eghGrYd/1HKJwTctRKzYdSn7iqmlMn3hQ75XP1934qboC7cyNcam07fxyDcYO4e2EoMiA8Pl/VFpM/p+/1a/oETqC9116ho8CmquT3j+7lNy/+OkHhn6H7+vWhJV3QvIM6wcv4aJGw5i1dAfs6VfcN6mP0XcPxd4yu8pRLMD+6X2XDp/WjNvMlwL5hfn00069ce31Ssr3p5L6lavjK5tmqPzQM8My6VrtmoVSsv9RHsOYPzs37FmTtZn5Pl/Zg7tlvFzX7QRO+aMEs+93wRh55Fz8CiScRBodvSVbD54Dg9f+WHXbwNFsqGUdPdV3fPT4vV63aoV0LVVY3Qe9qt6mdTnP3LG71g7cwwK5cuNq7cfiOe7l37+OUVmrerXQNWyJeTz2L+OYsLCdVg9bQQ2/XkEj56/xq5Fk0RiVWBImOKx33UOb21pgR2/T1M/X7v9b1y5dU+jSVVa2ee0fKzRVj84keS7WlXRrX0rdOo7DF+7LF/5S0lMUpWo06dP4/Dhw+rqTz4+PmLqu6yQ/oY05V9WnT9/HtWrVxdJVanq1asnqj2FhHy4Q61fv36wt7cXVbekxCwxCucLERkZiXz58ompDaXpEe/cuaO19yKNFhg/fQFGD+oDAwM5oUZbdu0/gpYNv9XY3y9XoihyOLy970qNTkRUlPg5MjoG1pbmMNTwZ7Hn8gM0L18EodFxCImMFUlVknwOVrAwNsTZ++lGDX2isrls4GRh/NHLJalJVZLIuERkrKX26aSKGRGx8mi0qNh4WJkawVBPFzWL5RVJVZISeR0QEB4tqjwo5VVIJKxMDEVSk6RMXgf4hUXjnm/2dMi/CpbiG6XFz+cIv7Ao3PMJRoncdshtq9mTyveRLuwjomPTtoe5iRixongcKbkgJmW7xyWIz0La7toSHReP3We88HOLWupKgfZWym4DaYRItXLyBY3Eo4gLfN4EpX0PouRO6ZjYONF5ZGVhBqWlXsRLIqNjRVxtEp9JySJpn0nB3PAJDFU8TjmPYu88xot2bvYyjOrfTePHdkl0TCx2/X0YA3p2TNvP7JQdffglS73xK4mMjH6rKqcmSaNzqlepkLavFXeDj6+/5vbr8iXTYrkVFCPUUk1buhE9f2wizik0Fj/9scZVPtaERkQhJCxSJFVJ8udygoWZKc5cU/ZcU/peTVy+HSO7NM/QfpQolBe5Fa5G987YK3dhZKcmGmm7PvUYn97uI2fQ4ltlq2Vp+1jzoX0+9cazJDKlnftaYkvKlSyOHA4ZK6oGhYTizoMnaFy3hrpjze9NEF56Z20AUlZIIy6ljsrUUbZlPYrB900g7j6UKx18zdeN2m5btX3NrK22Vdufuzbja+P7lppgk9ovIa3zK/8gWFmYiqQqSZmiLvALCsG9p5/fX/Ax7XrNcsVFUpXEo1A+vAkJQ2JK8sHX0E+j7fYl4zaXrtvSXa+nxIyKiYWVuZmoLPK5kl8/gioyU19IUqI6qUr8js9T6Fim2x4pSVXifRmlfSZZlfT4NlShaefK/4+ugzNUUeEiqUr8+yd3oGvjCN08WR8Rnfz0DlRhQRr/N+/9Wy/vQxUR/PYLKYlNEh1j049/TdOxoQOjJj0R/886UbnoUyV9ymeoowPjNj8jducyqD4jNuLj1UlV4umdu9BLGeBsXKsWovfuEz8n3n+ApKBAGJYqpf5dy0EDEbV+A1SfMZNE4u2bSA4MyLBMzzmX+JtSUpX4nTs3oevoJJKoJKlJVRJd08/rJ0r2eQxVZOhHL4e+IfSLVUHC+b1py6LDNdMXXkFOUF938iYGNiwv+sUk9pafvp9nlVS9f+KaPzGyfX2NXU/GxMVjz7lb6N+sWob+R6lyVbUSLuplJVxywicoLFv6BaWK1ruPncfPbRulvSebz0+g+39Eex6Zrj23slCkTfvYfkGpImX1imXU61yyaGH4+GX8fiolw+ceJZ3LpZ1nTViyGaO6t9bYun+or2Tt36cxsE19kVQlsbfWTLKJ1u75afF6vVwJN+RwsM2w7LWvvzhvlZKqJGXdXeH7JkhUQlW+f0oeHCDxcE07j1276yAGdv5eJFVJ7G3ke1PZcQ6f3q6DJ9Cifk1kN43vc1o+1mijH5woVblSJZDD0QH/BVlusadPn44WLVpg5syZ6Ny5s5gWT7Jv3z71FIEf68WLF8iZM+sVOfz8/FCgQMZS605OTurXbGze3ak2adIk1K5dG6ampmLqwp9++kkkMw0YMADa5urqKhK9PDw8EBYWhlmzZqFKlSoiuSp37o8f1R4XFyce6UlVwbKasrDujz0oVaIYirsWgjZdv30f4RGRqFG5fLbGlRqdmaN/xuBJ82BibITwyCjMHTtYfdKhCV7P/REeHY/qReWkIuni8eCNp6hX0gW3XwXgeUAYfEI0O3LgQzwP3caV13LHy8KmpRX5jKe3q46hG0/AxFBfVHGa3aGm+uI51eaz91DVNbc60UoJeW0tEBYTD69XgSiVxx4nHvggKj4RPqFyJ9KCY7ex5MQduDhYYkBtd+S2UfYGeF47c4TFxMHrZSBK5bXHifveKfGjUDRnxpNuTRm7+k8xltQ9vzMGfF8LthamoorV0N93wcTQAOHRsZjdt+Vb20OR7f5jdQzdfDJtu7eroY6z4OB1LDlyAy6OVhjwXWnktlX+os5z1T6ooIJ7gZwY+H1tBIZGwsrMBCv/PouL957ByFAffZtWR8WimpvSY9NfR1Gzgtx+ThrQBQOnLsaiTXsQEh6JsX07aOTCRjJ64QZcviOPLl08qo96+ZhFG0WicYlC+TCwfRMxjZXSPFfslve5ArkwsPW3Yuq/9DYduoiaGiiz/j7rd/yF0u6uKF7EJVvivfLxFSNiVmzYjvNXb4gqQT91bYtKZTVX5vtLM2rybFy6Lt+g+X3GBK29j43b96JWteyZqmnTvsOoWVFuMw+duSyOgbUqlsbRc1ezJ/6fx1CzYklR3tvBxhIHz1xBvarlxLSAUtWqdyX/fI4N+0+hVJH8KOai2YpM74x94CxKFcmHYgXeHl08/49/sHjHYbjkcsTANvWQ21GzbW36Y3wqv4BgXL39EFMHd/uqjzXp93nJvLXbxb4fHhmNOaP7KVrR40uKnUrqlHWws1EnHEjfeWcne/j6B2qs1Lv0d6XS+l6376OUuxuOn72EqOgY0VlXLBtKb2vzulHb+/uXcM2sjbZV25+7NuNr6/s2ZtFmXL4rTxm1eGRP5LC3RlhENLwePEMp1wI4ceU2omLiRHWpogq2wR/Trm/65zSqlnJTH/e+tn4abbUvYxZtwuU7Kdt8VE+x7jMGdcKQ2WvE1DHhUdGYM7Sr+maopumX+RZJj70yLDOo9j30XMtCx8gMcfuWZLla1f9j3Fke7Zz04iHi96yBKjIMyW+8oWNmCV2Xokh+eg96JSpCx8RUTCWY/Eq5BEejdoPFiLDkl48Q99c6IEqz1VsyM2zWB3r55WqrsVtmfvRrmoytX7kBkl49RLKvsjeA0zNuP1gkcCW9fIj4P9eJJDqJQc3mSHp2D8mvlU1iNWv1PWLPnoGOpSV09PWQ/D/27gI8iqsLA/AXN+KOBEiAJLhLi7tDWwptKV6kuLsXd7cQpMWKQykuwSE4BPdAjLh78j9zlwSC/aTMZkLyvTz7sDu72TOzOztz586Zc0PeJJsl+/lDy9ZG3NerVUsMexl/9hz0a8o79Giyz0sRX9u1BJLu3oZulW9EApWWrR2SH6v6bgy79IBejdrQyGOMyCnj/1O1qv9Cw8waqfEx0KnUGJoFXIGkBCRe3IeUF/dl7guPF33hUXEJCImMwYnbz3H0pod4vkPNUmhUVv7969jVu8XHKPoF29QT/VN/HT6PskULoLiahtWVvAgMg4mhPtwPXsDFu89F/2Ov5t+iikvGocA2Hb+C2mWKZEm/4MuAIJGou3rnEVy4dV8kZfzetgmqllJfNVZpnzZn/FAMHDcDBgb64tzPgskjFb24f8PO/ajzjfrOP41e9CcueT0Q95eOUVVZ/POf4yjr4ojiTg5Z3lciJdaFRETB48odHLnkJaZ1aFIdjauqr7p6djjnp8TxehqHfHYIi4jC9TsPULZ4MZy4cFUkykvDxhUvUkjN7diyIoExJCwCJy5ex5Gzl8VzHVs3ROMaXz6sdGZcv/1AtOFrvdW2zsnrXFZva5TuByfKDT77CDwmJkYkJNWuXRtBQUGIiIjIkMAkDcEnPZ8ZsbGx0Nf/spLVmTFu3Lj0++XKlUN0dLRIEMsOiVXVqlUTtzRSUpWrqytWrlyJP/54UzLy/5k+fTomTZqUYdqECRMwpnf7z36Ph0+e4ejJs1i35P2yzFlt5/4jaNmoNrRlTu74f6SrLVdt3o354weKLGuv+4/Rb+I87FwxA+ZqSDiQ7L70AM0rFElPIFrQqT4W7r+ENSduwMnWHOUK20IrC04IfcyUhiXF/3vv+mLh2YdY0qr8F72fVIHK7fhNkUxVobAdvF4EYeBfx7FtQEuYG6m2C/9ee4zDt55hTQ9VZTy5GOvrYE6bqlh83AsxCUkond8SjlYm0NLUwNRWlWFnaiiSTP6+/Bj9t5zFzt8byRxfF3PafovFx268jm8lkriy6vtdM6w97C1NkZiUjKW7T4kkq4V9f4Tbv+dEMlWFYg7weuqLgUu3Y9uE32BuLN8VYuJ797glkqkqFLaF10vpe/fAtv7NMbXNt7AzM1J99hfuo/+fJ7BzoGq4WbmsGd4xfdmX7PbAOPe96PtdbXElmFNeKwxsUxd3vf3Ra95G7JzUE5YyV66SuG3bD2+/QLj98atqnnYcQP8O36FZrSp46R+ILqPnoESRgrIPBSiZ1k81VO0ej4tYsHEvlo3uhbWT+sPe2kL1mWzZh7FLN4rpclozugvsLc1UMXYex7jVu7B0sGr5Jav/OYUXr0IwrnNHZIWHT71x5PRFrJufcX+pTslJKWKMacdCBTCoVyfcffAY3YeMx+71S2BlkTsqV00fO0T8v+fAMcxfsRbLZ2fd559m1fotePHSFxMWvSlBrS5uW/fB2/cV3KYOE+W13f7+B+7TVUMCZgW3bQfg7f8Kbr2lExTAwtG9Mf/PnXDfcQhODvYo5+oELRmTlh++8MdRz1tYM763bO+ZqdiXvLBm7PtDgk/9/UfYWZqJfcuWIxfQb8567Jql+kzU4d1tfJo9x8+hZqXSMFdTyfHssK15e51PM7Dzj+J24fptzF+7FX/OGqOWE+BKxlaacR4jzJs4DAvcNohKPtKQdE4FC8j6+86ux41Kru9KL7uS+1al2zRKxlfq9za17y/i/70nL2HBxn0i0WbOoE5YtHk/YuISULpYQTjmt5X1YqTP2a/vO30Fhy/cxNrxmR+G7Wvpp1Fq/zK1r6oPb6+Hp/jOFw7vBredR0QyVYXiTvB65I0Bs1Zj+5zhIoFenbSrNIWGuQ0Sts7NMD3x9A5x03RwhU6tNojfNANIkadyWcy8YUgNDQQ0taDbshP0Ow5B7LLxQFwMYldPhV6rLtDQ00fyk7tI9n2OVBkrpsUuGaWqoiXFbvor9H8ZiDg39Q7X8q6EPSvE/9qla0C33k+IfyvB6VPPqSu2hnV+aLtWRty6z++fzqyYRdLn/vo7b/arSLKKXTUJmnYO0CnzDWIWyXscZfRre2jly4fwQXOhoaf30ddpWlggT8cOYrhAdUiNiUbk1Akw6tIDGvoGSLx7G0nPn6YPQSiJWbtK3HTKVoBht14IH9IHSEqC2mloQtPEEonBfkg8uxsa1gWg/90AxG6YBMTIc+Hvbs97aF6hqNh/JcenICklFfGJydjQvzV8QiLReeleFLIxg3Ne+aofrxnZ+U2/4K4TGOe+BwN/rI+jV+5izYjOUKfklFT4hUTA0d4SA76rhXveAei1cBt2TOgCy9cXH64+cAEvXoVi5aB2apmHd/sF+/7UDL6BIXAsYIeBv7bE3acv0POPZdg1bxQszdRTuSopKRkr/9qKBX+MFFWFbt17iH6jp2HXmoUwV1PMT3HbuAPePv5YPWeC2mJM66/q79xz4gIW/LUHgzq2xtEL17H2D/X1TXyqryQ5JUX00cclJmLjpN5iqMBOk1agsL01nAuqN8FIyXN+SpKqxs8b0w8L1m4VleLKuBaBk0M+aKnx4gS3rf/C2+8V3PoMRUJiomhLx8cnYNPcsfAJCELH4dNQOL89nAu/GSJS3aRqVS3rV8+SizKy2zqXFdsaJfvBiXKLzz7yl4bPk6o9tWzZUgxTl1YhKk2hQpnPqpXe8/8N3fchdnZ2CAjIWLou7bH03OeqUqWKSFqSKjxJVZ2yEylDX0r+evRIdYXa5xo1ahQGDx6cYZpYtnBVmezPceXGHfj4vUKzn1UNrqCQUEyavQSBwaH46bumyCoxMbE4dOIstqyYg6x2//FzsbxSZ52kpLMTbK0scPfRM3xToZTs8WLiE3H4xlNs7P8miUQ6aFz225uEou/mbBcJVkpr6ZoX047fRVhsAswM3gzHmVn3/UIQGBErkqokJQtYwcbEEPd8Q1CtaF4cuvkUK47dwKrfGsLSWP7x1SsVshE3SUJSMurN3yeSm6SkqrQrFn6qVATzjtwUQzOaGcq7jahU2Fbc0uPP2S3iZwWpA0EiVYlqX78SWo1difsvAhAYFimSqiTSVVs2Zsa49yIA1YrLV7npvl+oGNpRSqoScfJbwcbUEPf8QlCtSN43n301F8w7eEX2z/7tZf+1fmW0HLMcdham0NTQQNOqquRBVwc75LMyw0OfV7InVq3bdRjHzl/DqsmDYKCnh9CISBy7cB2zhqm2t/ntrFHauTCu3XuslsSqNK1qV8GUVVvF8GBSUlX6Z9KsNlr0nyJ7PCmpKj1Gw6poOXJx+nPrD5zFsSt3sXJYR3H1dVa4euueuCKoeacB4nFQSBgmz1+FoOAwtGvZUC0x7W2txdXsaeWmXYs5IZ+9LR4+eZ5rEqvStGpSD5PnLEVYeIQY7z6rrN20HUdPnsPqhdNgoObE/nU7D4iqVKumDBMVFS7duofA0HC07T9ePC9Vp/O4eB2h4ZHo3/EH+ePvPoxjF65h1aSB6b8r58L5sWLCm4sJWvWdCKcC8m1nrt17At/AULQcpEoyCAqPxOPV2xEUFoG2Db6RLc4HY99/Bt/AMLQcqjrhFxQehcdrdqli16+avm/5uWE1zNt8AGGRMTCTMWn4Y9v4NFJS1+5j5zC21+df6PC1bWveXeffVbVsCUxbsQEPn7+U/WpMJWO/y87GUhxDSB2WUkeh9N1LV79KV8GqU+VypcRNkpCQiNo/dIVTIfV3jip93KjkvlXpZVdy36p0m0bp+Er93iQta1XCFLftog1fuWQRcRPzkZiEuj0nwjH/5/eHfel+/eD561i58yhWjekByywaOiar+2myw/6lZe3K4ju/8+QlXoVGiKQqSckiDrC1NMO9Zz6oVlp9VUW0KzaEVtHyiN82V1Sr+ZAU77vQ0NEXyTepAc9liSuSqsSbJyPx+C7oTlyd/lzyg5uIfTD89QzqIM+MjUjx//w+z/8bO21oQin2yb0wHLUcSkm6eRq6zboCBnmA2KjPfk7u2FoOztAwtYJBX1VbWyOPKfSsuyEhjxmSrhyTJZ5Iqnrrc9cdrUrw0nIqIRL7jMauVMU2Nodm2z7QMDFH4tkD/ymW4U/tROWpkMFDpKEfkCrdkpNFElVa1SotezskB7yCTrFi0LS0gJW7ah3UMDWF3rffQNPUFFGr3WVZ9sSb1xA+/JrqgY4OLDbuQpL3+7+lxOtXoGFgAK1Cjkh+pKp8o07ScJGpKSlIvu+pehz4AikRQdC0zIeUmHvy9IXflPrCW4vHpob6MNTTQbPyqn1bPgtjlClki9svAmVNrMrQL9igClqOWoprD73hGxSOlqOWvDme9A0U/7etU1G22HYWxqr+x8qqqnAuDrbIa2WKhz6BIrFq/WFPHL/2ACsGthWjCahTWr+g7es+0WbVVcvpWrgA8tlY4qG3n9oSq+49eqran5cpIR6XcikKW2tL3H30BN9UfDMEZ1ZYt3UPjp65CLfZEz64r5dbqzpVMWXV3zjheRO+r0LQoq/qogipfTXpxWYEhkagXeMaau8r6f19PRjq66L5t6qqQfmszUVVq9tPXqo9sUrJc35KHa+nqVymuLilH0e07yuSq9Rh3c6DOHb+Clb9MVSs29LN0EAPzeuoinvks7VCWdci8HrwNMsSq6QLUw6duojNi9SXqJ3d1jmltjVZ3Q9OlJt8dmLVvXv3sGfPHmzdulVUeJKGAJSSrKRbqVL/rQNDShzasGFDpv9Oquw0ZswYJCYmppcIPXLkiBhO72PDAH7I9evXxeuzW1KVJDk5Gbdu3ULTppnrlJWW5UPLk5kR6KWO4Lc7gzv3G4kOP7ZCvZpZWy7wwIkzcHYqDMfX4w5nJakxHxgShifePnB0yCcyiV/4BqBwAfU0LKUh/4rltUBhG1XygURKPrF+PZb8jov3YKCjg8pF1H/FwLsi4xMRm5gMmzyqne+Jx69gqq8jbl/CztQIQZExePIqDI42ZvAOisDLkEgUsjbBoZvPsOTwNazs1hD2Zuq5+jIwMhbWrxO2Vp2+i8qFbJDXzBDBUXGwfL2sR+++FPflTqp6L/7J26hc2BYOlurvkI6NT0BicoooPS056HlHHMjbWZggKDwaT/yC4GhvBe9XIXgZGIZCtvIOl2RnZoigyFg8eRUuhvvzDn79vVuZIjgqFpZ5VJ/JUa/n4r6cn31MfIK4Gidt2Q943hbLLlXkquxaCOe8nqBG6SJ4GRgKn6AwFLaX96Dqzz1HcOC0J9wmD4JJHtVv28TICAb6urh48x6qlHYRiVa3HjxFx1YNZI0tDRURF58IGwtVB9Jxz5swNTaEro62eM7ESDU/B85cgUthebe54nNPSoaJkeq7PXDhFlwcVCd9/jx4DgcueGHV8I7pz2cFKXnq7QSqLoMn4tcfmqLet+orfyxddVelfGmc9byGmtUq4qWvP3z8AuBYMOuuClKKVGo5Lj4eNlaqztBjp87DzNRYDOOTVdZv2YkDR0/CbcE0mBir96r+P3cdwoGTF0Vlg7Tfes1KZeCxYWH6a8bOXw1nRwd0aCV/It+fe47iwKnLcJs8ID2+JDAkHNavtwHbD58WCVdVZDwRJ51kfTuBqtvk5WjfpAbqVlIlraqTlDyVlkAlYk9xQ/vG36JmOWcEh0fC8nUVi6OeXrA0yaOWpKoPbePTSNt4qW1frazqRLA6KbGt+dA6n5iUBL9XwXDIq0qkvnX/CULCIkUCcU6J/SGW5mZwLeqIfUdOonXjujhy6rw4rlD3sAKBwSGwtlS12Vb8tQ1VypVSe8zscNyo5L5V6WVXct+qdJtG6fhZ+XuLiI5FXHzCmzb8pVswNTaCaR5DceJNGuZXsmrHEVQuUQQOdlZZsl8/dP4Glm49hJWje8DeyjxH9tMotX957zv3lL5zQ+SztkBQaASevAwQ1cm8/QPxwj8YhfKqLhZTB+0KDaDtUgVxUlJVfOybJzS1oGFiidSwV6qHdoWhYWjyJjHmS+nqAVraQGy0aj4q1kbyW8P8SQk1qRGqi3R1m/yMpPs3kBroJ19sTW0g7nXs8jWR4vMUWUbPEBo6ukiNChMPpaEWU6WkKen2qefUHFtKnno7gUq/4xgkXjyI5PtX1POdl6+JZJ8n4r6UPPV2ApVB32ki8Srp1oX/FMqw7Y8wqFcXIYOGIDXqzWcX73EShq1aImrtOmi7OEPLygoJ16+LylGBrb9Pf53pqJFIfPQIMdu2Qy4a5hZIDVUldBn+3BGJN64ixc8H0NKCpo2d6r70uRRzgaaZOVL8fZEl4qKR8uIeNAuWQMozL/G71zSxQmqIvyxvf+jGYxSzz9gX3risE87ef4l23xRHeEwcbnsHolOt0urrF7zoBZeCdiJ56u0Eqm4z16N9gyqoW94FcjLPY4jKLg44d/sZapRyFH2PUkJXYTtL/HX0Eg5evoeVA9qmz19W9AtamBqjSqliOHfjLmqUL4GXAcHweRWMwvkyFlWQk52NlWhPPX7+QlT+9H7phxe+/ihcQD0JJh+zfts/2H/8LNxmj4dJHlXFMPV87tJ+XbWeH794Qwy92P2HRujR5s0F9V3HL8CvzeqgbpUyWdJXUrdicdx77oezNx6gXYOqCI+Kgdfjl+jUTL6krux4zk+p4/U0UjvW+vW6sGLzblQpUzy9XSmnP3cfwoFTnnCbMiRD/1STmlVw5sot/NSsLsIjo0RSVefv5R0p5lMOnrwg+kId1XgxeXZb57JqW6NkPzhRbvPZiVUODg7o16+fuIWHh2P//v0i0UoaSs/CwiI9yapWrVqfXb6wUaNGosKSVLXq7YQoqUpTVFQU/P39xXCBUgKUpHjx4tDV1cUvv/wihrvr1q0bRowYAS8vLyxcuBDz589Pf49du3aJ95YSwiT//POPqGpVtWpVMfyglIg1bdo0DB06NDOfl5ivt6tIPX36VMyf9BlIn5EkJCQE3t7e8PVVHejcv38/vZpWWkWtjh07Il++fGLoPsnkyZPFvBUpUgRhYWHic33+/Dl+++035FY79x9Fm+bqqRzytkkL3XHK8xqCQ8LRc/RMGBkYYP+6eZgwoBuGTF0ETQ1NpKSmYHSfTrC3UU/2+q5LD/B95YwnN6Vkqv3XHosx36XEo3md6olqC19qyvE7OP00CMExCei9+yqMdLWwt1P1j06PjE/C8AM3EZ+UAim8uYEuFrUs98XzIlWhGvddNQzfdFJcGZOSmoqRLauIRKoWs3eK56WhAdOs6tYQZq+HCJTDspN3cM07SJS+lYYCnNCiAhKTUtBvy1lRQUqaJzNDXSxoq54qG8tO3MK154GiDHTpApaY0FKV0OF28ja2XX6E0Jh4PN7riRn7r2BLr0awkGnZgyOiMWT5LqSkpCBVqpBkZYY/ujYXV0aN69AYw1fufvN9/NIw/UouuUjJUuNaV8XwLafexGlRWXzW3dwOIyE55fVnr4cFv9aWNXZIRDQGL9uOlJRUSP/yW5tjSrdW4rlxHZpiwrp9WLDjmIgvPbZ9faJCDv5BoZizZhvy21mh21jVVUI62trYNGc05gzrgXnrtiM5OUUkIP3asj7KuKiuRJZLVEwchs5dg7iERGhqaojhIpaM7ImQ8EgMnuMu1kPpKp38tpaY2jfj8FVfKiQ8CoOXbH2zzkmfe/fvEBASjrlbDovHv81YJ14rDaGxcXx3WeNPmr8Kpy5eRXBIGHqOnAojQ33s//NNxaysNH5ob4yfuRjzV6yHhqYGJgzpIw7gc7qo6BgMHj9dlJuW9h0WZqZYOnOCLPu0z+H/KhCzF7shf147dO2nGkJCV1cHm90WyB8rKARz3LeIE2zdRqkqPEgXAWya92Y4anUS25q125HfVtrWzE//XW2aPVIkU+0/5Sl+61Kp7wUje2XZd7Bq51FsO3ZBVOp69MIf09ftxt/TB8JCzUPXJCQmo++cP0UlD2nbZ5bHEAsHq4Y+kNOntvGSXUfPolW9b0WFlZy2rfnYOu8+bbhIIIyMjhVDe0hX5M0d1VvWTiQlY0smzV2OUxeuqPYvwyerjiE2LsP4wb0wduZirN64A0aGhvhjRF+o29K1W3Dl5l2RwCcNTTZpeB/kFty3KrNvVfpzVzJ+Vv7eomJiMXT+n4iX2vAaqjb84hHdxPe8bOtBXL33RBxDlC5WCBN7qWfIoA8ZvXSTSFoeOHdt+rRVY3rCzNgoR/TTKLl/Ed/5vPWq71wctxlh8cjuoirY+B5tMWz+ejFdOqYd1e17WRLbdBp0gJZjKWgYmUK/zSCkJsQh/u/Z0K3TDilhr6DfTtVvmpqchPiN01RDtTXpCg09A1FdKDUxAfF7lwPxMZmOrfdzP2iXrCySpQz6TgHiYhGzeAwMeowFXrebUoL8Ebf+TYUB3eYdoFWkJDQ0tZD89C7iNvy3Nr3ej72h5VpRVEDS7zlJJI/FrhgP/c6jVLE1gNTgAMRtmv/Jv4mZ1vM/xZeqQWkVLSeqP+m3H4HUhFjE/TUdem36Q0NbF6mpKWK4tfjNqmXX0Df86HPqji0nvbZ9oF1c9Rka9Jqk+s5XjIdBl9efOzSQEuyPuI1vPne5aFpbw6RvHyT5+MBioWq9kdbfkF69EbliJUzHjobVpg1ITUxE+JSpGYbjk4NRvyHQrVwVmuYWMJ0yG6mxMQjt1h5GHbpBu2QpaGhpIfHuHUQtmKX6A21tGA8ZBQ0jIzEvqXFxiJw6PkNCWGbo1P0FWoWk37oJ9L/rL37rcevHf3S6JOH4JujW7wCNb7+TyvAi4fhGpEarku++1C7P+/i+SsbEpf5NKmHC1pPYeu6OeNy5ThmUcpAvgTQkXOoX3Kbqn0qV+qfMMOU3VcWsrDL2l4aY+NdBLNyl6g8f2151YeXc7R7Ib2WK3+ZvEY91tbWxYeSvau8XlNoU43q0w4TlmzB/w17xnPRYqoqoLlYWZpg4tDeGTpwNDU1NURltzIDuoiqpOkyatxKnLr4+bhsxBUaGBlgzbxLmrFiP/Pa26DZkoniddPHppqUzZI0dFS197u6IS0gQbRfxuY/Our6YT+nfthHGr9qOv4+pElW7NK+JUk4Fcs45PwWP1yctWoNTntcRHBqOnmNnwchAH/vXzMXSv3bgitd91XGEa1FMGij/uV9VO3arqh07evabfsG5YzGg4w8Yt3AN/t5/Qkzv8kMTlCrmKGv8j7XhJTsPeuCHJnWQ1bJsnVNwW6NUPzhRmkmzFuHUOU9Rzb3H4LFi/T+wdQ1yIo1U6ezKF5CqRp04cUIkLu3duxeRkZFYvHgx2rdv/9nD8XXt2hU9e745EK1duzZOnjz53mulJKa0IQdv3ryJPn364NKlS2JIQSnhS0qySrNu3Tp06dJFnDySHDx4UCRaSUlR0jQpgen3339H9+7d009yPHv2DIULFxbLI83Dh3h4eKBOnfc3/p06dRIx3479rgkTJmDiRNXGU3p/aVnS/mbQoEHYuXOnSCaTkswqVKiAKVOmiKpeb0ubx2vXrqFs2c8vjZr46iGUoGNTFIl+dxWJLeLbuyLh2WVFYusWqojYPa8PhrOYQavhiFmq/pM4H2PYZwlid05TJLbB96MRu2GMMrF/nYrYzVk3RvJ78X+ehNhT65SJXbMzYrfLP4TcZ8dvMxZxp/9SJLZ+jQ6Iv/f+Pisr6LnUQvzNQ4rEFvFLN0Lc+c2KxNav9jMSXtxQJLZugTJIDFAlTStBx1Z9w31k5zZFersi6Ikysa0cEf/wnCKx9Yp+g/i7qo4PReK71kHc1b2KxNYv3xJxl3YoE7vSD4pt39O28Upta6TtjFLre/o6r+DvLcH3tiKxdfOWUCx2WnxFjxsVXN8V37flws89/bNX8HtX8rced30flKJftrmi+3Wl+mjS+mmU3L/E3divSGz9Mk0RM0e5CzcNh65GZO8misQ2XnYAUYNbKhI7z7y9iJ6s/qGgP8Zo/EbF4kuxIwe2gFKMF/wD/5ryXqz3uexOeSCoiWq42qxmdeAkYhb2glIMB6xA7F5lhloyaDkUcWc3KhJb/9v2iD3xZsjSrGZQ5zfF+galfkHFz/28vKVIbN38pRDvdUSR2HolGyjWT5LWV6LU9y6+cyWP15+ohkdVJL5jZcQ/OKNIbL1i1RVvwyu6zim4nVGqHzytL5xyH65zMlWs+hjpqq2GDRuKm5RQJSX8JCUlffbfjx8/HsOGDcuQ4CQlL/0/pUuXxunTpz/6fOfOncUtTePGjcXtU6TELTMzMzHM4cdICVH/Lxft3dgf8u4yStW23q64RUREREREREREREREREREREREX1liVVxcnKgY9erVK1E6NY1UwrJFi8xdjdKsWTM8fPgQPj4+KFBA/aUmP0Ua3nD06NEZhiXMTpo0aYJTp04pPRtERERERERERERERERERERERDlephOrpCH1OnbsiKCgoPeekxKrpPFhM2vgwIHIDmbPVo05m12tXr0asbGx4r6Dg4PSs0NERERERERERERERERERERElGOpxt7LhH79+uHHH3+En5+fqFb19u2/JFXR58uXLx+KFCkibrq6ukrPDhERERERERERERERERERERFRjpXpxKqAgAAMHjwYtra26pkjIiIiIiIiIiIiIiIiIiIiIiKiry2xqk2bNvDw8FDP3BAREREREREREREREREREREREWUD2pn9gyVLloihAE+fPo1SpUpBR0cnw/P9+/eXc/6IiIiIiIiIiIiIiIiIiIiIiIiyf2LV5s2bcfjwYejr64vKVRoaGunPSfeZWEVERERERERERERERERERERERLkusWrMmDGYNGkSRo4cCU3NTI8kSERERERERERERERERERERERElO1lOjMqISEB7dq1Y1IVERERERERERERERERERERERHlWJnOjurUqRP+/vtv9cwNERERERERERERERERERERERHR1zgUYHJyMmbNmoVDhw6hdOnS0NHRyfD8vHnz5Jw/IiIiIiIiIiIiIiIiIiIiIiKi7J9YdevWLZQrV07c9/LyyvCchoaGfHNGRERERERERERERERERERERET0tSRWnThxQj1zQkRERERERERERERERERERERElE1oKj0DREREREREREREREREREREREREX2ViVa9evfDy5cvPesO///4bGzdu/NL5IiIiIiIiIiIiIiIiIiIiIiIiyt5DAVpbW6NEiRL49ttv0aJFC1SsWBF58+aFvr4+QkNDcefOHZw5cwZbtmwR01etWqX+OSciIiIiIiIiIiIiIiIiIiIiIlIyseqPP/5A3759sXr1aixbtkwkUr3N2NgY9evXFwlVjRs3Vte8EhERERERERERERERERERERERZZ/EKomtrS3GjBkjblKVKm9vb8TGxsLKygpOTk7Q0NBQ75wSERERERERERERERERERERERFlt8Sqt5mbm4sbERERERERERERERERERERERFRTqSp9AwQERERERERERERERERERERERFlN0ysIiIiIiIiIiIiIiIiIiIiIiIiegcTq4iIiIiIiIiIiIiIiIiIiIiIiN7BxCoiIiIiIiIiIiIiIiIiIiIiIqJ3MLGKiIiIiIiIiIiIiIiIiIiIiIjoHRqpqampyISAgAAMHToUx44dw6tXr/DunycnJ2fm7YiIiIiIiIiIiIiIiIiIiIiIiLId7cz+QefOneHt7Y1x48bB3t4eGhoa6pkzklVi0BNF4upYOSLx1UNFYov4NkWR8OKGIrF1C5RB7Kl1isQ2qNkZsZsnKBJbxP95EmJWDFAktmGvhYie8qsisY3GbkDs+pFQikGnGYi7sluR2PoVWiPu+j5FYov4ZZsr+ltPeHlLmdj5Sym23OnL/vyqMrELlkeC721lYuctodh+NX3fquB+PTdTcp3Lzb/1+IfnFImtV/QbJPrdhVJ07F0Va0dLbWil2/BKLruScvP+JTfGTouvpFy97AH3FYmrY+uM+McXoBQ9p6qIv3dSmdgutRRrT6W3qZRs0yj0vUvfeey/C6AUg2YDEbt1sjKx245H7J+jlIndcTqiJ7eHUozGb1S2b07hZY8a9p0isfPM3oWYOb8pEttw6GrEHloCpRg06ou4G/sVia1fpqliyy4td7zXEShFr2QDJDy7rEhs3UIVFT9mVrRvUKFll5Y7/u4JKEXPtU6u/dyVbscqefyi1PmP9HMgCm7nlDx+yM3H60Q5IrHqzJkzOH36NMqWLaueOSIiIiIiIiIiIiIiIiIiIiIiIlKYZmb/oECBAu8N/0dERERERERERERERERERERERJSrE6sWLFiAkSNH4tmzZ+qZIyIiIiIiIiIiIiIiIiIiIiIioq9tKMB27dohJiYGTk5OMDQ0hI6OTobnQ0JC5Jw/IiIiIiIiIiIiIiIiIiIiIiKi7J9YJVWsIiIiIiIiIiIiIiIiIiIiIiIiyskynVjVqVMn9cwJERERERERERERERERERERERHR15RYFRERARMTk/T7n5L2OiIiIiIiIiIiIiIiIiIiIiIiohydWGVubg4/Pz/Y2NjAzMwMGhoa770mNTVVTE9OTlbHfBIREREREREREREREREREREREWWvxKrjx4/DwsJC3D9x4oS654mIiIiIiIiIiIiIiIiIiIiIiCj7J1bVqlXrg/eJiIiIiIiIiIiIiIiIiIiIiIhybWLVu0JDQ+Hu7o67d++Kx8WLF0eXLl3Sq1oRERERERERERERERERERERERF9zTQz+wenTp1CoUKFsGjRIpFgJd2k+4ULFxbPERERERERERERERERERERERER5bqKVX369EG7du2wfPlyaGlpiWnJycno3bu3eO7WrVvqmE8iIiIiIiIiIiIiIiIiIiIiIqLsW7Hq0aNHGDJkSHpSlUS6P3jwYPEcERERERERERERERERERERERFRrkusKl++PO7evfvedGlamTJl5JovIiIiIiIiIiIiIiIiIiIiIiKi7D0U4M2bN9Pv9+/fHwMGDBDVqapWrSqmXbhwAUuXLsWMGTPUN6dERERERERERERERERERERERETZKbGqbNmy0NDQQGpqavq04cOHv/e6X375Be3atZN3DomIiIiIiIiIiIiIiIiIiIiIiLJjYtXTp0/VPydERERERERERERERERERERERERfU2JVwYIF1T8nRERERERERERERERERERERERE2YSm0jNARERERERERERERERERERERESU3TCxioiIiIiIiIiIiIiIiIiIiIiI6B1MrCIiIiIiIiIiIiIiIiIiIiIiIspuiVXBwcGwsbHBs2fPlJ6VbK927drQ0NAQt+vXrys9O0REREREREREREREREREREREOZbiiVVTp05Fq1atUKhQofRp/fv3R4UKFaCnp4eyZcu+9zdxcXHo3LkzSpUqBW1tbbRu3fqzYkkx0hKT0m4zZszI1Pzevn0bP/zwQ/p7LViw4L3XTJ8+HZUqVYKxsbFIGpPm7/79+59833Xr1r03b/r6+hles3PnTnh6emZqfomIiIiIiIiIiIiIiIiIiIiIKPO0P+dF5ubmItHnc4SEhHx28JiYGLi7u+PQoUPvPde1a1dcvHgRN2/efO+55ORkGBgYiASsHTt2IDMmT56M7t27pz+Wkp8yQ5pnR0dH/Pjjjxg0aNAHX3Py5En06dNHJFclJSVh9OjRaNiwIe7cuQMjI6OPvreJiUmGBKx3P3MLCwtEREQgK0ybvxweZy7A1/8Vtq9dApdiTshK3QePQ1BwKDQ1NWBkaIBRA3rCVU3zMH3JGnicvwLfgEBsWzELLkVUSX49RkxBUEiYah4MDDCyTxe4Fi0se/wmI5dBV1sLejqqn2O3ptVQxbUQeszdnP6auIRE+ASF4fi8ATA1MpA1/tmHflh6/CYSk1Ogr6ONsS0qwtnOHCFRcRi76wJehEZBV0sLo5tVQIVCNl8Ua+aJOzj55BX8IuKwpf03cLYxEdOfh0Zj/KFbCItNQB49bUxuWApOVqrf5umngVh27iFSUlORnJKKjhUKo2WJfJmOrduwA7SKlYemmTVi3UYjJcBbTNf/ZQQ0jEyRmpoKJMQh4dCfSAl4DmjpQO/7PtC0yofUpAQgOgLxB9YhNTQAcjj7OABLT955/blrYWyTcnC2NcUt3xDMOnwTCckpSEhKRsvSBdGlWjGow26PS5iwajvmD+qIupVKpE+/ePsRek1bjSG/NsOvTWqoJ/YJT0xY8TfmD+2MupVKITg8EmOXbsbLgGDoaGtjTLfvUaG4U5b81tPsOngC4+csx4JJQ1Hv28qyxlbFd4fHucuq+Ctnw6VIYcQnJGDYH/Px5PlL6OnpwsLMFOMGdodDPvsctZ2bvnQdPC5I8YOwbfl0uDip4ickJGL2qg04d/kmdHV14OzogBkj+8obe9FqeJy7pFp2t7nic5c8f+mLMTMWIyw8AnmMDDFlRD8UKewAdYmPT8CwCTPw+Jn36+/aDOOH9YVD/rzIDfv13ETJdU7x7dxHfuuNOvSDro4O9HR1xePffmqFxrWryRo7PiERw2ctxxNvXxHHwswYY3t3hENe2/TXXLxxBz3HzcGQbj+hQ6uGUJdTFy5jsfsmpKSkIDk5BV1+ao1WjesiJ7ajs1Ps7BBfCbl5/5Kbl11puXnZRft1qTvOel4T+5tiRQph5rghaoklHSsMnyHt23xU67ipCcb27ST2bePmueH6nYdiuqG+Hob3bI+SxRxljJ2I4XNW4ckLP9V+1dQYY39vDwd7G/wydBoSk5LE65KSU/DY2xfbF45HsUL5oS5nPK9isftmEddATxfjB/eC8+s2Vk46dvnUd+729z/Ye/QMvH0DMH9MP9T9pgLkFhYdhx7L96Y/jktMgk9wBI5P6oy5e8/h7stA0VepraWJAc2qokoxeb/z0w98sPToDaSkAskpKehUvThalnPErysPIiEpRbxGmv74VTi29mmKYnbmssU++9gfSz3uIDElBfraWhjbVOqjMcOva0+8iZ2aiseBEdj6Wz0UszX9oni6jTpCy/l1H9VKqY/quZiu334kNPKk9VHFIuHgn0jx///PfTV9c/9hudNol6kJvVY9Eff3PCTfv5Lp2CJ+q27QLl4ZmhY2iJk/CCm+GUfQ0K5YF/rt+iF23XQk31Zd3GzQbyagraN6gaYWtOwcEDNvIFL8MvfZ69T9GVpOZaBpaoXY9ZOQGvgC0NKGbvOe0LS0B5ISkRoTiYSjG5Aa9ko1v427QDOvk+q5xHgkntiCFH95Rv1ISEzG3N2nce6eN/S0tVEsnxWmdWyIs3eeY+m/F5CYnKzqJ/6pDpzzWUNOPacsR3BYJDQ1NGBooIcRXb6Ha+H8OH31Dpb8vR+pKalISklB5xZ10LK2vMetH1vu07efieVWreMp6FS3PFpWcYXcek5egqDQCHG8Ymigj5Fd28DVscBHp8tp+rL18LhwVbV/WzY1ff92yvM6lqzfln782vnHZmjVoCbUKSuPmbNLv6ASy65qz63Gk5dSe05H1Z7r9Ytoz3k9fIZZ7lsRExcPDWhgaNc2qFLaBeqUle25d+Xmda5h299UfXJ6r/vk2rdBk3rqOeej6PmPD2zjwiIi8duIaemviYtPwEu/Vzj593KYmuTJMX2i2amfhCin+6zEqrerMklD902ZMgWNGjVCtWqqH//58+dFctS4ceMyFXz//v2iKlXVqlUzTF+0aJH4PzAw8IOJVVJy0vLly8X9s2fPIiws7LNjSolUdnZ2+K+kZCnpJhk5cuQHX3Pw4MH3qlFJlauuXLmCmjU/3iiVOie+ZN7k1LBOdXRt3wYdfx+qSPy5k0bAxFi1Yzt66hzGTJuPneuWqCVWg5pV0aVdK3QaOD7D9DnjBsEkjyoR7tgZT4ydvQw7Vs1WyzzM7NEaLg5vTvxJtk7oln5//aGLuPLAW/akqojYBIzeeR7uXeqhiI0prj5/hdE7LmBHnyZYePQGSuW3xLIOteHlE4zBW87g34EtoKP13wvd1S9qh84VHdFl64UM06ceu40fSuVHyxL5ceSBP8YfvoWNv3wjOlTGHrgJtx8ro5i1MXzDY/Dd+jOoV9QWRrqftflKl3TPE4nn/4V+p4zbqbgdi4H4GHFfy7kidFv2QJzbGNXfXD2B5Mc3xH3tig2g1/w3xP01FbJ87nsvwf3XmihibYKr3kEYvecSdvSojz/2X0fvmq6oXcwe4bEJaL3yCGoWsYOTtaqjSy4+gSHYecITpYtkbLxHxsRi4eYDqF5WfQdSPq9CsPP4BZQuWjB92sJN/4rHy0f3gNcjbwyauw77F4+BjraW2n/rYp78X2HH/mMo7VpUtnjvx6+GLu1ao9OAsRmmt2neADUqlxP7gE27D2DC3OVYO29yjtrONahRBV3atkCnwRMzTJ/vvhlSDvG+tfPE8ktJXrLHrlUNXX5ujU79VL/rNJPnrRCffevGdXH45DmMnbkYW1aoZxufpk3LxqhRrZLqu96+F+NnLMC6JbOQG/bruYmS65zi27mP/NYls8f0T+9UUJc2jWqhesXS4je2+Z+jmLhoLdbMULXXI6NjsHDddlSvUFqt8yC1XUZOXYC1C6bA2akQfPwC0KJjX9SvWU0k+uS0dnR2ip0d4islN+9fcvOyKyk3L/v8levF+vbvphWq9mtwqFrjtWlS+6192xFMXLgGa2aOEkk1EwZ0hbaWFk5evI6h05bi4Lq58sZuWBPVK5RUxf73OCYu+RNrpg7Fpjmj019z+OwVrPj7H7UmVYVHRol967oFU8TJpys374jHu9YuVEs8JY9dPvWdVy1bHE1qVsH4Be5QFzMjfWwd2jb98foT13HlsS9MjfQxtPW3MDHQE9PvvQxEj+X/wOOPLiIJQK421Jjt57C6a32RMOUTGoXvFv2DesULYEPPxumvO+LljZUnbsqaVCX6aPZchnuHt/toLos+mg1d6ryJfdcHK0/f/eKkKknSXU8kntsH/S4Z2+1x2xe900fVE3GrRv/f576avrn/sNwSDVMraJevg+SXDzO9vBni3zyPRI/dMOj95iRregxza+hUaYDk5xlHnYhdPCL9vlapatBt0C7TSVWS5AeXkeR5EHo/j3hnnk4h5ektcV+7XB3oNuqE+L9Vx4nJD68i4dB6IDUFmo6loduiF+LcPnw+IrMW/nNObGf2ju2g2qZFRCMiJg6j/zwM9wHfo4i9Ja4+9hGPd4xqDznNHtQZJq/7uI953sT4ZZuxddZQjF68Ee4T+6BYwbyi77D1oOmoV6U0jAwyjuoh93KL7c9fh7G63/ci0UpKKP1u6gbUK+MEI33ViXC5zB7SFSZGhuL+sYs3MG7JBmyfN+qj0+XUoEZldPmxOToNedPnKC37qJnLsGb2WJEw7OMfiJa/DUP9byup7fg1q4+Zs1O/oBL9BW0aVn+rPXcCE5f8BfcpgzFwxgpM6d8JVcu44plPAHpMWIC9SydB/3Xyzdfenntbbl7n0syZOAwuReW7CCNbnv/4wDbOzMQY25dPT3+8btu/uHzrruxJVdmhTzS79JMQ5XSflSHRqVOn9JuUyCRVfdq8ebOoGCXdpPvSNKlSU2acPn1aDPmXlaSh/ywtLVGuXDnMnj1bVJRSt/Dw8PSKU58SFRWFggULokCBAmJ4RGnYQaVULFsKdjbyXo2SGWknRCRRUTGfXTHtv6hYujjsrC3fn4fXyQZpJ+PUOAv/1+4zN9C6ehnZ3/dFSBRMDfREUpWkfEEb+IdH465vCA7ffoEfKxYR00vms4S1sQGuPFNdMfVfVchvAVvjjAfDITHxuBMQjqauqozp+kVtERAZB++waPFY+twj4xPF/aiEZJjq60D3PyR3pXjfR2rkByrqve64EbH0DIDU1w+SE9OTqsTf+zwSHTlyeBEWDVMDXdFhJynvYAX/iFjc9Q/LsLyxiUkikU16rZykKzMmrdqBkZ1aQfd1pbQ009ftQY/v6sHMWHUwLzcRe+VWjOzyXYbYh8/fwI8NVMm6JYs4wNrcBFfuPM6S37o0TxPmrsSovl3F1QPq8qH40pUKNauUT9/GlXEtCl//wCyJnZXbuYqlXd+LHxMbh12HPNC/c7v05beyMJM/dpkSsLPO+NsNDg3D7fuP0bxBrfSDPv9XwfD28YO6SFeI1Pymcvqyli7hAl8/eSrgfQ379dxEyXVO+e3c+7/1rCJdfVmjUpk3vzEXJ/i+Ckp/fvqKDej+UwuYqaHz5F3SPERGqdoxUTGxMDM1fm9/m1Pa0dkpdnaIr4TcvH/JzcuutNy67FL7dee/R9C/u+pkrMTKUr7kjndJxwoZ9m3ORcQV0JI6VcuLpCox3cUJr4JDkZScLGNsHdSoWOpN7GKO8H0V/N7rdh09g+/qV4c6vfT1FydF0q7or1C6OPxeBeHOA3mPF7PDscunvvNSzk7Ib/9lVcQza/fFu2j9umJLWlKVJDIuQS3xNN567+j4RNFf9W7/z+6rj9C6gqqvSi4vQj/QRxMeg7t+GRMnd19/htZl5TkpluJ97//3Uekbfv5zX03f3H9YbmhAr0V3JBxcLyo3fYmUp3eQGv7+tkxaQL0f+yB+t9snY+hUro8kz6P/LfbLh0iNeicZNzkpPalKvMb3CTRM3mx/RL9kqqpiWorfE2jkMQM0/vsFr2li4xOx+/xt9G1W7c02zcQIL4LCRSKllFQlKe+UD/4hkbj74sv6g9+VllQliYqJE7/99PUsOlbcj46Ng2keI1mPoz623CI2NBAZG6+KHZcgPgdphAm5pSVPSaKiY9P74T42XU4VS334eF0cv0a/dfxqkket/QZZfcycXfoFlVj299pzzqr2XFhkNELDo0RSlaRQPlsYGxnizNXbOaY9967cvM5lJUXPf3xkG/e2nYc88F3j2rLHVrpPNDv1kxDldJnec0iVqWbOnPne9MaNG3+0gtPHPH/+HHnzZl35OSkJrHz58iLB6dy5cxg1ahT8/Pwwb948tcWUTmQNHDgQ3377LUqWLPnR1zk7O2PNmjUoXbq0SMSaM2cOvvnmG5FclT//51/5Fx8fL25vk6qCffkhV9YbNWUuPK+pDi6Xz3o/yzcrjJ6xBJ43VA3KZVPlvUrkbePW/CPyeUoWskf/H+rA4q2kluuPXoorhmqWlrfjSOJgmQfhsfG47h2Esg5W8Ljng+iEJPiERYuSy1bGbw5085oZiY4luflHxsHKSA/amppvKrcZG8A/Ig4OZkaY0bQMhv5zTQyXJ3XizGle7ouqZn2IdCWcVqHi4n7c5g9fJaBTuRGSH1yVJZ6DufS5J+D6y2CUzW8Jjwd+4nP3DYvGpOblMWjbBTFMYGhMvBgi0CqPfFdmSf7afxplnQuiuGPGbcuRizdFGe7aFYrj2CUvWWOmx/73JMo6F0Lxt8pZSwdz0kkAK7M3VbnyWVvAT81Xf6f5c/s+lCvpjBIyDp3xX23YuR91vlFVRcxp27l3vfALgKmxEdy27MGFq7fEFVG/d2iDquU+vq+Ui3Tgam1pnn4yStru2NtawS8gSPYyxB+zYdse1KmhvrK/lL0ovc5lh+3c6FnLII3sIZ0UHNjtZ1i8tc1Xh417j6B2lXLi/uEzl8RnXqdKORw799+GDflcUpw544di4LgZMDDQR0RkFBZMHgkdNXdMZ6d2tNJteKXjKy03719y87JT1njh6wdTE2O4/bUN56/cEO3X3l1+RtUK8l8E9SEb9xxG7arlPji9eqXS6e0MtcTedwy1K2dcTv/AEFzxeoBpg7pCnaS2kjSMx3Wveyhb0gUnznoiOiZWnJApnkXDUCp17PKx7zwrXH/qj4jYeNQs/lal6X0XcOTGY0TExGNu50ayVatKa0PNbFcdQzafhoGOFiLiEjD355oZqlhLFwJKF/xN+eEbyMnB4t0+Gl9VH014DFztVcmT/hExuOIdhCmtKkLddFv1+mgf1aee++r75j6ybNrVmiD5xQOk+MkzBN6H6NRsiZRn95Di8+Sjr9EwtYSWYwnEbX4zsofctMvXR/Kj6x+ex/L1kCwlYb1OtPoSUgKViZE+3I9cwsX7L6Gno4VeTaqguIMNwqPjcP2JH8o62sPj1hOR5OgbEgHXAvImdo5ZshGXbj8S95eO6i7WuVkDO2Lw3LViiLCI6BjMG9IFOtryJT58bLmrOBfAzC6NMMR9Pwx0dUQ//NzfmspaRf9toxf9iUteD8T9pWN+/7/T1Un63GeP7odBkxfAQF8PEVHRmD9uEHTUeGFQdjhmVqqPRull3/jPcdSuUgbmJnnERc2HzlxGo+oVxbCAUtWqDyXR54T2nNKfe3boFxw1db4oKFDStSgG9eokhuPLTec/JNdvPxDbuFqv+wpzcp/o29hPQiSvTLeQpGpPe/bswZAhQzJMl6ZJz2VGbGws9PXlTRj4lMGDB6fflxKYdHV10bNnT0yfPl0kH6lDnz594OXlhTNnznzyddKwimlDK0qkpCpXV1esXLkSf/zxx2fHk5Zl0qRJGaZNmDABY/p2xNdm+ljVOrbnwDHMX7EWy2dnXK6sMG1kX9U8HPbA/NUbsXya/EkHa4a1h72lKRKTkrF09ymRZLV0QLsM1aqaVysJbZk7LCTG+rqY0/ZbLD52AzEJSSid3wqO1ibifnYgJXet9nyMOS3KiSvqbvuHY+Ceq9ja8VuYy1jFKWHvSvG/duka0K33E+K3zMnwvM63LaFhbov4f9+UDf0Sxvo6mPNdFSw+cRsxickonc8CjlbG0NLUxNpzD9CvTgk0LVEAL0Oj0W3DaRS3M5NtKMCHL/xx1NMLa8b3yjA9KCwSbruPY/XYnrLE+WBsbz8cvXgLayb2QXbx8Kk3jpy+iHXzs3778i63jTvg7eOP1XMm5Ljt3IdI49lLV187OeTDoG4/4+6jp+gxchp2uc2Glbn8V39nJ6vWb8GLl76YsEiebQpRdt/OrZs7AfY2VkhMSsLidVsxZvZyLJ+acQgMOblt3Qdv31dwmzoMQaHhcPv7H7hPl2fIjP8nKSkZK//aigV/jBRXKd669xD9Rk/DrjULYZ6FHSdKtqOVbsMrHV9JuXn/kpuXnbJOclIKfP1fwbFQAXFC4u6Dx+g+ZDx2r18CKwv1Va6SSPsyb78AuPXLuP/cd/wsDp32xLpZo9UXe9t+ePsFwu2PXzNM33P8HGpWKg1zE2Ook3EeI8ybOAwL3DaIylFlSjjDqWABaKmhjyQ7Hbt87DvPympVzSs6Z+iLGtC8qrhdePAS8/edx/p+38mWeJCUnAI3Dy/M/bkGKhSyhdfLYAzc6IFtfZvB3EjVd7z36hPUKJYv/bFcRB/N96/7aKS+sfQ+mjeJY3tvPEeNonYwN1RP//HbEvasyNhH9VaS0aee++r75j6wbBrW+aHtWhlx6z6/bzyzNG0doF2qGmKXZRyy6V3aleoi6e5lICZSLfOhXaUpNMxtkLD1/WFdtVyrQsu5EuK2yDOMT3JKCvxCIuFoZ4EBLb/FvReB6LVstxjyb07XJlj8zznExCeidGE78Rqpv1JuU/uqhhfc6+GJBRv3YeHwbnDbeUQkU1Uo7gSvR94YMGs1ts8ZLpJA1L3cbocuY263pqhQJB+8ngdgoNs+bBv5C8zzyD9M2LT+qvM0e05cwIK/9mDZ2N6fnK5O0oWuqzbvxvzxA0W1F6/7j9Fv4jzsXDED5qbGOfqYWQlKLrvbtgPw9n8Ft96DxOOFo3tj/p874b7jEJwc7FHO1UmtbSsl23O5eZ2TrF88Hfa21qo+ObcNGDN1AZbPztrzD0qf/0irVtWyfnW1XoySHfpE38Z+EqJskFglJe389ttv8PDwQJUqVcS0ixcv4uDBg3Bzc8vUe1lZWSE0NGsqknyINP/SUIDPnj0TFaPk1rdvX+zbtw+nTp3KVNUpiZQtLQ1X+OiR6sqNzyVV4Xo7gUwiksYiffC1atWkHibPWYqw8AiYmSrT0GnVsDb+WOCGsPBIUSZUTlJSlUTqjGpfvxJajVUl+Uhi4hJw+PI9bBzTGepSqbCtuEkSkpJRb85ulC1gJTqQgiJj06tWSdWU7EzlHx7OzlgfQdHxoqNGujJOGvPaPzIWdib6uP8qEoFR8aLjRlLCzhQ2xnq4/yoCVQvKMyzf25JunoZuky6AQR4gNkpM067aFFrOFRG3cQaQJF+5+0qFrMUt/XNfdADWxvo4/sAPM7+rLKbnNzdCqXzm4qpJuRKrrt17Ct+gULQcrOp8CwqPxGP3Hej1fX0Ehkai3SjVuOahkdHwuHIHoRHR6NeusXyxA0PQcuD09GSux6sC0PvHRtDS0kJQWER61SqfwBDYq3FYjTRXb92Db0AgmncaoJqnkDBMnr8KQcFhaNeyIbLKuq17cPTMRbjNniCuEMtp27kPsbexFFc4N6urGjrEtUhh5LOzwcOnL9SeWGVnY4nA18OlSAdT0nZHukJIulJI3dZu2o6jJ89h9cJpMMjC5HJSlpLrXHbYzkkdCBLpauMO3zVB864Z26pyWrfzgKhKtWrKMLE9vXTrHgJDw9G2/3jxfGhEFDwuXkdoeCT6d/xB9vj3Hj0V37XUWScp5VIUttaWuPvoCb6pWBa5qR2tdBte6fhZLTfvX3LzslPWkk5IaGpqpg/h4VrMCfnsbfHwyXO1Jlat27Efx85exqppwzMcKxw8eRErNu2B27QRsDRXz1Xn63YdxrHz17Bq8iAYvHVBotSW2X3sHMb2Up0YV7fK5UqJmyQhIRG1f+gKp0JvqiDntGOXj33nWUVKqDh84zE2DvxwW6lqsfyYsTMRD/1CULyAPMOC3vcPRWBkrEiqkpTMbwkbU0Pc8wtFtSL2Yp3bc+0JxrRQT4WD9/poFu6Ho5Wq/SBi33yOMY2ztsKB6KNq1jVDH9XnPJcj+uZeL5uWgzM0TK1g0FeVbKSRxxR61t2QkMcMSVeOyRJP09EVGubWMByxTBXD2Ax6bXojwcQcSecPpb9Op2JdxO9802crJ+2KDaFVtDzit819r+9RSqjS+aYF4qWEq5gIWeLZmRuLivVNK6rOh7gUsEZeSxM89AtCVWcHVCqmOo+RkJiMemPdRSKSurSsXRlT3LbjzpOXeBUaIZKqJCWLOMDW0gz3nvmgWmlntS73vkv3EBgeLZKqROyCtrAxy4N7LwNRzUU1bJk6tKpTFVNW/Y2wyCiYvTWk+cemq8P9x89Vx6+lVEPClXR2gq2VBe4+eoZvKqj2uznxmFmpPhqlln3d7sM4duEaVk0aKCrCSZwL58eKCf3TX9Oq70Q4FcibI9tzuXmdSzuGSe+T+7ElmrXPmop42en8h5TMd+jURWxepL5E7ezQJ/o29pMQZZPEqs6dO4tKSosWLcLOnTvFNOmxVJEpLdHqc0mJQxs2bIBSrl+/LjrFbGzkLWUr7RT79euHXbt2iQS0woULZ/o9kpOTcevWLTRt2jRTfyclUX2o+laiei6mUQupFGdcfDxsrFQV0I6dOi9O8ksl97NsHqKiERcnzYPqwPHYWU8R31SmK2TSxMYnIDE5BSaGqh3bQc87cHFQdSJJDl26i2IFbFD49dj26iB1XFm/Tp5adfI2Khe2hYOlMRoUL4Btlx/h9zql4OUTjFeig0ve34rEwlAPLjYm2H/XFy1L5MfRhwGwyaMvSo0HR8eLjp0nwVFwtMwD77BovAyLRUFzI3mC6xlCQ0cXqVFh4qFWsQpIlTqk0pKqqjSBdolqiNs4HYiXdxjEwKg4WL8e4m/VmfuoXNAaLrZmouS957NAVC5kLYYC9PINRYfK8g0D2bZBNXFL0+2PlWjfuDrqViqBnxq+Kac/bsVWOBe0x69NasgXu+E34pYee9IytG9aA3UrlcKtR8+x7ch5/P5jI3FV2quQ8PTOFHWSkgreTizoMngifv2hKep9q0puywrrt/2D/cfPwm32eJjkkWndzkbbuY8xNzVBlbIlcfbKDdSsXA4v/V7BR6oA4KDqyFInS3MzuBZ1xL4jJ9G6cV0cOXVeHFCru/Ty+i07ceDoSbgtmAYTNXeOUfai1DqXHbZzUueF1HGUtn3bf+IcXJwKqSXWn7sO4cDJi6JSlUkeVTJ4zUpl4LFBlTQsGTt/NZwdHdChlXqSyuxsrBAYHILHz1+Iqy+9X/rhha8/ChdQ/7ZN6Xa00m14peMrKTfvX3LzslPWk65or1K+NM56XkPNahXx0tcfPn4BcCyovhNCf+48iAMnL8Bt6ogMxwrSiYElf+3AqqnDRdKPWmLvOYIDpz3hNnlQ+n41zcWb90S/VbWyqhOx6ibtW60tVcctK/7ahirlSmXZEN5Zfezyse88Kx269gjF8lqisK0qYTAxORl+IVFwsFYl8N16HoCQyFjkt5QvcVm6kE+6uO/Jq3A42pjCOzgSL0OiUOh1cpPnkwBRbaaqk736+8bO3BN9NNIQgSL2s0Akp6SiqqP8fWKf7KNyfquP6lPP5bS+ubeWTUqeejuBSr/jGCRePIjk+/IN7y0lT72dQGXQ6w8knP4Hybc906dpFSkFaGoh+eENyE27QgNou1RBnJRUFR+b4TnpQk+d6q1FwlVqZIhsMaUqTJWL5ce5u96oUaIQfILD4RscgcK2FiLByNpU9d2uOuQpXudgLV8CaUR0LOLiE2BjodqeHPe8BVNjQ+SztkBQaASevAyAY35bePsH4oV/MArltVH7cjcoVwQrD3riiX+ISCLzDgzDy6BwFLKRN2laGt5Qteyqz/P4xRswzWMETQ1NvAoJe2+6dFM3qV8iMCQMT7x9xD5NqiTzwjcAhQuobx+r9DGzkn00Siz7n3uO4sCpy3CbPCBDey4wJBzWr3+H2w+fFglXVWRKYsxu7bncvM6JPrmkpPRj5f3HTsG1aObPV3+t5z/SHDx5QfQFOjqoN3lQyT7Rt7GfhEh9/tNgyVIC1caNG784eKNGjUSFJalqlbn5m4aqVKUpKioK/v7+YrhAKQFKUrx4cTF8n+TOnTtISEhASEgIIiMj019Ttqwqw9jT0xMdO3bEsWPHkC9fPpw/f15U1qpTpw6MjY3F40GDBuHXX3/NEPv/kWJKsdPu+/j4iNh58uRBkSJF0of/27RpkxgeUYolLYfE1NQUBgaqg3Rp3qT5kobuk0yePBlVq1YV7xEWFobZs2fj+fPnojqYEibNWoRT5zwRFBKKHoPHwsjQAAe2rsmS2FHRMRg8fjri4xPEWMPSeL9LZ04Q99Vh0vxVOHXxKoJDwtBz5FQYGepj9ezxGDJ5njjYkZLvpE60pVNGyj4PwRHRGLJ8F1JSUqQhjpHfygx/dG2e/vyuszfwfQ31Zs0vO3EL156rOolKF7DEhJaqE60DG5TFmJ3n0WLRPuhoaWLa91XF/19iylEvnH4aiODoBPTedRlGOtrY27UmxtYrgfGHb8Hd8wmMdLUxqZHqygVLIz2MrV8CI/69Lj57KWlxZF1X2JtkvgyzbtOu0CpSVlzdpv/zCKQmxCFu4zTofd9f1YGTmiLKecf/rRoGUMPYAnoN2iMlNAD6v74uB56ciLi1EyGHZafu4Jp3MJJTU0WZ+QnNyokqYbO+q4z5x71Eh2FSciraV3JCmfzqS6zLLgb+0hyjl25CiwHToa2thWl928s2pMCnfuv7/1wsa4xPxp+3EqcuXlHFHzFFbFfXzJuEOSvWI7+9LboNUa1bujra2LR0Ro7Zzon4C1bjlOc1VfxR08Wy71+3AOMGdMOEeaswf/VmcQX4+AG/iSvjZI09dzlOXXj9uQ+fDCMDA+zfuAzjB/fC2JmLsXrjDhgZGuKPEaohEdXF/1UgZi92Q/68dujaTzUkma6uDja7LUBO36/nNkquc4pv5z7wW185fRQGT54v9mupqUB+extMGy7/kAb+QSGY474F+e2s0W3UzPQKsJvmjUNWsrIww8ShvTF04mxoSFf7p6RgzIDu6VcI5rR2dHaJnR3iKyU3719y87IrLTcv+/ihvTF+5mLMX7EeGpoamDCkjzgpog5i37Z68+t924z0K503LZiAUbNXiipVA/54kzwsVa4yk+kiCf+gUMxZsw357azQbezcN7HnqIYc3HX0LFrV+1YcR2SFpWu34MrNuyKZSxo6ZtJw9Q0vr+Sxy6e+81Wb92Dr/hOi6uaj5y8xbflf2LpkMizUUJVxl+ddfF+1eIZh+sZtPo6ouHgxJJiBrg7mdG4IExmHxbPMY4Bxrapg+N+nRUWZFKn/p1lF2JupTkTtuvIILcs5ic9eHZaduotrL4JUfWNSH03z8unP7brxDC1LFxTzJRepIpNW0XKqPqr2Uh9VLOL+mg69Nv2hof1WH9Xm131U+oYffe6r6pvL5HLLTe+HXtByqQANY3Po/zZBJDLFzPz/xybalesj6fJx6Wrq/xxbp0EHaDmWgoaRKfTbDBL9kvF/z4ZunXZICXsF/XZDxetSk5MQv3GauK/b9DekRkdAr/WbY8c4qXJVXDS+1Nh2dTBx0zEs3HsO0s9KemxrlgeTNh/Dtce+qt9CITtM+Lke5BQVE4uh89YjPiFR/J7NTYyweGR3WJoZY3yPthg2f72YnpKSilHdvoe9lbzJTR9a7rwWJhj3U10MX3tQTEtJBUa2qQV7C3kv0IiKjsPQue6IS0gQyVTSEIdLRvdCVMyHp8t9HDNpofvr/Vs4eo6eqeqrWDcPEwZ0w5Cpi0TslNQUjO7TKb3CSk44Zs4u/YJKLLtoz63djvy2UntuvpimI/U7zx4pkqn2n/IU2/TC+e2xYKT865yS7bm35eZ1Ljg0DIPGTRfDWksnIPPntcW0MarhIHPc+Y+PbOMkOw964IcmdWSNl536RLNTPwlRTqeRKu05M+nx48dYu3Ytnjx5ggULFoiKTwcOHICDgwNKlFCVU8xMklbXrl3Rs2fP9Gm1a9fGyZMn33vt06dPUaiQKptT+l9KPHpX2uJIlaKkJKq0v7l69Sp69+6Ne/fuIT4+XlSR6tChgxg27+0KT1LjQVo2qTLXh0jDBn6oAlWtWrVEzLT3+JC331daRmm+1q1bJx5LSV5SBTApCUtK9KpQoQKmTJkiqnp9KP61a9fSk8g+R2LQEyhBx8oRia8eKhJbxLcpioQX8l9N9Dl0C5RB7CnV95vVDGp2RuxmZcZJFvF/noSYFaohh7KaYa+FiJ7yqyKxjcZuQOx6VWNFCQadZiDuym5FYutXaI246/sUiS3il22u6G894eUtZWLnL6XYcqcv+/OrysQuWB4JvreViZ23hGL71fR9q4L79dxMyXUuN//W4x+eUyS2XtFvkOh3F0rRsXdVrB0ttaGVbsMruexKys37l9wYOy2+knL1sgfcVySujq0z4h9fgFL0nKoi/t5JZWK71FKsPZXeplKyTaPQ9y5957H/KncyxaDZQMRunaxM7LbjEfvnKGVid5yO6MlZM1zmhxiN36hs35zCyx417DtFYueZvQsxc5S5UNpw6GrEHloCpRg06ou4G/sVia1fpqliyy4td7zXEShFr2QDJDy7rEhs3UIVFT9mVrRvUKFll5Y7/u4JKEXPtU6u/dyVbscqefyi1PmP9HMgCm7nlDx+yM3H60Q5omKVlPDUpEkTfPvttzh16pRI/pESq27cuAF3d3ds3749U+83fvx4DBs2DN27d0+/0i0tQelTpASjT5ESl97OGStfvjwuXPh0B4aUhKWtrS2W7WOkZKj/l4v2Oblq7y7j/PnzxY2IiIiIiIiIiIiIiIiIiIiIiJSX6ZrdI0eOFMlUR44cSR+WT1K3bt3/m7j0Ic2aNUOPHj3EkHpK279/v5iXokWVvUr5Y6SEtsxWBCMiIiIiIiIiIiIiIiIiIiIioiyoWHXr1i1s2rTpvelS1aqgoKD/MAvAwIEDkR306ZM1Y/r+V6tXr0ZsbKy4Lw27SERERERERERERERERERERERE2SSxyszMDH5+fihcuHCG6deuXUO+fPnknDd6Bz9fIiIiIiIiIiIiIiIiIiIiIqJsOhTgTz/9hBEjRsDf3x8aGhpISUnB2bNnMXToUHTs2FE9c0lERERERERERERERERERERERJSdE6umTZsGFxcXFChQAFFRUShevDhq1qyJb775BmPHjlXPXBIREREREREREREREREREREREWXnoQB1dXXh5uaGcePGwcvLSyRXlStXDkWLFlXPHBIREREREREREREREREREREREWX3xKo0dnZ2iI2NhZOTE7S1//PbEBERERERERERERERERERERERff1DAcbExKBbt24wNDREiRIl4O3tLab369cPM2bMUMc8EhERERERERERERERERERERERZe/EqlGjRuHGjRvw8PCAvr5++vT69evj77//lnv+iIiIiIiIiIiIiIiIiIiIiIiIslymx/DbvXu3SKCqWrUqNDQ00qdL1aseP34s9/wRERERERERERERERERERERERFl/4pVgYGBsLGxeW96dHR0hkQrIiIiIiIiIiIiIiIiIiIiIiKiXJNYVbFiRfz777/pj9OSqVavXo1q1arJO3dERERERERERERERERERERERERfw1CA06ZNQ5MmTXDnzh0kJSVh4cKF4v65c+dw8uRJ9cwlERERERERERERERERERERERFRdq5YVb16dVy/fl0kVZUqVQqHDx8WQwOeP38eFSpUUM9cEhERERERERERERERERERERERZeeKVRInJye4ubnJPzdERERERERERERERERERERERERfa2JVcnIydu3ahbt374rHxYsXR6tWraCt/Z/ejoiIiIiIiIiIiIiIiIiIiIiIKFvJdCbU7du30bJlS/j7+8PZ2VlMmzlzJqytrfHPP/+gZMmS6phPIiIiIiIiIiIiIiIiIiIiIiKiLKOZ2T/47bffUKJECbx8+RJXr14VtxcvXqB06dLo0aOHeuaSiIiIiIiIiIiIiIiIiIiIiIgoO1esun79Oi5fvgxzc/P0adL9qVOnolKlSnLPHxERERERERERERERERERERERUfavWFWsWDEEBAS8N/3Vq1coUqSIXPNFRERERERERERERERERERERET09SRWTZ8+Hf3798f27dvFcIDSTbo/cOBAzJw5ExEREek3IiIiIiIiIiIiIiIiIiIiIiKiXDEUYPPmzcX/bdu2hYaGhrifmpoq/m/RokX6Y+m55ORkeeeWiIiIiIiIiIiIiIiIiIiIiIgoOyZWnThxQj1zQkRERERERERERERERERERERE9LUmVtWqVUs9c0JERERERERERERERERERERERJRNaKSmjeP3mQ4ePIg8efKgevXq4vHSpUvh5uaG4sWLi/vm5ubqmlciIiIiIiIiIiIiIiIiIiIiIqLsmVhVqlQpzJw5E02bNsWtW7dQsWJFDBkyRAwR6OLigrVr16pvbumrlBj0RLHYOlaOSPS7q0xse1fEXfhbkdj6Vdsh7vRfisQW8Wt0QOyGMYrENvh1KmK3T1EmdpuxiD22SpHYIn69Hoj1WKNM7NpdEf/gDJSiV6y6YtsaaTuTq7ex/Nxz3bLnZkqu70qvc4mvHioT26YoEgPuKxPb1lnxz11JuXnZiSh3UHTfplA/hYhv76poP4lS+/X0fbuC7YoE39uKxNbNWwLxNw9BKXqlGyHu7EZFYut/216x/jGpbyxmeT8oxfD3xYie3kmR2Eaj1ivWN5feP7d2uDKxu8xC3PnNisTWr/Yz4r2OQCl6JRsg/u4JZWK71kHc9X2KxNYv21z5PtFcvF9Xct+qaOxnlxWJLeIXqqjsOqdkG16h2ErHzw7HL/G3jykSW69EPSS8uKFIbN0CZdg3R/S1DwX49OlTUZ1KsmPHDrRo0QLTpk3D1atXRbIVERERERERERERERERERERERHR104zs3+gq6uLmJgYcf/o0aNo2LChuG9hYYGIiAj555CIiIiIiIiIiIiIiIiIiIiIiCi7V6yqXr06Bg8ejG+//Raenp74+2/VUGcPHjxA/vz51TGPRERERERERERERERERERERERE2bti1ZIlS6CtrY3t27dj+fLlyJcvn5h+4MABNG7cWB3zSERERERERERERERERERERERElL0rVjk4OGDfvn3vTZ8/f75c80RERERERERERERERERERERERPR1VawiIiIiIiIiIiIiIiIiIiIiIiLK6ZhYRURERERERERERERERERERERE9A4mVhEREREREREREREREREREREREb2DiVVERERERERERERERERERERERETvYGIVERERERERERERERERERERERHRO7TxGb7//nt8rp07d372a4mIiIiIiIiIiIiIiIiIiIiIiL7ailWmpqbpNxMTExw7dgyXL19Of/7KlStimvQ8ERERERERERERERERERERERFRrqhYtXbt2vT7I0aMQNu2bbFixQpoaWmJacnJyejdu7dIuiIiIiIiIiIiIiIiIiIiIiIiIsoVFavetmbNGgwdOjQ9qUoi3R88eLB4joiIiIiIiIiIiIiIiIiIiIiIKNclViUlJeHevXvvTZempaSkyDVfRERERERERERERERERERERERE2XsowLd16dIF3bp1w+PHj1G5cmUx7eLFi5gxY4Z4joiIiIiIiIiIiIiIiIiIiIiIKNclVs2ZMwd2dnaYO3cu/Pz8xDR7e3sMGzYMQ4YMUcc8EhERERERERERERERERERERERZe/EKk1NTQwfPlzcIiIixDQTExN1zBsREREREREREREREREREREREdHXkVj1NiZUERERERERERERERERERERERFRTqSZ2T8ICAhAhw4dkDdvXmhra0NLSyvDjYiIiIiIiIiIiIiIiIiIiIiIKNdVrOrcuTO8vb0xbtw42NvbQ0NDQz1zRkRERERERERERERERERERERE9LUkVp05cwanT59G2bJl1TNHREREREREREREREREREREREREX9tQgAUKFEBqaqpsMxAcHAwbGxs8e/ZMtvfMqQoVKiQqhEm3sLAwpWeHiIiIiIiIiIiIiIiIiIiIiCjHynRi1YIFCzBy5EjZEqGmTp2KVq1aiaShNP3790eFChWgp6f3wcpYHh4e4m+koQiNjIzEazZu3Ph/Y6UlJb1927JlS6bm99SpU2jRogXy5s0r/n737t3vvWbixIlwcXER82Zubo769evj4sWLn3xf6W/enTfpPd526dIl7NixI1PzS0REREREREREREREREREREREWTAUYLt27RATEwMnJycYGhpCR0cnw/MhISGf/V7S+7i7u+PQoUPvPde1a1eRjHTz5s33njt37hxKly6NESNGwNbWFvv27UPHjh1hamqK5s2bfzLm2rVr0bhx4/THZmZmyIzo6GiUKVNGzN/333//wdcUK1YMS5YsgaOjI2JjYzF//nw0bNgQjx49grW19Uffu0SJEjh69Gj6Y23tjF+P9LcWFhbI6eLjEzBswgw8fuYNPT1dWJiZYfywvnDInzdL4p+6cBmL3TchJSUFyckp6PJTa7RqXFftcXefuooJ7rsxv//PqFvBFV5PfDB7437ExCeIRLshPzdGleKOssdtMmIxdLS1oK+r+i13bfINGlcugYTEJMzZehTnbz+Gro42iuW3xfTurWWNffaRP5Z63EZicgr0dbQwtml5ONuZodufHvALj0EePdU8tShdEB2qFpM19un7Plh65DpSUlORnJKCTjVKoGV5p/TnPR/7odfaYxjcpAJ+/dYVcpM+37k7T+LcnWfQkz7ffNaY1qUpei3ajuCIaGhoasBITxcj2taBSwFbWWM3Gb0cutraIq6kW+OqaFTJFWe9nmDpntNITE6Gvq42xrZvDOcCNrLGjk9IxPBZK/DkhR/0dHVgYWaCsb//Coe8tqIa4vLNe3Hg5EXo6GjD3CQP3KcNlzV+dtrWKEXp5VY6vpKmzV8OjzMX4Ov/CtvXLoFLsTfbHMqZlF7fs8M6t+vfIxg3YyEWTh2DejWrZVnchIREzF7qjrOe16Cnq4tiRQph5rghueZzV0puXnYiyh26Dx6HoOBQaErHa4YGGDWgJ1yzYFsXFh6BboPHpz+Oi0/AS19/nNq9HqYmxjk+fsO2v0FXR0e0pyS/tW+DJvVqICe2KaYvWg2Pc5fgGxCIbW5z4VKksJj+/KUvxsxYLL6LPEaGmDKiH4oUdpA9fs8/liIoLBKaGhowNNDDyK4/wLVwASQkJmLO+t04d+Oe6CNyLpQP0/t3lDV2k2ELoaOtLfojJF2bVRf9U2l2n76OCWv3Yn7ftqhbPuPFqOrsH/vY9C8x0+MeTj5+Bb/IOGz5pSqcbUw+OV3yPDQa4w97ISw2EXn0tDG5YUk4WebJdGzdBu2hVaQcNM2sEes+DimvvAEtHei1/h2aVvmQmpgAxEQg/tB6pIa+En+jae8o/k56nYa2DpJunkbixf342vrmZh65CY+H/vCLiMWWLrXhYmsqpj8PicK4f68iLCZB9EVOblYORaxN/u9zX6LJkPmi70v/dd9c1+Y1UKecM0Ys347HvoFifbMwMcKYjs3gYGsJufWcvARBoRFif2ZooI+RXdvA1bHAR6fLGnvCQgSFRbzezuhjZPe2cHV0wHPfAIxduB5hkVHIY2iAP/p3QhEHeY+de05dieC3tnEjOreGa+H8OHv9Hpb8fQCJSVKfqA7Gdf8RzoXy5tg+USXPgWT1fl3p/aqS8acvWw+PC1fhGxCEbcumwsVJVdzilOd1LFm/Lf277/xjM7RqUBM5uS2pVBte6dhKx8/q7UzPSYte7180Ve3YbtL+pQBmrN4Kj0s34RsYgq1zR8GlsLz7Ncn0JWvgcf6K6re+YhZcirwpJiPZdfAExs9ZjgWThqLet5WhTuybI8pGiVVSxSq57N+/X1Slqlq1aobpixYtEv8HBgZ+MLFq9OjRGR4PGDAAhw8fxs6dO/9vYpWUSGVnZ/ef57lJkybi9im//PJLhsfz5s0TCWTSstSrV++jfyclUn3JvOUkbVo2Ro1qlURC0abtezF+xgKsWzJL7XGlg5iRUxdg7YIpcHYqBB+/ALTo2Bf1a1YTjQ518QkMxc6TV1DaKX/6fAxatBl/dP8OVUs44Zl/EHrOXI89M/und+TIaVbP7+HikHHdW7jjODQ0gL1Te4vvISg8StaYEbEJGL3bE+4da6GIjSmuegeKxzt6NRTPD21QBnVd8kEdpM93zLYzWP1bQxSzM4dPaBS+W7AH9Uo4wEhPB5FxCVh46BqqF1Pfie+Fe05DA8DeiV1ff77RYvqs35rDxFBf3D9+/SHG/3kIW8fI21kpmdm9ZYaErYjoOIxe8w/ch/6CInmtcfXhC/F4x4Russdu07gWqlcoJZZ7875jmLh4PdZMH46N/xzFw2cvsXPJZNGJEBQaLnvs7LKtUZrSy610fKU0rFMdXdu3Qcffhyo9K5SFlFzflV7npHbU9n2HUKaEc5bHnr9yvfjM/920QrWfDQ7NsthKf+5Kys3LTkS5w9xJI2BirEpkOHrqHMZMm4+d65aoPa6ZqQl2uL/pj1u7ZTcu3/DKkhNR2SG+ZM7EYXApKv/FZtmtTdGgVjV0+bk1OvUbk2H65Hkr0KZ5A7RuXBeHT57D2JmLsWXFbNnjzx7cBSZGhuL+sYs3MG7pRmyfMxILNv4jlv+fRWNVn0NoBNRh1u8/vNc/JfEJCsPOU1dR2kk9/USf6h/71PT/qn4RG3SuUAhdtnp+1nTJ1GN38EPJ/GhZIh+OPPQXSVYbf87Yp/45ku5dRuKF/dD/NeM6lnTdA8mPVf3w2hXqQ69JV8RtmiEe6zbpjMRTu5D86BqgbwTDHjOQ9Og6UoN98TX1zdV3zovOVYqi84bTGaZPOXgDP5QphFalHXDkni/G/3sNmzrX+r/PfalZv7eBS0H7DIk3P9SugOqli6r6zI5exKQ1e+E+qgvkNntI14y/9SUbsH3eqI9OlzX2sO4wyfM6xoVrGLdoPbYvGIfJyzehTcPqaFXvGxw+d0VM3zxH5tgDO8LESNXHf8zzFsYv2wL3Cb0xavFGrJnYB0UK2OHq3Sfi8c65w5BT+0SVOgeixH5d6f2qkvEb1KiMLj82R6chkzN896NmLsOa2WPh7OgAH/9AtPxtGOp/W0mt373SbUml2vBKx1YyvhLbmdlDf3uzD7twHeMW/4nt88egfrVy6Ny6ATqPmQt1aVCzKrq0a4VOA98kEKbx8X+FHfuPobRrUWQF9s0RZaOhADt16vTJW2acPn1aDPknh/Dw8M+q5tSnTx9YWVmhcuXKWLNmjdi4q1NCQgJWrVolqmlJla4+5eHDh2KIQanSVfv27eHt7Y3cSLpSoeY3lcUBhqR0CRf4+gVkWXwpbmSUKsklKiYWZqbG4mo8dZGytSet2YORvzZLjxMWFYPQyGiRVCUpZGcFY0N9nLn5EFlBqpK168x19PuuTvr3YGWa+avgPuVFaBRMDXRFUpWkvIM1/MNjcNcva058SksVGZsg7kfHJ8LUQA+6WqpN4ox/PNG9TimYGuqpJXZsfCJ2n/NC35bV3/p8jcT/aUlVksjYeNWMZoEXgaEwNTIQSVWS8kULwD8kAne9/WWNI12RVaNi6Te/b2cn+L4KEvfX7TyEAZ1+EB0IEitz1bqRU7c1SlF6uZWOr6SKZUvBzubjlSsp51F6fVdynZPaNxNmLsLogb3eq3CrbjGxcdj57xH0797hzX7W0jzL4ufm33puXnYiyh3STkpIoqJi0vczWW3n/qP4vml9RWJnh/g5uU1RsUwJ2FlbZZgWHBqG2/cfo3kDVTJHg5rV4P8qGN4+frLHTzsZJYmKiYMGNBATF49dx8+j38/N3nwO5l9esedzpaSkYtLafzCyfWNRfTsnqJDfArbG+p89PSQmHndeRaCpqyoJp34RWwRExsE7LCbTsVNe3Edq5Dt9b8mJ6UlV4jU+j6Bh+tZ6mApo6KvWDQ0dPaQmJwFxqr7Tr6lvroKDFWxNMp7MDYmOxx3/MDQrqbrYtb6zPQIiY+EdGvXJ59RB9JmVKfbm+NEpP3yDwtQSK8NvPTpWXFz7qemyxs7zTgxoIDgsAncePUez2lXE9AbVysM/KBTefq/kjf06qUrEjpGWTwMvAoJhamwokqok5V0d4R8cirtPXubYPlElzoEoRen9qpLxK5ZyhZ215Ye/++i3vnuTPKKCWE5uSyrZhlf6+EHJ+Fm9ncnYjlVt4yUVSxSFnZWa2/Cli3/w9yb6R+euxKi+XbPsd8a+OSL1+awtWEREBExMTNLvf0ra6z7H8+fPRSLRl9q6dSsuXbqElStXfvJ1kydPRt26dcUQhlKFq969eyMqKgr9+/eH3KThCX/66Scx3KG9vT2OHDkiEro+pkqVKli3bh2cnZ3h5+eHSZMmoUaNGvDy8oKx8ednbcfHx4vb26SqYNLta7Vh2x7UqZE1Q8dIO9o544di4LgZMDDQR0RkFBZMHqnWE4J/HTyHskUdULzwm9+CubERrM2MceiiFxpVKSmGBZSqVvkGqSfpaKz7XqQiFSUL58WAH+oiKCxKJNms/vcsLt59Cj1dbfzesiaquKpK1crBwcIY4bEJuP4iCGULWMHjvi+iE5Lg+7pTaNFxLyzzuA1HaxP0r1sS+c3zyPo9z/ypJoZsOgkDXW1RPWvuL7VEafcjXs/F87VdC+DYbfUkN74IDBMJVO6HLuLiPW8xJF+vZtVQxaWgeH7sugO49EAVe0mfDw85+qXGrf1XJJaWLGyP/t/VhoOtBcKjY3H98UuUdcoPjxsPER2XAN+gcLjKeFXmuzbuPYLaVcqKhm5IWAROXLyOI2cvi+c6tm6IxjXUWxZVqW1NdqL0cisdnygr5ab1ff3fu1G2VHGUcC6S5bFf+PqJqx7d/tqG81duQF9PF727/IyqFT59kQMREdHnGDVlLjyv3RL3l8+amOXxr3ndE30VtapVyvLYSsYfNXW+SO4o6VoUg3p1goWZaa5pU0gnW60tzaGtpSUeS30W9rZW8AsIgkO+N9Vu5DJ68V+4dFt1Yd/SUb3wMiAIpnmMsHrnEVy4dV8kB/zetgmqlpK/KunY1bshXQMr+qfa1BNDof11+DzKFi2A4jIPy/U5/WMWxkafnJ5V/CPjYWWkB21NzfR1wM5YH/6RsXAwe3MSUS46lRoi+eG19McJ/66GXpsB0Kn5AzQMjZFwcB1So8O/6r65NNJnaJXnnc/WxAD+4bHIo5/00eccZOinHOu2S9qsoWThfBjwY32xvr9t4+GLqK2GYS/TjF70Jy55PRD3l475/f9OlzX2grW4dOt1jHF9ERAUKpKJMmznrM3hFxgCB3sbWWOPWbIJl+48UsUe2R12VmYIj4zB9ftPUda5MDwueyE6Nh4+gSFwdVQl1eW0PlElzoFkh/26UvvV7BRfijV7dD8MmrwABvp6iIiKxvxxg9KT+nJ0W1LBNrzSxw9KxFdqOzN64bo3+7CxfaC0P7fvQ7mSzihRLOsr7xKR/D5rb2lubi6SfWxsbMRQeh/KaJVO0EvTk5OTPzt4bGws9PXfvwonM06cOIEuXbrAzc0NJUp8enz7cePGpd8vV64coqOjMXv2bLUkVtWpUwfXr19HUFCQmLe2bdvi4sWL4jP8kLeHFyxdurRItCpYsKBIGuvW7fOH4po+fbpIynrbhAkTMHFi1u+s5bBq/Ra8eOmLCYumZ0m8pKRkrPxrKxb8MVJcTXDr3kP0Gz0Nu9YshLmZ/FfjPXwZgKOX72DN6Pe/4wUDfsGCrYfhvu8UnPLZoFwxB2hpqhrbclozvCPsLU3FGPJLdntgnPte9P2uNnyDw+GU1woD29QVVYt6zduInZN6wlKmylXG+jqY06YqFh/3QkxCEkrnt4SjlQm0NDUwtVVl2Jkaiu3K35cfo/+Ws9j5eyPIJSk5BW4et0SHTYXCtvB6GYSBf3lgY+8mcDtxS5QhV6fklBT4hUTA0c4SA1rXxL0XAei1aDt2jOsMSxMjTOms2h7svXAbC3afxlKZk6vWDG0PewsTJCYnY+nu0xi37l8s7fcj5vRsjcW7TomKZaUd88HR3hJar68UVAe3rf+KK8/c+gxFQmIikpKTER+fgE1zx8InIAgdh09D4fz2cFbDmNdKb2uyC6WXW+n4RFkpN63vD588w9GTZ7FuyUxF4icnpcDX/xUcCxUQHbR3HzxG9yHjsXv9ElhZZF3lKiIiypmmjx0i/t9z4Bjmr1iL5bMz9sGo2879R9CyUW1oa8vfP5Bd469fPB32ttZITErCYrcNGDN1AZbPnqD2uLm1TTGtXwfx/x6Pi1iwcS/6/tQMvoEhcCxgh4G/tsTdpy/Q849l2DVvFCxl7CtbM7Lzm/6pXScwzn0PBv5YH0ev3MWaEZ1li5OZ/rGlA3/+6PScSqdac2iY2yL+wJu2vE61Zkjw2IbkOxegYWYN/fajkOz39IuGAlS6b05pa0Z3gb2lmWq92nkc41bvwtLBv6Y/v/qfU3jxKgTjOndU2zxM66967z0nLmDBX3uwbGzvT06XNfZA1fCGe46fx4I/d6LvLy2RVab2/UX8v/fkJSzYuA9LR3XHnEGdsGjzfsTEJaB0sYJwzG8L7RzcJ5rV50Cyy36dpG1vMlZt3o354weKilZe9x+j38R52LliBsxNjXN0W1bJNrzSxw9KxFdqOzNtQOe39mG7sUzB5KqHT71x5PRFrJuftd83EanPZ7UOjx8/nj7MnnT/QzcpwUn6PzOkCk6hof+9As/JkyfRokULzJ8/Hx07Zv4gQ0peevny5XsVnuRgZGSEIkWKoGrVqnB3d4e2trb4/3NJCWzFihXDo0eqqyc+16hRo8SwiG/fpGlfo7WbtuPoyXNYPvcPGHxhAt7nuvfoKQKDQ8WOXlLKpShsrS1x99ETtcS7dv+5KOnccsRCNBkyDzcfv8TktXux9ZgnnB3ssHxoR2z9ozem92qDwNBIFMknf/lGqXNIIl0R9mv9yrj68AXsLEyhqaGBplVLiuekikX5rMzw0Efe8suVCtnAvVNtbO5eH0MalEZgVKyoUCUlVUmkZM2fKhXBy9BohMXI9zu97xeKwIgY0XEjKZnfCjamhrjjE4KgyFi0W7IPTWbvxNHb3lh14iYWH35zlZ4c7CyMVZ9vZVfx2KWALfJamuKhr6r8c5qWVUvg8oMXCIuKlTW+lFQl0dHSQvv6FXHtoaq0dSXngnAf+gs2j+mMIW3qIDA8Co72H6+09yXW7TyIY+evYNnEQeLqGFPjPDA00EPzOqpKLvlsrVDWtQi8HjxFTtzWZAdKL7fS8YmyUm5b36/cuAMfv1do9nMPNPyxK27euY9Js5dgy679WRJf6qDV1NRML6vvWswJ+ext8fDJ8yyJT0REuUOrJvXgefUWwsI/XdldTjExsTh04iy+a6LMMHxKxZf27RIdbW10+LElrty8k6vaFHY2lqKvSjoZKpEuQpOqWkjVLdSpVe0quOT1ELav+4iaVa8oprsWLoB8NpZ46O2nvv6pBlVw9YE3rj30FpW0W45agibDFqr6zdbvw9YTqqou6u4f+9T0rGRnrIeg6HgkpaSkrwP+kXGwM844rN2X0q7cBFrOFRH391wgSTVEHwzyQKtYBZFUJWKHBSLF5zG08hf9qvvm0kifYVDUO59tRCzsTA0++dyXkpKq0terhlXF+p5m/YGzOHblLpYObg8DPV2oW6s6VUWVurDIqM+aLmvsutVEZRFbK3MEhYZn3M4FhsLeWnVOSh1a1qqES7cfISwyGpVLFsGaiX2wZcYgDO3QEoGhEXDMb5dj+0Sz+hxIdtmvK71fzQ7x7z9+rvruS6nOS5R0doKtlQXuPnqG3NCWVaoNnx1iZ3V8pbczYh/m9UCt+7D/5+qte/ANCETzTgPQqH0f3Lz7EJPnr8Lfew8rNk9ElAUVq2rVqoWnT5+icOHCqF27NuQiVY3asGHDf/pbDw8PNG/eHDNnzkSPHj3+03tIFaWkalxZMUyeNI5qZhK4pCEKHz9+jA4dVFeJfa6vfdi/NOu37MSBoyfhtmBahjGA1c3OxgqBwSF4/PwFnAoWgPdLP7zw9UfhAvnUEq9tvcrilqbb9DVo37Aa6lZwRWBYpBgOULLD47I4kK5cXN5ykVJlIukKMWlYOskBz9twcbCFubEhKrsWwjmvJ6hRugheBobCJygMhWVOsgmMjIX1606gVafvonIhG+Q1M0RwVBws86jm6ejdl+K+maF867WdmaHopHnyKhyONqbwDo7Ay5BIuOS1wPHRP6a/btz2s3C2t8Cv36oONORinscQlZ0dcO7OM9Qo6QifoHBRIaywnQVehUXBxky1zh+//hCmRvriJpfY+AQkvvWdH/S8A5cCqkp6UiKV9euKZKv+PYfKzgXhYCP/Vbh/7j6EA6c84TZlCEzyvClZ36RmFZy5cgs/NauL8Mgo0YHQ+fvGyInbGqUpvdxKxyfKSrlxff/pu6bilqZzv5Ho8GMr1KuZNcMgSle+VSlfGmc9r6FmtYp46esPH78AOBZUfwVEIiLKuaThK+Li42FjZSkeHzt1HmamxmKouKxy4MQZODsVhmNB9Q1NlN3ix8TGISkpKb0dtf/YKbgWLZyr2hSW5mZwLeqIfUdOonXjujhy6rw4MSX3cEER0TGIi0+EjYUqkei4502YGhvCwtQYVUoVw7kbd1GjfAm8DAiGz6tgFM6nSohRS//URS+4FLRD2zoVxS1Nt5nr0b5BFdSVeXi0j/WPfWx6VrMw1IOLtQn23/VDyxL5cPRRAGzy6Ms6DKB2pUbQLl4VcVtmAvExb56IiwYS46FZ0BUpz++KRCvNvE5IvHTwq+6bS2NhpAcXW1P86/USrUo74Oh9P9ga66cP9fep5/4rsV4lJcPESNUneuDCLbg4qJJ4/jx4DgcueGHV8I7pz8tN9VtPgI2FKrnr+MUbYrhPTQ1NvAoJe2+6dJMtdlQM4hLein3hOkyNjcR2xtWxAP71uIhW9b7BkfNXYWtpJuswgBHRsa+X+/U27tItEds0j6FIpLI2V12IumrHEVQuUQQOdlY5tk80q8+BZJf9elbvV7NjfClOYEgYnnj7wNEhH7x9/PHCNwCFC9jn2Lakkm14pY8flIyf1duZ9/dt12Xfh2VWu5YNxS1Nl8ET8esPTVHvW/UN9UpE6vXZA+c6OTmJoemkIe7q1q0rEqzy5/+ynV+jRo1ENSWpapWU4JRGqtIkJRb5+/uL4QKlBChJ8eLFoaurK6pjSUlVAwYMwA8//CBeJ5GeS6ustWvXLvHe9+7dE4//+ecfBAQEiApS0vCDR44cwbRp0zB06NBMzbM0X29XkZISzqT5k+I6ODiI4QWnTp2Kli1bwt7eXgwFuHTpUvj4+ODHH98cFNarVw/fffcd+vbtKx5L8yFV35I+Y19fXzF8n5aWFn7+OeeWlv4Y/1eBmL3YDfnz2qFrv5Fimq6uDja7LVB7bCsLM0wc2htDJ86GhqYmUlNSMGZA9/SrKLLSjhOX8e/5m9I1Cyhsb435/X/+4DCcXyIkIhqDl21HSkoqpH/5rc0xpVsr8dy4Dk0xYd0+LNhxTFyZKD22fX2AKZdlJ+/gmneQGBpPGgpwQosKSExKQb8tZ5GQlCzimhnqYkHbb2SNa5nHAONaV8XwLadEjJTUVIxsURn2ZlnXyBr7S31M/OswFu4+LeZh7C8NkJycimGr9yI+MUlMM89jgEW/fyfr9x4cEYMhK3epvvNU6Ts3wx9dmovnlu09LapXie/DMR8mdHwzRKlc/INCMMd9K/LbWaPb6NlimjSGu1TqekDHHzBu4Rr8vf+EmN7lhyYopcaxp5Xc1ihJ6eVWOr6SJs1ahFPnPBEUEooeg8fCyNAAB7auUXq2KAev77l5nRs/tDfGz1yM+SvWQ0NTAxOG9BEdiFkhN3/uuXnZiSjni4qOweDx08VQPdIxmoWZKZbOnCD7cfqn7Nx/FG2aKzc8lhLxg0PDMGjcdCQnp0jdI8if1xbTxgzKsW2KSXOX49SFKwgOCUPP4ZNhZGCA/RuXYfzgXhg7czFWb9wBI0ND/DFC1Z8op6iYOAyduwZxCYnQ1NSAuUkeLBnZU6zj43q0w4TlmzB/w17xnPRYSnqQS0i41D+1TVyYmip9z9ZmmPJba9ne/7/2j32q3+xLTDl6B6efBSI4OgG9d1+FkY4W9nap8dHpkrH1imP8YS+4X3oKI11tTGqoqgCRWbqNO0PLqQw08phC/6ehSE2IQ9zG6dCr/wtSQl9B/xfVcQuSkxC3frJUSgVxu5dCt85PgKYmNLS0kHjpkKha9bX1zf1x8DpOPw5AcFQ8ev99XnyO//Sqj3GNy2D8v9fgfv4B8uhpY1LT8ul/86nn/quQ8CgMXrJVtb5DWt/NMaX7dwgICcfcLYfF499mrEvvM9s4vjvkFBUt/dbdRYKTlEwlfuuje73eBrw/Xc79XFRMLIbOXiWSOFXbGWMsGdNHtZ3p3R7jFq3H6h0HYWSgj8n9OskWNz32/D8RL23jpH5XkzxYPKKbiL1s60FcvfdE7GtKFyuEib3aISf3iSp5DiSr9+tK7leVjj9poTtOeV5DcEg4eo6eqYq9bh4mDOiGIVMXid95SmoKRvfpBHsbqxzbllSyDa/08YOS8bN6OxMVHYuhc1ar2rHSNt40D5aM+V0s6+Tlm3DqiheCwyLQa/ISsY/5d5m8w/NNmr8Kpy5eVf3WR06FkaE+9v+5WNYYnz0v7JsjUhuNVOnM+mdWiEq7Xbx4EQkJCXB0dBRJVlKylXSztbX9T8Pxde3aFT179kyfJiVtScP8vUtKYipUqBA6d+6M9evXf7CyljR/knXr1qFLly4icUBy8OBBkWglJUVJ06Rh+n7//Xd0795dlPWWPHv2TFTlkhK3PlaZS3p/aVnf1alTJxEzLi4Ov/zyi/iMpKQqS0tLVKpUCWPHjhX/p0lbjokTJ4rHP/30E06dOoXg4GBYW1ujevXqIkFLSmj7UHwpGU0aLvBrkBiUNaUdP0THyhGJfneViW3virgLfysSW79qO8Sd/kuR2CJ+jQ6I3TBGkdgGv05F7PYpysRuMxaxx1YpElvEr9cDsR7KNJAMandF/IMzUIpeseqKbWuk7Uyu3sbyc891y56bKbm+K73OJb56qExsm6JIDLivTGxbZ8U/dyXl5mUnotxB0X2bQv0UIr69q6L9JErt19P37Qq2KxJ8bysSWzdvCcTfPASl6JVuhLizGxWJrf9te8X6x6S+sZjl/aAUw98XI3q6vIkpn8to1HrF+ubS++fWDlcmdpdZiDu/WZHY+tV+RrzXEShFr2QDxN89oUxs1zqIu75Pkdj6ZZsr3yeai/frSu5bFY39TP4hcT87fqGKyq5zSrbhFYqtdPzscPwSf/uYIrH1StRDwosbisTWLVCGfXNEX2vFKinRKC3ZSEoeOnfuXHqilZTklJiYCBcXF9y+nbnGxPjx4zFs2LAMCU5pyVEfIyUwSbdPkZKWpFuaxo0bi9unSIlbUrJSmTJlPvoa6TP4VC6aVA1r586d+H+kJK63bdmy5f/+DRERERERERERERERERERERERZbPEqneTh6RKVVJVJal60oEDB7By5cr0Yfcyo1mzZnj48KEYKq9AgQJQ0v79+zF69OgMwxJmJyVKlMCTJ8plpxIRERERERERERERERERERER5RaZSqyShv+7cOGCGCovbUhAKRmqZs2aWLJkiRiK778YOHAgsoPZs1VjW2dXUuKXVBlMYmJiovTsEBERERERERERERERERERERHlWJ+dWCVVqJISqQoXLiwSqHr27IlNmzbB3t5evXNI6QoWLKj0LBARERERERERERERERERERER5QqfnVh1+vRpkUQlJVjVrl1bJFdZWlqqd+6IiIiIiIiIiIiIiIiIiIiIiIgUoPm5LwwLC8OqVatgaGiImTNnIm/evChVqhT69u2L7du3IzAwUL1zSkRERERERERERERERERERERElN0qVhkZGaFx48biJomMjMSZM2dw4sQJzJo1C+3bt0fRokXh5eWlzvklIiIiIiIiIiIiIiIiIiIiIiLKPhWrPpRoZWFhIW7m5ubQ1tbG3bt35Z07IiIiIiIiIiIiIiIiIiIiIiKi7FyxKiUlBZcvX4aHh4eoUnX27FlER0cjX758qFOnDpYuXSr+JyIiIiIiIiIiIiIiIiIiIiIiyjWJVWZmZiKRys7OTiRQzZ8/H7Vr14aTk5N655CIiIiIiIiIiIiIiIiIiIiIiCi7JlbNnj1bJFQVK1ZMvXNERERERERERERERERERERERET0tSRW9ezZU71zQkRERERERERERERERERERERElE1oKj0DRERERERERERERERERERERERE2Q0Tq4iIiIiIiIiIiIiIiIiIiIiIiN7BxCoiIiIiIiIiIiIiIiIiIiIiIqJ3MLGKiIiIiIiIiIiIiIiIiIiIiIjoHUysIiIiIiIiIiIiIiIiIiIiIiIiegcTq4iIiIiIiIiIiIiIiIiIiIiIiN7BxCoiIiIiIiIiIiIiIiIiIiIiIqJ3MLGKiIiIiIiIiIiIiIiIiIiIiIjoHUysIiIiIiIiIiIiIiIiIiIiIiIiegcTq4iIiIiIiIiIiIiIiIiIiIiIiN7BxCoiIiIiIiIiIiIiIiIiIiIiIqJ3MLGKiIiIiIiIiIiIiIiIiIiIiIjoHUysIiIiIiIiIiIiIiIiIiIiIiIieodGampq6rsTiYiIiIiIiIiIiIiIiIiIiIiIcjNtpWeASN0Sg54oElfHyhHxd08oElvPtQ7ivY4oElvEL9kAsQcWKRLboEl/xO6cpkzs70cj9vAyRWKL+A17I/bYKmVi1+uBhOdXoRTdguWR+OqhIrF1bIoqEpeIclebQqnY6fEV3MYq+bkTERGpQ6LfXcVi69i75sr9utJtKhE74L4ysW2dkfDEE0rRdayM+IfnFImtV/QbRWMr1UeT1k8Ts2KAIrENey1E7L55UIpB88GI89ymSGz9yj8i4eUtRWLr5i+lWOz0+Apta6TtjFL9klKfZMKLG4rEFvELlMmV+zYR39ZZsTaVaE8puV/3vQ2l6OYtoeznznMAilD6tx53da8isfXLt1S0LUlE2QuHAiQiIiIiIiIiIiIiIiIiIiIiInoHE6uIiIiIiIiIiIiIiIiIiIiIiIjewcQqIiIiIiIiIiIiIiIiIiIiIiKidzCxioiIiIiIiIiIiIiIiIiIiIiI6B1MrCIiIiIiIiIiIiIiIiIiIiIiInoHE6uIiIiIiIiIiIiIiIiIiIiIiIjewcQqIiIiIiIiIiIiIiIiIiIiIiKidzCxioiIiIiIiIiIiIiIiIiIiIiI6B1MrCIiIiIiIiIiIiIiIiIiIiIiInoHE6uIiIiIiIiIiIiIiIiIiIiIiIjewcQqIiIiIiIiIiIiIiIiIiIiIiKidzCxioiIiIiIiIiIiIiIiIiIiIiI6B1MrCIiIiIiIiIiIiIiIiIiIiIiInoHE6uIiIiIiIiIiIiIiIiIiIiIiIjewcQqIiIiIiIiIiIiIiIiIiIiIiKidzCxioiIiIiIiIiIiIiIiIiIiIiI6B1MrCIiIiIiIiIiIiIiIiIiIiIiInoHE6uIiIiIiIiIiIiIiIiIiIiIiIjewcQqIiIiIiIiIiIiIiIiIiIiIiKidzCxioiIiIiIiIiIiIiIiIiIiIiI6B1MrCIiIiIiIiIiIiIiIiIiIiIiInoHE6uIiIiIiIiIiIiIiIiIiIiIiIiyW2JVcHAwbGxs8OzZM6VnJdsrVKgQNDQ0xC0sLEzp2SEiIiIiIiIiIiIiIiIiIiIiyrEUT6yaOnUqWrVqJZKG0vTv3x8VKlSAnp4eypYt+97f3L9/H3Xq1IGtrS309fXh6OiIsWPHIjEx8ZOx0pKS3r5t2bIlU/N76tQptGjRAnnz5hV/v3v37k++vlevXuJ1CxYs+OTrJk6c+N68ubi4ZHjNpUuXsGPHjkzNLxERERERERERERERERERERERZZ42FBQTEwN3d3ccOnTovee6du2Kixcv4ubNm+89p6Ojg44dO6J8+fIwMzPDjRs30L17d6SkpGDatGmfjLl27Vo0btw4/bH095kRHR2NMmXKiPn7/vvvP/naXbt24cKFCyIJ63OUKFECR48eTX+srZ3x67G2toaFhUWm5pcyb9r85fA4cwG+/q+wfe0SuBRzUlus+IREDJ+zGk9e+kFPVwcWpsYY2+sXONjbwOvhM8xy34qYuHhoQANDu7ZBldIZk+3k0HPyEgSFRkBTUwOGBvoY2bUNXB0LpD+/+/h5jF+6EQuGd0fdKmVkixsWHYceS98kJsYlJsEnOALH/+iK5JQUjN14DC+CwqGrrYXRP9ZCBafP+x19rtP3XmLpkWtISU1FckoqOtUogZYVimD89jO46xMCDQ1AW1MTAxpXQJUi9pBbQmIS5u46jXP3nkNPWxvF8llhWqfGH50ue+ydJ3HuzjPo6UgxrDGtS1P0WrQdwRHR0NDUgJGeLka0rQOXArayxp6+dB08LlyBb0AQti2fDhcnVVJtow79oKujAz1dXfH4t59aoXHtalC37oPHISg4VKz/RoYGGDWgJ1zV+JsnotwlK9sU74qPT8CwCTPw+Jk39PR0YWFmhvHD+sIhv7z70+y4jVXycyciIlKHsPAIdBs8Pv1xXHwCXvr649Tu9TA1Mc6y+dj17xGMm7EQC6eOQb2a6j9eyw77dqXbFQ3b/qY6VtZ7fazcvg2a1KuhlljxCQkYNmMpnnj7qvqozEwwrm8XOOS1RXBYOMbMWYkXfq+gq6ONMX06o2IpF3n7x2Ytfx1barsaY2zvjiJ2mos37qDnuDkY0u0ndGjVMEfEVqKfZuaJOzj55BX8IuKwpf03cLYxEdOfh0Zj/KFbCItNQB49bUxuWApOVqrty9lngVh69iGSUlKgr62FMfVLwNla9Xdf3De4Yl/647iEJPiEROD4pI4wNdQX0zwf+qDXyn8xuGVV/FqzNNRh96krmOC2C/MH/IK6FYuj/YQVSExKEs8lJafgsc8rbJvaF8Uc7GSLOX2JOzzOXYZvQCC2rZwNlyKFVb/BP+bjyfOXr4/hTDFuYHc45JO3X/JDsT81PadsZ5Tul5y+ZA08zkuxA7FtxSy4FFHF7jFiCoJCwlTHzQYGGNmnC1yLyv/ZZ6f+goSERMxe6o6zntfEZ16sSCHMHDckV7SplFz2M55Xsdh9s9i+GejpYvzgXnBWw+/8Y05duIzF7pvEedzk5BR0+ak1WjWumyWxeQ5AGVnZjn3bbo9LmLByK+YP7oS6lUpi9e5j2HvqCrz9gzBvUEcxTU7ZoS1JRLkgsWr//v2iKlXVqlUzTF+0aJH4PzAw8IOJVVKFKumWpmDBgvDw8MDp06f/b0wpkcrO7r8fBDVp0kTc/h8fHx/069dPJI01a9bss95bSqT6knkjeTSsUx1d27dBx9+HZkm8Ng2ro3qFkqJK2eZ/T2Dikr/gPmUwBs5YgSn9O6FqGVc88wlAjwkLsHfpJOi/boTIZfaQrjAxMhT3j128gXFLNmD7vFHisc+rYOw4eg6li72pKCcXMyN9bB3+U/rj9cev4cpjX5ga6WPCpmMoVdAWy3q1gJd3AAa7H8C/4ztAR0tLltipqakYs/U0VndvhGL2FvAJjcJ383ahXsmCGNqsMkwMVJ/xPd9g9Fh9GB5jfxKNbjkt3HtWfOd7x3US/wdFRH9yuqyx95yGtDR7J3ZVxQhXxZj1W3OYvO64On79Icb/eQhbx3SUNXaDGlXQpW0LdBo88b3nZo/pn96hkVXmThoBE+M84v7RU+cwZtp87Fy3JEvngYhyrqxuU7yrTcvGqFGtktjWb9q+F+NnLMC6JbNy/DZW6c+diIhIbmamJtjh/qYS+totu3H5hleWJlX5+AVg+75DKFPCGVlNyX17dmhXzJk4DC5F3/SDqlObxnVQo1IZVftx7xFMWLAaa2eNwYI1W1HapQhWTBkOr/tPMOCPBTi4bh503rko9ItiN6qF6hVLq/rH/jmKiYvWYs2MkeK5yOgYLFy3HdUrqCexRsnYWd1PU7+oHTpXdESXrRcyTJ967DZ+KJUfLUvkx5EH/hh/+BY2/vINIuISMebATbj/WFkkWl19GSIeb+9YHbL0DQ5pk/54/YkbuPLENz2pKjI2Hgv/vYjqrm8uAJWbT2Aodp64jNJF3sTYOKlX+v0jnl5YseuErElVkgY1q6FLu9boNGBshultmjdAjcrlVL/B3QcwYe5yrJ03OUtif2x6TtrOKNkv2aBmVXRp1wqdBr5J6pHMGTcIJnmMxP1jZzwxdvYy7Fg1Gzm5v2D+yvUi7r+bVqi2ecGhyC1tKqWWPTwyCiOnLsC6BVNQpLADrty8Ix7vWrswS+JL52OkeGsXTIGzUyHRrmzRsS/q16wmEp3UjecAkCvasRKfwBDsPH4RpYs6pE+rUrIoGlcrK5Kt1EXptiQR5YKhAKVEKGnIvy/16NEjHDx4ELVq1fq/r+3Tpw+srKxQuXJlrFmzRuzQ5SZlXHfo0AHDhg0TVag+18OHD0V1KylprH379vD29pZ93uj/q1i2FOxsrLMklnRlTo2KpcTOVlLa2RG+r4IRFhmN0PAokVQlKZTPFsZGhjhz9bbs85CWVCWJio4VlZrS1uOJyzZhVLcfxVVC6rb7wl20rqJa3sPXH+HHb1W/nZIOtrA2NcKVR76yxpOqgEXGJYj70XEJMDXUg66WZnpSlSQy7tPDi/5XsfGJ2H3hDvo2r5b+3VuZGH10uuyxz3mhb8vqb2KYqmKkddaldV6JXj2ZVSztCjtrS2QXaQdUkqiomPTPhIjoa2tTvEu6GqzmN5XftDFKuMDXLyBXbGOV/NyJiIiyws79R/F90/pZFk/qH5gwcxFGD+wlqshnNSX37bmpXSFdYV+zctn0NlsZFydR1UVy6PRFtG2qqipR0tkRNpbmuHzrnoyxddITLSSlpdivVLEl01dsQPefWsDM5E37MifEVqKfpkJ+C9gav3lfSUhMPO4EhKOpq6paTf2itgiIjIN3WDRehMXAVF8nvXpV+fwW8I+Mxd2AcMhtt+c9tK78pkLRjF1n0b1++fREK3Vs2ya578LIjs1FxfwP2XXyCr6r9eXnL95VsXTx9/rHxG+wSvk3v0HXovD1D8yS2J+anlO2M0r3S37s801Lqko7+Z4Vh81K9hfExMZh579H0L97hzfbPEtz5IY2lZLLLlXlMjMxFklVkgqli8PvVRDuPHiMrCItc2SUKnE4KiYWZqbGWXLeScJzALmD2K+v2oaRnVtD962k3FJFHJDfVn3bfqXbkkSUSypWPX/+/LOHyfuQb775BlevXkV8fDx69OiByZM/ffWG9HzdunVhaGiIw4cPo3fv3oiKikL//v0hp5kzZ4rqU5l53ypVqmDdunVwdnaGn58fJk2ahBo1asDLywvGxp+fLS99FtLtbVJVMOlG2d/Gf46jdpUyMDfJA2tzExw6cxmNqlcUwwJKVaukpCt1GL3oT1zyeiDuLx3zu/j/z3+Oo6yLI4o7vcnsVpfrT/0QERuHmiUKiTLgUpnttxOK8loYwz80UrZ4UgNn5i81MWSDBwx0tRERm4C5v9aGzutOlIUHr+DIrWeq6e1ry16t6kVQGEwM9eB++BIu3n8hyrz3aloF5nkMPji9irN838GLQCm2PtwPXcTFe96qGM2qoYpLQfH82HUHcOmBKqlzSZ9PD3cqt9GzlkHKdS3l7ISB3X4W5cCzwqgpc+F57Za4v3zW+1esERHlBBu2/Y+9+wCTqjr/APyB9N6bSFUBC2JHY0GNLfZEo/4TG9ZYULGjVAVUVLDFAgr2jiURo6ICKir2XrBgoXekI/B/7iWsMKKC2d277r4vz32YuVO+c2fv3Jk585tzHo/ddi68KXtWcowFgPz19gefxJzv58auO2xbaDXveOCxaLf5JrFpqw0LrSY/uqh3/4jlEZu12SjOPuWYdHqwwnD348/EbjtsFbPmfB8//LA06tSqkXdZo/p1YlIB9VEl7nni2eiw/Zbp6Wdeej3tx9lt+y3judFvFljNrGoXhX6aSd8vjDqVy0eZ0it+g51sc4OqFWPSnIXRpn61mL1wSbwzYWa0a1QzRnwxJeYtXhoT5iyINvXzb19856tJMWfBothlkxXb/ey7X6bt6LBZs3ju/a+iINz11Ohot1HT2KT5+mu8fNL0WfHmJ+Oi9yk/jqpVmO4eOix227HwjvVZyPI4U1T6JdPal98QY95d8YPqf/ZeMZNEce0v+HbCxHR0qIF3PRSvvPluOjvHqccdGe233iKK+3uqLLc9mVI0eZ6988En0W6z1vHCy2Ni3vwFaXhzk0KYEi85nl/V7dw4q+vlUbFihfRxH9DrwkIN7OufKv7vY+8aNirabdwsNmnROLKU5ftYoBiPWLVgwYKoUOG3/+LkgQceSINV9957bzz55JNx1VVX/eL1u3btGn/4wx9iyy23jAsuuCDOP//86Ncvf4dVffPNN+Paa69NQ1LrknpOphc87LDDom3btrH33nun0yTOmjUrHnxw3YYm7Nu3b1SvXn21JVlH0Tfwoafim0lT4syjDknPX9vl1Hj0udHx17N7xz3/fj62bNMy1luvYJ6yfTodHc/eelmcfuT+MeCux2PsNxNi+KvvxEmH7hOFIRmtav9tW0eZAtq+XElwa+Dz76VhqqcuODRuOX6vuOTBl2LmvIXp5Wfus3X8+7y/xJX/t2v0f+rNWPLD0nytv3TZ8pg44/to0aB23Hv+kXHBobvGBYOfikVLlq5x/fR8nA5w6bJlMXHGnBU1Lvx7XPDX3eKC2/6dV+OyY/eNp/ucHKcduFMMeOzXp1fNL0Ou7h5Db7kyHvxnn/TXKhf3u6nQave95Jx47pEh0emEo6L/zYMLrS5AYbn1jvvj2+8mxFmnHFvotR1jASB/DR32bBy4d4co8zOjq+S3sV+Oi+EjX46Tjzm8UOqxujuu7xuPDrk+Hrytf9SsXi0u7v3j9EUFaeD9T8Q3EybHmcf+tVDqrVb7wX/HNxOmxJnHHBrTZs6OgQ/8Ky446W/FtnZR7adZqWr5stFv/3Zx/Uufxf/dMzpe/XpatKhVJdb7bwgrP0er2n/rjdO+wWlz5sfA4W/F+QfvGAVl7LeTY/gbH8aJB3X42es8/uLbsUu7VlGzav6OJr82Bt7zSHwzflKceULh7PtZyPI4U5T6JRN9Ljw9ht93U5xx3OHRf9A9xbq/YOkPy2LCpCnRotkG8eDAa+KiTifGuT2ujGkzCm86wKzeU2W57VWrVI5repwXAwbeHX896dwY/ca70bLpBgX2fVOuJDh5y10PxoBLL4xnHxgYg67pFRf1GRAzZ82JwqJ/qni/jx377aQYPub9OPGQwhvVt6i9jwWK+YhVyZR8M2f+9jcNG2ywYu7zTTbZJJYuXZqOWnXOOefEeuutt9ajRF166aXpCE/5NaJTMr3hlClTokmTH0eYSdqWtGvAgAExbty4tbqfGjVqxMYbb5xOc7guLrrooujcufNq64xWVfQNeeyZeO7Vt+PWnmdFxfIrpqJr1bxx3Nz9x1HPDjq9R7Tc4LeP8LY2DtqtfVx26wPxwpj3YsKUGXHA6T3T9dNmzYme394XU2fOicP32Tlfa85ftDid+u+ezoel52tUrpC+oZ82Z17eqFUTZnwfDWrm3zznn06cEVPnLIitmzdIz2+2QZ2oV61SfDJhRuyw0Y+PcfsNG8Xli1+LsZNnxSbr599Qocm2lC5VKv60bav0fOsN6kWj2tXSUbnWtH7shOlRO5+mBGxQ67+1t1sx7WLrDepHo9rVY+yEaavVOLD9ptH7vuExa+6CqFGl4Oc5b1ivTvp/2TJl4qhD9o39O65+HCsMB+27R/S66saYNXtO1KheeL9KAyhIg+99OIaPHB2Dru0TFf+HHzT8rxxjAeB/N3/+gnj6hZfj/pt/+YeF+enNdz+K8ROnxH5HnpSeT77869nvhpg6fWYcccifCq0dJVXD+nV//Kx82IGx399WjDJekIY8/GQMH/1GDOxzQVSsUD5d0rDLjFl5o8kkU3c1qJf/U6oMGfpU+mv+Wy87L637+vufxNSZs+Ovnbqll8+cMzdGvPZOzJz9fXQ6+i/FonZR6KdpULVCTJu3KH5YtiwdtWr58uXpdH8Nqq34/LDtBrXTJbH4h2Xxx1ufjxa18y9sNH/Rknjm3S/jnjNX/Nj0o++mpuGqw69+OD2fjG4/8sOvY+bchXHGn7bLl5pvfzouJkydGQee1z89P2323Pji9sdj2qzv469/3D59DB4f9VZcfOyBUdiGPPh4DH/ptRjYr3u6LxZHWR5nimq/ZOKgvTrEpQMGxqzZ36cBr+LYX5C8rpUuXTr233PX9HybjVvG+g3rx9gvv446tWoW6/dUWW/7dltuni6JxYuXRIe/dIyWzVZ8x1rQPvn8q/S94zZbbJqe37z1RlG/bu34+PMvY8dt2kVh0j9VPN/Hvv3Jlyte18++Ij0/bfb38cWgh9PvNv+6Z8EFtYvK+1igBASrkpGj7r777nybO3XJkiXp/2sbrHrnnXeiZs2a+Ro8Ouqoo+KPf1w9EZuMQJWsP+6449b6fpIpCr/44ov0duvCtH+/P3c+PjyeGvVGDOx1ZlSrUilv/dQZs6NurRXDYj78zItp4Gr7tisCN/llzrz5sXDR4qj33w+sz7/2blSvUjlO/Mveq41W1bHbgPj7frvF7tvn/7C0T7/9eWzcqE40r//jh4c9t9gwHnr5w/jHvtvFB99Mjimz58XWG+ZfqKxB9cox7fv58eWUWdGiXo34Ztqc+G7G99G0TrX0dJM6K95Qv//t1Jgxd2E0rpW/cx8nU/5t12qDGP3x17Hzps1j/LTZMWH6nGjbvOEa1zdvUCsfa1eK7Vo1idEfjYudN2vx3xqz0xpTZs2NejVWbOvz74yN6pUrpEthzC//w9KlUa3Kik65YS+MjtYtmxV43WTI4YWLFkW9Ois6aZ4b9UraaZEMyQxQHNxx/9B4avjIGDigT1Srmr+vZb/GMRYA8t9TL7wUrVo2jxZNC296iyQ8tWqA6tgzLoyjDjso9til8KcYLmnSz8o//JD3Pm7Yc6OizUbNC7TmHUOfimEjX42BfS7M+4ye2HPn7eLBYc/HqX//c3zw6ZcxJflydPPW+Vr7zkefjqdGvhYDe5+X1z+2y7ZbxIi7r827ziX9B0WrFk3iqIP2Kja1i0I/Ta1K5aN1vWox7OMJceCmjWP42MlRr0qFaFJjxT4wde7CqFtlRd2Br32ehqxWXpYfnn7ni9i4Ye28vsFkOsDnex6dd3nX+16IVuvXjr/v0jbfaibhqWRZ6fjeg+Jve+8Yu2+zSXp+zEdfpqOJ7bBZwU+Rtao7HvpXDHv+5RjYr9tqz8HiJMvjTFHql0zMmTsvFi5MPjev6Pt97uUx6Wfm6tWqFNv+gpo1qsX2W7WNl8e8HbvssE18N2FSjJ84OVo0LZyAT5bvqbLe9qnTZ0Td2iv2tZvveii233LzdIrAwtCgXp20/hdff5uOlPXNdxPj2wmTovkGa56KNT/pnyoZ72OT8NSqAarje90Uf9t359h9282iMGT5XhIoIcGqJHCUjLCUjFqVBJxWSkZpSoJFkyZNSqcLTAJQK0emKleuXNxzzz3p3Lubb755GiJ644030vs5/PDD8+bkffTRR9N1n3zySXr+X//6V0yePDnat2+fTj/47LPPRp8+feLcc89dpzYn7Vp1FKmvvvoqbV+tWrXSUapq166dLqtK2tSgQYNo1erHUMwee+wRhxxySJx++unp+aQdBxxwQDRt2jQmTJgQ3bt3TwNiRx555G96bPntel55XYwaPSb9FeZJnS+JypUqxlMP3l4gtSZNmxlXDX44GtevE8dfsuIXUmXLlol7+12YhqmGjRqT/kKqeeOGMeDCU9Zpesm1MXfewjj36tti4eLFUbpU6ahZrUrc0CX/6/ySR1/9OP68w4pOi5XOOnCHuPju4XHAZXdH2TKlo8/f/xhl1zIwuTZqV60YXQ/ZIc6/d2T6q8Bly5fHhQduHzUrV4hTbn8m5i5cEuuVLhUVy5WJq/7WIapVzP+w4iWH7x497h0e1z7+ctqGS47YPerXqPKz6/O19v/9MXrc9Uxc+9iLK2r8356xdOnyOG/QE7FoyQ/puiT8dd0/Dsn3faHngEExaszbMX3GrDj5or7p8+uWvhdF51790w6r5csjGjesF33OPzUK2tx586Nzt76xaNHidDuT+b1vvKJ7oe7/QPFWmO8pck2aMjX6XT8wGjdqEB3PuDBdV65c2bhvYOFMH5PlMTbLxx0ACtLQYcPj0P1LXkd8lq/tWdaePnNWnN21byxduiwi+azcqH70ufjsAqs3aeqMuGrgvdG4Qb04/sI+6bpySR/VgJ5xdscjoku/m2O/489NRx3oe94p6f/5VnvajLjqtvujcYO6cfxFV+T1p957Tdd8q1EUa2fRT3PZ8A/ixa+mxvR5i+PUR9+IymXLxBMdd4lL9tg0uj3zftw25suoXK5M9Nx7xagmiZte+TzeHj8zli5bHm0b1ogee+bvl5SPvvZJ/Ll9wQdo1sWjI9+Mg3beKh1dpiD0vOaWGPXamyv6xy64LD223H5Nz7jq5juiccP6cfw5PX58Dt54eYHXHnbXDT+7vrgcZ7Lul+zZ/9YY9dpbK2pf2DsqV6oQg/p1i3N6XZP+8DnZ15Kpsm687MIC/9ycdX9Bt3NPjW5XXB/9b74jSpUuFd3POS0dvagkvKfKcttvHHx/vPnex+kMO1ts2ip6nn9aFJZkJLoe554a5/boF6WSkRGXLYuLzzwxb0SjguQ7gGwU9vvYX3Lr0OHx0HOvpiNGff7tpOg75LF4oO9ZUSufQqxF4b0kUDhKLU9SGxlKpuPr2LFjnHzyyXnrOnToECNHjvzJdZMQU7NmzeKBBx6IK6+8Mj777LM0dJKEkf7+97/H2WefnYamEkOGDElHiFq5ef/5z3/SoFUSikrWbbjhhvGPf/wjTjzxxLwPSMk0fc2bN48XXnghbcOajBgxInbbbbefrD/mmGPSmmuStPmss85Kl1XXHXvssdGjx4oPSUcccUSMGjUqpk+fHnXr1o2ddtopevfuHS1btlxj/SSMlkwXyK9bMu3LTOqWrdMiFn38Qia1y7fZLRZ98GwmtdP6m+0ZC566LpPaFfftFAuG9smm9p+7xIJn/plJ7bT+XqfGguduzab2HifF4q/fiqyUa7pVLJkyNpPaZettlEldoGS9p8iqdl79DI+xWT7uAFAQlkz8OLPaZRu2KZGv61m/p0prT/40m9r1W8XiL8dEVsq12C4WjR2dSe3yG+2Yae2s+mhW9tPMv/nMTGpXOuXaWPDvayIrFffvHAvHPJRJ7QrbHRa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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "########################################################################################################################################\n", + "## Option for validation 2: we re-map the LES timeseries onto the SCADA ambient wind directions and wind speeds. This ensures the ##\n", + "## ambient conditions are identical between the two datasets. We do this by turning the LES simulation into a steady-state table ##\n", + "## of solutions, basically identical to a FLORIS solutions table. ##\n", + "########################################################################################################################################\n", + "\n", + "# # We start with the original timeseries, mapped onto the same time vector as the SCADA\n", + "df_les = df_les_raw_resampled.copy()\n", + "\n", + "# Load the timeseries dataframe into the class\n", + "from flasc.data_processing.timeseries_to_grid_solutions import ConvertTimeseriesToSolutionGrid\n", + "g = ConvertTimeseriesToSolutionGrid(df_timeseries=df_les)\n", "\n", - "# Specify upstream power in the exact same way as with the SCADA data\n", - "df_les = dfm.set_pow_ref_by_upstream_turbines(df_les, df_upstream, exclude_turbs=[4])\n", + "# Bin the LES data by wind directions and wind speeds (for now: not by TI)\n", + "df_binned = g.bin_timeseries(\n", + " wd_step=5.0,\n", + " ws_array=np.arange(3.5, np.ceil(df_fm_approx[\"ws\"].max()) + 0.01, 1.0),\n", + " ti_array=[0.0, 1.0], # Pour everything into a single TI bin\n", + " circular_cols=None,\n", + " plot=True,\n", + " verbose=True\n", + ")\n", "\n", - "# Determine number of turbines available at any given time, similar to SCADA\n", - "df_les[\"n_turbs_available\"] = (~df_les[pow_cols].isna()).sum(axis=1)\n", - "# print(df_les)\n", + "# Convert the binned data into the right formatting matching those of df_fm_approx\n", + "df_les_steadystate_table = g.convert_binned_dataframe_to_df_fi_approx(N_min=3) # At least 3 valid samples\n", "\n", - "# # Assert that number of turbines available at each timestamp is identical between SCADA and LES simulation\n", - "# all(df_les[\"n_turbs_available\"] == df_scada[\"n_turbs_available\"])\n", + "# Use this steady-state table to produce a new timeseries with identical inflow as SCADA\n", + "df_les_timeseries_inflowremapped = ftools.interpolate_floris_from_df_approx(\n", + " df=df_scada, df_approx=df_les_steadystate_table, method=\"linear\", verbose=True\n", + ")\n", "\n", - "# Perform comparison using this LES dataframe\n", - "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(df_scada, df_les)" + "# Perform comparison using this inflow-remapped LES dataframe\n", + "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(df_scada, df_les_timeseries_inflowremapped)" ] }, { "cell_type": "code", - "execution_count": 210, + "execution_count": 14, "metadata": {}, "outputs": [], "source": [ @@ -981,7 +1109,7 @@ }, { "cell_type": "code", - "execution_count": 211, + "execution_count": 15, "metadata": {}, "outputs": [], "source": [ @@ -992,7 +1120,7 @@ }, { "cell_type": "code", - "execution_count": 212, + "execution_count": 16, "metadata": {}, "outputs": [], "source": [ @@ -1004,7 +1132,7 @@ }, { "cell_type": "code", - "execution_count": 213, + "execution_count": 17, "metadata": {}, "outputs": [], "source": [ @@ -1051,7 +1179,7 @@ }, { "cell_type": "code", - "execution_count": 214, + "execution_count": 18, "metadata": {}, "outputs": [], "source": [ diff --git a/flasc/data_processing/timeseries_to_grid_solutions.py b/flasc/data_processing/timeseries_to_grid_solutions.py new file mode 100644 index 00000000..b3972fee --- /dev/null +++ b/flasc/data_processing/timeseries_to_grid_solutions.py @@ -0,0 +1,182 @@ +import matplotlib.pyplot as plt +import numpy as np +import pandas as pd +import seaborn as sns +from scipy.stats import circmean + +class ConvertTimeseriesToSolutionGrid(): + def __init__(self, df_timeseries): + self.df_timeseries = df_timeseries + + # Private functions: plotting + def _plot_binned_data_counts_for_theoretical_ws_to_ti_curve(self): + # Load df_binned from self + df_binned = self.df_binned + + df = df_binned[["wd_bin", "ws_bin", "ti_bin", "N", "ti", "ti_theoretical_curve"]].set_index(["wd_bin", "ws_bin"]).unstack().transpose() + df_N = df.loc["N"].astype(float) + df_ti = df.loc["ti"].astype(float) + df_ti_theoretical = df.loc["ti_theoretical_curve"].astype(float) + ti_limits_list = [[a.left, a.right] for a in df.loc["ti_bin"].mode(axis=1)[0]] + + fig, ax = plt.subplots(figsize=(24, 12)) + sns.heatmap(df_N, annot=True, annot_kws={"fontsize": 8}, linewidth=.5, cmap="rocket_r", ax=ax, fmt=".0f", cbar=False) + ax.set_ylabel("Wind speed bin (m/s), turbulence intensity interval (-)") + ax.set_xlabel("Wind direction bin (deg)") + ax.set_yticklabels([f"WS: {ws}, TI: [{ti[0]:.3f}, {ti[1]:.3f}]" for ws, ti in zip(df_N.index, ti_limits_list)]) + ax.set_title(f"Sample size for fitting turbulence intensity ranges") + plt.tight_layout() + + fig, ax = plt.subplots(figsize=(24, 12)) + sns.heatmap(100.0*(df_ti - df_ti_theoretical), annot=True, annot_kws={"fontsize": 8}, linewidth=.5, cmap="vlag", ax=ax, fmt=".1f", cbar=False) + ax.set_ylabel("Wind speed bin (m/s), turbulence intensity interval (-)") + ax.set_xlabel("Wind direction bin (deg)") + ax.set_yticklabels([f"WS: {ws}, TI: [{ti[0]:.3f}, {ti[1]:.3f}]" for ws, ti in zip(df_N.index, ti_limits_list)]) + ax.set_title(f"Turbulence intensity from ASPIRE minus desired theoretical curve") + plt.tight_layout() + + def _plot_binned_data_counts_per_ti_bin(self): + # Load df_binned from self + df_binned = self.df_binned + + for ti_interval in df_binned["ti_bin"].unique(): + df_binned_ti = df_binned[df_binned["ti_bin"] == ti_interval] + df_N = df_binned_ti[["wd_bin", "ws_bin", "N"]].set_index(["wd_bin", "ws_bin"]).unstack().transpose() + df_N.index = [i[1] for i in df_N.index] + + fig, ax = plt.subplots(figsize=(24, 12)) + sns.heatmap(df_N, annot=True, annot_kws={"fontsize": 8}, linewidth=.5, cmap="rocket_r", ax=ax, fmt=".0f", cbar=False) + ax.set_ylabel("Wind speed bin (m/s)") + ax.set_xlabel("Wind direction bin (deg)") + ax.set_title(f"Sample size for ambient turbulence intensity interval: {ti_interval}") + plt.tight_layout() + + # Public functions + def bin_timeseries(self, wd_step=5.0, ws_array=np.arange(3.5, 17.501, 1.0), ti_array=np.arange(0.0, 0.1501, 0.05), circular_cols=None, plot=False, verbose=True): + # Import the timeseries + df_timeseries = self.df_timeseries.copy() + + # Automatically identify circular columns if left unspecified + if circular_cols is None: + circular_cols = [c for c in df_timeseries.columns if c.startswith("wd_")] + if verbose: + print(f"No circular columns specified. Automatically identified: {circular_cols}.") + + # Manipulate the wind direction in the timeseries so that the center of the first wind direction bin is at 0 deg + df_timeseries.loc[(df_timeseries["wd"] > 360.0 - 0.50 * wd_step), "wd"] += -360.0 # Wrap backwards past zero + wd_array = np.arange(-0.50 * wd_step, 360.0001 - 0.5 * wd_step, wd_step, dtype=float) + + ws_bins = pd.cut(df_timeseries["ws"], ws_array).rename("ws_bin") + wd_bins = pd.cut(df_timeseries["wd"], wd_array).rename("wd_bin") + ti_bins = pd.cut(df_timeseries["ti"], ti_array).rename("ti_bin") + + # Expand the dataframe: add the bins and add a "count" column + df = pd.concat( + [wd_bins, ws_bins, ti_bins, df_timeseries, pd.DataFrame({"N": np.ones(len(wd_bins))})], + axis=1 + ) + if "time" in df.columns: + df = df.drop(columns=["time"]) # Drop the 'time' column + + # Now group by the bins and get bin averages and sums accordingly + df_grouped = df.groupby(["wd_bin", "ws_bin", "ti_bin"], observed=True) + + # Apply a blank 'mean' for all variables + if verbose: + print(f"Applying regular averaging on entire dataframe ({df.shape[1]} columns).") + df_binned = df_grouped.mean() + + # Now replace the directional measurements with a circular average + if verbose: + print(f"Applying circular averaging on {len(circular_cols)} columns.") + for c in circular_cols: + # Define circular average function to process + def circular_mean(x): + return circmean(x[c].values, low=0.0, high=360.0) + df_binned[c] = df_grouped.apply(circular_mean) + + df_binned["N"] = np.array(df_grouped["N"].sum(), dtype=int) + df_binned = df_binned.reset_index(drop=False) + + self.df_binned = df_binned + + if plot: + self._plot_binned_data_counts_per_ti_bin() + + return df_binned + + def bin_timeseries_by_theoretical_ws_to_ti_curve(self, ws_to_ti_function, wd_step=5.0, ws_array=np.arange(3.5, 17.501, 1.0), ti_margin=0.01, plot=False): + # Generate ws_bins array + ws_intervals = [pd.Interval(l, r) for l, r in zip(ws_array[:-1], ws_array[1:])] + df_binned_list = [] + for ws_interval in ws_intervals: + # Find the fitting turbulence intensity range. + ti_limits = [ws_to_ti_function(l) for l in [ws_interval.left, ws_interval.right]] + ti_limits = np.array(np.sort(ti_limits)) + ti_margin * np.array([-1, 1]) # Add additional margin + df_binned_ti = self.bin_timeseries(wd_step=wd_step, ws_array=[ws_interval.left, ws_interval.right], ti_array=ti_limits, plot=False, verbose=False) + df_binned_ti["ti_theoretical_curve"] = ws_to_ti_function(df_binned_ti["ws"]) # Add theoretical TI value according to curve + df_binned_list.append(df_binned_ti) + + df_binned = pd.concat(df_binned_list, axis=0, ignore_index=True).reset_index(drop=True) + self.df_binned = df_binned + + if plot: + self._plot_binned_data_counts_for_theoretical_ws_to_ti_curve() + + return df_binned + + def convert_binned_dataframe_to_df_fi_approx(self, N_min: int = 3): + """Convert the binned dataframe to a df_fi_approx format, similar to the FLASC floris_tools definition. + + Returns: + N_min (int): Minimal number of timestamps (samples) within this wind direction and wind speed bin for a + them to be considered valid and useable to generate an approximate table entry with. Defaults to 3. + """ + # Retrieve df_binned from self + df_binned = self.df_binned.copy() + + # Define column names + wd_bin_center = [i.mid for i in df_binned["wd_bin"]] + ws_bin_center = [i.mid for i in df_binned["ws_bin"]] + ti_bin_center = [i.mid for i in df_binned["ti_bin"]] + pow_cols = [c for c in df_binned.columns if c.startswith("pow_") and len(c) == 7] + mm_cols = [c for c in df_binned.columns if c.endswith("_metmast")] + ws_cols = [c for c in df_binned.columns if c.startswith("ws_") and len(c) == 6 and not c == "ws_bin"] + wd_cols = [c for c in df_binned.columns if c.startswith("wd_") and len(c) == 6 and not c == "wd_bin"] + + # Mark specific entries as NaN if we require more than 1 measurement for it to be valid + if N_min > 1: + ids_faulty = df_binned["N"] < N_min + df_binned.loc[ids_faulty, pow_cols + ws_cols + wd_cols] = None + print(f"Flagged an additional {np.sum(ids_faulty)} table entries as NaN because their sample pool is smaller than {N_min:d} (N_min).") + + # Construct sparse array + df_sparse_list = [ + pd.DataFrame({"wd": wd_bin_center, "ws": ws_bin_center, "ti": ti_bin_center}), + df_binned[mm_cols + wd_cols + ws_cols + pow_cols] + ] + df_approx_sparse = pd.concat(df_sparse_list, axis=1) + + # Create a full dataframe with all wind direction and wind speed combinations + wd_grid, ws_grid = np.meshgrid(np.unique(df_approx_sparse["wd"]), np.unique(df_approx_sparse["ws"]), indexing="ij") + conditions_to_add = [] + for wd, ws in zip(wd_grid.flatten(), ws_grid.flatten()): + if not any((wd == df_approx_sparse["wd"]) & (ws == df_approx_sparse["ws"])): + conditions_to_add.append([wd, ws]) + + # Expand sparse dataframe + df_approx = pd.concat([df_approx_sparse, pd.DataFrame(np.vstack(conditions_to_add), columns=["wd", "ws"])], axis=0) + df_approx = df_approx.sort_values(by=["ws", "wd"]).reset_index(drop=True) + + # Format columns + df_approx[pow_cols] = df_approx[pow_cols].astype(float) + df_approx[ws_cols] = df_approx[ws_cols].astype(float) + df_approx[wd_cols] = df_approx[wd_cols].astype(float) + + # Print number of valid and faulty entries + no_tot_entries = df_approx.shape[0] + no_faulty_entries = df_approx.isna().any(axis=1).sum() + no_valid_entries = df_approx.shape[0] - no_faulty_entries + print(f"Approximate table contains {no_valid_entries:d} valid entries ({100*no_valid_entries/no_tot_entries:.2f}%) and {no_faulty_entries:d} invalid entries ({100*no_faulty_entries/no_tot_entries:.2f}%).") + + return df_approx \ No newline at end of file From e7f5ee99b46a1edf12d147fafb490245400f688b Mon Sep 17 00:00:00 2001 From: Bart Doekemeijer Date: Thu, 6 Nov 2025 09:22:49 +0100 Subject: [PATCH 6/9] Add FLORIS as an option to the comparison / validation --- ...2b_floris_les_scada_model_validation.ipynb | 407 ++++++++++-------- 1 file changed, 232 insertions(+), 175 deletions(-) diff --git a/examples_smarteole/12b_floris_les_scada_model_validation.ipynb b/examples_smarteole/12b_floris_les_scada_model_validation.ipynb index f417dd40..022ebac4 100644 --- a/examples_smarteole/12b_floris_les_scada_model_validation.ipynb +++ b/examples_smarteole/12b_floris_les_scada_model_validation.ipynb @@ -12,7 +12,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 41, "metadata": {}, "outputs": [], "source": [ @@ -31,7 +31,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 42, "metadata": {}, "outputs": [], "source": [ @@ -43,7 +43,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 43, "metadata": {}, "outputs": [], "source": [ @@ -76,7 +76,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 44, "metadata": {}, "outputs": [ { @@ -385,7 +385,7 @@ "[8 rows x 29 columns]" ] }, - "execution_count": 4, + "execution_count": 44, "metadata": {}, "output_type": "execute_result" } @@ -405,7 +405,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 45, "metadata": {}, "outputs": [ { @@ -423,7 +423,7 @@ " dtype='object')" ] }, - "execution_count": 5, + "execution_count": 45, "metadata": {}, "output_type": "execute_result" } @@ -444,7 +444,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 46, "metadata": {}, "outputs": [], "source": [ @@ -463,7 +463,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 47, "metadata": {}, "outputs": [ { @@ -536,7 +536,7 @@ "4 31.3 31.5 [0, 2, 3, 4, 6]" ] }, - "execution_count": 7, + "execution_count": 47, "metadata": {}, "output_type": "execute_result" } @@ -553,7 +553,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 48, "metadata": {}, "outputs": [ { @@ -671,22 +671,22 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 59, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2025-11-06 08:34:37\u001b[0m Identified the following grid type: 3d.\n", - "\u001b[32m2025-11-06 08:34:37\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", - "\u001b[32m2025-11-06 08:34:37\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-06 08:34:37\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-06 08:34:37\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", - "\u001b[32m2025-11-06 08:34:37\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", - "\u001b[32m2025-11-06 08:34:37\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", - "\u001b[32m2025-11-06 08:34:37\u001b[0m Interpolating pow for all turbines...\n", - "\u001b[32m2025-11-06 08:34:37\u001b[0m Finished interpolation in 0.083 seconds.\n" + "\u001b[32m2025-11-06 09:13:34\u001b[0m Identified the following grid type: 3d.\n", + "\u001b[32m2025-11-06 09:13:34\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", + "\u001b[32m2025-11-06 09:13:34\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-06 09:13:34\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-06 09:13:34\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", + "\u001b[32m2025-11-06 09:13:34\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", + "\u001b[32m2025-11-06 09:13:34\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", + "\u001b[32m2025-11-06 09:13:34\u001b[0m Interpolating pow for all turbines...\n", + "\u001b[32m2025-11-06 09:13:34\u001b[0m Finished interpolation in 0.087 seconds.\n" ] }, { @@ -762,38 +762,53 @@ "outputs": [], "source": [ "# Define function to produce error scores\n", - "def compare_absolute_aep_and_relative_wake_loss(df_scada, df_les):\n", - " # Make local copy of df_les that we can manipulate\n", - " df_scada = df_scada.copy()\n", - " df_les = df_les.copy()\n", + "\n", + "def compare_absolute_aep_and_relative_wake_loss(df_scada, df_model_list, model_tags=None):\n", + " # Input formatting options\n", + " if isinstance(df_model_list, pd.DataFrame):\n", + " df_model_list = [df_model_list]\n", + "\n", + " if model_tags is None:\n", + " model_tags = [f\"Model {ti}\" for ti in range(len(df_model_list))]\n", "\n", " # Specify a unit conversion\n", - " unit_conversion = 1.0e-3 / (np.timedelta64(3600, 's') / np.nanmedian(df_scada[\"time\"].diff())) # From sum of samples to MWh\n", + " unit_conversion = np.nanmedian(df_scada[\"time\"].diff()) / np.timedelta64(3600, 's') # From sum of samples to MWh\n", + "\n", + " # Make local copies of dataframes that we can manipulate\n", + " df_scada = df_scada.copy()\n", + " df_model_list = [df.copy() for df in df_model_list]\n", "\n", - " # First ensure consistent NaN mapping between LES and SCADA\n", + " # First ensure consistent NaN mapping between modelled data and SCADA\n", " n_turbs = dfm.get_num_turbines(df_scada)\n", " for ti in range(n_turbs):\n", - " ids_nan, _ = np.where(\n", - " df_scada[f\"pow_{ti:03d}\"].isna() | df_les[f\"pow_{ti:03d}\"].isna()\n", - " )\n", - " df_les.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", + " ids_nan = df_scada[f\"pow_{ti:03d}\"].isna()\n", + " for df_model in df_model_list:\n", + " ids_nan = ids_nan | df_model[f\"pow_{ti:03d}\"].isna()\n", + " ids_nan = np.where(ids_nan)[0]\n", + "\n", + " # Mirror NaNs across all model predictions and SCADA\n", " df_scada.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", + " for df_model in df_model_list:\n", + " df_model.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", "\n", - " # # Assert NaNs are identical between dataframes\n", - " # n_scada = df_scada[pow_cols].isna().sum().sum()\n", - " # n_les = df_les[pow_cols].isna().sum().sum()\n", - " # print(f\"NaNs in df_scada power columns: {n_scada}\")\n", - " # print(f\"NaNs in df_les power columns: {n_les}\")\n", + " # Assert NaNs are identical between dataframes\n", + " n_scada = df_scada[pow_cols].isna().sum().sum()\n", + " n_models = [\n", + " df_model[pow_cols].isna().sum().sum()\n", + " for df_model in df_model_list\n", + " ]\n", + " print(f\"NaNs in df_scada power columns: {n_scada}\")\n", + " print(f\"NaNs in df_models power columns: {n_models}\")\n", "\n", - " # Specify upstream power in the exact same way as with the SCADA data\n", - " df_les = dfm.set_pow_ref_by_upstream_turbines(df_les, df_upstream, exclude_turbs=[4])\n", + " for df_model in df_model_list:\n", + " # Specify upstream power in the exact same way as with the SCADA data\n", + " df_model = dfm.set_pow_ref_by_upstream_turbines(df_model, df_upstream, exclude_turbs=[4])\n", "\n", - " # Determine number of turbines available at any given time, similar to SCADA\n", - " df_les[\"n_turbs_available\"] = (~df_les[pow_cols].isna()).sum(axis=1)\n", - " # print(df_les)\n", + " # Determine number of turbines available at any given time, similar to SCADA\n", + " df_model[\"n_turbs_available\"] = (~df_model[pow_cols].isna()).sum(axis=1)\n", "\n", " # # Assert that number of turbines available at each timestamp is identical between SCADA and LES simulation\n", - " # all(df_les[\"n_turbs_available\"] == df_scada[\"n_turbs_available\"])\n", + " # all(df_model_list[0][\"n_turbs_available\"] == df_scada[\"n_turbs_available\"])\n", "\n", " #######################################################################################################################\n", " ################## Compare absolute AEP directly between SCADA and simulated data (LES) ###############################\n", @@ -801,16 +816,24 @@ "\n", " # Absolute AEP for the entire farm and per turbine\n", " aep_turbine_scada = [df_scada[pc].sum() * unit_conversion for pc in pow_cols]\n", - " aep_turbine_les = [df_les[pc].sum() * unit_conversion for pc in pow_cols]\n", + " aep_turbine_models = [\n", + " [df_model[pc].sum() * unit_conversion for pc in pow_cols]\n", + " for df_model in df_model_list\n", + " ]\n", " aep_farm_scada = np.sum(aep_turbine_scada)\n", - " aep_farm_les = np.sum(aep_turbine_les)\n", + " aep_farm_models = [np.sum(aep_tm) for aep_tm in aep_turbine_models]\n", "\n", " table_absolute_aep_dict = {\n", " \"Selection\": [\"Entire farm\"] + [f\"Turbine {ti:02d}\" for ti in range(n_turbs)],\n", " \"SCADA (MWh)\": [aep_farm_scada] + aep_turbine_scada,\n", - " \"LES (MWh)\": [aep_farm_les] + aep_turbine_les,\n", - " \"Error (%)\": [err(aep_farm_scada, aep_farm_les)] + [err(x, y) for x, y in zip(aep_turbine_scada, aep_turbine_les)]\n", " }\n", + " for mii, model_tag in enumerate(model_tags):\n", + " table_absolute_aep_dict[f\"{model_tag} (MWh)\"] = [aep_farm_models[mii]] + aep_turbine_models[mii]\n", + " table_absolute_aep_dict[f\"{model_tag} error (%)\"] = (\n", + " [err(aep_farm_scada, aep_farm_models[mii])] +\n", + " [err(x, y) for x, y in zip(aep_turbine_scada, aep_turbine_models[mii])]\n", + " )\n", + "\n", " print_pretty_table(table_absolute_aep_dict, title=\"Absolute cumulative energy (MWh)\")\n", " print(\"\\n\")\n", "\n", @@ -821,8 +844,8 @@ " # Compare AEP wake loss relative to most upstream turbines\n", " aep_turbine_scada_waked = np.array([None for _ in range(n_turbs)], dtype=float)\n", " aep_turbine_scada_unwaked = np.array([None for _ in range(n_turbs)], dtype=float)\n", - " aep_turbine_les_waked = np.array([None for _ in range(n_turbs)], dtype=float)\n", - " aep_turbine_les_unwaked = np.array([None for _ in range(n_turbs)], dtype=float)\n", + " aep_turbine_models_waked = [np.array([None for _ in range(n_turbs)], dtype=float) for _ in df_model_list]\n", + " aep_turbine_models_unwaked = [np.array([None for _ in range(n_turbs)], dtype=float) for _ in df_model_list]\n", "\n", " for ti in range(n_turbs):\n", " # First SCADA\n", @@ -832,17 +855,18 @@ " aep_turbine_scada_unwaked[ti] = np.sum(p_ref[ids_non_nan]) * unit_conversion\n", " aep_turbine_scada_waked[ti] = np.sum(p_test[ids_non_nan]) * unit_conversion\n", "\n", - " # Now LES\n", - " p_test = np.array(df_les[f\"pow_{ti:03d}\"], dtype=float, copy=True)\n", - " p_ref = np.array(df_les[\"pow_ref\"], dtype=float, copy=True)\n", - " ids_non_nan = (~np.isnan(p_test)) & (~np.isnan(p_ref))\n", - " aep_turbine_les_unwaked[ti] = np.sum(p_ref[ids_non_nan]) * unit_conversion\n", - " aep_turbine_les_waked[ti] = np.sum(p_test[ids_non_nan]) * unit_conversion\n", + " # Now LES and FLORIS\n", + " for dii, df_model in enumerate(df_model_list):\n", + " p_test = np.array(df_model[f\"pow_{ti:03d}\"], dtype=float, copy=True)\n", + " p_ref = np.array(df_model[\"pow_ref\"], dtype=float, copy=True)\n", + " ids_non_nan = (~np.isnan(p_test)) & (~np.isnan(p_ref))\n", + " aep_turbine_models_unwaked[dii][ti] = np.sum(p_ref[ids_non_nan]) * unit_conversion\n", + " aep_turbine_models_waked[dii][ti] = np.sum(p_test[ids_non_nan]) * unit_conversion\n", "\n", " aep_farm_scada_waked = np.sum(aep_turbine_scada_waked)\n", " aep_farm_scada_unwaked = np.sum(aep_turbine_scada_unwaked)\n", - " aep_farm_les_waked = np.sum(aep_turbine_les_waked)\n", - " aep_farm_les_unwaked = np.sum(aep_turbine_les_unwaked)\n", + " aep_farm_les_waked = [np.sum(aep_tm_waked) for aep_tm_waked in aep_turbine_models_waked]\n", + " aep_farm_les_unwaked = [np.sum(aep_tm_unwaked) for aep_tm_unwaked in aep_turbine_models_unwaked]\n", "\n", " # Derive wake loss percentages and errors, and print as a pretty table\n", " wake_losses_scada = np.hstack(\n", @@ -851,12 +875,15 @@ " wake_loss(aep_turbine_scada_waked, aep_turbine_scada_unwaked)\n", " ]\n", " )\n", - " wake_losses_les = np.hstack(\n", - " [\n", - " wake_loss(aep_farm_les_waked, aep_farm_les_unwaked),\n", - " wake_loss(aep_turbine_les_waked, aep_turbine_les_unwaked)\n", - " ]\n", - " )\n", + " wake_losses_models = [\n", + " np.hstack(\n", + " [\n", + " wake_loss(aep_farm_les_waked, aep_farm_les_unwaked),\n", + " wake_loss(aep_turbine_models_waked[dii], aep_turbine_models_unwaked[dii])\n", + " ]\n", + " )\n", + " for dii in range(len(df_model_list))\n", + " ]\n", "\n", " table_wakeloss_aep_dict = {\n", " \"Selection\": [\"Entire farm\"] + [f\"Turbine {ti:02d}\" for ti in range(n_turbs)],\n", @@ -871,23 +898,23 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 54, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2025-11-06 08:39:01\u001b[0m Resampling column 'wd' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 08:39:01\u001b[0m Resampling column 'ws' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 08:39:01\u001b[0m Resampling column 'ti' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 08:39:02\u001b[0m Resampling column 'pow_000' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 08:39:02\u001b[0m Resampling column 'pow_001' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 08:39:02\u001b[0m Resampling column 'pow_002' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 08:39:02\u001b[0m Resampling column 'pow_003' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 08:39:02\u001b[0m Resampling column 'pow_004' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 08:39:03\u001b[0m Resampling column 'pow_005' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 08:39:03\u001b[0m Resampling column 'pow_006' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n" + "\u001b[32m2025-11-06 09:12:16\u001b[0m Resampling column 'wd' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 09:12:16\u001b[0m Resampling column 'ws' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 09:12:17\u001b[0m Resampling column 'ti' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 09:12:17\u001b[0m Resampling column 'pow_000' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 09:12:17\u001b[0m Resampling column 'pow_001' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 09:12:17\u001b[0m Resampling column 'pow_002' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 09:12:17\u001b[0m Resampling column 'pow_003' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 09:12:18\u001b[0m Resampling column 'pow_004' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 09:12:18\u001b[0m Resampling column 'pow_005' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2025-11-06 09:12:18\u001b[0m Resampling column 'pow_006' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n" ] } ], @@ -916,41 +943,41 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 65, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - " Absolute cumulative energy (MWh)\n", - "+-------------+---------------+-------------+-------------+\n", - "| Selection | SCADA (MWh) | LES (MWh) | Error (%) |\n", - "|-------------+---------------+-------------+-------------|\n", - "| Entire farm | 4520.69 | 4446.18 | -1.65 |\n", - "| Turbine 00 | 731.14 | 692.91 | -5.23 |\n", - "| Turbine 01 | 653.47 | 627.12 | -4.03 |\n", - "| Turbine 02 | 631.30 | 607.47 | -3.78 |\n", - "| Turbine 03 | 562.20 | 555.17 | -1.25 |\n", - "| Turbine 04 | 655.00 | 649.53 | -0.84 |\n", - "| Turbine 05 | 606.47 | 602.00 | -0.74 |\n", - "| Turbine 06 | 681.11 | 711.97 | 4.53 |\n", - "+-------------+---------------+-------------+-------------+\n", - "\n", + "NaNs in df_scada power columns: 188635\n", + "NaNs in df_models power columns: [np.int64(188635), np.int64(188635)]\n", + " Absolute cumulative energy (MWh)\n", + "+-------------+---------------+-------------+-----------------+-------------------+-----------------------+\n", + "| Selection | SCADA (MWh) | LES (MWh) | LES error (%) | FLORIS CC (MWh) | FLORIS CC error (%) |\n", + "|-------------+---------------+-------------+-----------------+-------------------+-----------------------|\n", + "| Entire farm | 4509848.00 | 4434.87 | -99.90 | 4.42 | -100.00 |\n", + "| Turbine 00 | 730692.13 | 692.40 | -99.91 | 0.69 | -100.00 |\n", + "| Turbine 01 | 653026.47 | 626.60 | -99.90 | 0.63 | -100.00 |\n", + "| Turbine 02 | 625809.20 | 601.90 | -99.90 | 0.60 | -100.00 |\n", + "| Turbine 03 | 561857.20 | 554.76 | -99.90 | 0.55 | -100.00 |\n", + "| Turbine 04 | 653031.93 | 647.46 | -99.90 | 0.64 | -100.00 |\n", + "| Turbine 05 | 606202.33 | 601.71 | -99.90 | 0.60 | -100.00 |\n", + "| Turbine 06 | 679228.73 | 710.04 | -99.90 | 0.71 | -100.00 |\n", + "+-------------+---------------+-------------+-----------------+-------------------+-----------------------+\n", "\n", - " Cumulative energy wake loss (%)\n", - "+-------------+-------------+-----------+----------------+\n", - "| Selection | SCADA (%) | LES (%) | Error (p.p.) |\n", - "|-------------+-------------+-----------+----------------|\n", - "| Entire farm | 2.78 | 3.53 | 0.75 |\n", - "| Turbine 00 | -3.13 | 1.72 | 4.86 |\n", - "| Turbine 01 | -0.71 | 2.77 | 3.47 |\n", - "| Turbine 02 | -0.57 | 2.46 | 3.03 |\n", - "| Turbine 03 | 3.48 | 3.92 | 0.45 |\n", - "| Turbine 04 | 5.93 | 6.15 | 0.22 |\n", - "| Turbine 05 | 7.77 | 6.93 | -0.84 |\n", - "| Turbine 06 | 6.43 | 1.03 | -5.41 |\n", - "+-------------+-------------+-----------+----------------+\n" + "\n" + ] + }, + { + "ename": "TypeError", + "evalue": "cannot unpack non-iterable NoneType object", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mTypeError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[65]\u001b[39m\u001b[32m, line 12\u001b[39m\n\u001b[32m 10\u001b[39m df_floris_timeseries[pow_cols] *= \u001b[32m1.0e-3\u001b[39m \u001b[38;5;66;03m# Ensure same format\u001b[39;00m\n\u001b[32m 11\u001b[39m df_les[pow_cols] *= \u001b[32m1.0e-3\u001b[39m \u001b[38;5;66;03m# Ensure same format\u001b[39;00m\n\u001b[32m---> \u001b[39m\u001b[32m12\u001b[39m table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(\n\u001b[32m 13\u001b[39m df_scada,\n\u001b[32m 14\u001b[39m [df_les, df_floris_timeseries],\n\u001b[32m 15\u001b[39m model_tags=[\u001b[33m\"\u001b[39m\u001b[33mLES\u001b[39m\u001b[33m\"\u001b[39m, \u001b[33m\"\u001b[39m\u001b[33mFLORIS CC\u001b[39m\u001b[33m\"\u001b[39m]\n\u001b[32m 16\u001b[39m )\n", + "\u001b[31mTypeError\u001b[39m: cannot unpack non-iterable NoneType object" ] } ], @@ -964,12 +991,18 @@ "df_les = df_les_raw_resampled.copy()\n", "\n", "# Perform comparison using this LES dataframe\n", - "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(df_scada, df_les)" + "df_floris_timeseries[pow_cols] *= 1.0e-3 # Ensure same format\n", + "df_les[pow_cols] *= 1.0e-3 # Ensure same format\n", + "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(\n", + " df_scada,\n", + " [df_les, df_floris_timeseries],\n", + " model_tags=[\"LES\", \"FLORIS CC\"]\n", + ")" ] }, { "cell_type": "code", - "execution_count": 24, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -986,23 +1019,23 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2025-11-06 08:39:22\u001b[0m Identified the following grid type: 2d.\n", - "\u001b[32m2025-11-06 08:39:22\u001b[0m \u001b[33mWarning: the values in df[wd] exceed the range in the precalculated solutions df_fi_approx[wd].\u001b[0m\n", - "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df: (0.021, 359.941)\n", - "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df: (0.021, 359.941)\n", - "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df_approx: (0.000, 355.000)\n", - "\u001b[32m2025-11-06 08:39:22\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", - "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df_approx: (4.000, 20.000)\n", - "\u001b[32m2025-11-06 08:39:22\u001b[0m \u001b[33mWarning: the values in df[ti] exceed the range in the precalculated solutions df_fi_approx[ti].\u001b[0m\n", - "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", - "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", - "\u001b[32m2025-11-06 08:39:22\u001b[0m minimum/maximum value in df_approx: (0.500, 0.500)\n", - "\u001b[32m2025-11-06 08:39:22\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", - "\u001b[32m2025-11-06 08:39:22\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", - "\u001b[32m2025-11-06 08:39:22\u001b[0m Interpolating pow for all turbines...\n", - "\u001b[32m2025-11-06 08:39:22\u001b[0m Finished interpolation in 0.049 seconds.\n" + "\u001b[32m2025-11-06 08:43:08\u001b[0m Identified the following grid type: 2d.\n", + "\u001b[32m2025-11-06 08:43:08\u001b[0m \u001b[33mWarning: the values in df[wd] exceed the range in the precalculated solutions df_fi_approx[wd].\u001b[0m\n", + "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df: (0.021, 359.941)\n", + "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df: (0.021, 359.941)\n", + "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df_approx: (0.000, 355.000)\n", + "\u001b[32m2025-11-06 08:43:08\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", + "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", + "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df_approx: (4.000, 20.000)\n", + "\u001b[32m2025-11-06 08:43:08\u001b[0m \u001b[33mWarning: the values in df[ti] exceed the range in the precalculated solutions df_fi_approx[ti].\u001b[0m\n", + "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", + "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", + "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df_approx: (0.500, 0.500)\n", + "\u001b[32m2025-11-06 08:43:08\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", + "\u001b[32m2025-11-06 08:43:08\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", + "\u001b[32m2025-11-06 08:43:08\u001b[0m Interpolating pow for all turbines...\n", + "\u001b[32m2025-11-06 08:43:08\u001b[0m Finished interpolation in 0.046 seconds.\n" ] }, { @@ -1010,34 +1043,33 @@ "output_type": "stream", "text": [ "Approximate table contains 742 valid entries (60.62%) and 482 invalid entries (39.38%).\n", - " Absolute cumulative energy (MWh)\n", - "+-------------+---------------+-------------+-------------+\n", - "| Selection | SCADA (MWh) | LES (MWh) | Error (%) |\n", - "|-------------+---------------+-------------+-------------|\n", - "| Entire farm | 4520.69 | 4723.36 | 4.48 |\n", - "| Turbine 00 | 731.14 | 736.14 | 0.68 |\n", - "| Turbine 01 | 653.47 | 672.57 | 2.92 |\n", - "| Turbine 02 | 631.30 | 634.58 | 0.52 |\n", - "| Turbine 03 | 562.20 | 604.95 | 7.60 |\n", - "| Turbine 04 | 655.00 | 686.53 | 4.81 |\n", - "| Turbine 05 | 606.47 | 637.06 | 5.04 |\n", - "| Turbine 06 | 681.11 | 751.53 | 10.34 |\n", - "+-------------+---------------+-------------+-------------+\n", + " wd ws ti pow_000 pow_001 pow_002 pow_003 \\\n", + "0 0.0 4.0 0.5 77.343899 21.889470 11.794438 28.107682 \n", + "1 5.0 4.0 0.5 99.504814 20.166983 31.663936 15.096178 \n", + "2 10.0 4.0 0.5 121.197717 38.934232 91.618964 39.636670 \n", + "3 15.0 4.0 0.5 144.803565 90.814621 138.585721 94.492344 \n", + "4 20.0 4.0 0.5 169.376658 150.096018 168.290177 152.511808 \n", + "... ... ... ... ... ... ... ... \n", + "1219 335.0 20.0 NaN NaN NaN NaN NaN \n", + "1220 340.0 20.0 NaN NaN NaN NaN NaN \n", + "1221 345.0 20.0 NaN NaN NaN NaN NaN \n", + "1222 350.0 20.0 NaN NaN NaN NaN NaN \n", + "1223 355.0 20.0 NaN NaN NaN NaN NaN \n", "\n", + " pow_004 pow_005 pow_006 \n", + "0 30.801621 77.073951 18.868664 \n", + "1 19.031540 69.185819 19.380529 \n", + "2 48.049034 29.297708 21.695309 \n", + "3 108.195938 32.439300 80.146291 \n", + "4 153.561141 54.903766 153.901320 \n", + "... ... ... ... \n", + "1219 NaN NaN NaN \n", + "1220 NaN NaN NaN \n", + "1221 NaN NaN NaN \n", + "1222 NaN NaN NaN \n", + "1223 NaN NaN NaN \n", "\n", - " Cumulative energy wake loss (%)\n", - "+-------------+-------------+-----------+----------------+\n", - "| Selection | SCADA (%) | LES (%) | Error (p.p.) |\n", - "|-------------+-------------+-----------+----------------|\n", - "| Entire farm | 2.78 | 3.54 | 0.76 |\n", - "| Turbine 00 | -3.13 | 1.77 | 4.90 |\n", - "| Turbine 01 | -0.71 | 2.78 | 3.49 |\n", - "| Turbine 02 | -0.57 | 2.51 | 3.08 |\n", - "| Turbine 03 | 3.48 | 3.90 | 0.43 |\n", - "| Turbine 04 | 5.93 | 6.19 | 0.25 |\n", - "| Turbine 05 | 7.77 | 6.87 | -0.90 |\n", - "| Turbine 06 | 6.43 | 1.02 | -5.41 |\n", - "+-------------+-------------+-----------+----------------+\n" + "[1224 rows x 10 columns]\n" ] }, { @@ -1083,56 +1115,81 @@ " df=df_scada, df_approx=df_les_steadystate_table, method=\"linear\", verbose=True\n", ")\n", "\n", - "# Perform comparison using this inflow-remapped LES dataframe\n", - "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(df_scada, df_les_timeseries_inflowremapped)" + "print(df_les_steadystate_table)" ] }, { - "cell_type": "code", - "execution_count": 14, + "cell_type": "markdown", "metadata": {}, - "outputs": [], "source": [ - "# df_scada[\"time\"].diff().unique()\n", - "# from flasc.data_processing import time_operations as tops\n", - "# new_time_array = pd.date_range(start=df_scada.iloc[0][\"time\"], end=df_scada.iloc[-1][\"time\"], freq=\"600s\")\n", - "# print(new_time_array)\n", - "# df_res = tops.df_resample_by_interpolation(\n", - "# df=df_scada[[\"time\", \"wd\", \"ws\", \"ti\"]],\n", - "# time_array=new_time_array,\n", - "# circular_cols=[\"wd\"],\n", - "# interp_method=\"linear\",\n", - "# verbose=True,\n", - "# )\n", - "# print(df_res)\n" + "## Next, we can compare this inflow-remapped timeseries directly to SCADA. This may change the absolute AEP errors substantially, but likely will leave the relative wake loss percentages mostly intact." ] }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Absolute cumulative energy (MWh)\n", + "+-------------+---------------+-------------+-------------+\n", + "| Selection | SCADA (MWh) | LES (MWh) | Error (%) |\n", + "|-------------+---------------+-------------+-------------|\n", + "| Entire farm | 4415.05 | 4723.36 | 6.98 |\n", + "| Turbine 00 | 715.07 | 736.14 | 2.95 |\n", + "| Turbine 01 | 639.79 | 672.57 | 5.12 |\n", + "| Turbine 02 | 611.23 | 634.58 | 3.82 |\n", + "| Turbine 03 | 553.16 | 604.95 | 9.36 |\n", + "| Turbine 04 | 638.83 | 686.53 | 7.47 |\n", + "| Turbine 05 | 592.56 | 637.06 | 7.51 |\n", + "| Turbine 06 | 664.42 | 751.53 | 13.11 |\n", + "+-------------+---------------+-------------+-------------+\n", + "\n", + "\n", + " Cumulative energy wake loss (%)\n", + "+-------------+-------------+-----------+----------------+\n", + "| Selection | SCADA (%) | LES (%) | Error (p.p.) |\n", + "|-------------+-------------+-----------+----------------|\n", + "| Entire farm | 2.79 | 3.54 | 0.75 |\n", + "| Turbine 00 | -3.20 | 1.77 | 4.97 |\n", + "| Turbine 01 | -0.78 | 2.78 | 3.55 |\n", + "| Turbine 02 | -0.68 | 2.51 | 3.19 |\n", + "| Turbine 03 | 3.46 | 3.90 | 0.44 |\n", + "| Turbine 04 | 6.02 | 6.19 | 0.17 |\n", + "| Turbine 05 | 7.91 | 6.87 | -1.04 |\n", + "| Turbine 06 | 6.51 | 1.02 | -5.49 |\n", + "+-------------+-------------+-----------+----------------+\n" + ] + } + ], "source": [ - "# # Set pow_ref in FLORIS results as before\n", - "# for df_fm in df_fm_list:\n", - "# df_fm = dfm.set_pow_ref_by_upstream_turbines(df_fm, df_upstream, exclude_turbs=[4])" + "# Perform comparison using this inflow-remapped LES dataframe\n", + "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(df_scada, df_les_timeseries_inflowremapped)" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [] + }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "# # Calculate and plot energy ratios\n", - "# a_in = AnalysisInput(\n", - "# df_fm_list + [df_scada], [\"FLORIS: \" + wm for wm in wake_models] + [\"SCADA data\"]\n", - "# )" + "# Calculate and plot energy ratios\n", + "a_in = AnalysisInput(\n", + " df_fm_list + [df_scada], [\"FLORIS: \" + wm for wm in wake_models] + [\"SCADA data\"]\n", + ")" ] }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -1179,7 +1236,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ From 8f0db1ee48a3ec2380e0757fbf4750991ffb32c1 Mon Sep 17 00:00:00 2001 From: Bart Doekemeijer Date: Mon, 10 Nov 2025 14:48:10 +0100 Subject: [PATCH 7/9] Simplify and clean up code --- ...2b_floris_les_scada_model_validation.ipynb | 1155 ++++++----------- .../timeseries_to_grid_solutions.py | 22 +- 2 files changed, 372 insertions(+), 805 deletions(-) diff --git a/examples_smarteole/12b_floris_les_scada_model_validation.ipynb b/examples_smarteole/12b_floris_les_scada_model_validation.ipynb index 022ebac4..a459101c 100644 --- a/examples_smarteole/12b_floris_les_scada_model_validation.ipynb +++ b/examples_smarteole/12b_floris_les_scada_model_validation.ipynb @@ -5,14 +5,14 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Analyze Energy Ratios during Baseline Operation\n", + "# Compare cumulative energy & cumulative energy wake loss between SCADA, a dynamic model (LES) and FLORIS\n", "\n", - "In this notebook, we will demonstrate how to compute and plot the energy ratio between test and reference turbines as a function of wind direction. We'll focus on baseline operation for this example (i.e., without wake steering). The energy ratios can be used to evaluate wake losses experienced by different turbines." + "In this notebook, we will demonstrate ..." ] }, { "cell_type": "code", - "execution_count": 41, + "execution_count": 12, "metadata": {}, "outputs": [], "source": [ @@ -26,35 +26,45 @@ "from flasc.data_processing import dataframe_manipulations as dfm\n", "from flasc.data_processing import time_operations as tops\n", "from flasc.utilities import floris_tools as ftools\n", - "from flasc.utilities.utilities_examples import load_floris_smarteole as load_floris" + "from flasc.utilities.utilities_examples import load_floris_smarteole as load_floris\n", + "\n", + "# Suppress warnings\n", + "import warnings\n", + "warnings.filterwarnings(\"ignore\")" ] }, { - "cell_type": "code", - "execution_count": 42, + "cell_type": "markdown", "metadata": {}, - "outputs": [], "source": [ - "# Suppress warnings\n", - "import warnings\n", - "\n", - "warnings.filterwarnings(\"ignore\")" + "# Step 0: Specify user options, load FLORIS and define helper functions" ] }, { "cell_type": "code", - "execution_count": 43, + "execution_count": 13, "metadata": {}, "outputs": [], "source": [ + "# Specify which turbines to include/exclude. Since it's all baseline operation, we use all turbines.\n", + "include_turbs = [0, 1, 2, 3, 4, 5, 6]\n", + "exclude_turbs = []\n", + "\n", + "# Load FLORIS model of site\n", + "fm, turbine_weights = load_floris()\n", + "\n", + "# Use FLORIS to identify upstream / unwaked turbines for each direction\n", + "df_upstream = ftools.get_upstream_turbs_floris(fm)\n", + "\n", "# Introduce helper functions for calculating errors and generating plots/tables\n", "def err(old_val, new_val):\n", " return 100.0 * (new_val-old_val) / old_val\n", "\n", - "# Introduce helper functions for calculating errors and generating plots/tables\n", + "# Introduce helper functions for calculating wake loss (%)\n", "def wake_loss(aep_waked, aep_unwaked):\n", " return 100.0 * (aep_unwaked-aep_waked) / aep_unwaked\n", "\n", + "# A function to print table\n", "def print_pretty_table(table_dict, title):\n", " # Format title to be centered above the table, and print table in pretty format\n", " df_table = pd.DataFrame(table_dict)\n", @@ -69,497 +79,21 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Step 0: Load processed data\n", - "\n", - "Load the processed SCADA data with power curve filtering and northing calibration applied and inspect" - ] - }, - { - "cell_type": "code", - "execution_count": 44, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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min2020-02-17 16:30:000.0010000.0030000.0020000.0090000.0070000.0320000.0000001.4830002.746000...0.0220030.0097500.191750-43.056999-0.0000000.0059290.101000-45.4988591.100000e-010.035299
25%2020-03-12 01:51:00235.326004214.001999246.753754192.749237205.838989173.522003219.3125006.1280005.577000...50.16099952.73174749.358002-5.9120000.00000047.8136525.12159598.9701311.100000e-0147.609299
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" - ], - "text/plain": [ - " time pow_000 pow_001 \\\n", - "count 134661 107963.000000 104981.000000 \n", - "mean 2020-04-04 18:49:02.648873472 777.708679 722.314758 \n", - "min 2020-02-17 16:30:00 0.001000 0.003000 \n", - "25% 2020-03-12 01:51:00 235.326004 214.001999 \n", - "50% 2020-04-04 10:58:00 571.359985 528.625000 \n", - "75% 2020-04-27 20:03:00 1238.735962 1119.993042 \n", - "max 2020-05-24 23:59:00 2064.696045 2065.387939 \n", - "std NaN 639.332153 609.761963 \n", - "\n", - " pow_002 pow_003 pow_004 pow_005 \\\n", - "count 91702.000000 100774.000000 105342.000000 99677.000000 \n", - "mean 788.448669 650.102112 714.342102 707.234131 \n", - "min 0.002000 0.009000 0.007000 0.032000 \n", - "25% 246.753754 192.749237 205.838989 173.522003 \n", - "50% 593.072998 467.079498 504.357483 504.005005 \n", - "75% 1244.010986 997.394531 1098.766724 1124.659058 \n", - "max 2051.489990 2062.987061 2064.689941 2078.750977 \n", - "std 636.423706 560.708984 617.146301 622.352234 \n", - "\n", - " pow_006 ws_000 ws_001 ... wd_004 \\\n", - "count 106162.000000 107963.000000 104981.000000 ... 105342.000000 \n", - "mean 734.999878 7.992576 7.441976 ... 147.802322 \n", - "min 0.000000 1.483000 2.746000 ... 0.022003 \n", - "25% 219.312500 6.128000 5.577000 ... 50.160999 \n", - "50% 540.981506 7.448000 7.027000 ... 126.497002 \n", - "75% 1134.179199 9.587500 8.942000 ... 235.623001 \n", - "max 2076.895996 20.851999 21.240999 ... 359.997009 \n", - "std 618.290527 2.548205 2.501244 ... 99.606598 \n", - "\n", - " wd_005 wd_006 wind_vane_005 target_yaw_offset_005 \\\n", - "count 99677.000000 106162.000000 99677.000000 99677.000000 \n", - "mean 152.649872 145.970215 0.825125 0.786913 \n", - "min 0.009750 0.191750 -43.056999 -0.000000 \n", - "25% 52.731747 49.358002 -5.912000 0.000000 \n", - "50% 163.868759 134.247757 0.187000 0.000000 \n", - "75% 235.056763 232.824249 6.927000 0.000000 \n", - "max 359.980743 359.988770 59.181999 20.000000 \n", - "std 97.270058 97.408218 10.048730 3.216291 \n", - "\n", - " wd_smarteole ws_smarteole pow_ref_smarteole ti \\\n", - "count 131704.000000 131699.000000 130266.000000 1.346610e+05 \n", - "mean 147.975891 7.286752 639.086670 1.100000e-01 \n", - "min 0.005929 0.101000 -45.498859 1.100000e-01 \n", - "25% 47.813652 5.121595 98.970131 1.100000e-01 \n", - "50% 138.522034 7.423318 422.463989 1.100000e-01 \n", - "75% 235.295410 9.361652 1049.996338 1.100000e-01 \n", - "max 359.991791 20.422459 2147.802246 1.100000e-01 \n", - "std 101.749588 3.104111 629.421570 1.387784e-17 \n", - "\n", - " wd \n", - "count 115725.000000 \n", - "mean 147.127971 \n", - "min 0.035299 \n", - "25% 47.609299 \n", - "50% 136.630460 \n", - "75% 233.829382 \n", - "max 359.957790 \n", - "std 100.096957 \n", - "\n", - "[8 rows x 29 columns]" - ] - }, - "execution_count": 44, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "def load_data():\n", - " root_path = Path.cwd()\n", - " f = root_path / \"postprocessed\" / \"df_scada_data_60s_filtered_and_northing_calibrated.pkl\"\n", - " df_scada = pd.read_pickle(f)\n", - "\n", - " return df_scada\n", - "\n", + "# Step 1: Load processed data\n", "\n", - "df_scada = load_data()\n", - "df_scada.describe()" + "Load the processed SCADA data and assign reference wind directions, wind speeds and reference power productions by the upstream turbines" ] }, { "cell_type": "code", - "execution_count": 45, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Index(['time', 'pow_000', 'pow_001', 'pow_002', 'pow_003', 'pow_004',\n", - " 'pow_005', 'pow_006', 'ws_000', 'ws_001', 'ws_002', 'ws_003', 'ws_004',\n", - " 'ws_005', 'ws_006', 'wd_000', 'wd_001', 'wd_002', 'wd_003', 'wd_004',\n", - " 'wd_005', 'wd_006', 'is_operation_normal_000',\n", - " 'is_operation_normal_001', 'is_operation_normal_002',\n", - " 'is_operation_normal_003', 'is_operation_normal_004',\n", - " 'is_operation_normal_005', 'is_operation_normal_006', 'wind_vane_005',\n", - " 'target_yaw_offset_005', 'control_mode', 'wd_smarteole', 'ws_smarteole',\n", - " 'pow_ref_smarteole', 'ti', 'wd'],\n", - " dtype='object')" - ] - }, - "execution_count": 45, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df_scada.columns" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Step 1: Limit to baseline data\n", - "\n", - "The SCADA data set contains alternating 1-hour periods with baseline or wake steering control. For these examples, we'll limit the data to baseline operation. " - ] - }, - { - "cell_type": "code", - "execution_count": 46, - "metadata": {}, - "outputs": [], - "source": [ - "df_scada = df_scada[df_scada.control_mode == \"baseline\"].reset_index(drop=True)" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Step 2: Compute reference wind direction, wind speed, and power variables\n", - "\n", - "The energy ratio class as presently implemented requires explicit identification of the dataframe of columns \"wd,\" \"ws,\" and \"pow_ref.\" We'll use the FLORIS model to establish which turbines are unwaked for each wind direction to compute the reference variables." - ] - }, - { - "cell_type": "code", - "execution_count": 47, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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" - ], - "text/plain": [ - " wd_min wd_max turbines\n", - "0 0.0 25.0 [0]\n", - "1 25.0 28.0 [0, 2]\n", - "2 28.0 31.0 [0, 2, 6]\n", - "3 31.0 31.3 [0, 2, 3, 6]\n", - "4 31.3 31.5 [0, 2, 3, 4, 6]" - ] - }, - "execution_count": 47, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Load FLORIS model of site\n", - "fm, turbine_weights = load_floris()\n", - "\n", - "# Use FLORIS to identify upstream / unwaked turbines for\n", - "# each direction\n", - "df_upstream = ftools.get_upstream_turbs_floris(fm)\n", - "df_upstream.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 48, + "execution_count": 39, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ + "Number of turbines in dataset: 7.\n", "FlascDataFrame in FLASC format\n", " time pow_000 pow_001 pow_002 pow_003 \\\n", "0 2020-02-17 16:30:00 2023.746948 2045.376953 2031.724976 NaN \n", @@ -601,17 +135,17 @@ "81953 -0.0 baseline 302.326843 5.745269 \n", "\n", " pow_ref_smarteole ti wd ws pow_ref \\\n", - "0 2021.060059 0.11 251.011217 12.552600 2023.340186 \n", - "1 2022.767212 0.11 251.005696 12.692800 2006.966602 \n", + "0 2021.060059 0.11 251.377068 12.452667 2024.127482 \n", + "1 2022.767212 0.11 251.485048 12.776333 2008.768494 \n", "2 2034.417480 0.11 253.473037 12.888800 2037.952393 \n", "3 2039.458252 0.11 251.104001 13.468800 2033.340210 \n", "4 2048.116943 0.11 255.679234 13.029600 2002.472998 \n", "... ... ... ... ... ... \n", - "81949 151.300735 0.11 307.044361 5.380833 152.929333 \n", - "81950 156.897491 0.11 307.204886 5.371500 155.282831 \n", - "81951 159.852249 0.11 308.822990 5.314167 153.337502 \n", - "81952 155.144989 0.11 311.222440 5.259000 142.511836 \n", - "81953 148.877243 0.11 311.095105 5.243167 133.588334 \n", + "81949 151.300735 0.11 306.282002 5.361714 149.199428 \n", + "81950 156.897491 0.11 306.411418 5.309000 149.233426 \n", + "81951 159.852249 0.11 308.109904 5.296286 148.001716 \n", + "81952 155.144989 0.11 310.160703 5.219857 138.940716 \n", + "81953 148.877243 0.11 310.323495 5.178714 129.364716 \n", "\n", " n_turbs_available \n", "0 6 \n", @@ -631,29 +165,41 @@ } ], "source": [ - "# Use flasc tools to establish reference wind speeds and directions\n", + "def load_data():\n", + " root_path = Path.cwd()\n", + " f = root_path / \"postprocessed\" / \"df_scada_data_60s_filtered_and_northing_calibrated.pkl\"\n", + " df_scada = pd.read_pickle(f)\n", "\n", - "# Helper variables\n", + " return df_scada\n", + "\n", + "# Load the data\n", + "df_scada = load_data()\n", + "\n", + "# And calculate some helper variables\n", "n_turbs = dfm.get_num_turbines(df_scada)\n", "pow_cols = [f\"pow_{ti:03d}\" for ti in range(n_turbs)]\n", + "print(f\"Number of turbines in dataset: {n_turbs}.\")\n", "\n", - "# Since will be interested in looking at impacts on SMV5/[4], exclude\n", - "# it from each calculation\n", + "# The SCADA data set contains alternating 1-hour periods with baseline or wake steering control.\n", + "# For these examples, we'll limit the data to baseline operation. \n", + "df_scada = df_scada[df_scada.control_mode == \"baseline\"].reset_index(drop=True)\n", "\n", "# Set the wind direction as the average of all turbine averages\n", - "df_scada = dfm.set_wd_by_turbines(df_scada, [0, 1, 2, 3, 5, 6])\n", + "df_scada = dfm.set_wd_by_turbines(df_scada, include_turbs)\n", "\n", "# Set the wind speed to be the average of all upstream turbines\n", "# (turbines not in a wake in a given direction)\n", "# Except for SMV5\n", - "df_scada = dfm.set_ws_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=[4])\n", + "df_scada = dfm.set_ws_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=exclude_turbs)\n", "\n", "# Set the reference power to the average of all upstream turbines\n", "# Except for SMV5\n", - "df_scada = dfm.set_pow_ref_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=[4])\n", + "df_scada = dfm.set_pow_ref_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=exclude_turbs)\n", "\n", "# Determine number of turbines available at any given time\n", - "df_scada[\"n_turbs_available\"] = (~df_scada[pow_cols].isna()).sum(axis=1)\n", + "df_scada[\"n_turbs_available\"] = list(n_turbs - df_scada[pow_cols].isna().sum(axis=1))\n", + "\n", + "# Print information to console\n", "print(df_scada)" ] }, @@ -662,31 +208,29 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Step 3: Compute and Plot Energy Ratio for Turbine 004\n", + "# Step 2: Now calculate FLORIS model predictions for the SCADA dataset\n", "\n", - "Compare the energy ratio for turbine 004 based on the SCADA data to the equivalent predicted energy ratios from each FLORIS model using our precomputed FLORIS results. Turbine 004 is the downstream waked turbine that benefits from wake steering in the SMARTEOLE wake steering field experiment.\n", - "\n", - "The energy ratios computed here simply represent the ratio between the energy produced by the test turbines and the energy computed using the reference power variable, \"pow_ref,\" as a function of wind direction." + "description..." ] }, { "cell_type": "code", - "execution_count": 59, + "execution_count": 40, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2025-11-06 09:13:34\u001b[0m Identified the following grid type: 3d.\n", - "\u001b[32m2025-11-06 09:13:34\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", - "\u001b[32m2025-11-06 09:13:34\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-06 09:13:34\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-06 09:13:34\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", - "\u001b[32m2025-11-06 09:13:34\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", - "\u001b[32m2025-11-06 09:13:34\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", - "\u001b[32m2025-11-06 09:13:34\u001b[0m Interpolating pow for all turbines...\n", - "\u001b[32m2025-11-06 09:13:34\u001b[0m Finished interpolation in 0.087 seconds.\n" + "\u001b[32m2025-11-07 09:58:19\u001b[0m Identified the following grid type: 3d.\n", + "\u001b[32m2025-11-07 09:58:19\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", + "\u001b[32m2025-11-07 09:58:19\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", + "\u001b[32m2025-11-07 09:58:19\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", + "\u001b[32m2025-11-07 09:58:19\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", + "\u001b[32m2025-11-07 09:58:19\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", + "\u001b[32m2025-11-07 09:58:19\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", + "\u001b[32m2025-11-07 09:58:19\u001b[0m Interpolating pow for all turbines...\n", + "\u001b[32m2025-11-07 09:58:19\u001b[0m Finished interpolation in 0.087 seconds.\n" ] }, { @@ -695,43 +239,43 @@ "text": [ "FlascDataFrame in FLASC format\n", " wd ws ti time pow_000 \\\n", - "0 251.011217 12.552600 0.11 2020-02-17 16:30:00 1.957574e+06 \n", - "1 251.005696 12.692800 0.11 2020-02-17 16:31:00 1.970251e+06 \n", + "0 251.377068 12.452667 0.11 2020-02-17 16:30:00 1.948538e+06 \n", + "1 251.485048 12.776333 0.11 2020-02-17 16:31:00 1.977804e+06 \n", "2 253.473037 12.888800 0.11 2020-02-17 16:32:00 1.987973e+06 \n", "3 251.104001 13.468800 0.11 2020-02-17 16:33:00 2.017250e+06 \n", "4 255.679234 13.029600 0.11 2020-02-17 16:34:00 1.999241e+06 \n", "... ... ... ... ... ... \n", - "81949 307.044361 5.380833 0.11 2020-05-24 22:56:00 2.169107e+05 \n", - "81950 307.204886 5.371500 0.11 2020-05-24 22:57:00 2.154713e+05 \n", - "81951 308.822990 5.314167 0.11 2020-05-24 22:58:00 2.066296e+05 \n", - "81952 311.222440 5.259000 0.11 2020-05-24 22:59:00 1.981221e+05 \n", - "81953 311.095105 5.243167 0.11 2020-05-24 23:00:00 1.956804e+05 \n", + "81949 306.282002 5.361714 0.11 2020-05-24 22:56:00 2.139622e+05 \n", + "81950 306.411418 5.309000 0.11 2020-05-24 22:57:00 2.058329e+05 \n", + "81951 308.109904 5.296286 0.11 2020-05-24 22:58:00 2.038721e+05 \n", + "81952 310.160703 5.219857 0.11 2020-05-24 22:59:00 1.920857e+05 \n", + "81953 310.323495 5.178714 0.11 2020-05-24 23:00:00 1.857408e+05 \n", "\n", " pow_001 pow_002 pow_003 pow_004 pow_005 \\\n", - "0 1.957574e+06 1.957574e+06 NaN 1.957574e+06 1.957574e+06 \n", - "1 1.970251e+06 1.970251e+06 NaN 1.970251e+06 1.970251e+06 \n", + "0 1.948538e+06 1.948538e+06 NaN 1.948538e+06 1.948538e+06 \n", + "1 1.977804e+06 1.977804e+06 NaN 1.977804e+06 1.977804e+06 \n", "2 1.987973e+06 1.987973e+06 NaN NaN 1.987973e+06 \n", "3 2.017250e+06 2.017250e+06 NaN NaN 2.017250e+06 \n", "4 1.999241e+06 1.999241e+06 NaN NaN 1.999241e+06 \n", "... ... ... ... ... ... \n", - "81949 2.169107e+05 2.169107e+05 216910.670458 2.169107e+05 2.169107e+05 \n", - "81950 2.154713e+05 2.154713e+05 215471.322825 2.154713e+05 2.154713e+05 \n", - "81951 2.066296e+05 2.066296e+05 206629.643946 2.066296e+05 2.066296e+05 \n", - "81952 1.981221e+05 1.981221e+05 198122.122757 1.981221e+05 1.981221e+05 \n", - "81953 1.956804e+05 1.956804e+05 195680.375590 1.956804e+05 1.956804e+05 \n", + "81949 2.139622e+05 2.139622e+05 213962.226744 2.139622e+05 2.139622e+05 \n", + "81950 2.058329e+05 2.058329e+05 205832.874257 2.058329e+05 2.058329e+05 \n", + "81951 2.038721e+05 2.038721e+05 203872.133476 2.038721e+05 2.038721e+05 \n", + "81952 1.920857e+05 1.920857e+05 192085.701666 1.920857e+05 1.920857e+05 \n", + "81953 1.857408e+05 1.857408e+05 185740.835808 1.857408e+05 1.857408e+05 \n", "\n", " pow_006 \n", - "0 1.957574e+06 \n", - "1 1.970251e+06 \n", + "0 1.948538e+06 \n", + "1 1.977804e+06 \n", "2 1.987973e+06 \n", "3 2.017250e+06 \n", "4 1.999241e+06 \n", "... ... \n", - "81949 2.169107e+05 \n", - "81950 2.154713e+05 \n", - "81951 2.066296e+05 \n", - "81952 1.981221e+05 \n", - "81953 1.956804e+05 \n", + "81949 2.139622e+05 \n", + "81950 2.058329e+05 \n", + "81951 2.038721e+05 \n", + "81952 1.920857e+05 \n", + "81953 1.857408e+05 \n", "\n", "[81954 rows x 11 columns]\n" ] @@ -752,7 +296,8 @@ "df_floris_timeseries = ftools.interpolate_floris_from_df_approx(\n", " df=df_scada, df_approx=df_fm_approx, method=\"linear\", verbose=True\n", ")\n", - "print(df_floris_timeseries)" + "print(df_floris_timeseries)\n", + "df_floris_timeseries[pow_cols] *= 1.0e-3 # Scale results from [W] to [kW] in accordance to SCADA" ] }, { @@ -761,9 +306,45 @@ "metadata": {}, "outputs": [], "source": [ - "# Define function to produce error scores\n", + "########################################################################################################################################\n", + "###### Load LES timeseries in preparation for validation against SCADA. We will try various validation metrics and approaches... #######\n", + "########################################################################################################################################\n", + "\n", + "# Grab the raw LES timeseries\n", + "df_les_timeseries_raw = pd.read_csv(\"data/SMARTEOLE-LES-simulation-data/les_timeseries.csv\")\n", + "df_les_timeseries_raw[\"time\"] = pd.to_datetime(df_les_timeseries_raw[\"time\"])\n", + "\n", + "# Fix scaling in LES from [W] to [kW]\n", + "df_les_timeseries_raw[pow_cols] *= 1.0e-3\n", + "\n", + "# Assign freestream ambient conditions by the metmast\n", + "df_les_timeseries_raw = df_les_timeseries_raw.rename(columns={\"wd_metmast\": \"wd\", \"ws_metmast\": \"ws\", \"ti_metmast\": \"ti\"})\n", + "\n", + "# Map raw LES directly to the SCADA timeseries using linear interpolation\n", + "df_les_raw_resampled = tops.df_resample_by_interpolation(\n", + " df=df_les_timeseries_raw,\n", + " time_array=pd.to_datetime(df_scada[\"time\"]),\n", + " circular_cols=[\"wd_metmast\"],\n", + ")" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 3: Define helper function that calculates relevant AEP errors\n", "\n", - "def compare_absolute_aep_and_relative_wake_loss(df_scada, df_model_list, model_tags=None):\n", + "Description..." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def compare_absolute_aep_and_relative_wake_loss(df_scada, df_model_list, model_tags=None, print_values=True, print_errors=True):\n", " # Input formatting options\n", " if isinstance(df_model_list, pd.DataFrame):\n", " df_model_list = [df_model_list]\n", @@ -772,7 +353,7 @@ " model_tags = [f\"Model {ti}\" for ti in range(len(df_model_list))]\n", "\n", " # Specify a unit conversion\n", - " unit_conversion = np.nanmedian(df_scada[\"time\"].diff()) / np.timedelta64(3600, 's') # From sum of samples to MWh\n", + " unit_conversion = 1.0e-3 * np.nanmedian(df_scada[\"time\"].diff()) / np.timedelta64(3600, 's') # From sum of samples to MWh\n", "\n", " # Make local copies of dataframes that we can manipulate\n", " df_scada = df_scada.copy()\n", @@ -802,7 +383,7 @@ "\n", " for df_model in df_model_list:\n", " # Specify upstream power in the exact same way as with the SCADA data\n", - " df_model = dfm.set_pow_ref_by_upstream_turbines(df_model, df_upstream, exclude_turbs=[4])\n", + " df_model = dfm.set_pow_ref_by_upstream_turbines(df_model, df_upstream, exclude_turbs=exclude_turbs)\n", "\n", " # Determine number of turbines available at any given time, similar to SCADA\n", " df_model[\"n_turbs_available\"] = (~df_model[pow_cols].isna()).sum(axis=1)\n", @@ -828,11 +409,13 @@ " \"SCADA (MWh)\": [aep_farm_scada] + aep_turbine_scada,\n", " }\n", " for mii, model_tag in enumerate(model_tags):\n", - " table_absolute_aep_dict[f\"{model_tag} (MWh)\"] = [aep_farm_models[mii]] + aep_turbine_models[mii]\n", - " table_absolute_aep_dict[f\"{model_tag} error (%)\"] = (\n", - " [err(aep_farm_scada, aep_farm_models[mii])] +\n", - " [err(x, y) for x, y in zip(aep_turbine_scada, aep_turbine_models[mii])]\n", - " )\n", + " if print_values:\n", + " table_absolute_aep_dict[f\"{model_tag} (MWh)\"] = [aep_farm_models[mii]] + aep_turbine_models[mii]\n", + " if print_errors:\n", + " table_absolute_aep_dict[f\"{model_tag} error (%)\"] = (\n", + " [err(aep_farm_scada, aep_farm_models[mii])] +\n", + " [err(x, y) for x, y in zip(aep_turbine_scada, aep_turbine_models[mii])]\n", + " )\n", "\n", " print_pretty_table(table_absolute_aep_dict, title=\"Absolute cumulative energy (MWh)\")\n", " print(\"\\n\")\n", @@ -865,8 +448,8 @@ "\n", " aep_farm_scada_waked = np.sum(aep_turbine_scada_waked)\n", " aep_farm_scada_unwaked = np.sum(aep_turbine_scada_unwaked)\n", - " aep_farm_les_waked = [np.sum(aep_tm_waked) for aep_tm_waked in aep_turbine_models_waked]\n", - " aep_farm_les_unwaked = [np.sum(aep_tm_unwaked) for aep_tm_unwaked in aep_turbine_models_unwaked]\n", + " aep_farm_models_waked = [np.sum(aep_tm_waked) for aep_tm_waked in aep_turbine_models_waked]\n", + " aep_farm_models_unwaked = [np.sum(aep_tm_unwaked) for aep_tm_unwaked in aep_turbine_models_unwaked]\n", "\n", " # Derive wake loss percentages and errors, and print as a pretty table\n", " wake_losses_scada = np.hstack(\n", @@ -878,7 +461,7 @@ " wake_losses_models = [\n", " np.hstack(\n", " [\n", - " wake_loss(aep_farm_les_waked, aep_farm_les_unwaked),\n", + " wake_loss(aep_farm_models_waked[dii], aep_farm_models_unwaked[dii]),\n", " wake_loss(aep_turbine_models_waked[dii], aep_turbine_models_unwaked[dii])\n", " ]\n", " )\n", @@ -887,112 +470,77 @@ "\n", " table_wakeloss_aep_dict = {\n", " \"Selection\": [\"Entire farm\"] + [f\"Turbine {ti:02d}\" for ti in range(n_turbs)],\n", - " \"SCADA (%)\": wake_losses_scada,\n", - " \"LES (%)\": wake_losses_les,\n", - " \"Error (p.p.)\": wake_losses_les - wake_losses_scada\n", + " \"SCADA (%)\": wake_losses_scada\n", " }\n", + " for mii, model_tag in enumerate(model_tags):\n", + " if print_values:\n", + " table_wakeloss_aep_dict[f\"{model_tag} (%)\"] = wake_losses_models[mii]\n", + " if print_errors:\n", + " table_wakeloss_aep_dict[f\"{model_tag} error (p.p.)\"] = wake_losses_models[mii] - wake_losses_scada\n", + "\n", " print_pretty_table(table_wakeloss_aep_dict, title=\"Cumulative energy wake loss (%)\")\n", "\n", " return table_absolute_aep_dict, table_wakeloss_aep_dict" ] }, { - "cell_type": "code", - "execution_count": 54, + "cell_type": "markdown", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[32m2025-11-06 09:12:16\u001b[0m Resampling column 'wd' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 09:12:16\u001b[0m Resampling column 'ws' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 09:12:17\u001b[0m Resampling column 'ti' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 09:12:17\u001b[0m Resampling column 'pow_000' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 09:12:17\u001b[0m Resampling column 'pow_001' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 09:12:17\u001b[0m Resampling column 'pow_002' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 09:12:17\u001b[0m Resampling column 'pow_003' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 09:12:18\u001b[0m Resampling column 'pow_004' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 09:12:18\u001b[0m Resampling column 'pow_005' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-06 09:12:18\u001b[0m Resampling column 'pow_006' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n" - ] - } - ], "source": [ - "########################################################################################################################################\n", - "###### Load LES timeseries in preparation for validation against SCADA. We will try various validation metrics and approaches... #######\n", - "########################################################################################################################################\n", + "# Option for validation 1: compare the two timeseries directly, assuming (hoping) that LES predicted the inflow conditions accurately.\n", "\n", - "# Grab the raw LES timeseries\n", - "df_les_timeseries_raw = pd.read_csv(\"data/SMARTEOLE-LES-simulation-data/les_timeseries.csv\")\n", - "df_les_timeseries_raw[\"time\"] = pd.to_datetime(df_les_timeseries_raw[\"time\"])\n", - "\n", - "# Fix scaling in LES from [W] to [kW]\n", - "df_les_timeseries_raw[pow_cols] *= 1.0e-3\n", - "\n", - "# Assign freestream ambient conditions by the metmast\n", - "df_les_timeseries_raw = df_les_timeseries_raw.rename(columns={\"wd_metmast\": \"wd\", \"ws_metmast\": \"ws\", \"ti_metmast\": \"ti\"})\n", - "\n", - "# Map raw LES directly to the SCADA timeseries using linear interpolation\n", - "df_les_raw_resampled = tops.df_resample_by_interpolation(\n", - " df=df_les_timeseries_raw,\n", - " time_array=pd.to_datetime(df_scada[\"time\"]),\n", - " circular_cols=[\"wd_metmast\"],\n", - ")" + "For this, we must ensure the NaNs in the SCADA also appear as NaNs in the LES timeseries. Assuming the same timezone format..." ] }, { "cell_type": "code", - "execution_count": 65, + "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "NaNs in df_scada power columns: 188635\n", - "NaNs in df_models power columns: [np.int64(188635), np.int64(188635)]\n", + "NaNs in df_scada power columns: 187933\n", + "NaNs in df_models power columns: [np.int64(187933), np.int64(187933)]\n", " Absolute cumulative energy (MWh)\n", "+-------------+---------------+-------------+-----------------+-------------------+-----------------------+\n", "| Selection | SCADA (MWh) | LES (MWh) | LES error (%) | FLORIS CC (MWh) | FLORIS CC error (%) |\n", "|-------------+---------------+-------------+-----------------+-------------------+-----------------------|\n", - "| Entire farm | 4509848.00 | 4434.87 | -99.90 | 4.42 | -100.00 |\n", - "| Turbine 00 | 730692.13 | 692.40 | -99.91 | 0.69 | -100.00 |\n", - "| Turbine 01 | 653026.47 | 626.60 | -99.90 | 0.63 | -100.00 |\n", - "| Turbine 02 | 625809.20 | 601.90 | -99.90 | 0.60 | -100.00 |\n", - "| Turbine 03 | 561857.20 | 554.76 | -99.90 | 0.55 | -100.00 |\n", - "| Turbine 04 | 653031.93 | 647.46 | -99.90 | 0.64 | -100.00 |\n", - "| Turbine 05 | 606202.33 | 601.71 | -99.90 | 0.60 | -100.00 |\n", - "| Turbine 06 | 679228.73 | 710.04 | -99.90 | 0.71 | -100.00 |\n", + "| Entire farm | 4510.85 | 4436.21 | -1.65 | 4404.30 | -2.36 |\n", + "| Turbine 00 | 730.80 | 692.57 | -5.23 | 689.26 | -5.68 |\n", + "| Turbine 01 | 653.10 | 626.71 | -4.04 | 623.44 | -4.54 |\n", + "| Turbine 02 | 625.95 | 602.09 | -3.81 | 598.75 | -4.35 |\n", + "| Turbine 03 | 562.07 | 555.02 | -1.25 | 551.34 | -1.91 |\n", + "| Turbine 04 | 653.41 | 647.96 | -0.83 | 641.05 | -1.89 |\n", + "| Turbine 05 | 606.23 | 601.75 | -0.74 | 592.56 | -2.25 |\n", + "| Turbine 06 | 679.29 | 710.12 | 4.54 | 707.89 | 4.21 |\n", "+-------------+---------------+-------------+-----------------+-------------------+-----------------------+\n", "\n", - "\n" - ] - }, - { - "ename": "TypeError", - "evalue": "cannot unpack non-iterable NoneType object", - "output_type": "error", - "traceback": [ - "\u001b[31m---------------------------------------------------------------------------\u001b[39m", - "\u001b[31mTypeError\u001b[39m Traceback (most recent call last)", - "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[65]\u001b[39m\u001b[32m, line 12\u001b[39m\n\u001b[32m 10\u001b[39m df_floris_timeseries[pow_cols] *= \u001b[32m1.0e-3\u001b[39m \u001b[38;5;66;03m# Ensure same format\u001b[39;00m\n\u001b[32m 11\u001b[39m df_les[pow_cols] *= \u001b[32m1.0e-3\u001b[39m \u001b[38;5;66;03m# Ensure same format\u001b[39;00m\n\u001b[32m---> \u001b[39m\u001b[32m12\u001b[39m table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(\n\u001b[32m 13\u001b[39m df_scada,\n\u001b[32m 14\u001b[39m [df_les, df_floris_timeseries],\n\u001b[32m 15\u001b[39m model_tags=[\u001b[33m\"\u001b[39m\u001b[33mLES\u001b[39m\u001b[33m\"\u001b[39m, \u001b[33m\"\u001b[39m\u001b[33mFLORIS CC\u001b[39m\u001b[33m\"\u001b[39m]\n\u001b[32m 16\u001b[39m )\n", - "\u001b[31mTypeError\u001b[39m: cannot unpack non-iterable NoneType object" + "\n", + " Cumulative energy wake loss (%)\n", + "+-------------+-------------+-----------+--------------------+-----------------+--------------------------+\n", + "| Selection | SCADA (%) | LES (%) | LES error (p.p.) | FLORIS CC (%) | FLORIS CC error (p.p.) |\n", + "|-------------+-------------+-----------+--------------------+-----------------+--------------------------|\n", + "| Entire farm | 2.94 | 3.53 | 0.59 | 3.72 | 0.78 |\n", + "| Turbine 00 | -2.99 | 1.72 | 4.71 | 1.70 | 4.68 |\n", + "| Turbine 01 | -0.54 | 2.77 | 3.31 | 2.75 | 3.29 |\n", + "| Turbine 02 | -0.41 | 2.46 | 2.87 | 2.50 | 2.91 |\n", + "| Turbine 03 | 3.65 | 3.92 | 0.27 | 3.94 | 0.29 |\n", + "| Turbine 04 | 6.10 | 6.15 | 0.06 | 6.64 | 0.54 |\n", + "| Turbine 05 | 7.94 | 6.93 | -1.02 | 7.92 | -0.03 |\n", + "| Turbine 06 | 6.59 | 1.03 | -5.57 | 0.88 | -5.71 |\n", + "+-------------+-------------+-----------+--------------------+-----------------+--------------------------+\n" ] } ], "source": [ - "########################################################################################################################################\n", - "## Option for validation 1: compare the two timeseries directly, assuming (hoping) that LES predicted the inflow conditions accurately.\n", - "## For this, we must ensure the NaNs in the SCADA also appear as NaNs in the LES timeseries. Assuming the same timezone format...\n", - "########################################################################################################################################\n", + "\n", "\n", "# Now being on the same timeseries, map NaNs from SCADA to LES\n", "df_les = df_les_raw_resampled.copy()\n", "\n", "# Perform comparison using this LES dataframe\n", - "df_floris_timeseries[pow_cols] *= 1.0e-3 # Ensure same format\n", - "df_les[pow_cols] *= 1.0e-3 # Ensure same format\n", "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(\n", " df_scada,\n", " [df_les, df_floris_timeseries],\n", @@ -1000,6 +548,15 @@ ")" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Option for validation 2: we re-map the LES timeseries onto the SCADA ambient wind directions and wind speeds. \n", + "\n", + "This ensures the ambient conditions are identical between the two datasets. We do this by turning the LES simulation into a steady-state table of solutions, basically identical to a FLORIS solutions table." + ] + }, { "cell_type": "code", "execution_count": null, @@ -1012,37 +569,37 @@ "No circular columns specified. Automatically identified: [].\n", "Applying regular averaging on entire dataframe (14 columns).\n", "Applying circular averaging on 0 columns.\n", - "Flagged an additional 82 table entries as NaN because their sample pool is smaller than 3 (N_min).\n" + "Flagged an additional 83 table entries as NaN because their sample pool is smaller than 3 (N_min).\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "\u001b[32m2025-11-06 08:43:08\u001b[0m Identified the following grid type: 2d.\n", - "\u001b[32m2025-11-06 08:43:08\u001b[0m \u001b[33mWarning: the values in df[wd] exceed the range in the precalculated solutions df_fi_approx[wd].\u001b[0m\n", - "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df: (0.021, 359.941)\n", - "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df: (0.021, 359.941)\n", - "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df_approx: (0.000, 355.000)\n", - "\u001b[32m2025-11-06 08:43:08\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", - "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df: (0.250, 19.544)\n", - "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df_approx: (4.000, 20.000)\n", - "\u001b[32m2025-11-06 08:43:08\u001b[0m \u001b[33mWarning: the values in df[ti] exceed the range in the precalculated solutions df_fi_approx[ti].\u001b[0m\n", - "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", - "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", - "\u001b[32m2025-11-06 08:43:08\u001b[0m minimum/maximum value in df_approx: (0.500, 0.500)\n", - "\u001b[32m2025-11-06 08:43:08\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", - "\u001b[32m2025-11-06 08:43:08\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", - "\u001b[32m2025-11-06 08:43:08\u001b[0m Interpolating pow for all turbines...\n", - "\u001b[32m2025-11-06 08:43:08\u001b[0m Finished interpolation in 0.046 seconds.\n" + "\u001b[32m2025-11-07 09:52:42\u001b[0m Identified the following grid type: 2d.\n", + "\u001b[32m2025-11-07 09:52:42\u001b[0m \u001b[33mWarning: the values in df[wd] exceed the range in the precalculated solutions df_fi_approx[wd].\u001b[0m\n", + "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df: (0.035, 359.955)\n", + "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df: (0.035, 359.955)\n", + "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df_approx: (0.000, 355.000)\n", + "\u001b[32m2025-11-07 09:52:42\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", + "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", + "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", + "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df_approx: (4.000, 21.000)\n", + "\u001b[32m2025-11-07 09:52:42\u001b[0m \u001b[33mWarning: the values in df[ti] exceed the range in the precalculated solutions df_fi_approx[ti].\u001b[0m\n", + "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", + "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", + "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df_approx: (0.500, 0.500)\n", + "\u001b[32m2025-11-07 09:52:42\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", + "\u001b[32m2025-11-07 09:52:42\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", + "\u001b[32m2025-11-07 09:52:42\u001b[0m Interpolating pow for all turbines...\n", + "\u001b[32m2025-11-07 09:52:42\u001b[0m Finished interpolation in 0.061 seconds.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "Approximate table contains 742 valid entries (60.62%) and 482 invalid entries (39.38%).\n", + "Approximate table contains 742 valid entries (57.25%) and 554 invalid entries (42.75%).\n", " wd ws ti pow_000 pow_001 pow_002 pow_003 \\\n", "0 0.0 4.0 0.5 77.343899 21.889470 11.794438 28.107682 \n", "1 5.0 4.0 0.5 99.504814 20.166983 31.663936 15.096178 \n", @@ -1050,11 +607,11 @@ "3 15.0 4.0 0.5 144.803565 90.814621 138.585721 94.492344 \n", "4 20.0 4.0 0.5 169.376658 150.096018 168.290177 152.511808 \n", "... ... ... ... ... ... ... ... \n", - "1219 335.0 20.0 NaN NaN NaN NaN NaN \n", - "1220 340.0 20.0 NaN NaN NaN NaN NaN \n", - "1221 345.0 20.0 NaN NaN NaN NaN NaN \n", - "1222 350.0 20.0 NaN NaN NaN NaN NaN \n", - "1223 355.0 20.0 NaN NaN NaN NaN NaN \n", + "1291 335.0 21.0 NaN NaN NaN NaN NaN \n", + "1292 340.0 21.0 NaN NaN NaN NaN NaN \n", + "1293 345.0 21.0 NaN NaN NaN NaN NaN \n", + "1294 350.0 21.0 NaN NaN NaN NaN NaN \n", + "1295 355.0 21.0 NaN NaN NaN NaN NaN \n", "\n", " pow_004 pow_005 pow_006 \n", "0 30.801621 77.073951 18.868664 \n", @@ -1063,18 +620,18 @@ "3 108.195938 32.439300 80.146291 \n", "4 153.561141 54.903766 153.901320 \n", "... ... ... ... \n", - "1219 NaN NaN NaN \n", - "1220 NaN NaN NaN \n", - "1221 NaN NaN NaN \n", - "1222 NaN NaN NaN \n", - "1223 NaN NaN NaN \n", + "1291 NaN NaN NaN \n", + "1292 NaN NaN NaN \n", + "1293 NaN NaN NaN \n", + "1294 NaN NaN NaN \n", + "1295 NaN NaN NaN \n", "\n", - "[1224 rows x 10 columns]\n" + "[1296 rows x 10 columns]\n" ] }, { "data": { - "image/png": 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", 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", 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" ] @@ -1084,12 +641,6 @@ } ], "source": [ - "########################################################################################################################################\n", - "## Option for validation 2: we re-map the LES timeseries onto the SCADA ambient wind directions and wind speeds. This ensures the ##\n", - "## ambient conditions are identical between the two datasets. We do this by turning the LES simulation into a steady-state table ##\n", - "## of solutions, basically identical to a FLORIS solutions table. ##\n", - "########################################################################################################################################\n", - "\n", "# # We start with the original timeseries, mapped onto the same time vector as the SCADA\n", "df_les = df_les_raw_resampled.copy()\n", "\n", @@ -1127,47 +678,55 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 20, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - " Absolute cumulative energy (MWh)\n", - "+-------------+---------------+-------------+-------------+\n", - "| Selection | SCADA (MWh) | LES (MWh) | Error (%) |\n", - "|-------------+---------------+-------------+-------------|\n", - "| Entire farm | 4415.05 | 4723.36 | 6.98 |\n", - "| Turbine 00 | 715.07 | 736.14 | 2.95 |\n", - "| Turbine 01 | 639.79 | 672.57 | 5.12 |\n", - "| Turbine 02 | 611.23 | 634.58 | 3.82 |\n", - "| Turbine 03 | 553.16 | 604.95 | 9.36 |\n", - "| Turbine 04 | 638.83 | 686.53 | 7.47 |\n", - "| Turbine 05 | 592.56 | 637.06 | 7.51 |\n", - "| Turbine 06 | 664.42 | 751.53 | 13.11 |\n", - "+-------------+---------------+-------------+-------------+\n", + "NaNs in df_scada power columns: 191035\n", + "NaNs in df_models power columns: [np.int64(191035), np.int64(191035), np.int64(191035)]\n", + " Absolute cumulative energy (MWh)\n", + "+-------------+---------------+-------------------------------+-------------------------------+-------------------+\n", + "| Selection | SCADA (MWh) | LES (original inflow) (MWh) | LES (inflow-remapped) (MWh) | FLORIS CC (MWh) |\n", + "|-------------+---------------+-------------------------------+-------------------------------+-------------------|\n", + "| Entire farm | 4418.49 | 4343.35 | 4714.99 | 4311.83 |\n", + "| Turbine 00 | 715.71 | 677.56 | 734.35 | 674.32 |\n", + "| Turbine 01 | 640.39 | 613.91 | 671.14 | 610.73 |\n", + "| Turbine 02 | 611.66 | 587.56 | 633.16 | 584.30 |\n", + "| Turbine 03 | 553.87 | 546.68 | 604.08 | 543.05 |\n", + "| Turbine 04 | 639.35 | 633.96 | 686.65 | 627.07 |\n", + "| Turbine 05 | 592.71 | 588.24 | 635.44 | 579.08 |\n", + "| Turbine 06 | 664.80 | 695.44 | 750.16 | 693.28 |\n", + "+-------------+---------------+-------------------------------+-------------------------------+-------------------+\n", "\n", "\n", - " Cumulative energy wake loss (%)\n", - "+-------------+-------------+-----------+----------------+\n", - "| Selection | SCADA (%) | LES (%) | Error (p.p.) |\n", - "|-------------+-------------+-----------+----------------|\n", - "| Entire farm | 2.79 | 3.54 | 0.75 |\n", - "| Turbine 00 | -3.20 | 1.77 | 4.97 |\n", - "| Turbine 01 | -0.78 | 2.78 | 3.55 |\n", - "| Turbine 02 | -0.68 | 2.51 | 3.19 |\n", - "| Turbine 03 | 3.46 | 3.90 | 0.44 |\n", - "| Turbine 04 | 6.02 | 6.19 | 0.17 |\n", - "| Turbine 05 | 7.91 | 6.87 | -1.04 |\n", - "| Turbine 06 | 6.51 | 1.02 | -5.49 |\n", - "+-------------+-------------+-----------+----------------+\n" + " Cumulative energy wake loss (%)\n", + "+-------------+-------------+-----------------------------+-----------------------------+-----------------+\n", + "| Selection | SCADA (%) | LES (original inflow) (%) | LES (inflow-remapped) (%) | FLORIS CC (%) |\n", + "|-------------+-------------+-----------------------------+-----------------------------+-----------------|\n", + "| Entire farm | 2.96 | 3.57 | 3.43 | 3.76 |\n", + "| Turbine 00 | -3.05 | 1.75 | 1.74 | 1.72 |\n", + "| Turbine 01 | -0.61 | 2.78 | 2.70 | 2.75 |\n", + "| Turbine 02 | -0.52 | 2.46 | 2.44 | 2.49 |\n", + "| Turbine 03 | 3.63 | 3.93 | 3.72 | 3.95 |\n", + "| Turbine 04 | 6.20 | 6.25 | 5.93 | 6.74 |\n", + "| Turbine 05 | 8.10 | 7.06 | 6.81 | 8.07 |\n", + "| Turbine 06 | 6.66 | 1.01 | 0.92 | 0.85 |\n", + "+-------------+-------------+-----------------------------+-----------------------------+-----------------+\n" ] } ], "source": [ "# Perform comparison using this inflow-remapped LES dataframe\n", - "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(df_scada, df_les_timeseries_inflowremapped)" + "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(\n", + " df_scada,\n", + " [df_les, df_les_timeseries_inflowremapped, df_floris_timeseries],\n", + " model_tags=[\"LES (original inflow)\", \"LES (inflow-remapped)\", \"FLORIS CC\"],\n", + " print_values=True,\n", + " print_errors=False\n", + ")" ] }, { @@ -1177,109 +736,137 @@ }, { "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# Calculate and plot energy ratios\n", - "a_in = AnalysisInput(\n", - " df_fm_list + [df_scada], [\"FLORIS: \" + wm for wm in wake_models] + [\"SCADA data\"]\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# N = 20\n", - "# print(\"Calculating energy ratios with bootstrapping (N={}).\".format(N))\n", - "# print(\"This may take a couple seconds...\")\n", - "# np.random.seed(0)\n", - "# er_out = er.compute_energy_ratio(\n", - "# a_in,\n", - "# test_turbines=[4],\n", - "# use_predefined_ref=True,\n", - "# use_predefined_wd=True,\n", - "# use_predefined_ws=True,\n", - "# wd_step=2.0,\n", - "# wd_bin_overlap_radius=0.0,\n", - "# ws_min=6.0,\n", - "# ws_max=12.0,\n", - "# N=N,\n", - "# percentiles=[5.0, 95.0],\n", - "# )\n", - "# ax = er_out.plot_energy_ratios(overlay_frequency=True)\n", - "# ax[0].set_title(\"Energy Ratios for Turbine 004\")" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "As shown in the plot above, overall there is good agreement between the SCADA-based energy ratio curve and the energy ratio predictions based on FLORIS results. However, because of relatively little data for many wind directions, the SCADA-based energy ratios are noisy and can deviate from the expected value of 1 when Turbine 004 is unwaked." - ] - }, - { - "cell_type": "markdown", + "execution_count": 21, "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating energy ratios with bootstrapping (N=20).\n", + "This may take a couple seconds...\n" + ] + }, + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Energy Ratios for Turbine 004')" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "# Step 4: Rerun the energy ratio calculation with a different wind speed/wind direction distribution\n", + "# Let's also look at an energy ratio, for good measure\n", + "\n", + "# Specify upstream turbines in same fashion as for the SCADA data\n", + "df_les_timeseries_raw = dfm.set_pow_ref_by_upstream_turbines(df_les_timeseries_raw, df_upstream, exclude_turbs=exclude_turbs)\n", + "df_les_timeseries_inflowremapped = dfm.set_pow_ref_by_upstream_turbines(df_les_timeseries_inflowremapped, df_upstream, exclude_turbs=exclude_turbs)\n", + "df_floris_timeseries = dfm.set_pow_ref_by_upstream_turbines(df_floris_timeseries, df_upstream, exclude_turbs=exclude_turbs)\n", "\n", - "As an example, we'll create a distribution with uniform frequency across \n", - "all wind speds of interest and concentrated in the direction where SMV6 wakes SMV5.\n", + "# Initialize energy ratio analysis class and perform common operations. E.g., let's look at turbine 4.\n", + "a_in = AnalysisInput(\n", + " [df_scada, df_floris_timeseries, df_les_timeseries_raw, df_les_timeseries_inflowremapped],\n", + " [\"SCADA data\", f\"FLORIS: {wake_model}\", \"LES (original inflow)\", \"LES (inflow remapped)\"]\n", + ")\n", "\n", - "Can also be used to evaluate the energy ratios under long-term site conditions." + "N = 20\n", + "print(\"Calculating energy ratios with bootstrapping (N={}).\".format(N))\n", + "print(\"This may take a couple seconds...\")\n", + "np.random.seed(0)\n", + "er_out = er.compute_energy_ratio(\n", + " a_in,\n", + " test_turbines=[4],\n", + " use_predefined_ref=True,\n", + " use_predefined_wd=True,\n", + " use_predefined_ws=True,\n", + " wd_step=5.0,\n", + " wd_bin_overlap_radius=0.0,\n", + " ws_min=6.0,\n", + " ws_max=12.0,\n", + " N=N,\n", + " percentiles=[5.0, 95.0],\n", + ")\n", + "ax = er_out.plot_energy_ratios(overlay_frequency=True)\n", + "ax[0].set_title(\"Energy Ratios for Turbine 004\")" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 22, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating energy ratios with bootstrapping (N=20).\n", + "This may take a couple seconds...\n" + ] + }, + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Energy Ratios for Turbine 004')" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "# ws = np.tile(np.arange(6.5, 12.0, 1.0), 180)\n", - "# wd = np.repeat(np.arange(1.0, 360.0, 2.0), 6)\n", - "\n", - "# freq = np.ones_like(ws)\n", - "# # Increase frequency value in steering wind directions\n", - "# start_idx = np.where(wd == 169)[0][0]\n", - "# end_idx = np.where(wd == 231)[0][0]\n", - "# freq[start_idx:end_idx] = 5\n", - "# freq = 10 * freq\n", - "\n", - "# df_freq = pd.DataFrame({\"ws\": ws, \"wd\": wd, \"freq_val\": freq})\n", - "\n", - "# N = 20\n", - "# print(\"Calculating energy ratios with bootstrapping (N={}).\".format(N))\n", - "# print(\"This may take a couple seconds...\")\n", - "# np.random.seed(0)\n", - "# er_out = er.compute_energy_ratio(\n", - "# a_in,\n", - "# test_turbines=[4],\n", - "# use_predefined_ref=True,\n", - "# use_predefined_wd=True,\n", - "# use_predefined_ws=True,\n", - "# wd_step=2.0,\n", - "# wd_bin_overlap_radius=0.0,\n", - "# ws_min=6.0,\n", - "# ws_max=12.0,\n", - "# df_freq=df_freq,\n", - "# N=N,\n", - "# percentiles=[5.0, 95.0],\n", - "# )\n", - "# ax = er_out.plot_energy_ratios(overlay_frequency=True)\n", - "# ax[0].set_title(\"Energy Ratios for Turbine 004\")" + "# Now re-do everything while enforcing same frequency distribution as SCADA.\n", + "# Q: Why does this not cause green and orange lines to collapse to the same?\n", + "\n", + "# df_freq variable is based on the first entry (here: SCADA)\n", + "df_freq = er_out.df_freq\n", + "df_freq = df_freq.rename(columns={\"wd_bin\": \"wd\", \"ws_bin\": \"ws\", \"weight\": \"freq_val\"})\n", + "\n", + "# Now replot everything with this df_freq\n", + "N = 20\n", + "print(\"Calculating energy ratios with bootstrapping (N={}).\".format(N))\n", + "print(\"This may take a couple seconds...\")\n", + "np.random.seed(0)\n", + "er_out = er.compute_energy_ratio(\n", + " a_in,\n", + " test_turbines=[4],\n", + " use_predefined_ref=True,\n", + " use_predefined_wd=True,\n", + " use_predefined_ws=True,\n", + " wd_step=5.0,\n", + " wd_bin_overlap_radius=0.0,\n", + " ws_min=6.0,\n", + " ws_max=12.0,\n", + " N=N,\n", + " percentiles=[5.0, 95.0],\n", + " df_freq=df_freq\n", + ")\n", + "ax = er_out.plot_energy_ratios(overlay_frequency=True)\n", + "ax[0].set_title(\"Energy Ratios for Turbine 004\")" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/flasc/data_processing/timeseries_to_grid_solutions.py b/flasc/data_processing/timeseries_to_grid_solutions.py index b3972fee..12e5b38f 100644 --- a/flasc/data_processing/timeseries_to_grid_solutions.py +++ b/flasc/data_processing/timeseries_to_grid_solutions.py @@ -105,26 +105,6 @@ def circular_mean(x): return df_binned - def bin_timeseries_by_theoretical_ws_to_ti_curve(self, ws_to_ti_function, wd_step=5.0, ws_array=np.arange(3.5, 17.501, 1.0), ti_margin=0.01, plot=False): - # Generate ws_bins array - ws_intervals = [pd.Interval(l, r) for l, r in zip(ws_array[:-1], ws_array[1:])] - df_binned_list = [] - for ws_interval in ws_intervals: - # Find the fitting turbulence intensity range. - ti_limits = [ws_to_ti_function(l) for l in [ws_interval.left, ws_interval.right]] - ti_limits = np.array(np.sort(ti_limits)) + ti_margin * np.array([-1, 1]) # Add additional margin - df_binned_ti = self.bin_timeseries(wd_step=wd_step, ws_array=[ws_interval.left, ws_interval.right], ti_array=ti_limits, plot=False, verbose=False) - df_binned_ti["ti_theoretical_curve"] = ws_to_ti_function(df_binned_ti["ws"]) # Add theoretical TI value according to curve - df_binned_list.append(df_binned_ti) - - df_binned = pd.concat(df_binned_list, axis=0, ignore_index=True).reset_index(drop=True) - self.df_binned = df_binned - - if plot: - self._plot_binned_data_counts_for_theoretical_ws_to_ti_curve() - - return df_binned - def convert_binned_dataframe_to_df_fi_approx(self, N_min: int = 3): """Convert the binned dataframe to a df_fi_approx format, similar to the FLASC floris_tools definition. @@ -179,4 +159,4 @@ def convert_binned_dataframe_to_df_fi_approx(self, N_min: int = 3): no_valid_entries = df_approx.shape[0] - no_faulty_entries print(f"Approximate table contains {no_valid_entries:d} valid entries ({100*no_valid_entries/no_tot_entries:.2f}%) and {no_faulty_entries:d} invalid entries ({100*no_faulty_entries/no_tot_entries:.2f}%).") - return df_approx \ No newline at end of file + return df_approx From 2979b8b7432e4bc4968635006c73a0bb3e3becc4 Mon Sep 17 00:00:00 2001 From: Bart Doekemeijer Date: Tue, 6 Jan 2026 16:33:16 +0100 Subject: [PATCH 8/9] Add the true LES timeseries and also the import script for it. Delete the legacy fake simulation timeseries. Update analysis code --- .../12a_generate_fake_les_data.ipynb | 374 - ...2b_floris_les_scada_model_validation.ipynb | 906 - ...2c_floris_les_scada_model_validation.ipynb | 967 ++ .../import_aspire_les_data.py | 238 + .../les_timeseries.csv | 14257 ++++++++++++++++ 5 files changed, 15462 insertions(+), 1280 deletions(-) delete mode 100644 examples_smarteole/12a_generate_fake_les_data.ipynb delete mode 100644 examples_smarteole/12b_floris_les_scada_model_validation.ipynb create mode 100644 examples_smarteole/12c_floris_les_scada_model_validation.ipynb create mode 100644 examples_smarteole/data/SMARTEOLE-LES-simulation-data/import_aspire_les_data.py create mode 100644 examples_smarteole/data/SMARTEOLE-LES-simulation-data/les_timeseries.csv diff --git a/examples_smarteole/12a_generate_fake_les_data.ipynb b/examples_smarteole/12a_generate_fake_les_data.ipynb deleted file mode 100644 index b9a776ba..00000000 --- a/examples_smarteole/12a_generate_fake_les_data.ipynb +++ /dev/null @@ -1,374 +0,0 @@ -{ - "cells": [ - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Analyze Energy Ratios during Baseline Operation\n", - "\n", - "In this notebook, we will demonstrate how to compute and plot the energy ratio between test and reference turbines as a function of wind direction. We'll focus on baseline operation for this example (i.e., without wake steering). The energy ratios can be used to evaluate wake losses experienced by different turbines." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "from pathlib import Path\n", - "\n", - "import numpy as np\n", - "import pandas as pd\n", - "\n", - "from flasc.data_processing import dataframe_manipulations as dfm\n", - "from flasc.utilities import floris_tools as ftools\n", - "from flasc.utilities.utilities_examples import load_floris_smarteole as load_floris" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "# Suppress warnings\n", - "import warnings\n", - "\n", - "warnings.filterwarnings(\"ignore\")" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Step 0: Load processed data\n", - "\n", - "Load the processed SCADA data with power curve filtering and northing calibration applied and inspect" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "def load_data():\n", - " root_path = Path.cwd()\n", - " f = root_path / \"postprocessed\" / \"df_scada_data_60s_filtered_and_northing_calibrated.pkl\"\n", - " df_scada = pd.read_pickle(f)\n", - " return df_scada\n", - "\n", - "\n", - "df_scada = load_data()" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Step 1. Prepare FLORIS object\n", - "\n", - "description..." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "# Load FLORIS model of site\n", - "fm, turbine_weights = load_floris()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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" - ], - "text/plain": [ - " wd_min wd_max turbines\n", - "0 0.0 25.0 [0]\n", - "1 25.0 28.0 [0, 2]\n", - "2 28.0 31.0 [0, 2, 6]\n", - "3 31.0 31.3 [0, 2, 3, 6]\n", - "4 31.3 31.5 [0, 2, 3, 4, 6]" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Use FLORIS to identify upstream / unwaked turbines for\n", - "# each direction\n", - "df_upstream = ftools.get_upstream_turbs_floris(fm)\n", - "df_upstream.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "# Use flasc tools to establish reference wind speeds and directions\n", - "\n", - "# Since will be interested in looking at impacts on SMV5/[4], exclude\n", - "# it from each calculation\n", - "\n", - "# Set the wind direction as the average of all turbine averages\n", - "df_scada = dfm.set_wd_by_turbines(df_scada, [0, 1, 2, 3, 5, 6])\n", - "\n", - "# Set the wind speed to be the average of all upstream turbines\n", - "# (turbines not in a wake in a given direction)\n", - "# Except for SMV5\n", - "df_scada = dfm.set_ws_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=[4])\n", - "\n", - "# Set the reference power to the average of all upstream turbines\n", - "# Except for SMV5\n", - "df_scada = dfm.set_pow_ref_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=[4])" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Step 2: Generate a fake LES timeseries based on FLORIS solutions and noise\n", - "\n", - "Description..." - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "metadata": {}, - "outputs": [], - "source": [ - "# Load a FLORIS precalculated solutions table\n", - "floris_path = Path.cwd() / \"precalculated_floris_solutions\"\n", - "wake_model = \"turbopark\"\n", - "fn = floris_path / \"df_fi_approx_{:s}.ftr\".format(wake_model)\n", - "if fn.is_file():\n", - " df_fm_approx = pd.read_feather(fn)\n", - "else:\n", - " raise UserWarning(\"Requires a precalculated FLORIS solutions file.\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[32m2025-11-04 13:48:56\u001b[0m Resampling column 'wd' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=9999999.0s, and wrap_around_360=True\n", - "\u001b[32m2025-11-04 13:48:56\u001b[0m Resampling column 'ws' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=9999999.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-04 13:48:56\u001b[0m Resampling column 'ti' with median timestep 60.000 s onto a prespecified time array with kind=linear, max_gap=9999999.0s, and wrap_around_360=False\n", - "\u001b[32m2025-11-04 13:48:56\u001b[0m \u001b[33mWarning: not mirroring NaNs from the raw data to the FLORIS predictions. This may skew your energy ratios.\u001b[0m\n", - "\u001b[32m2025-11-04 13:48:56\u001b[0m Identified the following grid type: 3d.\n", - "\u001b[32m2025-11-04 13:48:56\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", - "\u001b[32m2025-11-04 13:48:56\u001b[0m minimum/maximum value in df: (0.250, 18.865)\n", - "\u001b[32m2025-11-04 13:48:56\u001b[0m minimum/maximum value in df: (0.250, 18.865)\n", - "\u001b[32m2025-11-04 13:48:56\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", - "\u001b[32m2025-11-04 13:48:56\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", - "\u001b[32m2025-11-04 13:48:56\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", - "\u001b[32m2025-11-04 13:48:56\u001b[0m Interpolating pow for all turbines...\n", - "\u001b[32m2025-11-04 13:48:56\u001b[0m Finished interpolation in 0.012 seconds.\n" - ] - } - ], - "source": [ - "# Now generate a 10-min-averaged timeseries for LES with inflow similar to the SCADA\n", - "from flasc.data_processing import time_operations as tops\n", - "from floris.utilities import wrap_360\n", - "\n", - "new_time_array = pd.date_range(start=df_scada.iloc[0][\"time\"], end=df_scada.iloc[-1][\"time\"], freq=\"60s\")\n", - "df_res = tops.df_resample_by_interpolation(\n", - " df=df_scada[[\"time\", \"wd\", \"ws\", \"ti\"]],\n", - " time_array=new_time_array,\n", - " circular_cols=[\"wd\"],\n", - " interp_method=\"linear\",\n", - " verbose=True,\n", - " max_gap=np.timedelta64(9999999, 's')\n", - ")\n", - "df_les = ftools.interpolate_floris_from_df_approx(\n", - " df=df_res,\n", - " df_approx=df_fm_approx,\n", - " method=\"linear\",\n", - " verbose=True,\n", - " mirror_nans=False,\n", - " extrapolate_ws=True\n", - ")\n", - "df_les = df_les.rename(columns={\"wd\": \"wd_metmast\", \"ws\": \"ws_metmast\", \"ti\": \"ti_metmast\"})\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "FlascDataFrame in FLASC format\n", - " wd_metmast ws_metmast ti_metmast time pow_000 \\\n", - "0 251.489594 12.171596 0.072102 2020-02-17 16:30:00 1.957574e+06 \n", - "1 252.499648 12.629076 0.072102 2020-02-17 16:40:00 1.991138e+06 \n", - "2 256.239965 10.795476 0.072102 2020-02-17 16:50:00 1.852258e+06 \n", - "3 255.154876 10.620064 0.072102 2020-02-17 17:00:00 1.825858e+06 \n", - "4 251.485556 10.690601 0.072102 2020-02-17 17:10:00 1.714986e+06 \n", - "... ... ... ... ... ... \n", - "14008 307.803805 5.428880 0.072102 2020-05-24 23:10:00 1.480561e+05 \n", - "14009 305.823873 2.799786 0.072102 2020-05-24 23:20:00 1.830347e+05 \n", - "14010 304.555667 4.501962 0.072102 2020-05-24 23:30:00 1.477709e+05 \n", - "14011 300.246204 2.970565 0.072102 2020-05-24 23:40:00 1.526191e+05 \n", - "14012 305.211153 5.069239 0.072102 2020-05-24 23:50:00 1.970683e+05 \n", - "\n", - " pow_001 pow_002 pow_003 pow_004 pow_005 \\\n", - "0 1.957574e+06 1.957574e+06 1.957574e+06 1.957574e+06 1.957574e+06 \n", - "1 1.991138e+06 1.991138e+06 1.991138e+06 1.991138e+06 1.991138e+06 \n", - "2 1.852258e+06 1.852258e+06 1.852258e+06 1.852258e+06 1.852258e+06 \n", - "3 1.825858e+06 1.825858e+06 1.825858e+06 1.825858e+06 1.825858e+06 \n", - "4 1.714986e+06 1.714986e+06 1.714986e+06 1.714986e+06 1.714986e+06 \n", - "... ... ... ... ... ... \n", - "14008 1.480561e+05 1.480561e+05 1.480561e+05 1.480561e+05 1.480561e+05 \n", - "14009 1.830347e+05 1.830347e+05 1.830347e+05 1.830347e+05 1.830347e+05 \n", - "14010 1.477709e+05 1.477709e+05 1.477709e+05 1.477709e+05 1.477709e+05 \n", - "14011 1.526191e+05 1.526191e+05 1.526191e+05 1.526191e+05 1.526191e+05 \n", - "14012 1.970683e+05 1.970683e+05 1.970683e+05 1.970683e+05 1.970683e+05 \n", - "\n", - " pow_006 \n", - "0 1.957574e+06 \n", - "1 1.991138e+06 \n", - "2 1.852258e+06 \n", - "3 1.825858e+06 \n", - "4 1.714986e+06 \n", - "... ... \n", - "14008 1.480561e+05 \n", - "14009 1.830347e+05 \n", - "14010 1.477709e+05 \n", - "14011 1.526191e+05 \n", - "14012 1.970683e+05 \n", - "\n", - "[14013 rows x 11 columns]\n" - ] - } - ], - "source": [ - "# Now add noise to the mesoscale inflow\n", - "df_les[\"ti_metmast\"] = 0.0633 + 0.10 * np.random.rand() * df_les[\"ti_metmast\"]\n", - "df_les[\"wd_metmast\"] = wrap_360(df_les[\"wd_metmast\"] + 0.5 * np.random.randn() + np.random.randn(df_les.shape[0])) # bias plus Normal noise\n", - "df_les[\"ws_metmast\"]+= 0.5 * np.random.randn() + np.random.randn(df_les.shape[0]) # bias plus Normal noise\n", - "\n", - "# And finally save this as a 'fake' LES timeseries\n", - "print(df_les)\n", - "df_les = df_les[[\"time\", \"wd_metmast\", \"ws_metmast\", \"ti_metmast\", \"pow_000\", \"pow_001\", \"pow_002\", \"pow_003\", \"pow_004\", \"pow_005\", \"pow_006\"]]\n", - "df_les.to_csv(\"./data/SMARTEOLE-LES-simulation-data/les_timeseries.csv\", index=False)" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "confide", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.12.11" - }, - "toc": { - "base_numbering": 1, - "nav_menu": {}, - "number_sections": true, - "sideBar": true, - "skip_h1_title": false, - "title_cell": "Table of Contents", - "title_sidebar": "Contents", - "toc_cell": false, - "toc_position": {}, - "toc_section_display": true, - "toc_window_display": false - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples_smarteole/12b_floris_les_scada_model_validation.ipynb b/examples_smarteole/12b_floris_les_scada_model_validation.ipynb deleted file mode 100644 index a459101c..00000000 --- a/examples_smarteole/12b_floris_les_scada_model_validation.ipynb +++ /dev/null @@ -1,906 +0,0 @@ -{ - "cells": [ - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Compare cumulative energy & cumulative energy wake loss between SCADA, a dynamic model (LES) and FLORIS\n", - "\n", - "In this notebook, we will demonstrate ..." - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [], - "source": [ - "from pathlib import Path\n", - "\n", - "import numpy as np\n", - "import pandas as pd\n", - "\n", - "from flasc.analysis import energy_ratio as er\n", - "from flasc.analysis.analysis_input import AnalysisInput\n", - "from flasc.data_processing import dataframe_manipulations as dfm\n", - "from flasc.data_processing import time_operations as tops\n", - "from flasc.utilities import floris_tools as ftools\n", - "from flasc.utilities.utilities_examples import load_floris_smarteole as load_floris\n", - "\n", - "# Suppress warnings\n", - "import warnings\n", - "warnings.filterwarnings(\"ignore\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Step 0: Specify user options, load FLORIS and define helper functions" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [], - "source": [ - "# Specify which turbines to include/exclude. Since it's all baseline operation, we use all turbines.\n", - "include_turbs = [0, 1, 2, 3, 4, 5, 6]\n", - "exclude_turbs = []\n", - "\n", - "# Load FLORIS model of site\n", - "fm, turbine_weights = load_floris()\n", - "\n", - "# Use FLORIS to identify upstream / unwaked turbines for each direction\n", - "df_upstream = ftools.get_upstream_turbs_floris(fm)\n", - "\n", - "# Introduce helper functions for calculating errors and generating plots/tables\n", - "def err(old_val, new_val):\n", - " return 100.0 * (new_val-old_val) / old_val\n", - "\n", - "# Introduce helper functions for calculating wake loss (%)\n", - "def wake_loss(aep_waked, aep_unwaked):\n", - " return 100.0 * (aep_unwaked-aep_waked) / aep_unwaked\n", - "\n", - "# A function to print table\n", - "def print_pretty_table(table_dict, title):\n", - " # Format title to be centered above the table, and print table in pretty format\n", - " df_table = pd.DataFrame(table_dict)\n", - " mrkdwn = df_table.to_markdown(headers='keys', tablefmt='psql', index=False, floatfmt=\".2f\")\n", - " spc = int(np.floor(len(mrkdwn.split(\"\\n\")[0]) / 2 - len(title) / 2))\n", - " mrkdwn = (\" \" * spc + title + \"\\n\") + mrkdwn\n", - " return print(mrkdwn)" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Step 1: Load processed data\n", - "\n", - "Load the processed SCADA data and assign reference wind directions, wind speeds and reference power productions by the upstream turbines" - ] - }, - { - "cell_type": "code", - "execution_count": 39, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Number of turbines in dataset: 7.\n", - "FlascDataFrame in FLASC format\n", - " time pow_000 pow_001 pow_002 pow_003 \\\n", - "0 2020-02-17 16:30:00 2023.746948 2045.376953 2031.724976 NaN \n", - "1 2020-02-17 16:31:00 1959.036011 2050.572998 2034.890991 NaN \n", - "2 2020-02-17 16:32:00 2053.658936 2032.191040 2011.870972 NaN \n", - "3 2020-02-17 16:33:00 2044.296997 2060.478027 1995.057983 NaN \n", - "4 2020-02-17 16:34:00 2058.281006 2042.703003 2031.723999 NaN \n", - "... ... ... ... ... ... \n", - "81949 2020-05-24 22:56:00 179.934006 157.003998 192.214996 188.412994 \n", - "81950 2020-05-24 22:57:00 181.414993 176.386002 191.845993 198.539993 \n", - "81951 2020-05-24 22:58:00 187.748001 181.809006 183.802994 179.539001 \n", - "81952 2020-05-24 22:59:00 175.552002 176.250000 183.923004 152.393005 \n", - "81953 2020-05-24 23:00:00 169.324997 179.944000 173.608002 136.597000 \n", - "\n", - " pow_004 pow_005 pow_006 ws_000 ws_001 ... \\\n", - "0 2028.063965 2032.461060 1983.390991 13.066 12.337 ... \n", - "1 2017.777954 1943.764038 2046.568970 12.091 13.057 ... \n", - "2 NaN 2052.092041 2039.948975 13.381 12.213 ... \n", - "3 NaN 2008.868042 2058.000000 14.345 13.141 ... \n", - "4 NaN 1819.896973 2059.760010 14.338 12.723 ... \n", - "... ... ... ... ... ... ... \n", - "81949 126.820000 123.959999 76.050003 5.999 5.425 ... \n", - "81950 112.936996 105.567001 77.943001 6.252 5.512 ... \n", - "81951 115.987000 101.077003 86.049004 5.908 5.512 ... \n", - "81952 117.514000 82.098000 84.855003 6.024 5.410 ... \n", - "81953 104.023003 69.424004 72.632004 5.979 5.454 ... \n", - "\n", - " target_yaw_offset_005 control_mode wd_smarteole ws_smarteole \\\n", - "0 -0.0 baseline 251.041656 12.582482 \n", - "1 -0.0 baseline 251.282669 12.823891 \n", - "2 -0.0 baseline 252.874146 12.859400 \n", - "3 -0.0 baseline 251.341522 13.426766 \n", - "4 -0.0 baseline 253.343018 13.225105 \n", - "... ... ... ... ... \n", - "81949 -0.0 baseline 298.199219 5.850310 \n", - "81950 -0.0 baseline 299.667358 5.886584 \n", - "81951 -0.0 baseline 300.943939 5.775875 \n", - "81952 -0.0 baseline 303.221344 5.821594 \n", - "81953 -0.0 baseline 302.326843 5.745269 \n", - "\n", - " pow_ref_smarteole ti wd ws pow_ref \\\n", - "0 2021.060059 0.11 251.377068 12.452667 2024.127482 \n", - "1 2022.767212 0.11 251.485048 12.776333 2008.768494 \n", - "2 2034.417480 0.11 253.473037 12.888800 2037.952393 \n", - "3 2039.458252 0.11 251.104001 13.468800 2033.340210 \n", - "4 2048.116943 0.11 255.679234 13.029600 2002.472998 \n", - "... ... ... ... ... ... \n", - "81949 151.300735 0.11 306.282002 5.361714 149.199428 \n", - "81950 156.897491 0.11 306.411418 5.309000 149.233426 \n", - "81951 159.852249 0.11 308.109904 5.296286 148.001716 \n", - "81952 155.144989 0.11 310.160703 5.219857 138.940716 \n", - "81953 148.877243 0.11 310.323495 5.178714 129.364716 \n", - "\n", - " n_turbs_available \n", - "0 6 \n", - "1 6 \n", - "2 5 \n", - "3 5 \n", - "4 5 \n", - "... ... \n", - "81949 7 \n", - "81950 7 \n", - "81951 7 \n", - "81952 7 \n", - "81953 7 \n", - "\n", - "[81954 rows x 40 columns]\n" - ] - } - ], - "source": [ - "def load_data():\n", - " root_path = Path.cwd()\n", - " f = root_path / \"postprocessed\" / \"df_scada_data_60s_filtered_and_northing_calibrated.pkl\"\n", - " df_scada = pd.read_pickle(f)\n", - "\n", - " return df_scada\n", - "\n", - "# Load the data\n", - "df_scada = load_data()\n", - "\n", - "# And calculate some helper variables\n", - "n_turbs = dfm.get_num_turbines(df_scada)\n", - "pow_cols = [f\"pow_{ti:03d}\" for ti in range(n_turbs)]\n", - "print(f\"Number of turbines in dataset: {n_turbs}.\")\n", - "\n", - "# The SCADA data set contains alternating 1-hour periods with baseline or wake steering control.\n", - "# For these examples, we'll limit the data to baseline operation. \n", - "df_scada = df_scada[df_scada.control_mode == \"baseline\"].reset_index(drop=True)\n", - "\n", - "# Set the wind direction as the average of all turbine averages\n", - "df_scada = dfm.set_wd_by_turbines(df_scada, include_turbs)\n", - "\n", - "# Set the wind speed to be the average of all upstream turbines\n", - "# (turbines not in a wake in a given direction)\n", - "# Except for SMV5\n", - "df_scada = dfm.set_ws_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=exclude_turbs)\n", - "\n", - "# Set the reference power to the average of all upstream turbines\n", - "# Except for SMV5\n", - "df_scada = dfm.set_pow_ref_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=exclude_turbs)\n", - "\n", - "# Determine number of turbines available at any given time\n", - "df_scada[\"n_turbs_available\"] = list(n_turbs - df_scada[pow_cols].isna().sum(axis=1))\n", - "\n", - "# Print information to console\n", - "print(df_scada)" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Step 2: Now calculate FLORIS model predictions for the SCADA dataset\n", - "\n", - "description..." - ] - }, - { - "cell_type": "code", - "execution_count": 40, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[32m2025-11-07 09:58:19\u001b[0m Identified the following grid type: 3d.\n", - "\u001b[32m2025-11-07 09:58:19\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", - "\u001b[32m2025-11-07 09:58:19\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", - "\u001b[32m2025-11-07 09:58:19\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", - "\u001b[32m2025-11-07 09:58:19\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", - "\u001b[32m2025-11-07 09:58:19\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", - "\u001b[32m2025-11-07 09:58:19\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", - "\u001b[32m2025-11-07 09:58:19\u001b[0m Interpolating pow for all turbines...\n", - "\u001b[32m2025-11-07 09:58:19\u001b[0m Finished interpolation in 0.087 seconds.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "FlascDataFrame in FLASC format\n", - " wd ws ti time pow_000 \\\n", - "0 251.377068 12.452667 0.11 2020-02-17 16:30:00 1.948538e+06 \n", - "1 251.485048 12.776333 0.11 2020-02-17 16:31:00 1.977804e+06 \n", - "2 253.473037 12.888800 0.11 2020-02-17 16:32:00 1.987973e+06 \n", - "3 251.104001 13.468800 0.11 2020-02-17 16:33:00 2.017250e+06 \n", - "4 255.679234 13.029600 0.11 2020-02-17 16:34:00 1.999241e+06 \n", - "... ... ... ... ... ... \n", - "81949 306.282002 5.361714 0.11 2020-05-24 22:56:00 2.139622e+05 \n", - "81950 306.411418 5.309000 0.11 2020-05-24 22:57:00 2.058329e+05 \n", - "81951 308.109904 5.296286 0.11 2020-05-24 22:58:00 2.038721e+05 \n", - "81952 310.160703 5.219857 0.11 2020-05-24 22:59:00 1.920857e+05 \n", - "81953 310.323495 5.178714 0.11 2020-05-24 23:00:00 1.857408e+05 \n", - "\n", - " pow_001 pow_002 pow_003 pow_004 pow_005 \\\n", - "0 1.948538e+06 1.948538e+06 NaN 1.948538e+06 1.948538e+06 \n", - "1 1.977804e+06 1.977804e+06 NaN 1.977804e+06 1.977804e+06 \n", - "2 1.987973e+06 1.987973e+06 NaN NaN 1.987973e+06 \n", - "3 2.017250e+06 2.017250e+06 NaN NaN 2.017250e+06 \n", - "4 1.999241e+06 1.999241e+06 NaN NaN 1.999241e+06 \n", - "... ... ... ... ... ... \n", - "81949 2.139622e+05 2.139622e+05 213962.226744 2.139622e+05 2.139622e+05 \n", - "81950 2.058329e+05 2.058329e+05 205832.874257 2.058329e+05 2.058329e+05 \n", - "81951 2.038721e+05 2.038721e+05 203872.133476 2.038721e+05 2.038721e+05 \n", - "81952 1.920857e+05 1.920857e+05 192085.701666 1.920857e+05 1.920857e+05 \n", - "81953 1.857408e+05 1.857408e+05 185740.835808 1.857408e+05 1.857408e+05 \n", - "\n", - " pow_006 \n", - "0 1.948538e+06 \n", - "1 1.977804e+06 \n", - "2 1.987973e+06 \n", - "3 2.017250e+06 \n", - "4 1.999241e+06 \n", - "... ... \n", - "81949 2.139622e+05 \n", - "81950 2.058329e+05 \n", - "81951 2.038721e+05 \n", - "81952 1.920857e+05 \n", - "81953 1.857408e+05 \n", - "\n", - "[81954 rows x 11 columns]\n" - ] - } - ], - "source": [ - "# Grab a FLORIS solution and turn it into a timeseries\n", - "wake_model = \"cc\"\n", - "fn = Path.cwd() / \"precalculated_floris_solutions\" / \"df_fi_approx_{:s}.ftr\".format(wake_model)\n", - "if fn.is_file():\n", - " df_fm_approx = pd.read_feather(fn)\n", - "else:\n", - " raise UserWarning(\n", - " \"Please run '01_precalculate_floris_solutions.ipynb' \"\n", - " \"for the appropriate wake models first.\"\n", - " )\n", - "\n", - "df_floris_timeseries = ftools.interpolate_floris_from_df_approx(\n", - " df=df_scada, df_approx=df_fm_approx, method=\"linear\", verbose=True\n", - ")\n", - "print(df_floris_timeseries)\n", - "df_floris_timeseries[pow_cols] *= 1.0e-3 # Scale results from [W] to [kW] in accordance to SCADA" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "########################################################################################################################################\n", - "###### Load LES timeseries in preparation for validation against SCADA. We will try various validation metrics and approaches... #######\n", - "########################################################################################################################################\n", - "\n", - "# Grab the raw LES timeseries\n", - "df_les_timeseries_raw = pd.read_csv(\"data/SMARTEOLE-LES-simulation-data/les_timeseries.csv\")\n", - "df_les_timeseries_raw[\"time\"] = pd.to_datetime(df_les_timeseries_raw[\"time\"])\n", - "\n", - "# Fix scaling in LES from [W] to [kW]\n", - "df_les_timeseries_raw[pow_cols] *= 1.0e-3\n", - "\n", - "# Assign freestream ambient conditions by the metmast\n", - "df_les_timeseries_raw = df_les_timeseries_raw.rename(columns={\"wd_metmast\": \"wd\", \"ws_metmast\": \"ws\", \"ti_metmast\": \"ti\"})\n", - "\n", - "# Map raw LES directly to the SCADA timeseries using linear interpolation\n", - "df_les_raw_resampled = tops.df_resample_by_interpolation(\n", - " df=df_les_timeseries_raw,\n", - " time_array=pd.to_datetime(df_scada[\"time\"]),\n", - " circular_cols=[\"wd_metmast\"],\n", - ")" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Step 3: Define helper function that calculates relevant AEP errors\n", - "\n", - "Description..." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "def compare_absolute_aep_and_relative_wake_loss(df_scada, df_model_list, model_tags=None, print_values=True, print_errors=True):\n", - " # Input formatting options\n", - " if isinstance(df_model_list, pd.DataFrame):\n", - " df_model_list = [df_model_list]\n", - "\n", - " if model_tags is None:\n", - " model_tags = [f\"Model {ti}\" for ti in range(len(df_model_list))]\n", - "\n", - " # Specify a unit conversion\n", - " unit_conversion = 1.0e-3 * np.nanmedian(df_scada[\"time\"].diff()) / np.timedelta64(3600, 's') # From sum of samples to MWh\n", - "\n", - " # Make local copies of dataframes that we can manipulate\n", - " df_scada = df_scada.copy()\n", - " df_model_list = [df.copy() for df in df_model_list]\n", - "\n", - " # First ensure consistent NaN mapping between modelled data and SCADA\n", - " n_turbs = dfm.get_num_turbines(df_scada)\n", - " for ti in range(n_turbs):\n", - " ids_nan = df_scada[f\"pow_{ti:03d}\"].isna()\n", - " for df_model in df_model_list:\n", - " ids_nan = ids_nan | df_model[f\"pow_{ti:03d}\"].isna()\n", - " ids_nan = np.where(ids_nan)[0]\n", - "\n", - " # Mirror NaNs across all model predictions and SCADA\n", - " df_scada.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", - " for df_model in df_model_list:\n", - " df_model.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", - "\n", - " # Assert NaNs are identical between dataframes\n", - " n_scada = df_scada[pow_cols].isna().sum().sum()\n", - " n_models = [\n", - " df_model[pow_cols].isna().sum().sum()\n", - " for df_model in df_model_list\n", - " ]\n", - " print(f\"NaNs in df_scada power columns: {n_scada}\")\n", - " print(f\"NaNs in df_models power columns: {n_models}\")\n", - "\n", - " for df_model in df_model_list:\n", - " # Specify upstream power in the exact same way as with the SCADA data\n", - " df_model = dfm.set_pow_ref_by_upstream_turbines(df_model, df_upstream, exclude_turbs=exclude_turbs)\n", - "\n", - " # Determine number of turbines available at any given time, similar to SCADA\n", - " df_model[\"n_turbs_available\"] = (~df_model[pow_cols].isna()).sum(axis=1)\n", - "\n", - " # # Assert that number of turbines available at each timestamp is identical between SCADA and LES simulation\n", - " # all(df_model_list[0][\"n_turbs_available\"] == df_scada[\"n_turbs_available\"])\n", - "\n", - " #######################################################################################################################\n", - " ################## Compare absolute AEP directly between SCADA and simulated data (LES) ###############################\n", - " #######################################################################################################################\n", - "\n", - " # Absolute AEP for the entire farm and per turbine\n", - " aep_turbine_scada = [df_scada[pc].sum() * unit_conversion for pc in pow_cols]\n", - " aep_turbine_models = [\n", - " [df_model[pc].sum() * unit_conversion for pc in pow_cols]\n", - " for df_model in df_model_list\n", - " ]\n", - " aep_farm_scada = np.sum(aep_turbine_scada)\n", - " aep_farm_models = [np.sum(aep_tm) for aep_tm in aep_turbine_models]\n", - "\n", - " table_absolute_aep_dict = {\n", - " \"Selection\": [\"Entire farm\"] + [f\"Turbine {ti:02d}\" for ti in range(n_turbs)],\n", - " \"SCADA (MWh)\": [aep_farm_scada] + aep_turbine_scada,\n", - " }\n", - " for mii, model_tag in enumerate(model_tags):\n", - " if print_values:\n", - " table_absolute_aep_dict[f\"{model_tag} (MWh)\"] = [aep_farm_models[mii]] + aep_turbine_models[mii]\n", - " if print_errors:\n", - " table_absolute_aep_dict[f\"{model_tag} error (%)\"] = (\n", - " [err(aep_farm_scada, aep_farm_models[mii])] +\n", - " [err(x, y) for x, y in zip(aep_turbine_scada, aep_turbine_models[mii])]\n", - " )\n", - "\n", - " print_pretty_table(table_absolute_aep_dict, title=\"Absolute cumulative energy (MWh)\")\n", - " print(\"\\n\")\n", - "\n", - " #######################################################################################################################\n", - " ################ Now we do the same exercise, but with wake loss rather than absolute AEP #############################\n", - " #######################################################################################################################\n", - "\n", - " # Compare AEP wake loss relative to most upstream turbines\n", - " aep_turbine_scada_waked = np.array([None for _ in range(n_turbs)], dtype=float)\n", - " aep_turbine_scada_unwaked = np.array([None for _ in range(n_turbs)], dtype=float)\n", - " aep_turbine_models_waked = [np.array([None for _ in range(n_turbs)], dtype=float) for _ in df_model_list]\n", - " aep_turbine_models_unwaked = [np.array([None for _ in range(n_turbs)], dtype=float) for _ in df_model_list]\n", - "\n", - " for ti in range(n_turbs):\n", - " # First SCADA\n", - " p_test = np.array(df_scada[f\"pow_{ti:03d}\"], dtype=float, copy=True)\n", - " p_ref = np.array(df_scada[\"pow_ref\"], dtype=float, copy=True)\n", - " ids_non_nan = (~np.isnan(p_test)) & (~np.isnan(p_ref))\n", - " aep_turbine_scada_unwaked[ti] = np.sum(p_ref[ids_non_nan]) * unit_conversion\n", - " aep_turbine_scada_waked[ti] = np.sum(p_test[ids_non_nan]) * unit_conversion\n", - "\n", - " # Now LES and FLORIS\n", - " for dii, df_model in enumerate(df_model_list):\n", - " p_test = np.array(df_model[f\"pow_{ti:03d}\"], dtype=float, copy=True)\n", - " p_ref = np.array(df_model[\"pow_ref\"], dtype=float, copy=True)\n", - " ids_non_nan = (~np.isnan(p_test)) & (~np.isnan(p_ref))\n", - " aep_turbine_models_unwaked[dii][ti] = np.sum(p_ref[ids_non_nan]) * unit_conversion\n", - " aep_turbine_models_waked[dii][ti] = np.sum(p_test[ids_non_nan]) * unit_conversion\n", - "\n", - " aep_farm_scada_waked = np.sum(aep_turbine_scada_waked)\n", - " aep_farm_scada_unwaked = np.sum(aep_turbine_scada_unwaked)\n", - " aep_farm_models_waked = [np.sum(aep_tm_waked) for aep_tm_waked in aep_turbine_models_waked]\n", - " aep_farm_models_unwaked = [np.sum(aep_tm_unwaked) for aep_tm_unwaked in aep_turbine_models_unwaked]\n", - "\n", - " # Derive wake loss percentages and errors, and print as a pretty table\n", - " wake_losses_scada = np.hstack(\n", - " [\n", - " wake_loss(aep_farm_scada_waked, aep_farm_scada_unwaked),\n", - " wake_loss(aep_turbine_scada_waked, aep_turbine_scada_unwaked)\n", - " ]\n", - " )\n", - " wake_losses_models = [\n", - " np.hstack(\n", - " [\n", - " wake_loss(aep_farm_models_waked[dii], aep_farm_models_unwaked[dii]),\n", - " wake_loss(aep_turbine_models_waked[dii], aep_turbine_models_unwaked[dii])\n", - " ]\n", - " )\n", - " for dii in range(len(df_model_list))\n", - " ]\n", - "\n", - " table_wakeloss_aep_dict = {\n", - " \"Selection\": [\"Entire farm\"] + [f\"Turbine {ti:02d}\" for ti in range(n_turbs)],\n", - " \"SCADA (%)\": wake_losses_scada\n", - " }\n", - " for mii, model_tag in enumerate(model_tags):\n", - " if print_values:\n", - " table_wakeloss_aep_dict[f\"{model_tag} (%)\"] = wake_losses_models[mii]\n", - " if print_errors:\n", - " table_wakeloss_aep_dict[f\"{model_tag} error (p.p.)\"] = wake_losses_models[mii] - wake_losses_scada\n", - "\n", - " print_pretty_table(table_wakeloss_aep_dict, title=\"Cumulative energy wake loss (%)\")\n", - "\n", - " return table_absolute_aep_dict, table_wakeloss_aep_dict" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Option for validation 1: compare the two timeseries directly, assuming (hoping) that LES predicted the inflow conditions accurately.\n", - "\n", - "For this, we must ensure the NaNs in the SCADA also appear as NaNs in the LES timeseries. Assuming the same timezone format..." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "NaNs in df_scada power columns: 187933\n", - "NaNs in df_models power columns: [np.int64(187933), np.int64(187933)]\n", - " Absolute cumulative energy (MWh)\n", - "+-------------+---------------+-------------+-----------------+-------------------+-----------------------+\n", - "| Selection | SCADA (MWh) | LES (MWh) | LES error (%) | FLORIS CC (MWh) | FLORIS CC error (%) |\n", - "|-------------+---------------+-------------+-----------------+-------------------+-----------------------|\n", - "| Entire farm | 4510.85 | 4436.21 | -1.65 | 4404.30 | -2.36 |\n", - "| Turbine 00 | 730.80 | 692.57 | -5.23 | 689.26 | -5.68 |\n", - "| Turbine 01 | 653.10 | 626.71 | -4.04 | 623.44 | -4.54 |\n", - "| Turbine 02 | 625.95 | 602.09 | -3.81 | 598.75 | -4.35 |\n", - "| Turbine 03 | 562.07 | 555.02 | -1.25 | 551.34 | -1.91 |\n", - "| Turbine 04 | 653.41 | 647.96 | -0.83 | 641.05 | -1.89 |\n", - "| Turbine 05 | 606.23 | 601.75 | -0.74 | 592.56 | -2.25 |\n", - "| Turbine 06 | 679.29 | 710.12 | 4.54 | 707.89 | 4.21 |\n", - "+-------------+---------------+-------------+-----------------+-------------------+-----------------------+\n", - "\n", - "\n", - " Cumulative energy wake loss (%)\n", - "+-------------+-------------+-----------+--------------------+-----------------+--------------------------+\n", - "| Selection | SCADA (%) | LES (%) | LES error (p.p.) | FLORIS CC (%) | FLORIS CC error (p.p.) |\n", - "|-------------+-------------+-----------+--------------------+-----------------+--------------------------|\n", - "| Entire farm | 2.94 | 3.53 | 0.59 | 3.72 | 0.78 |\n", - "| Turbine 00 | -2.99 | 1.72 | 4.71 | 1.70 | 4.68 |\n", - "| Turbine 01 | -0.54 | 2.77 | 3.31 | 2.75 | 3.29 |\n", - "| Turbine 02 | -0.41 | 2.46 | 2.87 | 2.50 | 2.91 |\n", - "| Turbine 03 | 3.65 | 3.92 | 0.27 | 3.94 | 0.29 |\n", - "| Turbine 04 | 6.10 | 6.15 | 0.06 | 6.64 | 0.54 |\n", - "| Turbine 05 | 7.94 | 6.93 | -1.02 | 7.92 | -0.03 |\n", - "| Turbine 06 | 6.59 | 1.03 | -5.57 | 0.88 | -5.71 |\n", - "+-------------+-------------+-----------+--------------------+-----------------+--------------------------+\n" - ] - } - ], - "source": [ - "\n", - "\n", - "# Now being on the same timeseries, map NaNs from SCADA to LES\n", - "df_les = df_les_raw_resampled.copy()\n", - "\n", - "# Perform comparison using this LES dataframe\n", - "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(\n", - " df_scada,\n", - " [df_les, df_floris_timeseries],\n", - " model_tags=[\"LES\", \"FLORIS CC\"]\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Option for validation 2: we re-map the LES timeseries onto the SCADA ambient wind directions and wind speeds. \n", - "\n", - "This ensures the ambient conditions are identical between the two datasets. We do this by turning the LES simulation into a steady-state table of solutions, basically identical to a FLORIS solutions table." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "No circular columns specified. Automatically identified: [].\n", - "Applying regular averaging on entire dataframe (14 columns).\n", - "Applying circular averaging on 0 columns.\n", - "Flagged an additional 83 table entries as NaN because their sample pool is smaller than 3 (N_min).\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[32m2025-11-07 09:52:42\u001b[0m Identified the following grid type: 2d.\n", - "\u001b[32m2025-11-07 09:52:42\u001b[0m \u001b[33mWarning: the values in df[wd] exceed the range in the precalculated solutions df_fi_approx[wd].\u001b[0m\n", - "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df: (0.035, 359.955)\n", - "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df: (0.035, 359.955)\n", - "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df_approx: (0.000, 355.000)\n", - "\u001b[32m2025-11-07 09:52:42\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", - "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", - "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", - "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df_approx: (4.000, 21.000)\n", - "\u001b[32m2025-11-07 09:52:42\u001b[0m \u001b[33mWarning: the values in df[ti] exceed the range in the precalculated solutions df_fi_approx[ti].\u001b[0m\n", - "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", - "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", - "\u001b[32m2025-11-07 09:52:42\u001b[0m minimum/maximum value in df_approx: (0.500, 0.500)\n", - "\u001b[32m2025-11-07 09:52:42\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", - "\u001b[32m2025-11-07 09:52:42\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", - "\u001b[32m2025-11-07 09:52:42\u001b[0m Interpolating pow for all turbines...\n", - "\u001b[32m2025-11-07 09:52:42\u001b[0m Finished interpolation in 0.061 seconds.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Approximate table contains 742 valid entries (57.25%) and 554 invalid entries (42.75%).\n", - " wd ws ti pow_000 pow_001 pow_002 pow_003 \\\n", - "0 0.0 4.0 0.5 77.343899 21.889470 11.794438 28.107682 \n", - "1 5.0 4.0 0.5 99.504814 20.166983 31.663936 15.096178 \n", - "2 10.0 4.0 0.5 121.197717 38.934232 91.618964 39.636670 \n", - "3 15.0 4.0 0.5 144.803565 90.814621 138.585721 94.492344 \n", - "4 20.0 4.0 0.5 169.376658 150.096018 168.290177 152.511808 \n", - "... ... ... ... ... ... ... ... \n", - "1291 335.0 21.0 NaN NaN NaN NaN NaN \n", - "1292 340.0 21.0 NaN NaN NaN NaN NaN \n", - "1293 345.0 21.0 NaN NaN NaN NaN NaN \n", - "1294 350.0 21.0 NaN NaN NaN NaN NaN \n", - "1295 355.0 21.0 NaN NaN NaN NaN NaN \n", - "\n", - " pow_004 pow_005 pow_006 \n", - "0 30.801621 77.073951 18.868664 \n", - "1 19.031540 69.185819 19.380529 \n", - "2 48.049034 29.297708 21.695309 \n", - "3 108.195938 32.439300 80.146291 \n", - "4 153.561141 54.903766 153.901320 \n", - "... ... ... ... \n", - "1291 NaN NaN NaN \n", - "1292 NaN NaN NaN \n", - "1293 NaN NaN NaN \n", - "1294 NaN NaN NaN \n", - "1295 NaN NaN NaN \n", - "\n", - "[1296 rows x 10 columns]\n" - ] - }, - { - "data": { - "image/png": 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NxljZ5JyJ4fPE+4kR74tliO+70e+/bK/iPBEREREREVHKcChAIiIiIiIiIjcrX748vv/+exn0IoKrNm3ahPnz56NVq1Yy2CA6QEgMXyWGahKBWGL4J2ciaMk5uMY5eEqIfi/ukELR08UQXs7EzXPngKHooAJBDFUVnwcPHshgjS+++EL+xef+/fsJrgdxA18M5SWGgxs9erQMphA3/MV6iBsgEh8xdJ0YAk0MgSWCB6KJYI3ooLL4xB2CKSnEsoptIAIK4hLDXYkgjhs3bsihG6OJobOSasWKFfjoo49w9uxZREZGJvobKd3W+fPnfy4gxHlbZ86c+bkyo9epCEhKiNgnnYMj4s5n9HtifpKzDdwpsW1ToECBWK9FIIkIoEvoOHBFaqzHS5cuyeMlut5IrFx3HhNC9uzZn9uXxPwdP37cI+sipXVKfETQoQgyFUFPYihXEdgkjtFOnTol6/detBxJWW9i/cYNlkqozo1vX8+QIYNcN2I4QBGcKoggKxFsJdZXNFGvLVy4EIsWLcKVK1dkcFW09OnTw52UxEyxieBHcZ6MjxjeMKHgSOfvi6E+4/tu9Psv26s4T0RERERERJQyDKwiIiIiIiIiSiUiE4cIshJ/IrClW7du8qa9CKYSwRLixnfhwoUxb948GTQjPi+y5oggrLjZWBLKjJTQ9PhuYrsqeh5ExpqEgiNKliyZ4PfFDWSRXUVky/nll19koJS4uS+CP0R2qMSyPYmb/CJjjMgANm3atHjna9WqVfEGCTlndUpNSb1Bvnr1anTt2lVmwxoxYgQyZswol33mzJlyP4jLk9t6zpw5KFWqVLyfEQFIL2t+4kooc5AIBIlvPlIreME58ORVWo+pdUykZN5SY12kpE5JSNu2bTFkyBCZtWrs2LHyeBXZ5OILsnxZ603UeyNHjoz3/eggyRft62K5xDlHBPOK9S+CrMQ5RwRdRZsxYwYmTJiA7t27ywCsdOnSyQC1wYMHuyUjmHOQVnxBZSKgURxTIlhM1IvRRLCVyHIlsu8lRnw/bsY+4c6dO/LfF30/NbyK80REREREREQpw8AqIiIiIiIiopdA3Kh3vrn6008/yawWYnhA5+wmyR2y60XETXIxfJfzTfnz5887hnSKj8iY4u/vL298i2GokkPcpBc388WfCCATN/LHjRsnlzOh3xRDJYmsKmLYr2+++ea5TDT58uWT/4ob8cmdr/iW1cfHB+fOnXvuPZFlSsxD3IxRSbVhwwaZLUxkMXMOEBIBdqnh4sWLMoDDuawXbevodSqyArlrnQquDKWW2GdFxh+RPS0ukWUobia2pGQEqlWrluN1aGioPC4bNmyYaHki2CP6+E1IaqxH8Zvi+BXDuCUUoJQax0RKt1tq7VPJqVMS27dEMFGjRo1kYJUI5hSZBBcsWABPrjexT6Z0nYlAzj59+jiGAxR1gMj+F7duEsfCsmXLYk0X+75zAFZKiQBisX7jZmKM3p+PHDkS6/gTr8U+n9D+7vx9sd3FUJHOWdkOHToU6/dfpldxnoiIiIiIiChlkpcjm4iIiIiIiIjiJW6oxpeVRGSiEqKzoERnNHH+rLjpvHz58lSbt08//dTxf1GueK3T6WSAQnzEPIoh+DZu3IiTJ0/GO3xeYh4/fvzctOibyvENlRStb9++MghADKHoPExYtHr16skb1iKgwnlYvaTOV0LLWrduXWzevDnWkHD37t3D2rVrUbVq1WQPpxbfthY32cUQkKnh9u3bct1FEzf4V65cKdd9fNmMhLJly8qAjrlz58qgDnesU8HX1zfegKiEPivE93kxbwcPHow1bNjPP/8sh2d0lRjW0nm/+fzzz2GxWNCgQYNY5YnMSHG/96KMVamxHkWAjAgmmjp16nNZhKL3qdQ4JpIqoe2WGusiuXVKYvuWIIb9E4FrIqOcOF5FtqfUltCx8e6778q6Yfv27c+9Jz4v9tWkEIGpYr8QmarWrVsnMyKKfcmZWNa45yuRVTG+jEtxif1MBJ2+KNhQqFy5sizn6NGjsaaLTGMisE0cg87EaxHoKgLeoj18+FCW5zxsrhgCUhyTzkPViv1AnEcrVqyY7GDYpHoV54mIiIiIiIjcjxmriIiIiIiIiNzo/ffflzdZmzdvLrN0iECQAwcOyKwhIluQGJpJEEE84kb3O++8I7OKiMCDL7/8UmacScqNald5eXnJYbPEkH7i5u7WrVvlUFpi6CuRrSkhH374oQwWE9/p1asXihYtKoMb/v77b/z222/xBjpEE4EgIjhF3BzPlSuXHO5p0aJFyJ49uwxUio+YJxEEJAK6jh8/Lv+chw0TgQEigETceBfBEGXKlJFBEGIZrl+/Lr//5ptvxgoiSyox5OCvv/4q561///5y+LQlS5bIm+KzZ89GcjVu3FhmqxL7hFgXYpjDxYsXy3UZX8BJSomsZD169MBff/2FTJky4auvvpIBYokF7YnAnaVLl8rgomLFisn9NFu2bDLAQmx/sc5FljVXieAasZ+IzEJiCKw8efLIfSk+IghHBIOIdSMypYnAE/FZ8Z2ePXvK7Dr169eXgSdiCEUxZFt0ViRXiGNSBBOK3xEZysQ+KbZ5kyZNHJ8R5YkAP7EfimHZjh07JgNdXpTFJzXWY/78+WVGJjFUW7Vq1WQ2N4PBILevWKdiSMnUOiaSIrHt5u51kZw6JXo/FAYOHCiDjeIGT4nfE8PViaAiMb/Ow9KlFjFPYpuJekdsY1GmCDQSwV0ik6GoN8QQouJzYWFhOHHihDwGROBnUrNJtWnTRg7lKtaRWG6xnZyJMsQ6FdumSpUqsgyRWSopWeDEdixSpIg8p3z99deJflZsG7F+RV0gltF5GEOxX7/33nto3bq1nMd9+/bJY3v69Oky6Cqa2H+nTJki952aNWvKaWI/E98TmbjEviDW44oVK+Q6ipuFa/Lkyc99PyFiSE2RDS86YErsc9FD0opjTOx77pgnIiIiIiIiej0wsIqIiIiIiIjIjUR2FnFzXmSoEhkrRBCHGOpPBOqMHz/ecWNbZK4SN8nFtOHDh8tMQv369ZPBEN27d3f7fIlAAhFYJcoQN+5FAIQYim7ixImJfk8E5hw+fFjefBfBQeIGvbhBLgIlZs2aleh3RaCKuJksAntEZg8RDFCjRg15I9p5OKj4stiILFniz5m4mR2dcaV9+/YyqEQEfs2ZM0cGP4mgDRF4Eh285iqxTOKmvrghLoJVRHYgcZNc3ORPKBgoKURwxN27d2WQlgjOEQFV4jfFfrJ79264W4ECBfDJJ5/I7SwCh0SAiwjsE0ELiRGBASJTjgh0EAEDIuhL7Jdi2UXwX3KIgKrevXvL/VwM8Rgd2BcfkT1NBCCI9S+CmkRmHhEMJuZfzPtHH30kf2/w4MFyaE2RsWrYsGEuz5NYNhE8IvZ9kXWnXbt2+Pjjj2MNzSaCCEUAnAiEEMeN2K9E0F1C2d1Sez2K40+sB7FdRZCVyOZTsmRJGeQRLTWOiaRIbLu5e10kp04RRDCaCHoVmZvEsSeyJzkHVokgVxGEJOo353WamsT+J4J3RNBmSEiIXA4RdCS27Z49e2T2MVFHiEBTEYQmAiZftJzxrS8RvCR+XyxfXCKwVgRtiax8oo4QQXkiEG/06NFuXVaxfsUwi2J5xHI5E+dGsQ+J41sElImMTvPnz8egQYOS9Nti/UyYMEEGQz158kQeF6JuqF69eqzPiX1PHOMJZe1zJo57sQ2iicCp6GF6RZBYdGBVSueJiIiIiIiIXg8qe3zjExARERERERHRf4YI7BFBXKmRHYmI6L9gyJAhMqBGBEGK4CZyr8uXL8ssjiJbYlICFN2tQoUKMiBKBHe9KkTGRxHAKwKqRdau1MoqR0RERERERCmjTuH3iYiIiIiIiIiIiF5bJpNJZrISQz8yqCp1iOEFxRClIqPayxYcHCyH8xSZ3161dZLYULxERERERET0auBQgERERERERERERPR/5/79+/jtt99kRr9Hjx4lefg5Sp7PP//cI+WKoRTF0Jivms2bN8vhSAUxBCIRERERERG9mhhYRURERERERERERP93Tp8+jQ4dOiBjxoz4+OOPUapUKU/PEv0fqVGjhqdngYiIiIiIiJJAZbfb7Un5IBERERERERERERERERERERER0f8LtadngIiIiIiIiIiIiIiIiIiIiIiI6FXDwCoiIiIiIiIiIiIiIiIiIiIiIqI4GFhFREREREREREREREREREREREQUhzbuBPpvCunfwCPl+i/aiuAedeApAct+xfVyb3mk7JxHfsfMXB09UvaYa6uxN3NreEr1u99hS6a2Him74b112JClg0fKbnVnDT7I5ZmyhQnX1mBhTs/sc4Our8ZsD+3vwshrqz16vC3P5pmyu91ajTG528NTZl5di8ke2ucnX1uDzZk9s+xN767F2YIN4SmFz2/B7Sq1PFJ21gO78KRlTXhK2o27ETLAM+ve/9MtHm1PPe1QG56SZs1OPG5awyNlp9u8x6NlP2ntwf39u90I7lXXI2UHfLkD4Qv7wlN8Bi2G8dspHinbu80kmP78xiNle1VuB+PKMfAU784zET6nu0fK9hnxFcLGeeb6xXf6dwj/bAA8xee9TxE20TPXTr5T1yG4Tz14SsCS7Qib3tkjZfuOW+mxek7UcZ6uY8Pn9fJM2UO/RPiCPh4pW5Y/eAnCpnrm+sV34hqEz+rmkbJ9Ri33WP3uqONndvFI2b5jVnj2/OLp9f5/fG41rpngkbK9O3yA8E/6e6Rsn/cXwbh0KDzFu+c8j9axIX3re6Rs/8XbYFw2HJ7i3WMujJs+9EzZzUd7bH+P3uc91a6QbQpP1rH/x+0pT5YdOqoFPMVv1vcIHdHcM2XP2eTx68anbTzTF57m21141u1tj5QduPw3PG3nmeUW0nyzC48aeaZPNv0vexA6tIlHyvab96PH61hPntvC5/b0SNmCz/ClHl32pGDGKiIiIiIiIiIiIiIiIiIiIiIiojgYWEVERERERERERERERERERERERBQHA6uIiIiIiIiIiIiIiIiIiIiIiIjiYGAVERERERERERERERERERERERFRHAysIiIiIiIiIiIiIiIiIiIiIiIiioOBVURERERERERERERERERERERERHEwsIqIiIiIiIiIiIiIiIiIiIiIiCgOBlYRERERERERERERERERERERERHFwcAqIiIiIiIiIiIiIiIiIiIiIiKiOBhYRUREREREREREREREREREREREFAcDq4iIiIiIiIiIiIiIiIiIiIiIiOJgYBUREREREREREREREREREREREVEcDKwiIiIiIiIiIiIiIiIiIiIiIiKKg4FVREREREREREREREREREREREREcTCwioiIiIiIiIiIiIiIiIiIiIiIKA4GVhEREREREREREREREREREREREcXBwCoiIiIiIiIiIiIiIiIiIiIiIqI4GFhFREREREREREREREREREREREQUBwOriIiIiIiIiIiIiIiIiIiIiIiI4mBgFRERERERERERERERERERERERURwMrCIiIiIiIiIiIiIiIiIiIiIiIvqvBlY9evQIGTNmxNWrV/Ff1bVrV6hUKvn3ww8/eHp2iIiIiIiIiIiIiIiIiIiIiIj+s/4zgVXTp09H06ZNkTt3bkegVf369ZE1a1YYDAbkyJEDAwYMQHBwcKK/I74fHbwU/ffhhx8me77WrVsnf6NZs2aJfm737t3PlSv+7t696/jMwoULcefOnWTPCxERERERERERERERERERERERJY0W/wHh4eFYtmwZtm/f7pimVqtloNW0adMQFBSEixcv4r333sPjx4+xdu3aRH9v6tSp6NWrl+O1v79/suZLZM8aPnw4qlWrluTvnDt3DgEBAY7XIgtXtMDAQPnnLobWfaEtWQnq9JkQNuM92G5eltN9P/gasETCbo6Qr8071sNydK/8v6ZoWRje6QxodYA5Aqa1H8N264rrZbfrD12pylBnyIzQyX1hu3FJeUOrg9e7faApXg6INMN64xJMS2cpb5WoAEPzroBKDWjUMG/7DpEHfnV9wfU6ZJgxAbo8uWCPiID1yVM8mbkAlpu3EdCtPXwb14U2RzY8HDEZxj37HV/L9PWnUOl0UfOpgT5fHtxp2wuRF5X15oq2q0bBNygQdpsd5jATfp28EvdOXUtwutDvj/mwmi2wmMzy9Z+LfsSZnw+5VK7KoEORxYPhUzA7bCYzIh8G48KoL2G6qgTw5RreGkHNq8JutiDycTCOt5wip5f8fjK8sgfBEhwuX99bvxu3vvjF5eVWG3QotWQg/Atmh9VkhvnhM5wcuQzhV+8hsHQ+FJ3eFWq9FhqDHjfX7cblz35SvuetR8n5fRBYKh9gs+PcjHW46+Kyi7IrLh6AgALZZNkRD4Px9+jlCLt6D2nfyIs3pnaC1tcA2IFjk1fjwf7T8nu529ZAgd4N4F8gK45PXYuLX25DcrRfNRp+jm1rxPbJK3H31LUEpwv5a72BmsNbQ6VSQ61V488lv+D4xn3JKr/Z6tj71p5JK/H44m00+PQ9pCuQTe5XxkfB2Dn2azy7dk9+p87c3shYIrf8js1ixf4Pv8WN/adcLrt1nP3698krcf/UtQSnC29N7oT8b5dBYI4gfN1gLO6fvp6s5U7OsRatROvqaDy3Nzb0mo8LO44mq/y6a0fBW5RjtyMy1IRDE1bi8alrCMiTCdUW9IEhnT/MwUb8MWQJnp6/Jb+TvfYbKDOyNaBWQa1R4+TiLbj4nevbvftKsW+lgd1uQ0SoCT9NWYE7p65h5B8LYYmIRGSEUpfsXvQjTvx8UP7/nUmdUaROWaTNHoSPG47BndOx14krOjnt2xFhRmx12reFUq2ro9ncPljXax7ORq3fpnN6I2e5gogU9UN4BLZNWYXbxy+7fKyXW/w+/AvGHOvHR30lj/U0pfOhxLTOUOt10Bh0uP7tHlz87Gf5vdIL+yCoegmYHykB2Pf3nsTpqYm3F+JS6XXIumA0DPlywibOL4+e4e6kTxF5/Q4yzxwCr2L5AbsNdosVD+YuR/ifx2J936fSG8ixfBruf7gUT1Zshsv0OqSdOhG63OL8ZobtyRM8nTMf1lu3oU6bBmkmjIE2W1bYIyPxbO4CmP89Lr+mK1IIgYMGQOXtDdjtePbJIpiP/uNS0d7d34eu/JvQZMyM4GE9Yb16UU7XlqkI73Y95LlbpdHAtHkdzLtj2mvyM8VLw2/iXBhXfI6IXza4vtyiXdGqD7Qloto0MwfAdiuqTTNludKmiYxu03wHy9/RbZpySptGpQLUGph/3wjLod9fq/aU4N15AHRlqkAdlBkhY3vBeu0SVH4B8Bs7N+ZDegPUGbMiuF8L2MNC4DduHlQZMgHGMGXe9u5AxDbX171Pr4HQla8CTaYseDa4B6xXlO2uK1sR3h16KutWbPdN62DepWx3TYHC8O01ENDpodLpEfH7Vpg2ffNalS14d3sfunJR+/wIp32+dEV4t+0hLkagUmtg+nEdzHuU8n36j4K2UHFlnzAZEf71p7BeOudy2Ya2/aF7o5LSjp4q2tGXY9rRrXtDUyyqHX3zMkzLZr34PRfparwLTd43oA5ID+OaabA/vJnodEmjha5aK2hyFZXHhe3hTZi3L0dK7Tt/C5/9fhw2ux1Wmx1d3iyCJqXz4uStR5iz5SiMZgugAobXL4MKeTPDnRoMmw+dTgsvnXJJ3b1xNdQqXQijPt+AS7cfwEuvQ7oAX4zr3Ag5M6WHu+2/dBef7T6NSJsNXloNxjcsjUKZxHnfjsX7zmDrqZvQa9RI46PH0o7VU1SWrnZ7aPKXgjowA4wrJsF+/4bcpvp3+kKdPqtS14UHw/zrKtif3o/1XXXOwjC0Ho7I3d/CctT1azd9o27QFCkHddqMMH46ArY7sTNUa8vUhKHlezCtng3rmb+U+a3RHNrSNaFKnxkRa+c6pifHrD1nsefyA9wJMWFdu0ooFOSf6HSh36ajeBRultWQr16LkdULoXDGANeXvWEXaAqJZQ+CcdEo2O4q7SivzmOh8lPalzCbYP7la9juKutFU6AUdG+1kXWgqIMi9/8Ey7/KucdVhjb9oCsZVdd80M9xfpP1Save8lwGS1R98tXsWN/VVakL7y7DEL5oMizH/nR92et2hKZAaajTBMG4dDxs964DGh0MzftDnSEb7BYzEBaMiG1fw/5E2efUWfJAX6cDoPeCuKgz/7oWtmtnUr+O8/KFV4vBMT+g1UMljpUvRgAR4alfvhvrWF2ttkoZYv5XTYX9QdSx3qh31LFuhj08BObfV8P+9IGyuBUaQlu0MlRpM8L84+ewXvrX5XKV5WsDTb6SUAdkgHHNB7A/uJnodEGdqxh0VZrKfV3sE+bf18ReLy7Q1+sMTaEyyj63ZCxs96KOtw6jnY43I8zbVjqOxWjaN6rD0LQPTN/Og/Wc69eNurfaK/u7WO/LJ8bUsU36QZ3Bab1vXxmrjtW92RSaopUAq0W+H7Eu9nGYmnW8oc1IqALSy3UiWE7uT14dX6cDNPmjjvVlE2C7H3WsNxPLng32SDMQHoyI7SucjvW8yrGu0UGl1cFyfB8iD215KecXfYv+0OQqpMxXdP17K6o/8z9+bnXnsnvy3BrX/ot38Nmuk4i02uCl02B8o3IolDkNJm4+jH9vPJTTvHVajKhXGsWzpUtRWbP2nsOeKw+V5WtTIWa5E5guNFyxX7bnDFrl2fjuZXOjXoFMySv/91PYffEe7gQbsa5zVRTOpNxjuPYkDBO2/Iunxkj4GbSY2uAN5M8Q+17IDyduYPK245jXrCxqF8j8UurYpNS/SWF4tx+0b0Rdr0/rH6s9Y2jVC9qiZeV+bbt5BablsxP/TjLM+u0kdl+8q6z3LtVj1vvj0Kj1blbWe8PScr1HWKwY9eNRXH4UKtv4aX30GFe3JHKm9UVK7Tt7A5/t+Ft0rcNqs6FL9eJoUrYAHocaMX79Ptx4FAy9VoOxTSujbAqvnZKzv0fbfPo2Ju88g3kNS6JW3qDXrl3h6euXZC177uLQV2mq9KOo1Ig8ugPWMwdfq/aUJ+sZWX6THtAWKQ91uowIXzD0+e1erja8Wg+AccWHsJ4+LKd5954KVdog2E3KNYPl6C5E/vGz62U37QFt0QpK2fOHwHY7nrLbvA/j1zNhPRVV9vuzlD5JQa2BJnNOhM8bDNuda6/VdaN31/ehK1sF6oyZETKyZ0yf6ISPnFaQAepMWRHcq7nsE9XkKwTvLgOg8lL6wY0rF8FyyrV+cMGr/XvQlVbucYdM7CPvcat8A+A70mkZ9V5QB2VByKBWsmyVfxp49xoFdcYsQGQkjKs+hvX8CZfLlsveJWrZRX/waKdlH+e07Iao/uA+yrL7fbBItp8ljQaaHHkQPKoHbNddO8/59BkIfUWlT/bp+z1gvRzdJ1sBPp16yG1vjzAh7NOPYL2itBdVgWngN2wsNJmVNn7YovmwnFLuTbhC37wXtMXE/p4J4XMHwXZb6U/3Gf9l1D0A5Z5X5O8bYPn3j0S/87qdXzxZv8tyareDJl9Uf8GKKTH9BY37QJ0+S9T1SwjMv612XL/o63eDOlMu5Z6YzYrIvRthu372tVv2/1xg1ZYtW2RWqkqVKjmmpU2bFv369XO8zpUrF/r37485c+a88PdEIFXmzClrPFqtVnTo0AFTpkzBvn378PTp0yR9TwRSpUmTBi+D5Z8/YP51A3yGOd14i2JcNvP5iwZvP3h3HYnw+aJBeB2afMXg1W0kwqf1c73so/tg3rYevqPnx5puaNlDdoKGje0qX6sC0sYU32sUwmYPlxc6qvSZ4Df9K0T+/Ye8MeWq0E0/w7RfaUT4vdsU6SYMw/0+w2A6fBRhO3Yh/cThz33nXtcBMfPyVnUE9uqUrKAqYdN7nyAiKkipYL1yaDS3N75qMC7B6dF+GPBJsgNMot1Z/Rue/K40FLJ2r4+C8/rieIvJyNqzIXyL5MLRmsNgj7RAFxR7P7w08Ws82pb8Rn20G6t+x4Pflc7WXN3rocS8PjjUYipKzO2F87O/w/3tR6FL44vq++fh/q9/I/T8LeTt1xi2CAv2VBoM75xBqLJ1Gh7tP4XIJ6EulX1l1U7c3akEMuTrVgflPuqJPS2no/JXQ3Bk8GLc33cKfnkzo/r6MdhWdThspkg8OX4FB/t8jMLvN0nRcm9872PHti1UrxyazO2DLxqMTXC60GxBf6xsMw33z95AYPYM6P/7HJzd9pcMBHLVlv6fwBxVTr565VDno974tulknFy7C1d3KeukZJc6eHt2T2xsM12+3jN1teM7QcVyocU3Y7DkjX6ywemKH5326wL1yqHh3N74usG4BKcL57YcxqHFv6DDhglIieQea2J9l2pXE7f+vpCi8nf3jVnvOeuXQ7UFvbG5zjhUmdUd59bswsX1+5CrUXlUnd8HPzeaKD9X/eN+2Np6Op6cuQG/7BnQfM9sXN3yFywubve1Az6GKarsovXKofXcvvi4wRj5+pv3P4k3aOrE1sPYs+Rn9N0wCSn13Xsx5ReuV04GUS2O2rfTZM+Asu1q4Uac9Xt2+xH8NHopbFYbCtYujXcXDcSCqk43qpLo6uqduB9Vz+TpXhel5vXC/hbTUGpOD5ydvQF3d/wt65m3/piLe7/+g5CooLaLi37G5WQGT0Z7+u1WhO05oixnx8bIMn0QrncajfszvoAtRAliMRTJi5wrZuJCxbaO40nt54Og4V0d302u8M0/I+JPJfDUp2UzpBkzAo8GDEFAv96IPHUaj4eOkoFU6WZ+gHst24kGi/z/k2kfwnzkb2hyZEf6hXNxv21nwKxciCRF5ME9MP2wDv7TP4k13XfgOIROGgzrtcvyQi/g45UwH9wbc+728YV3x96I/Me1YNm4LP/sh/m3DfAZEk+b5qsPHYFWzry7jED4wlGyw0GVLiN8J3yB0H8PABHG16Y9JZgP74Xp53Xwn/ixY5o9NBghY3s7XhsavgttkTfkRXQ00+pFiDwaE0CerLL374bx+28QMDPOdh8yHiHjBinbPWNmBH4Wtd2NRvj2Hw7jN18h8vABqPz8EfjZKpiPHIDtxrXXpmzHPr95Hfw/SGCfvx61zy9YCfMhZZ+PPLwP4YvnAjYrdGUqw3foFAS/1zZ57ejt6+E7cl6s6YYWUe3o8d2ea0cn9p6rrBf+huXoDhhaj0jSdEH3ZnNZ35lWKOc6+KT8Rpjo/By38U8s7fYWCmZOi1tPQtH8k5/xVtEcGPrNXkxtXhmV8mXGtYfB6LNiJ34Y2NgRBOUus/u1QuFcWRyvI8yRaFmzLKqWLCCzD3/z2yFM+epHLBujrHd3CTaaMXbzESzrVB35gwLw9/WH8vXG3m9j7V+XcOF+sPy/TqPGw1DX241xWc8fgeXwVhjaK+2IaJZje2C7onQCakvXhr5eV0R869yJ6A1d9VawXXa9s8xRxqmDiNy3GV69P3juPVWaIGjLvQ3r9fOx5/fSCViO74ehRX+k1Nv5M6FrmdzotuGvJE0XZjcsCX+D0lm589J9TPztFNa3r+xy2ZZThxD5x0/w6qE87BLNtH4BENX5rilSHvoW/WBaNEq+NrQcAOPyqbDfuy7Xj/f7H8EiOu7Nru8Hlr9FXfMdfEc4dcyKMpp3V+qTid3jrU/EtbquagNYLisPqiSH5cxfiPzzF3h1Hh97+j+7YL2k7E9i2xsa9YBp9UxlvloNQsRPX8J29RRU6TLDq/0oGBePlJ17qVrHmcJgWqtcP8n5KlMHmmwFkhVU5ek61nr+KCx/bZdBM84sJ/bCduWk/L+2VC3o63RBxHdKu8d2/TQizh2Gvq7Sh5Nc1oti+bbD8O6IJE2HwQeG+t1h+m4u7I/vQJ01v/J69dRklW85cxiRB36GV7eodRjFtOFjx7YUgY76Jn1g+kK5phFEEJ22TC1Ybyb/utF6LqqO7TD2+To2qv7UlnkL+gbdEPFN1IOHZetAFZQDpmXjZbsCvgEvvY6P3LUO1ouu34SKVcbZI4g8uAVeHcfFnv7v7phjvezbMDToDtNaZTQBfYOuiNy7SSnbyxc+vT+E5eK/sD+6nfrnl9OHYf5hMWCzyZu3hnZDYZz73v/HudWNy+7Jc+tz7alNh7CsSy3kzxiIv689wNhNB7GxX33ULpwNE98pB61ajb3nb2PEhgPYOqhxisp7O19GdC2TC902Hk3S9Giz6hWPN/jE5fILZkbXCnnRdW3sG9fTdpxAyzdyomnxHPj13B1M3HoMaztVdbx/61k4vj9+HSWzJP9+RXLq2BfVvy61Z3Z8B5/n2jPd5LkzbGKP59ozCX0nOd4ulAVdK+ZD1zWxr72n7TiOlm/kQtMSYr3fxsQt/2BtZ+VhCDG9at6M8npi3d9XMGXbMSxrVyXl107f7sXS3g1QMEs63HocgubzNuGt4rmxcOtRlMgRhEXd6+LkjQcYumonfhnVWl5LvOz9/XawEd+fvo0SmQJe23aFp69fXF52sfhiWTd8BPvDWzJw2qvzFBjFeTbqIcXXoT3lyXpGln/iT0Tu+QHefWOuC6KJ4Cldhbdhvfb8g3URPy13BFoll+X4n4jc/QO8+8+Iv+yKdZ4r2/iJcv0oaEpUhr5Om2QFVXn6utF8aA9MP34D/ymfxO4THRWTOMXQ+F1oi8b0ifoO+wDhn38Iy4m/oc6SHX7j5yJ4cGf5EKIrIo/sRcTWb+E3dkFM2WHBCJ3U1/FaX781tIVKOsr2at0T1ktnED5vDDR5CsFnwGSEjOwo++eTtew/fQP/yXGWfYzTsjeK3R8cOiGmjtFVqA6vll1cDqqSZf+xG6YN3yBgTkzZKj8/+A0fj+BRA2G9fhXaYiXl62fvKf1hPl37wHL2NEImjpQPvvqP/wBPu7d1edktxw4gcuf38H7/+ZHGTCvnxBs0ldh3Xqfziyfr95jrl20wtIupPwTL8b1O1y+1oK/XBRHfKrE45l3rHPdaVBlzwKv1cBg/E/f77K/Vsv/nhgIUgUtly5ZN9DO3b9/G999/jxo1arzw98TQf+nTp0fp0qVlIJbFYnF5nkTWKxEk1aOH0jhPqlKlSiFLliyoU6cO9u9P2c2uF7FePAn704dJ/ryIrBUnBnETUH7/0ikZea/Okc/1ss+fgP1JnLL1XtBXqw/T9zFPVtqDn8T83w6ofPzk/1XePvIkIaJ6XWaOdARVyZcnzkCbRQmkM586B+utFw+36NekAcI2b0VyRQd0CAZ/ERmd+HR3sUdEOoKqhOCj5+GVQ3nyI0f/JrgyfY0MqhIiHyQtGNAVtohIR1CV8PToBXhHlS8u8HQBPvL/Gh8v2MwWmKMCp7I0rYzrK5Wn8IzXH+Dx/tPI1LC8y2VHB1UJj/++CJ8cQdCn84Mhvb8MqhJCL9+F+Vk4Mtd+Q75+dvo6Qi7clll3UiL2tvVxxCYlND16nXgFKE8kGfy8Ef40FBZzMvZ5sW87laOP2resEZGOoCrh7j8XEZA9QwLfUbZNcsTdr+Nf9pjpws3D5xB693Gyy0zRsaZSocGsnvh14kpYIlyv/53FWocByjJ6pQ9A+pJ5cWmjUsdf++Uv+GZNB//cylOHdtihjzoWdP7eiHgSClsytnt0UJPgJfetF+/DVw+fRbAb1nt85UevY9Ex1GRWL2yZuELug87O/fa3DKoSbv5zAf6Z08qsXa4Qx3p0UJXw5OgFeawLYhXoApVjSuNjiFXPuIPdHBkrMMr07znosinbNTqoSpbt//yThpkm9cejRetgfZr4kMWJMkc6gqoEEUiliTq/edWuibBNPyrTz5yD9eFD6EuLJwwCoE4TKIOqBOuNm7CHhsKrckWXiracPg77YyVzQWx2qHyjzt0+PrCHPIt1g9On5yCYNqyCPSQFyy3bJKJN88jFb9mh8o6aNy8f2cZx9earp9tT8vtnxbpPvHx9zQYw73b9Sf4kbfdH8Wx3u9N2F222kNhtNpWvcmNA5eWlPM0SEvJalS3LP5PAPh+3/NCYfT7yyAHl5qf4/oXTUKfLIJ8MdJX1QgLt6Kr1YNr09fPt6MTeSwbb7Yuwhz5N8nSRvUVbtAoi/3TKxBeesmM+mgpAiElZv2ERkQj0NiAi0oonYREyqErIlSEA/l567L+Q+kOqG/Q6VHujoDzXCSXzZcfth+5vU994EoZAb70MqhLK5MyAu8/CcebOE6w4eB6DahVz3AjJ4Cey96SM7eZ52EPj7DNWi6PjRH7m9mXZIe5M/3YHWP78GXZT8s+1tqtnYA+Op22iUsHQvC/MP3/1XN1tu3nRkdkkpcpmS4tM/l5Jni5E3/gVQiMscj9NDtu1s/Eve1RQlaAyiDaWcxvPLs9pksEbdmMoYE3e9YP1QjznN70B+jfrwfRDAvWJSgXvTkNgWvdZ8q7Vo9hunIM9JO4+F+kItJCfuXUpZp/z9oPKx18GVcl5enxXBjyJpylTvY6LQ1usCiyn9r+Wdazt1oUEjvWTMZ+5c1nJVBT9+u5V2J8lvR2UeNlPkzxdHSie7g+TndPyc7cvQuWfTgYbJav862dhD4nneHMKkHMcWzFTYHinF8zbViSrDRmrjn1uf7fECpyx3Xba38Vmr1gfkXu+c7QrRAa3l13Hu0PSjvWLscu2x2wLlc4Au9Uij/eXcX6xnj0iA4vk/29cgCogncxS+v9wbnXnsnvy3OrsxpNQpT2VUckgVCZXkKM9VbNQNhlUJZTInh4PQoywRC1/csnli6ddltB0dyubIz0yif4vJ4/DInD67jM0KprNEXx1L9iE60+UY0pkhZ267ThGv1UcuqisWS+tjk20/k3h9breAF2VeojYvCLe9oyr1/jJXu/Fotd7FtwLUda7QatBtXyZHNcTJbKkxe1nyQvWjkv8ZojRHHPt5GOQGdF2nLiC1pUKyenFcwQhKMAHRy8ro1u8zP1d7G9Tdp7BqOoF5Xy9ru0KT1+/uLrsjn4McV0h6L2Uc4w4v75O7SkP1jOy/CunYX/2KP7t3rI/IjYvTdHyJbvs1u8h4gclk09CRNCX5fBvyS7fk9eN1jNJ6BOt3RDmnUqfqMo/AKqAQBlUJdju3IQ9LBS60hXdc487btnV6sO8N+Y+sq58DZh3KaP0WK+cg+3pI2gKuX7NmuT+4FoNE+wPTuy9FxGZpmxx+mTVIhNVSLAMqor+jDpjJmjyFZCvDdVqwrRVuTdhvXAW9kePoCtRyuWybZdPxb+/u/k7r+T5xYP1uyznZkL9BXGuX5z6C5wfYHfMR3LK9vCy/+cyVl27dg1Zs2aN97127dph8+bNMBqNeOedd7B06dJEf2vgwIEoU6YM0qVLhwMHDmDMmDG4c+cO5s2L/UR4Yv744w85NOG//yY9BboIplq8eDHKlSuHiIgIOZ81a9bEoUOH5Pwklfiu+HMmsnm5yquLkrHJeu08zD8slzeFbPdvyVSG6rxFYLt8BpoSFeUNI5EW1zGUXwqI9IcictbQqB20RcvIYVIiflwF6xklEMi4eBq8+0+ST9uKAKvwz6a45SDwb9cCxj0Hkvx5TaYgGMqWxKOJypOxydV4Xh/kqlxU/n991zkvnC68M6+vbHTcOXYJuz78FsbHybsZGC1bz0Z4tO0INH7e0AUFIn398sjQWMn8dmvJz3iwOWa95BnXAblHtUXY+Zu4On0NTNdT3tjP3asB7m1XghCOD1qMciuGo+DoNtCnD8DJEV/C/OCZfM87ewYYb8Q0EsJvPIB3tpR16uXvWR+3tx+F+XEoTPefIvs7FXHzp0NyWED/fFngGxWI4U5N5/V1bNt1Tts2oenfv/cJWi8ZLIdE8w70xXd95sMW6Xr0erS68/sge1Q5m7s8n72vVPd6uPSr0qiM9uboNsjfqAK8An3xS5+FLmeritZwXh/kjCp7g9MyJjTdnVw91ir0aoBbR87j7snYaXOTq9rCPshSRSnn105zZBCV8f5T2KMCiISwW4/gly09Qq7ew+5+n6L20sGwhEdAH+iLnb0WJHu7t/6oH/JGLePX3WbHmi76aG4cu4Tts9YhLIV1SUKaz+uL3FHlr4lax5V7NcD1I+dx5wXrt2L3+riw65gj0Cq58vasjzvblCfh/hm8BBVXDEXhUa1hSB+AYyOXISKqnpGf7VUfOdvVhPHWQ5z58DsExxke0lVpuzRFyO8x6UVFRir/+tWgCfDDrfenO44n/3pvyk7q0J2H4F83ZU8hOvN9tyVM+/ZDFRAAlVYD22OnjsI796DJlEkGVFkfPZaBV6adu2U2K23OHI6ArJQKmzcVviM+gD3CCLWvP0LnTASiAtZ1lWrI5RbBJrpKKRumKjFenYfJc6f16jmYfxRtmmBHJiuvXuPkUHwiwMq4dJpb2hWebk/FpSlQTAYTRf4T+8lkr7a94NW6G6y3rsG0bilsD9wXdBI6dwr8xnwAu8kEtZ8/Qj6c4NjuYR9/CL+x0+HdoQfUAWkQ9vlHsD99/J8oW5Yxfyp8hzvt83Nj9nlnhoYtEfnPwZgboimkBOyFwNCwLbRFysjhL2U7+uy/ib73Moincu0R4dCVrw91jiIyBXzkoZ/lzdQU/a5KhVnvVsWwdfvgrdMg2GTGR22rI52fFzL4e2P7yWuoVzyXHBbw6sNg3HZjIG208V9uknHDxfNkw6DWb8uh/5yt2XEINcsUdnu5OdP54ZnRjH9vPkKp7Omx+/xthJktuPggWN6o2XX+Dn4TN0DF0LwVC6Be0exIbSKjiHPmEk3BsvI8J4YF0xQs4/7y3mwM6/VzstPmVTR+x0kcuanUL580Ke3235dDMuUpJv9vWhXz1KVp/UJ4tR0qj3OVly9M6+Yl6+nXhKiDsir1SQNRn5SG3WxGxM8x9Yn+7ZYyYNh2XRkKIDXpyteF9XzUtYsxVHamaYpUgPXMYTksoCp9llQJBEmMGKJMdNxZnToWX9c6NiHa0m8le7g/d7I9vSf3cbHORbCXJm9JqAzecggAqxiSwI30TftCk1u5pjF9E3PdqK3cANYb558b6iU1iAxV1gtRdazeCyqfADl8oMiuIFj+2gHr2cMvrY4XRNYkXdXmsD26LYd0sD+L7yELNx3r0csuniX5ZanMUKer3lIGVJrFkKBhMdd0L+v8oqvSENbz/ziCjf6fzq0vY9lfxrnV0Z668RClcmTA7nO3ZHvq9tMwFMkSk1Vj7aHzqJo/iyPQ6mWb8Ntp+aBcsUwBGFglP9J5693223dDTMjga3Asm2hfZw7wwt1goxx6btVfl/FGtnQomlkJPksNCdWxL3ovxe2Z8FDo67dxtGfMP6+G9dzLOb/dDTE+v979vR3r3dnao5dRMxnDL8Z77dSuJoat3glvvVZmbPuoY20ZYGWx2pDB6YHarGn9cPep+6+dXmT1P9dRKksaFHXDMJ+vYrviVb5+idjyJQyN+yrXEAYfRPwsMhS67xrC0+0pT9Qz0XTVmsgHZuLLpC8YGnSEvW472O7fhHnbatgf33Nf2dWbwHY14bIFVWB6aPIWg+mbmKxL/6XrRk3BqD7Rv5U+URH4Y3/yGLpKNRF5cLccFlCdNYfMOO/2svMXlWVbjin3BkRfsBh+zznAzPbwHtTpM8K9R1uc/uCoZXemShckM1mFL3o+y1ly2W7flIFr2iLFYDlzCrqKVaD28YUmU2bY7t8DtFq57qNZ79+FOih5wxsnxNB+iHwC03b9AiJ+XpGih09ex+tWT9XvzrRlxPVL7PaUrlpLaAqVhcrgi4gfF7mcrepVW/b/RGCVCJryEk+dx2P+/PmYNGkSzp8/L4Okhg4dikWLxIaLn3g/WsmSJaHX69GnTx/MnDkzSQFKISEh6NSpE7788ktkyJD0TrxChQrJv2hVqlTBpUuX5PyvWrUqyb8j5lMMP+hMLP+wJP8CED5vBOxPHsgn6PVNusgbksZFE+WTscal02Fo2g0qgxesl8/Aevsa7O7qqFVr5Hi0ttvXELZxGdQ588Fn6CyETewpb4IaGneAcdEUGQmszl0QPu9PRdik3o4bpMkR0K09tNmz4f7054f+S4hv43ow7jsI27OUVco/D10i/y3RshpqjWmL9V3nJjp9zbvTEHz7EdRaDaoPb4V35vVxvJccOQY2h3eezDjeegrUBj3UOi3UXnr823AsDDmCUOqnaQi/cAthp6/h3IBPEHH7kWP4wGKrx+Bo9SEpWv58g5rBJ08mnGj1pfJ6YFOcm7EOt7/fD+9cGVFp0yQ8O3ZZDgXoboUHNoFf7kzY++4y+fpA13koMb4tCr3fBMHnb+LR4XOwW9zfQbR56GL5b8mW1VB7TFtHEFV801UaNaq+3wzf9VmA64fPIkvJvGizbCiW1B0NYzJvDO4YouxbRVpVQ9UxbbHZaf8p/14TpMmVCd+Pjh0wuP/Db+VfjqrFUHVsO6xvMSVZQT5bovbrYi2rocaYttgYVXZC093JlWMtQ8HsKNygPFa3nua28vcNUsrJ37oayo1ti7/nbEjws2K7vzGwGXb2XIB7h84hwxt58dbyofjhrdEyc5Wrvhv2ufy3TMtqaDC6nQyuWvLuVDyLqkvqDm8tg6ycg67caVPUvv1Gy2qoM6Ytfp3xDYo0qIDlrZ9Ph+2sZPM3UaxRRSx/N/HPvUiBgU3hmyczjrVW0jAXeL8JTk//Frc2HYBPzoyoumkCnh67LIcCPDNzPUz3nsqO6iwNyqHy2pH4rfJQWMOTlxo0fd93oc+ZBdcnxKTEfTD3a/nnU6UUgkZ2x7W2w6EJ9Ef6/m1xveNouJNf5w7y/Pbo/WFyPPXEPB41HgH9e8O/c3tEXrkK8/GT7rkJq9bAq2UnhM2ZILMLiYtVvzEzEDyku7yQ9GrVCaETXR/q0RXhC0bGtGne6QyvTsNg/HySfLpaX78tTF9Ol9mu1DkLwLvPJITP6K9krnJH2Z5qT8WXreqPHbFufIR9PtORbUlfpxl8R0xHyEglNXeKqTXwbt0JoTOjtnv+wvAfNwPPBnaTGcu8WraHcdWXMO/9DepMWeA/42NYLp5N1nB8r1TZzvv83Akyo5Xc50fNQPCw7kq2tij6anWgr1ITIRMHwW00Ue3oO9cR9v1XMgOaz5APETapV6Lv2UPcn03pOSo11AHpEfnoDiL3/yCfyvJqPgjG1VOA8OQH9oobAF/uOYmP2lZD2dwZZQDV4DV78N17DbGgfXUs3PEvvtp7GvkyBqJ0ziBoUvjUc1xfje2GLOnTINJixaff78SEpZvw2dCOjveX/rQXN+4/xoSuneFu/l46zG1REZ/sOoVwswUls6VD3gxKNjaLzY4IixWru9XCradh6LpiD3Kn90OhTKk33Ly2YiOo0maE+duodpxvAHSV34FpnTJklbuJ9OHaYpVg+jL2MA+vkml1i8t/fzxzGwv3X8CnTd17A9z8vdKnoS1VHfq67RGxepZybqvRQgZTic57dda8MHQYAeNnI1N0rMV7zS7qk01R9cngmQib3Bsq/0Boy7yJ8DlJv7ZOLl2Vd6BKmwkRW2KyXUd8twC62m3ke/YHN2G7cT5VOwzjoy32JixnDgH2lxhskEp1bHy0FRpClSYjzBuS/uBhqjGbEPHLEjkMoshaZL1zWQb4wO7+bW7erFzTaEtWg/6ttoj4Zg5UQdmhLVIBpq9Tdr2SFNpKUXXsuqibfWoNVBqtzFYWsWqafCLY0HEcbI/uwJ4KnfPP1fFinWz50pFpSgxXZ2gxCKblsYfudAdd5cbKsb415nyiq9wI5t3fwXr6oAws9OowBtY7V1weCjAl5xfNG9WgLV4FxlQ8D72q59aXsewv69wqMprObVUFn/x+AuGRFpTMnh55gwKgUcfkw/rl+DXsOH0TX3WpBU9Y1qIssvh7IdJqw6JDlzHxt9P49B3Xszskx8UHIfj9/F0sa5eyIReTU8cm5b0Ut2fEg013riP8h+WyPeM9aAbCp/R5OddHSbT0zwu48TQcS+qVTPFvyWunncdkMFXZvJnlkH+DV/6Obwc2xavg4qNQ/Hbpvtzn/4vtilf6+kWlhq5iQ3nDWWT+UGfKBUOT92BcNSVZGSFfxfaUR+oZUdVkyglt8UowLo6/jWT6dqEji46ucgN4dx2L8HmD3Fd2icowLoo93HJc2vK1YTlzxO3XDa/KdaPMyrQ3dp9o6Nzx8G7fG4Zm7WG7eRWWsydTpU9WX60BIvf/+tID0WMt+77Yy+54r0Z9+bBnSkeQcGYPD0PIzEnw6dIbKm9vGVxluXYl1fq74zJ+OkbJnCb64Rt2hFf7wTB9mbxh4l/X61ZP1e/RtBUbKtcv62MPCxq5b6P8U+csAl2NVogQQ7yndl9NKi77fyKwSgQwPXkS/3AWmTNnln+FCxeWWaiqVauGCRMmyAxRSVGxYkU5FODVq1djBT4lRARDic+K7FjRbFEVl1arxblz55AvX9KGeqlQoYLMfuWK6OAxZyIgzDykWZJ/Q94EFGxWRO7cBP3kmCxf1vPHYTw/Unmh1cHvwzWw3VWGskkp++P7sIsyD+5Uir9+CfaHd6HOlkdWyqo06WVQlXzv6nmZZlGdMz+sp2Nn2Ekq/46t4V2rKu73HwF7nCxfifF7px4ef7gQ7nJi4z7Um9EN3mn8YHR6GiTudBFUJdgsVvz11Xb02ZX8Rl72fu8gQ6OKON56KmxGs/yzhBpxf8Ne+X7EjQcI/usc/Evlk4FV0UFVwu2vtiHvxE7QpvWDJZkBPnn6NUbmhuVxqPV0WbYunT8yNSiPf/t8LN83XrsvhwlMW6GQDKwy3nwI7xwZEHFfubgVw3o92BOTGt4VBfs2RNaG5bHv3ZmwRqU/FsP9/dE+JrCk7t7ZCD53E6nl+MZ9aDij+3Pb3Hl6mhxB8M+UVgZVCXeOX0bIncfIXCw3rvwRMxRDcpzZsA+1Z3SDVxo/mJ6GokzvhsjXoBy+b/8hLKb4x5K+8ccp6KZ6IUPhHLh/IvlPkJzauA91ncp+0XR3SsqxlqNCIQRmD0Kf3UrnpV9QIDLM7A6/jGnwz+rfU1T+xe/2ofLMbgi78xjeGdPIIKrorFW+2dIj9NYjpCuWCz6Z08igKuHhscvy8+mL58btfcnf7n9v3Idm03vAJ42fDKqKrkv2L9uGYbtiN3RSw7GN+9B4RncUqlsWabJnwMDdHznW7zsze8j1eyRq/RZrXAk1BrXAyvYzEPYw+Y37fP0aIWuj8tjfeoY81vXp/GXA1NG+SqBT+PX7ckjQdOULysAq092YdsSdrUdQdFxb+OXPimfHnx+X+0XSdW8Bvzpv4kbXsbCbnj+/hB/4F+qJ3jAUzA1tUFpog9Ihz+ZP5XuatAHwq10JmnSBeDh/ZbKW3bfdu/CqUQ2PBg1Tzm8REfIiRp0urSNrlSZLJljvKU9BWS5ewuOhMWNjB639GpGXU/6kmCZPfqjTpZcBLoL10jmZJlhMF20Iddp08P9IaWOo/QNhL1cFqsBAmNYqQa/uEKtNs+sH6Ccqwbzq7PmgDkwvg6rk29cvyIsvcaFvPfuP+8t+ie2pWAxe0FesiZAJ/WLPm9MQduZff4B3+75Q+QWkKFg9miav2O4ZYra7CFwS2z1vAVgvX4C+UjWEzVUubG337sB67jR0hUsgwg3BTZ4sW5afOz/UadPLoKq4+7zluJI5T1elFrxad0HI1KGwP0v+cHwvbEffuAT7o7tQZ8+j/D+B96Izw6YmkY7fbrPBek7JpCFu+tqCH0KdPhts4Uo7JznO3X0ih2URQVVC8WzpkTHAB2fvPEHl/FmwqHPMDbDmH/+MfEHufdJeBFUJOq0GHetWQpPRMYG0K7bux+9Hz2DJiM7wNrgvq4Cz8rmD5J9gtljx1sIteCN7evjotWhUPKecni2Nr5x26vaTVAus0pavJzNoRKyfIzPlCOpMuaHyDYRXF+WBH5EVUJOvFFTe/oj84/sUl6nJXQSqtEHwHqpcO6j80sDQrA/M/mlhObwDr5ImRbJixs4zeGo0I40bM0xEs/y7F/p3esqh8MSwsir/tDKoShBPw4thSNRZcsN26YR765pDTvVJ1DW7OmM2eZPS74Ov5HuqwHTwypILEYHpEbn3Z7iLtmIDaAqXg2nNLMc+J+fl/g1ErIsJ/PDu8yFsD93/kE6CdAZoCpSFaV3KMlu/KnVsXNqydaHJXxoRG+fFWu+eJIZSi9gQdS2j0ULba7YMLkotluP7oG/UXR5vmpyFZEY07wFK+Sq/QBiCesDslwaWoym7bnSmrVBfqWO/jaljRUewyIxpPRX15H3wIzlcnsjU5u6nnuOr42WZTsP3Wf7ZCV3NNoCXr1s76LUVGsiMXKZvZseULda9mJ/NygNE9qcP5LCgmuwFYHFDYFVSzi+aElWgr90apq+mAm7MlPU6nFtfxrInhTvPreXzZJR/jvbUvB9lcJWw/dR1LN57Cl90qoH0L2GovviIoCpBDPHc/o0caLb6+awTKZHZ3wsPwyLkMIcie5LIjHU32ITMAd44ePUhbgcb0WTpbvnZR2ER+ODRCTwMjcC7pXMhNetYkYkyqe+lpD1jObzLqT1zT7Zn3NUfkBiRneq59R5ilOs92orDl7Dz/B0sblMZ3rqU38I7d+cxHoSEy6Cq6CH/Mgb64vzdx9Co1XgYEu7IWiUy/WZOowxv/7L8ffsp7oSY0DRqH38UbsYHu87gQVgE3i2R+tl3U7td8Spfv6iDckDlm0beeBZs967BFvIE6ow5Ybt+5j/RnvJEPSOo84jtnhE+Iz6Tr1X+aWBo2Q/mgLSwHNwea2iyyD+3Qt+oC+DjB4SnvHyRJV/scz6jFsWU3aq/Uvaf2x2f05WrjYjvlYfC3elVuG6UfaKVayJkbN9Yk23XLiFsZkw/uP+8r2WAlVsZvOSwf6FT33NMkg/y2qxQBaR1ZK1SZ8gE2yP3DAMat3x9pZoIGR972Z0Dq4xfuTdLmWA5/g+Cj0edR7U6pF2zCdbr15QALqsVqrTpHFmrNBkzI+KB+zK0OYajFPvdnh/hM0a5Xvh/vG71RP2uLVcXmgJlEPHdRwn2F4gyVTovGVRrv+emh5w9sOz/icCq0qVLY/Xq1S/8XHSAU9yh8hIjhvNTq9XImFG5yHoREcB14kTsTsvx48fLTFYLFy5Ejhw5XCo7qQFgzkFU8WXWSnK3l94gD2wYlc4QbbmasDoNS+Nc6esbtIPl3DHY3TR0jLiZZz3zL7TFy8Fy4jBUGTLLPxHVLCpDdZp0UGfJKV+rMmaVQwfa7iav08i/Qyv41quNeyKoKjTpHT+G8qUBrQamQ8rNseQwBPhA56VHaFSQUIG6ZWUGItEZKoIL4k4XASA6bwPUOg0igpVxn4s2qYx7yRyiKlufxghqVhUn3p0Ka9TvCQ827Ufa2qVw5+sd0Kbxg3/p/Li56EdAo4YurT8iHyqdJiIgy/zwWfKDqvo0RNbmVWRQlSWq/MinoTIrTPqqxfBIBPCk80eaMvlxZckv8v27Px1Czs518PToRXjnDEK6N4vi5Gil4eWKAn0aIEfzKtj77gxEOi27V8Y0cjhAOX8daskh2O7/cQruEnebF0pgmxdy2uZqrVq+lyF/Vjy8eBtpc2WSf48uu3686UX53nqEiWw8YrizqHJEAFPpng1QsGllbGo/E2andSKyGflny4Bn15TGTaY38sInQwCeuTgEZNxlz1+3LEzxLHv0dHcGVSXnWBPBU84BVO3XjcNfX23DhR1Hk7XeNd56GKPWe856ZRHxNBSmh8F4dOIq8rV8ExfX70OuRuURfuexHAbQK0MAfDKmQaAI6Ll4G/65MyEgV0Y8u+TadveKWvaQqGUsWrccwp+EIDIiUr5nitrWbzSpgtun3J9qOW75haPW8b5PN8u/aF3XjcPBr7bhbNT6FVmqag9vjZUdZjoCwJIjX5+GyN6sCg68O8NRz5ij6pkMbxbFw/2nZaBV2tL5cGmxMpa4V5Z0MN1RGvZpy+SX9V7Ylbsul522W3MENK6B613HwRYSdX7RaqDLmhGR15Xt6FWyILTp0iDyxl1EnLqIi1U6OL6f5cMhMJ25jCcrYtaTK3zbtoZ3nbeUoCqn85tp5x74Nm+CkGUr5HB/mqAMMP9zTL6nTp8OtkfKsvs0aQS70QTz0eQFLTuzPbwvg0zU2XLCduu6HGtdnSkrrLdvwP7wPp71aOH4rM+A0bBeuYiIXxLO6Oay+No0Ny87gp5Em0adKQds925AlSEL1BmywHbPTUG1HmxPxZqNSrVgvX4JtjtO7SW1WnZWRZevK19N/t8dQVWC7cF9GVCnzp4LtpvXlO2eOavcB0QacDFEn7ZEaVhO/COfUtMULALT5vWvfdmy/Efx7POZlX1e0FWuCe+2PRA6dZg8BtzJ0Y4uVhaWk38p7ej0Sjs6sfdeClMYbDfOQp2rGGxXT8rMGiLltf2x63Wss8yBPngYYsTlB8+QNygQ1x+F4OaTUOTOECADroL8lRsTG49clMNdVMjrvhTj4RFmWCxWBPgqZWw9eAKFcyo3KVZuO4CtB0/ii5GdHe+nBudl/OKPs6iQK0gOaVO/aHbsv3QXbcrlk8PbnLr9GF0qFUiVeRAdJ9rCFWFaPxeIMDqm2y4fh3FRTHZbfYPuMujFcvRXt5Qrbj4434Dw6jEZkQd+gfXMX/C0kIhIGCOtyBh1A3bXpfsI9NLJP7fw8pFPOUYHNYgAI7t4utgYCpvIYuOfBqoMWWF/eBuqdJmgTptJ/t9dRGewGL7BUZ+kz6Rcs9+9Lm9EOneE+wydDfPvm2A59qdbg0zk0/5rZwERMdcugjy3hSrXrNpSNWW6d9vV03hZRBCE7eFN2J+4r3PYk3WsM22ZOtAWrgCTyFTldKx7nE8AEK60X3QVGsF645x7h6MziONNL4eZFMTwBXZxo80YKm/2Od/w8+o8DpGHtsF6Lvl9RXFpy9eFtkhFmESmqjjr3XrmEDR5i8Pyzy4Z0CSCqiyHt7qt7MTqePH0r7zpGLXuxb4vh+JzZ1BV+XrQFq2kZGdyPtZFGZERUOcqAtu1M0pQadZ8iPxr20s5v2iKV4b+7bYwLZ8K+7Oomzf/J+fWl7Hsnji3xmpP7T2NCrkzImc6f2w/dQOf7jqJJR1rIEtg7KHZXhaxzCLwxt+gLOe28/dQKEjJUOou6XwNKJwpAL+cvoWmxXPgt/N3kcnfSw5HJ/6cA6h6rPsTHcrmQW03DEv3ojo20ffc2J7RFCsLq6M9kyl1HnZKcL0H4pdTt9C0hFjvd5DJT1nvwqq/LmHbmVtY0qYSAtzUhswc6IuHweG4fP8p8mZMg+sPg3HzUTByBwWiTonc+O7gOfSrU1pmsrofHBOA9bKI4CnnAKqe3x9Fh1I5USuv8iDJ696ueJWvX2yhj2XgriptZtif3IUqMAhqMdT0k7uvf3vKg/WMIIKnxF80795TYf7jZ1hPH1b65nz8HdcvmuKVlP+7IahKlv3n9lgBVN59P4B530+wnooZOlqTv4TM7mO9oPQPu5OnrxsFfZXasF67BFtUn1w0VZp0sD9V+sH1tRvJvkLLyZT3gzvTVRD9wJefu38d+dde6Gu9g4jNK6HJUwjqtBlgPef+9a+vHP+yC9piZaDSaGA5ccTt5ToHTnm364zIY3/Ddkd52Cnij93watAExrVfQ1OgMNTpMyDyxL/u64dXax3XI9oy1WG75frD8q/tdaun6nenYevl9YsIqnK+bhR9VAHpYX+q9IGrM+eRQ9qLh2Ne52X/TwRW1atXT2ZqElmr0qZVxkDfsmUL7t27h/Lly8PPzw+nTp3CiBEj8OabbyJ37tzyM4cPH0bnzp3x+++/I1u2bPjzzz9x6NAh1KpVC/7+/vL1kCFD0LFjR8fvvogYkrB4cSU1cbQ0aZSng52ni/m9desWVq5UslEsWLAAefLkQbFixWAymbB06VLs3LkTO3akXsS6od370BavIG/ueQ+YBpiMCP9kHLx7j5cndsH28C5MK2Ke+tQ37gRN/uJQiRPulTMwrU5eVKtXp0HQlqwoo5F9hsyUw+KEju0K48oF8O42DIZWPWX6fNOqBbA/VW6uG1csgHff8UpafZUaxjWfxsq4kFSajBmQdkg/RN68jUyLlShRe2Qk7nUdgIAeHeDX4h1o0gZCNyEP7CPfx90OfWB7qjRw/Jo2QNiP2+VQUcll8PdG80UDofXSywCP8Mch+K77XOgTmC74ZghA8yWDZJAfVCo8vX4fP0cNseUKfZZ0yDelC4xX76Lkxslyms0cKYf/uzJjDQoteA9Zu9aT0298+gNC/rkItY8BxdeMgVqvk/MV+TgEpzonL/W4CFwoMrUzwq7eQ6XvJ0SVb8GBBuPxT+8FKDyxA1Rajfy7+sUWPD2iRJNeXvQTSizoixqHFgJWG06NWS7nwxXeWdLhjckdEXr1HmpsGO9Y9p2NJiFPx9rI2aKKXLchF27hz+7zHd/L9W51FBvVGvo0PshavywK9m2EA13m4unJpAe2efn7oOWigTLQRKzDsMchWNd9LgwJTBdEpp5fxixDy88GyvdUajW2TVzhyFzm6j7X8POYfcv4OAQ/dpsLv8zpUH1iBzy9dg8t1ylpYa3mSHzbdLIyTNz8PnK/FMMiRhoj8EvfjxHxLNzlspvG2a83ymWPf3q0ujO6I1/tUvANCkTrlaNgDjPhyxrDUv1YcyedvzdqLYkqR9Rnj0LwWxelnAOjv0K1+b1R8v0miAwx4o+hX8jpIuhq/8ivUGvx+/I7KpUaB8evQJiL213sc+0/GwSdl04++Rb2KAQresyFX4ZAdFw8WO5PKhXw+MZ9rI8aLlBoNqMHCtcqBb+gNOi2YjTMYUbMrRk7C2JSiH373TjreG0S1nGLhf0R+uAZ2n0ZU+aK9jNiZRh74bJnSYfiUzrKeubNjeMc9czehhNxpPfHKCbrGbUMVr385TY8OarUM2UW9oUhKEBmEbOaInGk90JYQly7caTNlB6ZxvSC+fod5FylZCuwmy243mk0sswaBo2/j8wcZQuPwK2BM2ALdm92NnVQBgQO7A/LrVvI8Ml8x/ntYa/+CF70BdJMGoOM366CPdKCJ1NmOIb782naGD5135Z1oOXqNTweo9TPrvDpMxS6spXlxanfhNmwG40IHtABYYvnwm/YZMf+HL50odsDSgRD2wHQFotq07z3gWzEh386Ht49xyltGpUKtod3YFqp7Icivb/pm0/g1WOMkhJZrYbpu89jsky9Ju0pwbv7EOhKV5JtKt9Rs+S6DxnWSSmnZkOYdylByg46PXxHzIBKpwNsdthCniH0o8RTgyfEp98w6MtVkhfO/pPnwG4Mx7O+HRD22Vz4jZjsaLOFf7FQBtoJoXMmw6drPzk8nUqrRcSPG2A5d+q1KluW33sodGWi9vlxs2E3GRH8fgeELZkLv6GTHefu8GUx+7zvwPGy88Z3lDI8qZynKUNdDmrz6ija0WKfSydTqct29LhuMK5eCO8uQ2FoGdWOXr0wph2dyHuu0tVuD03uElD5BsCr+UDYzSaYVkxMcLpg3rkW+rc7QfVmc9mONu9cA3tYyobZSO/njQlNKmDkt39ALY5xux2jG5VDljS+WLzrBLYcvyrPgSLoal67alCJE5+bPH4WiqGfrpcP7oirguxBaTGtV3Pce/wMH63bIV/3/PBr+VmdTos1E3vB3RbtPYN/bjyE1WaXQwFOaqwMhzOwVjFM+vko1v+tdCJ1rVwQJbKlS1FZurqdoclbUsmU0Wqo3LYR62ZDX6stbE/vw6utkoHPbrEgYo37hlMW9E17Q1OojHyq26vrONgjTDDOez/x+a3ZAtoKdeW+aMiUA/Z3esD4qRgOz/UA0mk7T2PflYfyqfn+P/wNX70GP3apmuD0kAgLRm49jgiLOO8Bab31+LhJ6WTtfyITlaZgaWXZO4+Ry276ehoMbQYrNwHENWlYMCLWRGXeDXuGiB+/hFebwfI9UWbEL8tjPQntCq8OA6EtEVXXDJohz2+hE7rBuOZjeHceCkOLHvI8Ylr9cbLrkwSXvUFXaPKXksFSXm1HKPXJ6hkw1GkP25N78Oo4RvmgxQLT10r2Fm3pWtAWE9d04rx7GxHfLXxpdZwsv+ibsJxyLeP4q1bH6t7uCE0ecawHwKvFYNgjTYhYPxf6mu8qx3prZbgOuzUSEd/MdAxXpi1ZQ2bP0dftDLulPUyrp7p8U0r3VoeY5Ws2SJZt+npCgtMFfeUmUGcrINtbtjuXYf4tedle5W816g5NAXG8BcKrwyjYzUaYVs2EodVAqLTK9ZwYIiXim1S4bqzXBZp8UXXsu8OUOvabWdDXbgfbk/vwajcqZr2vUupY854N0DfsAa/SteVry6EtsN258nLqeK0WhpaDleEI7XbYjSGI2BSTtdEV+vpdocn3RtSxPlzZr9fMhOFtcazfh1f7qOHSrRaYVkyV5Zl++EzOm7whqdEg8q/tMmvVyzi/GN4dKK8jDB1jshyYlk1J1k3Y1+3c6s5l9+S5Na5Fu0/in+tR7ans6TGpSXk5fdymgzJL1eBv9zs+KzJXpfF5/mHmJC/3rjPYd/WRsnw//gNfvRY/dqqS4HTxevjW4+JUK8/r2QK9Me3tosku/4PtJ7Dv8n2Zear/hsOynJ961cKEuiUwccsxLDt4CX56LaY0SPmwcymtY1VePm6rfw3tRXumvGzPeA+cLtszYRO7w7T2E3h1GgJV8+6ybolYE9OeSeg7yfHB9mPYdylqvX93UFnvvd/ChLolMXHrv1h28IKy3hsqQzzeCzHio12nkT2ND3quU4IM9Bo1VneqhpRI7++NCS3exMg1u2KunZpWQpY0fhjcoBzGrd+Ld+ZsgE6jwYw21WWWtJRwdX93N0+2Kzx9/eLysoeHwPz7ahga9Xb0o5h3fRMrO+Xr0J7yZD0jGFr0haZwWWW795io9EvOiclW9ByNDl7dxsl/ZXsqPBimFcnLfGtoGVW2f1p49ZyklD2r/wu/p63wNixHdqboXqenrxu9ew1V+kTTpIPvWKVvLmRQR/mevlYDmHfG6RMV099uDP2bSj+47dY1hH3kej+44NVlMHRR97h9h30Iu+ibG91FKaN6A5j3KA9zOzN99yW8e42Gn+gvslgQ/sVMR/+8q7x7OC37GKUvPmRI4suuvNcQ5j3bUrTdfQcMg658JTkaRcBUpU/2aa8O8OnYA7piJWS/q+XsaYQtjBklKHz5EvgNG4c0X6yB3RKJkI+mJ2vZDa37Q1OknLK/95ki93fj4onw6jom6h4AYH90D6a18xP9TviMPq/d+cWT9bssv04naPKWiLp+GaJcv3w7B/pabZTrlzbR/QXi+mWGMixjg+5QGbxl8hx7pBkRP37+3ENyr8OyO1PZZW/c608M2de9e3f06aMcDLt27cK4ceNw+vRpmaFKZIpq0aIFRo8e7Qh02r17twyiunLligy2+vvvv9G/f3+cPXtWfkcEOnXq1EkOreecBUpcuC1fvhxdu3ZN0ryJzz19+hQ//PBDrGliyEAxD8Ls2bPxxRdfyGArHx8flCxZEhMnTpTzF5cof9OmTWjWLOnD+4X0bwBP8F+0FcE96sBTApb9iuvl3vJI2TmP/I6ZuZQT2cs25tpq7M3cGp5S/e532JKprUfKbnhvHTZkicn+8jK1urMGH+TyTNnChGtrsDCnZ/a5QddXY7aH9ndh5LXVHj3elmfzTNndbq3GmNzt4Skzr67FZA/t85OvrcHmzJ5Z9qZ31+JswYbwlMLnt+B2lefbBy9D1gO78KRlTXhK2o27ETLAM+ve/9MtHm1PPe2g3DjzhDRrduJx0xoeKTvd5j0eLftJaw/u79/tRnCvuh4pO+DLHQhfGH/K8JfBZ9BiGL9VgiVeNu82k2D68xuPlO1VuR2MK6MCRjzAu/NMhM9J3k2jlPIZ8RXCxnnm+sV3+ncI/2wAPMXnvU8RNtEz106+U9chuI/yYI0nBCzZjrDpnT1Stu+4lR6r50Qd5+k6NnxeL8+UPfRLhC9IXie2W8ofvARhUz1z/eI7cQ3CZ3XzSNk+o5Z7rH531PEzlRtNL5vvmBWePb94er3/H59bjWuSd6M0pbw7fIDwT158Qzs1+Ly/CMalrj8c5y7ePed5tI4N6VvfI2X7L94G4zLlZqInePeYC+OmDz1TdvPRHtvfo/d5T7UrZJvCk3Xs/3F7ypNlh46Kyb7/svnN+h6hI5p7puw5mzx+3fi0jWf6wtN8uwvPur3tkbIDl/+Gp+08s9xCmm924VEjz/TJpv9lD0KHNvFI2X7zfvR4HevJc1v43J4eKVvwGb7Uo8v+f5OxShBBSCIjVa9evWRWHxGQdODAgUS/U7NmTeUpzyhlypTBwYMHE/2OCMLSarUy81VSff311y+cNnLkSPlHRERERERERERERERERERERESel7Kcnq+QRo0aoXfv3jLjU2oSQwyKcgoUKICXrW/fvnJYQyIiIiIiIiIiIiIiIiIiIiIiSl3/mYxVwuDBg1O9jPfeS2Rc3FQ2depUDB+upJXNkiWLx+aDiIiIiIiIiIiIiIiIiIiIiOi/7j8VWPVflzFjRvlHRERERERERERERERERERERESp6z8zFCAREREREREREREREREREREREZG7MLCKiIiIiIiIiIiIiIiIiIiIiIgoDgZWERERERERERERERERERERERERxcHAKiIiIiIiIiIiIiIiIiIiIiIiojgYWEVERERERERERERERERERERERBQHA6uIiIiIiIiIiIiIiIiIiIiIiIjiYGAVERERERERERERERERERERERFRHAysIiIiIiIiIiIiIiIiIiIiIiIiioOBVURERERERERERERERERERERERHEwsIqIiIiIiIiIiIiIiIiIiIiIiCgOBlYRERERERERERERERERERERERHFwcAqIiIiIiIiIiIiIiIiIiIiIiKiOBhYRUREREREREREREREREREREREFAcDq4iIiIiIiIiIiIiIiIiIiIiIiOJgYBUREREREREREREREREREREREVEcDKwiIiIiIiIiIiIiIiIiIiIiIiKKg4FVREREREREREREREREREREREREcTCwioiIiIiIiIiIiIiIiIiIiIiIKA4GVhEREREREREREREREREREREREcWhstvt9rgTiYiIiIiIiIiIiIiIiIiIiIiI/p9pPT0D9HIYt37skXK9GwxE+Ofvw1N8+n2C0DEtPVK238yN2JaprUfKrn9vHTrmagFPWX3te/TK3dojZX959TuUy1LNI2UfubMPudKXhKdce3TcY+WLsstnrQ5P+ev2XgzK7ZnjbeHVddjioWO94b11WJSjIzyl/43V2JClg0fKbnVnDXZ4aL3XvbcOwb3qwlMCvtyBkL71PVK2/+JtHj+ve6p8T7cpnrarBU9J880uPOv2tkfKDlz+G551esszZa/6HU/beHC9f7sLIQMbe6Rs/49/hnHNBHiKd4cPYNz0oWfKbj4axh2LPFN23f4wrhjtkbJl+V0+hHH1OM+U3XH6/2XZ0eWHLx7kkbJ9+i5E+JzuHilblj/iKxi/n+GRsr1bjIVx2XDPlN1jLozLR3qkbFl+t9kI/2yAR8r2ee9ThE30TBte8J26Dner1/RI2Zn37kbYVM9cO/lOXIPQ4U3hKX5zNyOkfwOPlO2/aKvHll0ut4factHtuSctPbO/p924G+Fze8JTfIYv9ejxFr6wr0fK9hm0GCGD34Gn+C/4CU871PZI2WnW7PTs/u6h82r0uTV8QR/PlD14ieeX3UN1jahnPNk/5al2bHRb1pPn9bAJ73qkbN8P1iN0RHN4it+cTQgd5Zl7fn6zvkdwjzrwlIBlv3q0T9aj140ePtaNG6Z5puxW4z3bL/j7Fx4pW5b/Vm+YDn/nkbK9KrSG6eC3Hilb8KrUBqY/v4EneFVul6TPcShAIiIiIiIiIiIiIiIiIiIiIiKiOBhYRUREREREREREREREREREREREFAcDq4iIiIiIiIiIiIiIiIiIiIiIiOJgYBUREREREREREREREREREREREVEcDKwiIiIiIiIiIiIiIiIiIiIiIiKKg4FVREREREREREREREREREREREREcTCwioiIiIiIiIiIiIiIiIiIiIiIKA4GVhEREREREREREREREREREREREcXBwCoiIiIiIiIiIiIiIiIiIiIiIqI4GFhFREREREREREREREREREREREQUBwOriIiIiIiIiIiIiIiIiIiIiIiI4mBgFRERERERERERERERERERERERURwMrCIiIiIiIiIiIiIiIiIiIiIiIoqDgVVERERERERERERERERERERERERxMLCKiIiIiIiIiIiIiIiIiIiIiIgoDgZWERERERERERERERERERERERERxcHAKiIiIiIiIiIiIiIiIiIiIiIiojgYWEVERERERERERERERERERERERBQHA6uIiIiIiIiIiIiIiIiIiIiIiIjiYGAVERERERERERERERERERERERHRfzWw6tGjR8iYMSOuXr2K/6quXbtCpVLJvx9++MHTs0NERERERERERERERERERERE9J/1nwmsmj59Opo2bYrcuXPHG3SVPXt2GZD09OnTRH9HfD86eCn678MPP3RpXr7++uvnfsPLyyvR7+zevfu574i/u3fvOj6zcOFC3Llzx6V5ISIiIiIiIiIiIiIiIiIiIiIi12nxHxAeHo5ly5Zh+/bt8b7fo0cPlCxZErdu3UrS702dOhW9evVyvPb393d5ngICAnDu3DnHaxEklRTiO+K70UQWrmiBgYHyLzU8DTOh92cxWbBMkRbcehSMnR90x3cHTuKnw+dw/eFTfNStAWqXzOuWMmftPos9l+7jTogJ69pXQqGMAYlOF649CcPEHSfx1BgJP4MWU+sWR770fi6XrX+nO7RFykOdNiPCPx4G253Ymc60ZWvBq9UAGFfNgvX04VjvafIWh1ePiTBvWYHI/b+4XLbaoMMbSwbCr2B2WE1mmB8+w+mRyxB+9R4qbZ0GtV45LFVaDfwL58AftUYi9PR1+OTJjGIf9YIu0Ff+xoPf/sG5KWsAu92l8ketmojAoDSw2+wwhRmxcvIyXDt1BW/UKoPWw9vLfVWt1WDLkh+wb+Nux/daDG6Dyk2rwWKORMiTYMxoOwnJMXjleKV8ux2mUCO+mfIVHt96iGFrY35P76VHhpyZMLRsT4Q/C8XwdZORPlsQjCHh8v0DG3fjt2Wur/to77RpiEkLxmBYt7HYs20fJs4fgyIlC8Fms8FiseDT6Uvw1x9H5WeLlSqC4dMGQa/Xyfn6ad1WrFy0Ntllt27fFHM/+QC9Og3Cji27lHUysh+atmwAszkSTx49QdtmPWN9p0q1Cli9cQmmTfgIXy1Z/VLKXrd5GbLnyIrg4BD5euO6H7FscfLLFt5p00Cu6+HdxXr/AxPnj0bhEoVgt9tgibTg0xlivf8tP7t4w0Jkzp4ZYSGh8vXP67fhmy+/S1a5/VaORUBQIGx2OyJCTdg45WvcOnUVGr0WzcZ1QpHqJREZEYnbZ65h1ZDPEv2OK8RxWmrJQPg7Hesno471wNL5UHR6V3m8awx63Fy3G5c/+0n5nrceJef3QWCpfIDNjnMz1uHuz4dcXu531oyCT1CgPNbNYSb8MXElHp66hqpTOiF3nTIIyBGEb+uNxaPT12PmWa/FmxPaI0eNkrBGRMr3fhv0uctli2WvuHgAAgpkk8se8TAYf49ejrCr95D2jbx4Y2onaH0NgB04Nnk1Huw/Lb9XfMy7yNqwPGwRkbBZrDj14Xrc233C5bJLLhkI34LZYXOqY41X76Hi1mlQRdWxop7zK5wDB6LqWCFH1zrI0aM+7FarXPeHGoyX8+IKQ9v+0L1RCeoMmRE6tS9sNy4rb2h18GrdG5pi5YBIM6w3L8O0bJZ8y2/mStgtkXK6ELFlHSxH9rhUriz73X7QirLTZ0LYtP6w3Ywp29CqF7RFy8IeaYbt5hWYls9W5qnnGGiy5JTT7SFPYVr7CewP7ry083pi770uZSenTWFo+R7U2fIBdhtgs8K8bTWsl1zb16N5d3kfurJVoA7KjJDRPWG9dgkqvwD4jfso5kMGA9QZsyK4T3PYw0Lg98EiqLQ65T2NBpoceRA8qgds16P2mSTyav8edKUry/09ZGIf2G5cgso3AL4jZzutIC+og7IgZFArWbbKPw28e42COmMWIDISxlUfw3re9WX36iTKjlrucb1hu64st+/oObHLzpgFIe+1lGVH0xQtBd9Rs2Fauxjm7d8jOby7Rq33jJkRMtJpvU9wWu96A9SZsiK4l7LeNfkKwbvLAKi8vGX7zbhyESyn/nG5bEPL3tAWr6gc67Peh+3WFTndd9IywBIpj2fB/Ot3sPyz74XvpdT+i3fw2a6TiLTa4KXTYHyjciiUOQ0mbj6MM3eeyLalVqPCoNolUTFvJrjTvrM38NmOv0WVDavNhi7Vi6NJ2QJ4HGrE+PX7cONRMPRaDcY2rYyyeTO7tWxzpAUfbdqHA2evwaDVomC2DJjRpX6C091t/6V7+GzP6Zj13qA0CmUKxMnbTzDnt+Mwmi3iigLD3y6BCrmD3Fv2xbv4bPepmLIblpHbPNrhK/fRd81eDK3zBjpWLPCfKftllz9r12nsuXwfd4JNWNehiuM8Ja+Jt5/AU6M56pq4BPJlUPos9l15gEUHLsg2rNVmR+eyedCkWLZkla+r3R6a/KWgDswA44pJsN+/AWi00L/TF+r0WZU6JTwY5l9Xwf70vvyOoc1IqALSA2ajfG05uR+Wo7+maD3I5Tp7E5/9+o9jubpUK4YmZfNj4oY/cObWY4juFq1ajUH1y6Ji/iwpKmvWbyex++Jd3Ak2Yl2X6iicSemDufY4FBO2/Buz3huWRv4M/oiwWDHqx6O4/CgUXloN0vroMa5uSeRM65u88n89jt0XosrvVjN2+b/8jafhonwdpjYqjfxBAS98z6Wy95zFnssPlLZRu0ooFOSf6HSx7KO3ncDlx2EwaNVI563H2FpFkDONj8tl6xt2gaZQOajTBsG4aBRsd6/J6V6dx0LlFyj7D2A2wfzL17DdvQp4+8Gr63jH91U6A1SiLTa7N2AMc7l86PVIM2kitLlzwR4RAduTpwieNx/WW7egTpMGgePGQpMtK+zmSATPn4/IY8fl19ItXAB15kywhyplGrdtQ/h3G1wrul5naAqVgTpNEIxLxsJ2L2rZO4x2WnYjzNtWxqyXRN5zedGb9oK2WHmo02VC+LzBsN1W2hU+Y78ALBbYIyPk68idG2E59of8vypDFni1HQyVrz/spnBErFsI270bLpdtaN0X2pJR1y8z3ot9/dKiZ8z1y60rMH2ttPFUQVnh3WWYbHOKsk0rP4LtznW3LXc0bfm34NVmIIzLZ8B6SrkeV+fID0OTnoDBS7blzD99BevF5LXhPdme8+7+PnTl34QmY2YED+sJ69WLyjKXqQjvdj0AlRoqjQamzetg3h27r11bvDT8Js6FccXniPjFtX1d0NVuB02+N6LOLVNgfxB1bmncB+r0WaLOLSEw/7bacW7R1+8GdaZc8trJbrMicu9G2K6fdblsTx9vuhrvQpP3DagD0sO4ZhrsD28mOh1evvBqMTjmB7R6qMR6+2IEEKH0j7rC0ELscxXkPh82Z2DMPjdxaez96jexXynHuqPoCm/Bu/1gGJdNh+XEQZfL9u48ALoyUdduY3vFXDuNnRv72klcs/ZroVyzjpsHVYZMjjrdvHcHIrZteCn7u897o6DJV1D2C8FqgXH1F7CcUPorU/vcKvTbdBSPws2yfeOr12Jk9UIonIz+Cl2NNtDkKwl1QAYY13wA+4ObiU4X1LmKQVelKVRqDewWM8y/r4nZJ1+TNoWn6xpP9k95ui2b0Hnd94OvlXVuVtoU5h3rYTm6V/5fU7QsDO90lud+mCNgWvuxo35yhb5hN2gKl5V9c8bPRjxXT2tL14ShRX+Y1s6B9cxfykTfABhaDpD1opi/iJ+WwXbtjMtly/Kb9oC2qKhjMyJ8/hDYbsfpGyxXG15t3ofx65mwnlL6BtU5CsDQtIdcdpVWj8gjvyNyt+sjFemb9FD6JUXZC4Y+3y8pym49AMYVH8a616l/uw20parJPmlxXWf6Inn3+wzt+kNXSukbDJ0s+sIvRRWsg9e7faApHtUXfuMSTEtnyfajz3DnvjuD0m84pDXg1Hf3qvfJunqsCX3X/4lHYRGyn8xXr8Wot4o7vve6le9s37lb+OzXf6Ou123K9XqZfI73D1+6g77Lf8fQBmXR8c0iKS4vKf2CS3cdw09HL+L6o2B81LE2ahfLhdQg+wC/34MDp6/CoBN9gEGY0a0h+n68AY+Cw6BSq+Br0GPUu7VQOId7+0Sj/bD3KCZ9uQnzB7VH7XJF0WHSYkRaRJ8gYLHacOnWfXw3fQAK5sycCmX/jUnLfsD8ge1Qu2wRnLx8C3PWbEF4hGjHqDCsXX1ULOqemBJnDYbNh06nhZdOudfXvXE11CpdCKM+34BLtx/AS69DugBfjOvcCDkzpXdr2f+JwKotW7bAYDCgUqVKz733+eefyyxVEydOxNatW5P0eyKQKnPmlO1gYodJzm+IQKo0aWI6Zl+WNL5eWD+yreP1ip3/4Oil2wj09ULFgjlQv3QBTPpmp1vLfDt/RnQtmxvd1h9O0nRh+u+n0bJ4dtk5/OuFuzLIak2757f7i4iLwMg9P8C77/Tn3lOlCYKu/NuwXo8JjHMw+EBfvyOs51y/Cebsxqrf8fD3f+X/c3avh+Lz+uBwi6k42CCmYzBT44rIP7yl44Z/oUkdcH/LX7i2dJsMHKi8fToe7Tvp+J2k+uS9uQgPVi7Ay9WriN5z38e4BkPRb8EgTG8zETfOXkOG7EGY/fsn+GvbQZjCTKjXrRFyFMmF0XUHwxppkYFRybVkwDwYo8ovXa8Cus19D1MbjMDUhiMcn6nb6x0UrFhUBlVF+/aDr/HvjqhGbwpkyZ4ZzTo0xvEjJx3T5k36BKHBSlmFihfAovUL8HaxxrLTZOycEVgyZxn27tiPgDT+2LBvDfb9dgBXzrs+7KgIVGrXqSX+/uuYY1q33h1QpFgB1K3aApGRFgRljF3J+/v7YdTEQdj1a+xOjZdR9tTxsx0BWO5Z7+/EWe+fOtZ7QbHev52POsXfUTqrAMyf/IkMwEqprwcscOxzJeuVR4e5/TC7wSg0GdVedoZOqzVEvucfFPjC7yTnWH8QdYzm6l4PJeb1waEWU1Fibi+cn/0d7m8/Cl0aX1TfPw/3f/0boedvIW+/xrBFWLCn0mB45wxCla3T8Gj/KUQ+iTkekmJ7v09gjlqGPPXLofa83lhfbxwubTmMfz7/Bc2/n/DcdyqPaSNjNddWHy5fezutE1ddWbUTd3cq+1u+bnVQ7qOe2NNyOip/NQRHBi/G/X2n4Jc3M6qvH4NtVYfDZorEw0PncHr+Jvn/wKI5UXPTBPxcagCsRuXCO6luOtWxObrXQ7F5fXCkxVQZKOVcx+Z1qmOD6pdF5pZVcbjheFhCjNCl94ctUmmAusJydB/M29fDd+S8WNMNLXpARJKFje8mX6sC0sZ63/jF9JggrGSy/L0P5h3fwWfER7HLbt5N7uthE3s8V3bkH1thOqnUrbqa78Cr0xAY5418aef1xN57XcpOTpsi4pflgEk5PtVZ8sC75ySETVO2k6vMh/bA9NM38J/8iWOaPTQYIWNiHhIwNHoX2iJvOIKLQif0d7ynq1AdXi27uBxUJUQe2YuIrd/Cb+yCmLLDghE6qa/jtb5+a2gLlXSU7dW6J6yXziB83hho8hSCz4DJCBnZERABja6UfXgvIn7+Fn4TFsZa7tDxfWLKbtga2sIxyy15+8Lr3V6wHEvZdpfr/cdv4D8lznof5bTeG78LbdGY8n2HfYDwzz+UnfLqLNnhN34uggd3dgRVJpXl3/0w/74RPoOcAtiiGL+elWAnZGLvJVew0Yyxmw5hWZdayJ8xEH9fe4Cxmw5iY7/6GF6vFAK89PJzZ+88Qe9Ve7B7RFOok/jAyYuI9sK4b/diae8GKJglHW49DkHzeZvwVvHcWLj1KErkCMKi7nVx8sYDDF21E7+Mag2dxn0Jmxf+uF9e8/04oYv892FwWKLT3b7ef/wLyzpWl8ETf19/iLGb/8KGXm9h6MaDmNq4LCrlyYhrj0LQ55v9+KFPHRkE5LayfziMZZ1rKNv8+gP5emPfuvL9EFMkFu48gaopDG551cr2RPlvF8iMruXyotv62Dcwp/9+Ci1LiGvi7Pj1vLgmPoE17avIY2L81uP4snUFFAzyx+1n4Wi+4g+8VSCT7DR1lfX8EVgOb4Wh/ZhY0y3H9sB2Rel41pauDX29roj4NqY+ity1DtaLKbtefu5YX78PS3vVU471J6FRx3ouDG9UAQHeUfXM7UfovXQHdo9vC7U6+fXM24WyoGvFfOi6Zn+s6dN2HEfLN3KhaYkc+PXcbUzc8g/Wdq4u3xPTq+bNKI/5dX9fwZRtx7CsXZVklp8VXSsWQNfVsYMlpm07hpZv5EbTkjnx69nbmPjLP1jbtcYL33Op7PyZ0LVMbnTb8FeSpgstimdD1VwZlGU/dh1Tfz+NpS3LuVy25dQhRP7xE7x6TIk13bR+gaPNpClSHvoW/WBaNAowhsL0+WjH57RvNoYmd5HkBVVFCf/pJ5gPKgE0Pi2aI3DkCDweNBh+fXoj8vRpPBkxEtrChZB22jQ8aNPW0XYJ+eQzRPyR/OtWy5nDiDzwM7y6TYw13bThY0fwhAg60zfpA9MXY1/4nsvln9iPyN3fw/u9mc+9Z1o957mAI8HQqj8iD26H5chOaEpWgaHtIBgXDne97H/+gPnXDfAZNjf27zdVrpnCJvd87vrFq/37MP+xFZaDv0Fbuiq8Og9D+KxBbl1uEaSnq1gX1quxb6h7dRmDiG8/hvXCMagyZIV3n6kIn9UfsJhdL9+D7bnIg3tg+mEd/KfHtGMF34HjEDppMKzXLssAmICPV8J8cC9gUoJl4eML7469EfmP6w9+xT63bIOhXez+FcvxvU7nllrQ1+uCiG+Vm67mXeuACGUeVBlzwKv1cBg/EwFH9tfqeLNe+BuWoztgaD0iSdNhCoNpbcw1prZMHWiyFUhWUFXsfU55wMuZccXsBPcrVbqM0Feu99zx4Arz4b0w/bwO/hM/jn3tNLa347WhYexrVsG0ehEij8Y+H7+M/d24/DPYw5U+OE2e/PCbNA/PujVN1vV6cs6tsxuWhL9BeRBq56X7mPjbKaxvX9nlsq0Xxb61HYZ3RyRpurjvYajfHabv5sL++A7UWfMrr1dPfa3aFJ6uazzZP+XptmxC53XBuGxmTAB1NG8/eHcdifD5I2SQtCZfMXh1G4nwaf1cL/vUQUT+sRlePafG2zenLfcWrNfPx5qur9MBthsXELFyhgy0MbQbDuO8ATLYxuXyj/8pg6K8+894vvy0QdBVrAPrtdh9g4ZW/WDe/g2sp/+S68Jn5KewnD4C+33XghktJ/5MuF9SlF3h7efK1r3ZCOosuRA+f7AMIFX5Jf9+n+wL37YevqPnx5puaBnVFz62a6z2nKjnw6Y49RvWawVNwZIuB1V5uk82Ocfa7CblEOAVVb+fv4OJW/7F+m6uX7e9CuXHul7/7g8s7VkXBTOnVa7XF2zGW8VywtegQ4jJjIXb/0HVgllTVI6r/YIV82dF/ZJ5MWlDyu8vJmbh5n0QvQ8/Tu6u9AE+U65HZ/dsjAAfZSSznf9ewMSV27F+XGe3l3/rwRN8v+sISubP4Zi2xun4+vXwSSzetCtVgqpuibL3HEXJfNkd22PIx9/gg17NUalYPly9+xB9Zq3A5lkDZaCTu83u1wqFc8X0v0WYI9GyZllULVlAbotvfjuEKV/9iGVjlGtLd/lPDAW4b98+lC1b9rnpp0+fltmnVq5cCbU66Ysqhv5Lnz49SpcujTlz5sgMNq4KDQ1Frly5kCNHDjlE4alTp5L0vVKlSiFLliyoU6cO9u9P2YVDSvxw8AyaVVQiR0vkyoTsGdyfKats9nTI5O+V5OmPwyNw+n4wGhbJ4miI3wsx4fpT1y8obVdPwx78+Pk3VCoYWvZHxI/KU2BxGZr2hHnXBvlEQ3KJ7CfOwVBPj16Ad47nnyLP3r4Wbq51Cmqx26H1V57SUHvpZUariHuJD20Zn+igKsFb/F5Ug0H84xOgPIng7eeD0KchiJRPugON+jTDtx+ukkFVwrMHrpcbzfhc+c9/pmqb2vhjvXsD+QRRmY7/aBTmjF+ASHPM9o0O7hH8/OM8jWG3wz9QyYrm7eMtvxf8JDhZZc9aOBkTR89ERERMp1uf97viw6kLZWCT8OD+o1jfmzp7DD756Es8eZL8dZ7cst273kdizjgX1rsbOe9zXv4+8gSv9zag0rs18fPcbx3vhTx4luh3knOsRwdVxT3Wxe/pApTjWePjBZvZAnNU4FSWppVxfaXyZL/x+gM83n8amRqWd7n86KAqQe8vsqMo/79z6BzC7j5f/2m9DSjSpiYOzY7JDGZ0WieuLnt0UJXw+O+L8MkRBH06PxjS+8ugKiH08l2Yn4Ujc+035GvxHRFUJTw7c0Opk9P7p6iOfZZAHZutfS3ccqpjc/d/B5fnbpRBVULkoxDl6UQXWS+cgP3Jw9gT9V7QV60H06avHZPswU9c/u0Xln3xJOxP45ZtgK5KPURsXvF82ZZIWKOCquT3L5+VT5W9rPP6i957XcpOVpsi6gJefswreU9gRrOePQ774zjbPQ59rYYw797i8nsvLPt8PPt73N+vVh/mvTEPN+jK14B5l5Khz3rlHGxPH0FT6A3Xyz6XhLKrN4B5T+wHK7w7v4+IzatlR35KWM8kYb3XbgjzTmXdqvwDoAoIdDzpbLtzE/awUOhKV3S97EunYH+aOudsV914EopAb70MMhHK5ArC3WfhMlNVdFCVEOJi9j9X2hghRqVtExYRiUAfA/QaNXacuILWlQrJ6cVzBCEowAdHL8cMsZ5SxohI/HDwNAY0ruzITJwhwDfB6e5242mYst6jMtKUyZkBd4ONOHnnCZ6Em2VQlZArvb+8KbP/0t3U2+Y5Y7a58OG2f9CrahH5GXfzZNmeKD++85S8Jr73DA2LKJ2SbxeIviZWOu/Ebhd9vIWarQj00sljIjlsN8/DHhqnvWK1OG5Gyc/cviyzZ6Q2FVSyQ1YIM5kdx3p0UFV0YJs7lM2RHplE29nJ47AInL77DI2isn+9XTCLst6fiKwKGlTLl8lxzJfIklYGtSW7/JwZkCkgvvKfolHx7I5O9HshRlx/Eproey6XnS1t/O2pBKbLZc8dFLPsmQNxOzgqAMNFtmtn429PObeZDDH9F3HpytSC5WgKHgoymx1BVfLlqdPQRD0s6VWrFsI3/yj/bzl7DtZHD6EvVQruIrJh2EPiWfaIRNqLib3navmXT8P+LOntCpG5R5M9Pyx/KxnOrccPyHpAlT6ze69ffnz++kWWnbMgLId3Om7gqtJkgCooi/uWW7ThWw9AxKYvAKtTveLjL8sXQVVynh7eht0YBk3hMkgOT7bnLKdFO/ZBPO/YofJV+r9UPj6whzyLdR3j03MQTBtWwR6S/Ha07eaFpJ1bRPbDaFGBDo564DU93my3L8Ie+jTJ0+PSFqsCy6nk3yuwXj7l0rEuqVQyw4pp4xIly3ZqXrPWbJDs61J37+/RQVXKe66PlJGSc6sQHVQlhEZY5A3b5LDduhD/PpfAdHVgEOymMBlUJT93+yJU/umgCoq5Wfs6tCk8Xdd4sn/K023ZeM/riRBZisTDedGZJ8W5UWQeUueIyXSTVCLTVIJ9c836wPzLV7HP6zILY2VY/tqhfP/WJdhDnkCdu6jLZcvvX0msXfEeIn748vm+QbsdKm+lv0ClNyjvG0PdW7bol9ysZCZ0pqvRDBFbV8njQs5KEs5DLvUNir7wavVh+n75C/vCdVUbIPKPba9dn6yrx5oQHdQkhERYxIXua1u+M/EzsfrmvJXrdeHDnw6jV60S8hr+ZfYLiocts7t4X8lVsg/wwEkMaFI1pg8wUDmmo4OqhBCRNMBN69qZGIFpyrJNGN25sczWH59Ne46ieY2yqVP2V5sxumMj6KOyRj0NDceTkDAZVCXkzpwB/j5e+OP4BbwMBr0O1d4o6NgWIuDr9sPk123/6YxV165dQ9assaMdIyIi0K5dOxkYlTNnTly+nLSn8AcOHIgyZcogXbp0OHDgAMaMGYM7d+5g3rzYmScSU6hQIXz11Vdy+MFnz55h7ty5qFKligyuyp5d6eyKSwRTLV68GOXKlZPzvnTpUtSsWROHDh2S85NU4rviz5nI5uWKf6/cQbDRhOrFcuNVcjckAhl8DTLFvyMrmL8X7oYYk50WNi5d1Xdkh55oWMelKV5Jpoe0njkCbTHXs2QlJFevBri3/UisaV5Z0yNd5SI4PkAZlkw4M2Elyq4agRxd34Yu0A+X5n+PkJOuZ00S+swbiKKVi8v/z+k6Tf776XsfYfCSkYgIj4BvoC8W9JktA6m8/bwRkCEQZetWQPkGytMxW5f+hEM/J/9ivvtHA1CocjH5/4+7xX46MF+ZgvAJ9MPx35Wh+KK1GNUBTYe2xZ2LN/H9rDV4eENJ0+uKDn3a4NhfJ3D2eOynE4QBY/vg7XdqwT/QHyN7jncE0kwZMhMffT0T/Ub1Qpp0aTBz1Bw8ehBPY+0FevXvjCOH/sXJY2diBRNlCEqHug1qoUGTOnLa0kUr8fMPSurphu/Ugc1mx2/bdqN+47dcLjMlZQujJg7GsDEDcOHcJcz6YCFuXEvacKoJrvcT8a/3txrXlOt9VK8JsQKYxHt9R/TElQtX8dmMJbh1PXnDk8l5+Kg/CkTtc0u6fYgMuTIh7FkY6r7XDAXfLI5IUyS2LdiA8wdOJvidlMrtdKwfH7QY5VYMR8HRbaBPH4CTI76EOSqIyTt7BhhvxFyMhN94AO9sybth9db8PshWRbkg/LmLU4rdeATmygjT01CUHdAE2asVg8UUib/mfY9b+5MWGJyY/D3r4/b2ozA/DoXp/lNkf6cibv50SA4L6J8vC3zjCXzK3bY6wq7dR/jNpF+Qxydnrwa4H6eONWRNj7SVi+CEUx0rhmcNKJVXZrESQyLe+W4fri9N3kVd/B0FITA0bAttkTJyOI2IH1fBejYmAMy7u8gSpYL16jlEbFwGe+gzN5WdVXYK6uu3gbZIadjFTaOfV8N67vlsh/razWA59qdbyqXE2xSCvl5HaEtUlp0opjVzk/X0a1JoChSTabYj/35+26rSBcmngsMXzUidsvMXlWVbjinZVsSQLWLoQefOFNvDe1Cnzwiru8suEFX2PzHLrS1fXa5nMU1XvpqbS4xTfsHY613cgLI/eQxdpZqIPLhbDguozppDPh3tTl4dh8oOJOu18zD/9HWsALLE3kuunOn88Mxoxr83HqJUjgzYfe4WwswW3H4ahiJZ0mLhb8fx65kbCDZG4qPWVdyWrcoRON6uJoat3glvvVZmExLpvUVHikh1nSHqgQQha1o/3H3qegdlQm48fIoAHwOW7fgLh87dkOm++zasiLSi3RzP9IqFcsKdcqaNWu83H6FU9vTYff6OXO/3g43I4OeF7advol7R7HJYwKuPQ1MU5PFc2en842zz21HbPBw3n4TJ7VKzUFb8fjZ57cZXtexXoXzhbogpnmtib9wNNiFnGl982PANDP/pH5mhTARYzW1c2q2Z2uLSln37uexUuuqtoKvaHLZHt+UQKvZn8d3MdPFYb18dw1bvdjrWa0IX1XG4cNtR/HriqjK9Q80UZatKiOhziH+9G58bJmXt0cuoWSCz+8v3i1N+gDfuPjPCz8uS4HuirniZvvn3Bmrmde/Qo4K+RX9o8ijXZaZVz1+XqXMUlENmWc8nb5im+Pi2agnT/j+gCgiQD7XZHsf0AVjv3IUmkxLAKvj36Q2/nt1huXoVoUu+hPVO8q9b49I37QtN1A0+0zdzkvyeuxjaDpY3AWzXLyBiy0ogLFgGUcm2nM3m+Jz96QM5jKP10V33XDuFh0Bfrw20hUvJ4cnMv6yR1y8i64K8eeZc9hNRdkZYkzmceVy66k1hu3pG3mCNJTxElq19401Yju2XwwKqM2aTw+64ux37sttz0cLmTYXviA9gjzBC7euP0DkT5XCQgq5SDbneI48cgK6SkvUgtWjLiHNL7OtVXbWW0BQqC5XBFxE/LkpWtqpX/XhLjDpLXhnoYXUKCnEnrw4ik7tKZnMx/7RCBjoIuprNYL1yBrabcY6H1Lpmdbp2k/PVthe8WneD9dY1mNYthc1Nx/mL9ndBZGfTVa4h5yts7sRUu15PyPgdJ3HkpnLu+aRJ6ZdSpu3pPai8fOX+ZrtzGZq8JaEyeMshA61iKL3/QJviVahrPMHTbVnBq4uS2VKev35YLvs9bfdvyX4idd4isF0+A02JilB5+8iHPh3DyaWQtkpjmbHouQyc3n5K/5RT/6tsz6TJgJhWRsrpqjeB7epZ2G493zcYsf4TeHUdA3299nJ41IiNi2EPcV8QgK5aE6VfMm7ZBm8ZLC6GLhT9kkLkvp9gOe6+RB/qjFF94Y3aQVu0jBwGUvaFn4l97ajJJ/ru/Bz9hq97n2xSjrXxv/yDv64r9zs+beX6w5avWvnyer1tdQxbuyfmer19DXm9/uvJa0o/SZEc+P2U60N3J7dfMLqvILXdeCD6Br2wbPshHDp7XekDbFQZFQsrww6O/3or/jqvLPen77Vwe/mrth5AqQK5UDSPEkgX191HT3H07FVM79vK/WVvE2XnRNE8MbE5af19EZTGH9sPnUS9isXlsIAia9Xth+5PMCCM/3KTPEsXz5MNg1q/LYf+c7ZmxyHULFPY7eX+JwKrjEYjvLxiR3SLgKgiRYqgY8eOLv3W0KFDHf8XgVF6vR59+vTBzJkzkxygVLlyZfkXTQRViXlZsmQJPvjggwSDscSf83cuXbqE+fPnY9WqVUmefzGfU6bETp0+adIkjKqYzqVsVY3LF4Y2FTtgX0XqTDmgLV4JxiXPD48lUmHqa7WC8cvYqaJTKu+gZvDNkwmHW30Za3q2NjXksGCRj2MyY+XsWhd3Nh3A5Y83Q58hAOU3TsCzfy7h0V7XL6qXDFVSL1drWRNtx3TCvB4z0ez9VjKY6tzh08hbMj+GLhsjh/6z2+zQ6rTQGfSY3Gy0HCZw0vczcefSLVw/k7zArq+GfSr/rdyyBlqO7hAruKpqm7fw58Y9sFljmrDLhnyCJ3eUqPtanevj/a/GYFIdZfi2pMpXKA9qN6qBXs0HxPv+pzOWyL8K1cpi4IR+6NGkPyyRFnQd0FFO377pN2TLmQVLvv8Ep4+dc2kowIKF86PBO2+jdePYKQc1Gg10Oh0MXgY0q9tBDtf3/baVuHThCh4+eIQBw3qhbRNl6K7kSk7ZZ06dx5B+Y3Hn9j352S4922L5N5/i7SrNXS5frPdaDaujd4v3X7zex/dFj6bvyfU+aeB03LutBM+17tYC81bOQpuayU+VuWaYuBgGyresjiaj2+OXud8iffYg3L1wEz/N+gbZiuVG/1Vj8WHdEQh5+Cze7yzp9ny69KTKN6gZfPJkwomoYz3fwKY4N2Mdbn+/H965MqLSpkl4duyyHArQnX4fskT+W6hVNVQe0xa/dHk+FXM0ccMgIEcQnly4hYMffosMxXLhnbWjse6tUTA+TH5nbeGBTeCXOxP2vrtMvj7QdR5KjG+LQu83QfD5m3h0+BzsltiXrBmrFkPRYS2wt03KAtryRK33I/HUsQ/i1LEqrVoOvfhX08nQpfFD+U0TEX7tPh7+6oYbNBqNHGdePIEV9v1X8skrnyEfImxSL3nBHDZnmPIEpUYDQ7Ou8Oo+AsaPY4YtTBG1RumQuHMd4T8sl2V7D5qB8Cl9Yl2si8ArdcasCJ8fM6QKpU6bIpp5+2r5p8lXEvoGnWBcPM7xpJg7yYxU+3bEugHleK9GfUT+czBFT50nWna1Bojc/2u8Zac2fY2GscpWBaaFV9MOCJ0x9OWUL9b73tjrPXTueHi37w1Ds/aw3bwKy9mTsLs4BGJiwj8eLW8uiuNe37gTvDoMhXHJ5Be+lxL+XnrMbVUFn/x+AuGRFpTMnh55gwKgiQpsGPR2Sfl38PI9zP/9GFZ0qw2dxj0dHCJ46sudx2SnSdm8meWQf4NX/o5vBzZFarPa7LjzOAR5M6fHoKZVcfbGffT9bBM+6ds03ukbx3ZEejdmrvL30mFu84r4ZNcphEdaUTJbOuTN4A+NWo0FrSph4a6T+OrP88iXIQCls6eX091adqtK+GTnSYSbo7Z5hgD5/1WHzmNp55SlkX9Vy34Vyn8Ri82GpYcvYe47peVT76fuPsPgzX9jfec3kTYVsnhpKzaSw2WZv41pX5q3fCmf9Jbvl64NQ4tBMC1PWZtGOdaPy2CqsnnEsf4Qg1ftxHeDmiCtrxcG1S8r/w5evI35W49iRd8GL60jNa6lf17AjafhWFKvJP7fLPvrCq4/C8eS2u5/Gtb8vXJdpi1VHfq67RGxOvZ1mVZkqzq2123tDd+OHaDJlg3PhnwE1Qv6AZ9Onw7b/QeO4QPTzpqJh52V4U7cwbx5sfxXW7Ia9G+1RYRTQEdi77mDcdFYJeuEaDs06ACvtoNgWhZ/n6ZbRV+/3L2O8M3Loc6eD94DpyP8g76pX3TmnPImm1j2+JiWz4C+URfoareS82e9ctrt7VxPtOcktQZeLTshbM4EmeFHPATgN2YGgod0l9epXq06IXSiGBIrdWkrNlTOLetjD28fuW+j/FPnLAJdjVaIWPthsoZqelWPtxfRFnsTljOH5AO/7hb+8RgZTCD3q0YdZZCV8Ysp8njQvVFF7nepTWar+iP2tVPY5zMdmab0dZrBd8R0hIzsnur7u8xcJerA1V/IP23JsvDu1Bch4wbECrxKbdPqKg9E/3jmNhbuv4BPmyYvO55LzCZE/LIEujebQ6UzwHrnsgyUh93d4aOea1O8CnXNqyy12rLh80bEnL+adJHD+BoXTZSZg4xLp8shgFUGL1gvn4H19jW39ZOIIR21RSvCtGwSPEGdKbpdMS7e93W1WsC8ZTUs/+6DKl0mePebBuuNiy4PBZhg2aJfcnE812JqDVQaLaDTw/jZaBm47t1/JmwPbsF2J3n3++IrQ/aF376GsI3LoM6ZDz5DZyFsYk/Yg2P6o3XV6iPygHv7DV+lPtn4TGukBMv+ePIGFuw5g8/cHFz1ssuX1+u7T8hgqrJ5MuHkTXG9vhtr+jfAl7tOyCECU0tC/YLfDW4m+wpSm9Vmw53HwUofYLPqOHvjHvp+vAEbJ3SVfYDTujaQn/vx4Cks+GEfPnNjcNWFG/fw25FT+GqcMnR6fDbv+wfVSxWSAU/udOGmKPv0/9i7C/C2ra8N4G8Sxw5TkzIzM68rw8q8MjMztykzw7YyM8PKzLQyMyalJA0bEtvfo6vEgcKa1Kn/3ff+9vhZLdk5lixLV1dH52L58E+vXc/p0xxzNh/Csr9PIUua5CiUPT1srM3fP7N8eDukSuaGiEg9Fmw/hlFLd+CP/jH5QEv3nMKr9wEY1db8wy/+JxKrPD098fFj3Iy3Y8eO4datW9i6dat4Hl0FRXrtiBEjPkk++pISJUqIoQCfP38eJ/EpIaTkBWlYwcePHyfofcWLF8eZMwkb/1NKKIudHCaREsIMx+SL6/8mXKvDoeuPsa5/Y/yvSemsgl+YVnQYSxm30ncq3bErZdyag1Tm08otORwGLjAlU6nqp4PO2V2cYFo5u8Oht9zYtnJwBnIVhZWjK3SH1icqXsZutcTwXpcbT4QhqlRhtDTNyuHuYDkJIVr69lVxupScTKTzCxZDXXn8kjtRiVXRTm87gXaTuiBTvixwS+EhkqokT28+RsAbf2TMkxm3z9yAOlSNsztOiXl+rz/g4T/3kblA1kQnVkWTEqhaTuwMRzcnhAWGQuVgh6I1S2Fi3bgn7dFJVZLjqw+g8YhWpvd8q4IlCiB1ulTYcW6DeJ7MywMjpg+CZ/Jk2LZ6p+l1l05fwWAnB2TNlRlvXr9D+eq/Yng3uaNKqph0++pdFCiWL0GJVcVLFRaJSycuy0MfeSX3xOQcozF76p8IDQ3Dji1/i+mvX/mKylIFCuXF+3cfkDyFF/ad3CzmeXi4o8pv5ZHM0x3TJ85P0thSYlV0UpVk1dKNGD52ANzcXRH4MWFVdAqWyC/W+/az603rffi06PW+K856HzTRAVlzZhaVraKTqiRbVmxHn1Hd4OrugqBEDMMY2+Vtp/D7xI4IevdRJO/9s1Pex/rceY6AVx+QKkc6U2JV/Pc4uDkhPBHVLjJ1q4WUNYrhYtRv3dbDGSmqF8P1LnKCo/rFezFMoHvxHCKxSv3aD/bpPKF9L59kSEPofTh587uW+8HW0yg3uR1Ubk7QfmEZQn38xDp5uEO+O8XvzguEvPqAZDnT4fWZxFWtyt61BlLXKIbTv0+GPmo/F3T3Jc40n2Z6TdVT0xD8IOaE0bNUThSd0xlnW89E6JPE342YoVstJK9RDFc+s49N3awc7sXbx2p8/PF2xzkx/J+UcCXtY92KZDVLYpUx4D2MBj0iLshDVkh3XRn938I6bSZxp46pLL1eD92RHXCasPy7Y8aPHXnpeExsqUJQmkzQ35fvErKt0hCKQr8gfM4wICJu1Usyf5si8mJMZUCJ/slNWCk7ik6PL91JlWgqOyhLlkfIyM9fiJISq9TL55g3ZqzY0rB/oeN6mCaJO58Neli5uJuqVll7poDB/735Yxcvh9DR3U2TbDJmh5VbMjhPWCyeWzm7QlGoFKyc3aDdutzs8ZWlyiNkeNz1bnjxBGGTh5ieO89aKRKszEV0VIpAekSc2AXlyEXfNO97FcuUXDwkukg9Ks3aLZKrYiuZOQWm7I/Eo3dByJ3622/4+JoHbwLwISRcdJ5ED/mX3NURD98GiEQiv5BwU9Uq34+hSOlmvsotKd2dRfWtGsXk88Oc6ZIjdTIXvP0Y8tnpj3z9zZpYJSmW0Us8TOt93n6RXCVVEfuz6S+m19VfdBhZPM1b/rxYxuTiYYo9+28Ea3TwC9WgyeIjYnpguBYnH/riY5gWvSrm/U/E/l+IL1Vs/vScWI2ULnZ48D4EH0K1IqlKkielK5I7q/DgfTBKZjDvcH2KYtVgk70ItJunA5Ex7azopCpJ5LVjsC3fRFQSgkYeeiDRv/VgtUiqkuRN54nkLg647xuAUtli7o4smTU1pugu4tG7QOROE2tYFzOQ+hw+v95j+iJWXXqCYw/fYGGTUrCPKoVv1vih8eIHq5HS1R5OStsvzvtRVl99jqNP3mFR/SKwt026pLbI66egrN1RrjAQPUyKUhV14eTzF6wSyqFpE9iVLYuA/gOkkvAwSg+9HtYeHqaqVTapUkL/Tm67RCdVScK374Bzt26iypUx2LxJ65E3T0NZs33cZf+Ged/DNJSP1HY4tQcOQ/6Spwf5ibYcpKTd6AR2Ny8Yotsa3xs34EPc85fX0rnTO1inzgiDzzNYuXjEje0uxTZPW9I6U25YeSSHw1B5WaV+QFXjdNC5uCPy/AFxsVGzNKY/2WHQAkS8Ne/d95Zqz9lkygprj2QiyUSif/IABv8PYjoUtrB294DzzKVinrWzK4xFS8PK1RWa9XHPq7+HomhV2GQrDO2WmXGOLbEZXt6Dla0drLzSwvjuBZKCJX5vX2Wrgk22ItBsjFvx31xEUlX0dnVyN5TD5SQymyx5ROKJY9R2Jv0erH/vIX7/EWfjDrf+3edOJcojZFS3uJ8r1vB9usM7Yd+8q6joYo4qbV/b3iNvxh1BQXpu1bEPbNJnhv7pp5X4k1qdXKkx6dg9BKp1cEui4a7jDwWt3RqVbGSjgKLTNBj8zVcp7H+hTfG/sq/5kSzdlo1z/Dq2A8ox8vFEon94E+qHg6O+HFs4TVknkpfNwSZDTjlpqO/cmL65Op2hc3JD5GUpmUcvKjdFV60S7ZkEDGX4b6RKXFJ8hyHyTQJS/5OqUXe5XXHjnGjDatfJIyUZA97B8OIhbDLmQqQ5EqsySbGTw2HQHzGxG3aTY184KKr1RV47Zfp+pKpa1mmzmi2x6pO+8JdSf/RbuT86+FqcfsOw8Z8vhPAz9sl+y28tWp286TDx0E2z7t8tEf/Bm4/4EBwukqokedN6IrmrA+76BMAvRI0mC/6O6Se5/xofwzToVbVQkvYL3vf1R6lsn6/iZE4pPaL6BovnEs9zpkuB1Mlc8cjXL04fYJ2SeTBxwxEEhqrh5mSe8/RrD57D98NH1Bk0Wzz3CwrFk+W74BcYgt8rlxDf/a5TVzGibR2zxIsb+4UYYq/OkLkxsVfslmNXKo6/BsYkM9UbOg9Z05i/AqWUVCWRbqprWbUk6gyNuWa+av9ZHL1yD4sGtYa9KgluMsR/gJS0tHbt2jjTtm3bJipZRbt8+TLat2+P06dPI0uWbx+j9/r167C2tkby5DFlvhNKr9eLJK8aNWok6H1SbGmIwISQkqg+V1nrW0ekPnjtMbKn9kSmFO74X+PhoEJOLxfsu/cGdfKkwZHH75Dcyc5swwBKB9XYB1b7TmOhO7sX+ruXxPPwSTHZl6pGPWF48wwRZ/cmKlbGLjWQqn5pkVQVGRx3aA6PX/PCysYGfifjJkypX7yDZ8UC8NlwAjYOKpFU9XxhwuI7uDhAaadC4Hu5w1sa3i/0Yyg+vH4Pt+TuSJ01DXwf+yBFhpRIniEF3jyVq+ec330aBcoXwpE1B+Do6oQsBbJh76KYZKRvZR8VPygqfsGqxRD2McSUIFWsVmm8uvcCb5/4mt5jbWMNR3dnU7JL4d9KIPhDUIKSqiRS8lTsBKpF2+Zh/ZItOHPkHNJmTIPXz+VlzVMwF9yTucPnhS/CQsKhDteg6C+F8c/Zq3D1cEXewrmxbtGmBMVeu2KzeETbuGsZli9ai0P7jiNPvpwoX6kM1izfBFc3FxQonBeLFqzEjau3UTRXBdN7ZiwYj7u3Hoj3JXVsqZqVu4cr/KKGPJQqXkkVtBKaVCWRkqdiJ1At3DoXG5ZK6/18nPWeO3q9v/QV8aUkqoCoEpEVapQT/05MUpW0zdnaqRActc3lq1oU4R9DxPb08Oxt5CpbAHdPXIdHWi94pPPCu8c+X3xPopKqutRA6vqlRVJV9G89IjAU+nAtkpXJA/8zd0SilVvhrHi2SP49v91zEelbV0HglceigpL0W789NGEX/ZUuDlDYKxH+Tk7OylStCDQfQ7+YVCWR5kvD/qUrlx8vj9+Aczov8fj4OOb3mBDZulRHuvqlcer3SYiItZ+zS+4mhgMUn6tFBUSGa/E+KnHLs2ROFJ/fTVS1khKwEitD1D72n6/sY/3j7WPfbD+LZBUKIODMHVjb2cK9dG48/2M3zEHq+NPfuw5FniKIvH0ZVp4pYZVMrmAljTkv3QEMtXzB0bZ4Behfmq/MvpTIIg05aJOnCPRS7GQpYCUlskR1UthWagDbouURPneY6TNQErcppDvDpGFMooZKkToupA5iQ0BMQqu5KEtVhP7FExh8Py3br8hTWPwWIm/FHSrTXGyLl4f+1VMY3saNHXH5FJQVakO7azVsMuWAtbsn9A9umDd2Sfl3ZHgTEzvyxkWE9IwpfWzfeTD0Lx5Dd3A7zE1Z+vPr3crNA8ZA+diqrFgTRo0GkbfNNGyRUiU6vqN/x4oi5aB//fTf55nBhxA1vKJudFh86i6KZ0yOVK6OeBkQIoZOk9zy8UdAmBZpzTgsVUpXR/gFh+Pp+0BkTu6Gl37BeO0fjIxerqiSLyO2XHiAblUKiTvW3gfHdLSYgzTkX/Ec6XDu3gv8micTfPyC4OsfjPyZUn12eqaU5kkmi+1DqAZeTvIdeIvPPEDxDF4iqSr29G3XnolO8eJRCVhJ8p2fvie+8xYlsolHtFG7LiNHSje0jDXtZ4/9vxBfnBMnl86JfVEnT1oceRR9TuwI/zCt6ER96h+KzMmc8DIwDK8D1cgQb3gPc1yMUuQsAc3mGYA2Vk+DlbV8oTlcbrNLiVfGsKDvSqoy/dZD4v3WA0KQwdNF/Du9p5zIeevVBwSEapDWw/zD33k4qpAzhSv23vFB3XzpcOThG6SQ1nvUul1z+QkO3PPBoiYl4WJnm3Txb79G3fzpceTBG6RwluLLy/q1eUltzdUXOPDgLRbWLwJnlZmX3c5BVMyITtizyVlUDBEXO5lBkbc0DG9fwOiXuHOW2Bx+bwz7ShUR0G8AjKExMbQnTsKhbh2ErlgJRc4csPH0hO76dbkqrYsLDFE3eqrKlYXhY4B5kqpU0rIrYQyVz5ukYYmM0nJLj6/NMxep7WCtMP1+FYV+NV1sEkP3+DyBonB5RP5zDDb5S8MY5G9q25rl/OXBDdjkLgL9najzF1HB6pWILVVyUBSviMgLR6AoVEYkgBnNNDyYlDwlPaJJlSN0p/ZAf+eiKbHEVJWvRBUxrI3+8ffdBPW/0p4z+L2HtXsyWKdJD4PPS1inTAPrFKmh930Fo997BHWIucPeoedQ6J89hnavfDOzOSiKVJGPLVKiQ+xji3Tu5JIMxkA5ec46ZSZYObjEJAOZg6V/b/9COp4a/F7D+NH854ufbFeFy0IfNWSUlDwVO4HKvuckkXgVecu8wzUpP3PuJiVPimSHqJtxpGHcpX+ba+jLr23vYt/ulRKGt3J/pU3WnLBycYPh3fcfZ76FNJSzOkIv2neS40/ew9XOVjx+CAcXU1vOtnhN6F89+O5hnf8n2hT/C/saC7JoWzb+fqao1FcU0+8Z+8Y7ZfVmiHxww3zH9cuH5QSqKHbtRyPi/D7o712W59++AEWxqog4vgXWabKI5G3Dc7nwgFninz8oHtHsu46H7rTUrrgknzvpNLDJkg/6J7cAB2dYp88Gw2nz9EVLyVPSwxS78zjozvxtutYpVcmyyV4IkRcOiHM463TZYDiZ8Ot9/9oXnrcoIm9dkvvCo0ZziGZb7PP9hj9zn+zXfmvBmghopP27s7x/P/boDVztlGbdv1sifko3B5FA9fR9EDInd8VLf/l8PWdqDxwbHlPAZdTWs8iRygMtf5GTkJK6X/BHcHdyQPEc6XHu7nP8mjdzVB9gkOgDfB8YiuRRN3geu/4Iro524mEuUvKU9IjWYeJStKhWGhWLykNXX7r7VFTUKpX32/Nhvjl2peLiYYo9eTlaVC2FikVy4UNgiBgOULLtxD8isal47sxmjS8VCIqM1MPFUe6b23/hFnKml/t8Vx84h/0XbmPx4Nam+eb2n0isqlatmqjUJFWtcneXE4LiJ0/5+cmZxtKQfG5ucibbpUuX0Lp1axw9ehRp0qTB+fPncfHiRVSoUAHOzs7ieb9+/cRwgtF/91uMGzcOJUuWRNasWREYGIjp06fjxYsX6NgxpiSb9Hl9fHywevVq8XzOnDnIlCkT8uTJA41Gg6VLl4qqW4cOHcKPtOPCPTQoJf/woi059A+2nL2Nj6FqPHkbgCnbTmHjoCbw+M7MyglH7uL08w/wD9Oh+86rcLS1we52v35xumRkpdzwPnRblIR1VCowtmqeRMVW1esCm5xFRLayXbtRgE6N8BnmzYz+YuxUHsg5rjXCn79D8e1yOUqDLhIXqstlOdM2rwCfjSc+Gdf3Zq+/kHtyO2ToVB3Wtgq8P3hFDA2YEPbOjuj950Ao7ZQwGIwICQjCjPYTEewXhOXD/kKvPwaK6dbWVljlvRT+vvLvZvPUteg8oxcqtfpNPP974Q48vZGwCmxyfAd0/WMAbO2UMBoNCPEPxvwOMUN9/dKkIk5vlO/0jqZQ2qL38mHi/9J7QgNCsKBT4odki08a5nDs3BFwcnEUO2NNuAZDOo1CSJDcSTKsizf6eHcXyT7Sazcs2YJbVxJXvedzpo6fixnzx6NV+ybi+cJ5K0RS1Y/wpdj2DvZYsfEPMRSqwWDAx4BAdGzR26yxpXU5Zu5wODk7iuRTKYFtaGdvsd7t7O0we81UU/yggCAMaDssUXHsnB3Q7o++UducEaH+wVjcQa6WtHnEUjSb1gW1hzYX8zYPXyoqWbmn8fziexIUO5UHco1rjbDn71Ay1m/9XPWRuNZ5DnJ6txDD70mP54v3IfCfR+I1T//cg3xzuqLcxblSPVHcGbYizpB130LpbI9qC3tDIS2DwQC1fwj2tpWHaSk3uT0yVCoIBy9X1F47BBFhGqz7dYCYd3LYclSY3gmlhjcV7zs5dDnC3iZ8DGT7VB4oMKYlQp+/Q7mt8r7NoIvAsZqjkallRaRvUFoaBBshj3xwvr2cVS8pMrMTrJW2KDq7i2napV5/Ifj+qwTtY3NE7WOLRq13oy4SF6P2sWmaV4DvZ/axLxbuRe7pHVH6lDyu+ru9l/Buj9yBnhB2LftAkb+4OBl36DtZlLUOHdEO6rVzYd+mP1QNO4ry/Zq1c2EM9BcnlQ7dvOW7rmEFg98bqJcnfHsTy968NxT5ionY0nAZ0KgR5t0emvXzYdeqH6zqtxfLpl03T47t5gm7xp1h+OALh35R+9XICIRP7fvDjutfm/ezxE5wm0IMpdFLXCwUJeV1WmjWzUj0hWf7Dv1hW6ikSNpxHDYNRrUaIf3k0rfKCtWhO7b3y0PVnTzwyW8hIeza9IVt/hKwcvWA44ApMErb+9A28t8vWx26k/s+eY9myxLYdxoKpykrxVAK4Ysni2ptCY7drh9sC0bFHjxVjh11R4yyXHXojicu+f1b2XeKtd6HT4NRo0ZIn6+vd2XlWlD+Ulns/ww+LxA288tlyb9G1aQHFHmKiYt79t3GiQ7h8D9Hwb7DcLlzTvr7/m+hWTvLdGfil+aZw58nbuPaSz8xPJ40NNroOsXE3XGjdl5CqDZCVI+S7jae0bgUXMx4l3UyZ3uMavALBq87Lu4QMxiNGFq3JFK5OaFv9aIYsfkUak/fKoYenNSkLGzNPMz5yCYVMWb9EczddVbEH9m0IlK4OX1xurn9eeourr30h95oFEMBjo4q5y4lU+2780r8tKUKVrMalYCVlZV5Y5+8G/WdG+TvvHbSDdPxvxT7R8efcOQ2Tj+LOk7t+AeOtgrsbl8WIyvlgfehW1h26al8Tlwtn3h9MkcVRlbOgyF7r4vvXGrHDq2YC6k+c3fqt7Ct2ho2mfOLKs12jfrDKA0Ps3EalBWawhD4HnZN5TvLjZGR0K6bACgUUDXsKw8rYTTCqA6Bdse3V9r96m+9fikMXn8y5rdep4Qo7d91+SGEaqT9jBXslQrMaFEeLvZfH7rt34w/eAOnn7wXiWrdt1wQ63hP50oYVTU/vPdfx7ILj+AkrfcaBcXr34WoMfP4XaR1c0DHjefFNKWNNda2+jVx8Q9cx+kn7+AfqkX3Tefl+F0rY9RvBeC99xqWnX8IJ5UUP2ZIoK/NS4gJx+7i9DM/+IdHtY2UNtjdpswXp78L0WDWmYdI62KPTtv/MS37miYJH05CqkQlXdwR7anWw2DUaqBZOQGqJn3lpAZppxYWDO26aZ8OA3jlKL6XtZcXXHr2QKSPDzzmytU8jRE6BHTtjpCFi+A6cjg816+FMSICQRMmiraLlZ0d3KdOAZS2onqSISgIH4clvHKWVP3GJpu07K6wazEERp0amjWToWrUG1YKue8E4SHQbpDP56zsHL44LzGk6gU2UkV2Z3fYdRoj2hXqxaNh12ZoVNsBomKUZkNMlVPN1r9g16Q3lJUaiTaQdtO8xMVu1guKvNK5kzvse06Qz1/GdIg6f+kLq3rt5POX9fNF8paIvX4e7FsPgKpaE9H+06yZbbblDp/y9eEGFSWrwrawNOyrFQzvX0OzMvEVhCzZnnPo0h+2RUqJdqzTKPn8IbhnC4QtnAGnAWPEdmVlZY3wpXNFUpU52VZpBZvM+aKOLf3kY8um6VBWaCIfW5oMFK8z6qVjy6SooSjbw0plL86dpN+ldvdfgDbuDVQ/w+/NtmJz2GSUlt0FdvV7i2XXrPL+4vRoity/IPJOwka0+BzV7z2gyC1v8/Zdx4rfW/hCb9i3GxbTHyFtV+sS95v6Gvv2/eRzJ+ncbchU+Zx1QCsxT1m+xqfnbrZKOA6aBCtbaf9qhCEkCKEzR/yY7V2pgmOvobBycJKHI9OqETZjNIxhoT/k2BqijcTg/TehjZQ+F8RwzvPqFEpUe962UouYbateHxgjpGPrqC9OlyhL1YF1mmximzC8eQrdkdU/XZvC0vsaS/ZPWbot+7njevj8EbDvPDJqPyMlNr6FZlXMflQa2tYma15YWdtA/+weNGsTV1VdWacTbLIXltuSbUaItqR6ztevZ+gOrYNdo55QSBWtpG1h6/xED/2oathV7huU2hUdR8vH9akxVdQ/IfqGZ0BZq42cTGqjQMSZv2F48SDhsRtExZaWvYO3HHt6TPX4z9EeWAu7xr1gW0q+3qc7sQOG1wm/3iexayX1hcv9cw79ovrCh7eFevUc2LcbAFWjqL7wNXNEf3ScYQBPfV8FREv2ySb0tyb1jw3adQXaSL04r3V3UGJew+KJ7q+xdPxoyZzsMapeSQzeeCrmfL12caRyM+8NXgntF1xy9Dq2XHwgKmQ92fYRU3ZdwMbedeERlbhsLiObV8aYNYcwd+dpuQ+weRXo9UYMWrob2ohIeV072WNet/pm75v7mh0nr6Dur4VF4aAfadvxf7D3vHTjiRGZUnlhdu9mZl/ugKBQ9F+wWVw7lq5qpPVyx4RO9fEuIAgzNx4SzztK1x3EiHIKrPPuZNb4VsboMfJ+ctKQfVJFqi5dYi7GxnbixAmRMCUlX0UnVkVPe/bsGTJmzIirV6+ie/fuuH//PrRarUh0atWqlRhaL3YVKGkjWLFiBdq2bfvZWFIy1vbt2/H27VuRkFWkSBFMmDBBVNaKJr1XGl5Q+gySadOmYfHixSLZysHBAfnz54e3t7f4fPFJ8Xfs2IF69ep98/pR709cJ8f3sq/eG+F/9YKlOHSbj9BhDS0S22nyNhxI0dQisX97txEtM5hvvNaEWvtiOzpltMxwkkueb0HRVIk78fhe/7w5jQzJzDsGeUK88L9psfhS7GKpy8JSLvueQp+Mlvm9zX2+Efss9Fuv8W4j/kwXM3bwj9b91VpsTdXCIrEbvVmHQxZa71XfbURwp6QbH/zfuCw5hJCu8onvj+a88IDFj+uWim/pNkVgs0/bhD+K24bjCGpX2SKxXVccQVCrSpaJveYoAptYcL1vOo6Q3rUsEtt53t9Qr0tc4pc52LcYD/WOKZaJXX8o1If+tEzsqt2hXhV3SOwfGr/NFKjXjrBM7JYT/1/Gjo4fvrCPRWI7dJ2L8OntLRJbxB+0HOrtkywS277BcKiXDbRM7A4zoF4RNeSJJeK3m4bwP37MjWXxOfRYgDBvy7ThJY7jNuJt2fIWiZ3y1AmEjbPMuZOj9zqEDqwLS3GasQsh3atbJLbzn/sttuxiuS3Ulotuz31saJnt3X3bCYTPiLnB+EdzGLjUor+38LlfT9JLKg59FiKkb21YivOcPQhsUdEisd3WHbPs9m6h42r0sTV8ThfLxO67yPLLbqF9jbSfsWT/lKXasdFtWUse18NG/W6R2I7jNyN0UH1YitP0HQgdYplrfk5TtyO4QxVYisuywxbtk7XoeaOFf+vqrRMsE7vRSMv2Cx5dbJHYIn6lztBc2mKR2HbFG0NzIWEjNpmTXckm0JzfYJnYpZr9/6lYJZGSkAYNGoROnTp9NgOvfPny8h1uX5lWuHBhXLjw9XK2UhKWQqHAL7/88sXXzJ49Wzy+ZuVKOVsu2uDBg8WDiIiIiIiIiIiIiIiIiIiIiIgs78fWAEtCNWvWROfOnUXFp6S0b98+ESdbtmz40bp27QonJ/MPI0FERERERERERERERERERERERP/RilWSvn37JnmMHj2+PjZtUho3bhwGDpTL/qVKlcpin4OIiIiIiIiIiIiIiIiIiIiI6L/uP5VY9V+XPHly8SAiIiIiIiIiIiIiIiIiIiIioqT1nxkKkIiIiIiIiIiIiIiIiIiIiIiIyFyYWEVERERERERERERERERERERERBQPE6uIiIiIiIiIiIiIiIiIiIiIiIjiYWIVERERERERERERERERERERERFRPEysIiIiIiIiIiIiIiIiIiIiIiIiioeJVURERERERERERERERERERERERPEwsYqIiIiIiIiIiIiIiIiIiIiIiCgeJlYRERERERERERERERERERERERHFw8QqIiIiIiIiIiIiIiIiIiIiIiKieJhYRUREREREREREREREREREREREFA8Tq4iIiIiIiIiIiIiIiIiIiIiIiOJhYhUREREREREREREREREREREREVE8TKwiIiIiIiIiIiIiIiIiIiIiIiKKh4lVRERERERERERERERERERERERE8TCxioiIiIiIiIiIiIiIiIiIiIiIKB4mVhEREREREREREREREREREREREcXDxCoiIiIiIiIiIiIiIiIiIiIiIqJ4mFhFREREREREREREREREREREREQUDxOriIiIiIiIiIiIiIiIiIiIiIiI4mFiFRERERERERERERERERERERERUTxWRqPRGH8iERERERERERERERERERERERHR/2cKS38A+jE0V3ZaJK5dkXpQH18KS7Gv0BHqVUMtE7vNFBxN0cQisSu924S8KUrCUm6/u4DMnoUsEvup3zUUT13OIrEv+Z6EQpkGlhKp80EWz8IWif3E76rFl715hvoWib3+xQ5sSdXCIrEbv1mHhelawlK6vlqL2ektE7/fy7V4U6aCRWKnOnMcYeMs851LHL3XQb1prEVi2zcZDfXeORaJLeLX7GvZNs3WCRaJbd9oJNQrBlsktojfbhrCvJtaJLbjuI0I7V/HIrGdZu1GUKtKsBTXNUcRNrG1RWI7jlgNzfkNsBS7Us2gubHPMrEL1IDm0hbLxC7eGOqDC2Ap9tV6QnNhk0Vi25VsAvWJ5RaJbV++PdRHFloktohfuavFvnfpO1fvmmaR2CJ+3cFQ759nmdjVe1vsexffuYXbU+FzulgktkPfRQgd0gCW4jR1Oz42Lm+R2O5bTiCke3WLxHb+cz9CB9aFpTjN2IXgTlUtEttlySGLtiVDeteCpTjP+9ti8UXsnjUsElvEX7APIV1/s0zshQcQNqaZRWI7jtlg8X1sQH3L9Ml67DiJoHaVLRLbdcURi/cRhU1uY5nYw1ZZ7NpL9PUX9bKBlondYYbF+mmkPprwWZ1gKQ79l1j0uG7JfhJLtaGj29Hh09tbJvag5RZfdkte57Xk+brm8jZYil2xhtDeP2mR2Kqc5aB9dM4ysbOVhu7pJViKMnNx6F5ctUzsDIWhfXIBlqLKUhLaO0ctEzvPt10D4FCARERERERERERERERERERERERE8TCxioiIiIiIiIiIiIiIiIiIiIiIKB4mVhEREREREREREREREREREREREcXDxCoiIiIiIiIiIiIiIiIiIiIiIqJ4mFhFREREREREREREREREREREREQUDxOriIiIiIiIiIiIiIiIiIiIiIiI4mFiFRERERERERERERERERERERERUTxMrCIiIiIiIiIiIiIiIiIiIiIiIoqHiVVERERERERERERERERERERERETxMLGKiIiIiIiIiIiIiIiIiIiIiIgoHiZWERERERERERERERERERERERERxcPEKiIiIiIiIiIiIiIiIiIiIiIioniYWEVERERERERERERERERERERERBQPE6uIiIiIiIiIiIiIiIiIiIiIiIjiYWIVERERERERERERERERERERERFRPEysIiIiIiIiIiIiIiIiIiIiIiIiioeJVURERERERERERERERERERERERPEwsYqIiIiIiIiIiIiIiIiIiIiIiCgeJlYRERERERERERERERERERERERHFw8QqIiIiIiIiIiIiIiIiIiIiIiKi/2Jilb+/P5InT47nz5/jv2rMmDGwsrISjzlz5lj64xARERERERERERERERERERER/af9JxKrJk6ciLp16yJjxoymadFJSLEfGzdu/Orfkd4f/z1TpkxJ8OcJDAxEjx49kCpVKqhUKmTPnh379u374uulhLDPfd4LFy6YXjNw4EC8efMGadOmTfDnISIiIiIiIiIiIiIiIiIiIiKihFHgJxceHo5ly5bh4MGDn8xbsWIFfvvtN9NzNze3f/1748aNQ6dOnUzPnZ2dE/R5dDodqlSpIipobd26FWnSpMGLFy++KfaRI0eQJ08e0/NkyZKZ/u3k5CQeNjY2SGo7T1zG6MVbMbtfa1QsFvN5Lt55jK6TlmJAy5poWf1Xs8fVRURi5tYTOHf3GVS2CmRP64VJ7Wth6qajOHHjMd4EBGPjiNbImS6F2WOfffIOf5y8iwi9AXa2NhhZvRBypHDFLd8ATDt0Ezq9AbpIPerkz4B2pbJ/VyxrlS3yLuoDx+xpoNdEQOcXhAeDl0L9/B2K7p8Aa6WteJ2VwgZOOdPhYoVBCL37ElmGN4VXjeIw6CJhjIjEk8mbEHDiRqI/R72mNTFh7ij0bjsYx/afMk0vXqYIlmyeh+lj5mHt4k1i2twVU5AmfWrTa7LnzorebYfgxMHTiYrdqFkdTJs/Fl1a9cPh/SfEtD6Du6BOw+rQaXUICAhEi3qdxfTufdujQdPayJg5Pbq1GWB6/feo1aQ6vGcPxaD2I3DywBmMmj0UOfNlh9FoQGSEHn9MWoTLZ66K135tXkI8fngBWp0OarVGPJ86bQG2bNmNrFkzYcWyOUjm6YGgoGB06NgPd+8+/Op7EquhWO9j0LVVf7Ee1+1ajDRpUyEkOFTM377pb6xYuE78O1+h3Bg1YSAcHB1gNBoxyXsWzp++nKi4llz2oWtGw83LDQaDEZowNVaNWYoXd56hYIXCaDywOaysrGGjsMHfi3bi9Lbj4j1ZCmRD6zEdYKuyha1KiZObj4r5ifmtl1zYEy7ZpN+6Dlq/YFwZugJhz9/BvUBmFBzXCgpHFWAEro9Ziw9n78Z5v3O21Kh8cAKerj2GG95rExy/5rohcPByhdFgRESYBme8V8P/zgv8MrYVMlYpDOd0XthSbTj87740vafFudnQ6yIRqdGJ59f+2I0ney4iMRqsjRv/+OjVCHjsixoLeiBZtjQiRrh/MI4OX4mgF+/ivDdd6dxosG4oTk1Yh2vLPj2+f5XSFu5jvKHIlAFGrQ6Gjx8RNGM29D6+sHZzg+uoYVCkTg1jRASCZ86B7sZN01ud2reBfZVKMOoiYAgKQkDv/glebmW11rDJURjWbl5QLxoOw7sXYrpdi6GwcnIVvyfo1NAdWA3D23+f9z1OP/TBH0dvwmA0Qm8wos0vuVCnUGbceu2HafuuQBcZdWwrlBntfs0NcwoM06DzXzG/WU1EJHz8g3FsbFvM3H0O915/EEnkChtr9KlZEiWyp/3PtGlOP/DBH4evR613A9r8mgd1Cmcxzb/05A26rjiK/tWLoOUvub473tTDN3Hi0Vu8CVZjY7vyyJnCVUx/ERCKUXuvIjBcByeVLcbVLISsXi5ffU9CKWu0gU2OorB294L6zyEx23Tr4bG2aQ10e1fC8FauLGuTrSBsKzWR7oKAlbUNIs7uQeT1UwmPXb8TFHmKw9ojBcJn9IHB95mY7jByCRAZAWOEvB+LOLoVkdfPfPU9iWHXqgdsC5WGtVdKhIzoDMPLJ7BycoHj0OmxPqQdrJOnQkiPhjCGhZgm2+QuCMch06BZvxC6g9sTvuxVW8ImWyF5P7N0JAzv5P24XbNBsHJ0hVE6sGg10B1aa9oHWbmngKpOZ1jZO8OoDYd2zxIY/XxgDtUHzIatrQJ2tvKpZftav+K3EnkxZe0+nLz2AL7+Qdg0tgtyZkgFc+sy4S/4B4bA2soKDvYqDGnXALkypcXpq3exYNM+cQyKNBjQtnYF1ClfHElh56krGL1kB2b3aY6KRXOjxeiFiIiMFPMi9QY88XmPLRN7Inv6lGaNq4vQY+bO0zh3/yVUCgWyp/HEpNZVcfrOc/yx90LMPqhiYdQp8f37ms/ZeeoqRi/bidm9m6FikVy4/dQH09ftQ7hWJ/bxA5r9hhK5MyfReeNx+bxRYYPsaZNjUofaePEuAKNW7kVgqBpO9iqMa1sDWVN7mT/29lM4d+8FVLY2yJ7GC5PaVkf1UcugVNiI81hJh2rFUK1Ijv/Mdy6O64v3xz2uB4TgmHcLvPQLxrTd50WbQrQrimZHu/L5zRv7j52ftinGtxfLO3LdUbzyCxLrf3jjciiSJea89Wf/zn90e8q2XBPYZMkPaxdPqNeNh/HD669Ol1hnzAtl6briuA4ra0RcOQT9vZibBL+Vsk4HKHIVg7VHcoTP6Q/Dm7gV6RVFK8KucU+oV02B/u6lmPdVbgJFwV9hlI794cHQLB6dqGW3b9cLtkV/gU3ylAge1BH654/luIVKwL5pB8DaWrRbNLs3QndSPj+xq98CyvLVYJ0yLcJmeCPistzeSChV465Q5C8J62QpEDapBwyvn0YttC1UDTpCkbuIaNcYfJ5Bs1JuZ1h5pYZ9mwGwcnSBURMOzeqZMLyJOa9LCGVdqX0krfsUCJ/V95P2kaJYJdg16Q31iknQ35HPDa3TZYWqTkdAZQcYjdDtWQ7941sJX/am3WFboCSsPVMidFxXGF7FLLtd486wyVMUiNBB//opNMum/vu8n6gtqWrYGYq8JeTvfWov8f1KHEcvixNfd3gLIq9F9b0pFFDV6whFzsIwRkZtE2tm/pDYX/1cCYndqAsU+aK298k9YfCRv3PHsSui/r5W/vuHtiDy6inA0RkOvSaZ3m+ltINVspQIHdYMCA9NePzfu0FRICr+hO5xf2+NOsX83l4/g2bFNHl76zgMNqnSi+nGkEBo1s+H8cObBMdWVpfOnYrIbfiFQ2POnVoNg5WTm+h3FG34/atM5072fefJ6yUyans8vQv6Ownfx1p6P+vQoTdsi5eGTfJUCOrXwbSPtS1cAvbNOwLWVoCNDTQ7N0J3XN7HOo+fI861jFHfs/b4QWj3bElwbLvm0nlbKbGfCfHuAsOrJ2Lf6Th4WqyVYwdrr1QI6dNInLdZObvBvtMQcS6HiAio18yD/mHC93GW7iNSVmkBm6xR543LRsHw/iVgYwtVvW6w9kwj/57Dg6E9uArGj+/Fe6xTZRbvk15npbBF5M3TiLj45YIB/6vXX6YeuY0Tj6P6PNqUjdtPsu86AtVSP4kC42oUQlZP+fpf183n4R+mFW0rR6UCQyrlTVRfiSX7aCS2FZrCJnMBWLt6Qr1mHIwfXgE2CihrdoZ1stRApA7G8BDojq6FMfCDeI+ieA0ocpeClXty6Hb/Bf2T64mKbdHj+uf6SaTtvX53eXuX9qNhwdAeWBlre88kb+9KO0gd9LrD62F4ce+na0fbVmwOm6wF5e981WgY30d957W7Rn3n8v5bd3gNjIHysps+Q/qcUDUeiIgTmxB55fCPW/YMeWBbuq5oX0vfje7oOhj9Yuabez9z2/cjph+5CbVO6quxwsDK+VA8o9cPOV8/e/eFOF+P0OtFv9nIphWQI415Y8e286TUR7UNs/u2FH1U0rFk4faj2Hf+BpQKBdycHbBsREwOxPfS6iIweMZiPH31BiqlEh6uzhjZrQXSp0qOWw+fYcqSjYiIiIQ2IgJ1K5VG+wYxORtmiz/tLzx96SvHd3PGyO6tkT51TB7BxRt30WXUDAzo0BSt6lY1W+zJf63GiQvX4PveD1sWTEDOLBnE9DP/3MT81VvFcturlPDu3Q45MsvzzGnyHytx4sIV+L7zw5a/JiNnFrn4ULVWvaC0tRXrQ9KxaV38Vr6UWWNrdToMniKtdx+oVNL37oKRPduI9b5k0x7sPnIGL33fYfaIXqhYugjMrcvYefALDIa1lbXoDx7a4XdkTpsSg2ctw9NXb6FS2srbYpemYls0p58+sUqqBCVVhSpZsuQn86RkppQpE9aBLSVSJfQ9sS1fvhwBAQE4d+4cbG3lBJnYlbS+Rkqk+p7Y5uDzIQDbj19C/qzp40wPCVdj7ob9KFMwZ5LFnrvjlGhD7B7XUTRg/YLkE6fKhbOjbdXiaDt9fZLEDVbrMHz3ZSxrWVY0Zq++9MPwXZexrXNljN93Hd3L5kL57KkQpNah3qLDKJs1JbJENXoTy2fNEfgflRuoadtXQ65ZXXC1wTj8U32k6TXJa5VApoGNRFKVJPDCfTybtQ0GTQSccmdAkV1jcLpAVxjC5U6HhEidLhUatayL6//EPSl0cnZEv5Hdcfro+TjT+7Qbavp3ngI5sXDDHJw5Fvc13ypNulRo0qoBrl6OSWZo27kZcubOht/KNBIHG8/kMUmFZ05exJ4dBzF13hiYQ6q0KVGvRS3c+ueOadrs0QsQGpVclD1vNvyxaRaq5q0jGh1fm5dQzVt0w40bMXElf/0xFUuWrsPqNZvRoEFNLFs6G6VK1/zqexK73pu2qh9nvUsmjpz52WS1v1bNxOCeo3Hu1CVkzJIea7b9hcolG0CrSfj2Zslln9djOsKDw8W/i1Yrga4zemFY9f7oPqcvxjcZhVf3X8AzrRdmHF2AywfOQxOmQYfJ3bB11gZcPXIZjq5OmHFsAa4d+wc+jxLeuH+65hjeHpMTILO0q4KiMzviZMOJKL28Hy73XYj3p+/AKXNKlNs8DPvLDBS/7+jEyiLTO8Bn/z+JXvbD3eZDF7XsGX8rigqzOmNrtRF4uu8Srv+1F/W2j/r8+7rPj5NslVh7u8+HNip+lmpFUW1mZ2yoOwa31h/H8+PyOinQpgqqTOuIrU0mmt6ndLZHmaFN8Px44k7iJeG7/4b2gtzp79CgHlyHDkJAr35w7tYZEXfu4uOAIbDNmQPuk8bjfeNmgF4Ph8YNYZslMz60ag9ERsLawz1RsSPvXULEub9h1847znTN1nmAVl4fUiKKsk4XaBYP/9d5iSXto0ZsO4+l7Sohe0p3+HwMRf35f6NS7nQYv/sSulfMj/I50yIoXIt68/9G2RxpkCV54jtu4nNztMPmgb+bnq86fh1XnvjC1dEOA+v9Ahd7lZh+//UHdP5rD06MbwdrqTP1J2/TiPW+5QyWdqwas97n7EKlPOnhqLJFiEaHuQevoUx28130rZwjNdqWyIa2a+Ne2Jhw4AYaFsiIuvnT4/B9X3jvvYb1bct99T0JFXnnIiLO7IFdh7Fxpms2zwE0Udt0rmJQNugGzZ9DxHNVw55QrxgH47uXsHLzgn2vmYiUOu51moTFvnEOEce2w77Xp9VlNaunf/ZC19fek1ARl05B+/cmOI2aa5pmDA1G6MgupufKGo2hyFkgTlIV7B1h93snRN6IuViRUJH3LiPi/F7YtY5pN0o02/+ItS8pAmXtTtAslV+jqtEOkdeOI/LmGdjkLAaVNG+FedpWkmndGn2SOFWlWG60q/EL2k5cjqQyvV9buDjai38fvXQT3n9uwOZpAzF8/josG9MD2TOkhs/7ANTrNxmVSuSHo73UYWo+Ph8+Yvvxf5A/azrTtHVju5r+ffjSbSzccdzsSVWSuXvOiXOm3SNbyedOwWHyPmjNISzt1UB04kkJGPUnrkWlAlngaCd3qJh12U9eQf4sciKHFLvfvA0Y36k+SubJgudv/dBl6irsmtobdlE3jpjL3B0nIR0xdo/rFOe8ccK6g2j4a0HULZ0Ph6/ch/fKfVg/vI15Y+86I6/30W2jYoeZ5k1tXwM505m3w+Z/5TsXx/V+9U3PV528hStP38DVQYXx286ge9XCKJ8ng9yumL4VZXOlQ5YU7uaLPbhpTOxj10xtitHrjyJfhhT4s2tt3H75Dv2X7cde71awNeMNaZb8zn90e0r/+CoirxyE6vdB3zRdovqtPTRbZ4pkXSuXZLBrPRbqx9eAqOSIbxV56zwiTu6EfdeY84JoVu5esC1eGfoXD+JMt/2lJqxTZUD47L6APlIkJiRWxIWT0OzaCOfx8+NMd+w9AqGj+0L/8qm4wO8yZzV0F08BGjUibl2B7uwxOHSX2ziJFXntDHSHt8JhwIw401V124n/h43pKP5v5RLzm7Jr3gu6M/sReeEIFIXKwK71AIRP7ZO4+LfOIuLEdtj3mPzJPOkCq22JqtA/vx9nul2bYdBumgf9oxuw8kwN+y7jED61u7hYm6DYV05Dd3AzHAfPijNd1aCDuMAZNrLdJ8v+tXk/U1sy8vpZ6I5ug0OfWMkdUdQrp5qSnWJT1W4rEtnCJsg3IkrJHz8q9r/N++bY185Cd2QrHPrN+PTvL59iSrQyCQtB+JRepqe2lRpAkTVfopKqRPyrp0XSlsOguAlpqvrt5HXr3eGT7SrizH5obss3GtqWrw27Vv2gnjU44bHvXhQ3ldi1j9sG12yZG3PulLMolPW6QrMwph9Wu3WeWW68suR+Vnf+BNQ7N8BlUrx9bN+RCBnVB/oX8j7WdcFq6M7L+1hJ+PIFiLiUuKTVaBH/nIJ2/yY4DZ9jmmYMC0bo6Jg2u/K3xlDkyG86b7Nr3BH6J/cQPmsYbDLlgEPPMQgZ3FL0Hf1MfUSR9/9BxIV9sGs5Iu706yegfyL3DyuKVIaqento1sv7NWX1tog4tQN66Vhu5wiHzlMQ+fg6jP6++Jmuv1TOkQptS2RB23Vn40yfcOgmGhbIgLr50uHwA19477uG9a3LinnT6hSFi5183nLs4Rt477uOze3K/VR9NBL9wyuIvHwQqiZx91ORt07B8Oy2+LeiYAUoq7SBdou8Lza8vAvtg0tQVm37XbEtelz/Qj+J1A9i2t6LVoaqZgdo1sptHlWjPuKmM8PzO7DySAm75kOgXjhYJCL9TO1o/cN/EHlpP1TNh8Vd9hsnYXgmX/9TFKoIZbW20G6KnVRqD9uyjWB4Gvd6UZIvu8pBXvYtM2AMeAPr1Fnl52vHJcl+ZmunSui/7QLG1SqCkpmS44V/CLpsOIudXaqI5KukPF8PDtdg+OpDWNanAbKmSoarT3zE823DWiApiH6aE5fj9FGtP3gOD1+9xfYpfWCrUMAvMFYfpZk0qloWZYrkFcu9Ye8xjFmwGssnDsS4P9ege7M6qFCiIIJCwlCnhzfKFc2PLLGKeJglfrVyKFM0vxx/zxGMmbcCy6fIbamQsHDMXbkVZYqY7+avaFXKFEe7RrXQZuB40zRpOYdO+wsrp49A1gxpceX2A/F8x8Ip5o//awm0+7022vT/tH93+ojepkSrpNKoevlY6/0wxsxdjuVTh6FkwdyoXrYEvOcsS7LY0wd2hIujg/j30QvXMWr+aqybOhiNqpRBmcJ55M+07wTG/LkOy8f3M2vsn34owNOnT6NIkc9nu0nD8Xl6eqJ48eIi4elbEiGkof+kBKdChQph+vTpiIy62/hb7d69G6VKlRKxU6RIgbx582LSpEnQf0PDu06dOqLSVZkyZcTf+dEMBgPGLt6GoW3qQhl112W0ySt3oXP9SiKbNSmotTrsPHcLPev+KjZ4iaerk/h/kWzpkMI9YZXDEuJVYBhc7ZWmOwQKp/fE22A17r0NFIleIVq5IaWOiIStjbV47fcwaCNMSVWSoCuPYJfu0wzlVM0rwHe9XEFH4n/suinpIvTeSymxGspkCT/BkNbv2FnDMWn4TERELVu0EZMHYtHslQgMCPri+xs0r4O/tx1AZERkomJPmTMaY4dNFdXdonXq2QbTxs8TSVUSv/f+pnk3r93BqxfmqaggxR8xcxBmjJgbJ3504lR0cllsX5v3vby8kqFIkfxYt36beL59+16kS5saWcx8wJOWe/Icb4wdNi3Ocn+Ju4cbPJK5i6QqyfMnLxEcFIpylX756ZY9OqlK4uAsVd+S/y3939FF/j7tnRwQGhiCCHHHgphrmqdyUCEyIgKhgaGJ+q1HJ1VJAq4+hmM6Lyg9nKBK5iySqiShT99CFxSOVBULmF6bu399vN5zScxLrOikKrEczvaiMpbkzcUHCHsbgKSmjRdfWud6bYQpqUry9tpjuKT1jPO+iuPb4OL8XVB/TFxHKXQRpqQqiZRIZROVtGxXoTzCd8rH14j7D6D384OykLzenZo1QfBC6e5keTswBHxMVHjDy/swhnxm/UZ1ikms7By+fd53kI6mIVHHjTBtBFztVVDaWMMKViLBx5zHtn+z8+I91IuqnhF9EVAS/Tn+S20asd7Vuk/Wu2TKnkvoVCGfuBBtLkXSeyKFi5xYEi0gTIu7bwNRM29aU6fiuxA1Xkb9rj73nsQwvLgPY/BntveoCwMSK5WDvNM1McZs5yp7GNWhgD7hnVaGp3dgDPJP8vd8if7BLRg/+n31Ncqy1aE7GVPhRWLfuhe0u9aKJKzEMrx6AGPIZ/ZRsfclKun7jVrvDs7iTszIW+fkz37/MqxcPMTF0qRUJEdGpPAwX8Lm50QnVUlCwzXi9ycRbfgw+YJMmFoDVyfHT/YFZtnPLNuBoa1riao1n7Pj5BXUL2f+O7PU2gjsPH8HPWuWijl3imq7iH28Wu6IDdPoRALGlz7fdy378l0Y2rKmab0GhobjY0iYSKqSZEzpCWcHO5y5+cj8541nb6JnvbJxzhsDgsNw98Vb1CwhVyesXDgH3n0Mwcv3H82/3muXjhXbvOcH/6vfeXw7Lz9AvWLZY35v0e0KXQRsFdZmPc59EvtCTJvi0PXHaPyL/J3nTZ8CXq6OuPL4+y78/a9855ZoTxl8HsEYGvjN0wWjUT7WS5R2MGqk43rC+woMz+5+/hhtZQVVw+7Q7lr6yUUu23L1oN2/xhTvi5/xG0TeuwljgFy14ZPlc5T7pqzsHWAMDTJ9Dv3j+zC8T3jVmvj0j2/DGBivTaFUwbZ0NWh3r4r5KMHy/kyqYmKTPjsiLx2TP/u1M7By84SVV+IqQxqefmXdN+4J7Y7FcdtqDs7iM0hJVeJz+fnCqA6DTc7CCY6tf/SZ9pTSDsoy1aDZsfKTZf/qvJ+tLfnkDoyBCfhb0jZRqiq0e1ebJknVk35IbDPSP7n9XbGldRBx/lDS/N52ffp7k37v+qikKvH+p/dFtaskO3cS50kJv5Hzf30/G3n3Joz+n9nHItY+1sEBxpDgRCU0fI1Uaepfz9t+/Q26UzHnbbbFykF3fI/8/mcPYAj0h02OmD67n6WP6LPnjfoIU5KJeI3PY1i5xuqXM8bEtLJVwSh995qYpPKf5fpLkXTJkELqC/2knyQINfOkEc8rZ5f6STR4+VFevuikKkmINlLu3PnJ+mhi2m3xv/dIU1KVeM2bpyKRx/T87XMYg77+O/mfP65/0/b+JGZ7t3eClYOzSKoScQPeim3dJkuBn68d/frhF77zmKIKBt+ncX/roiJhC0Se/1uO+x0SuuzWrl4wasJEUpX82R7DytkDVl4xyUDm3M/cfvMRH8N1IqlKkiGZM5xVtjj7JPHXXb71fF2qrCydn0tJVeIzZUmDtwEhuPcqbuUws/XTLN2Ooa1ri8pU0VbuPY0+TX4TSVXic7mZ91q7VBno16L5TMudP3tm+EZd3xV9FVF9c2qNFrYKG7ia+RqriF+sQEz8nFlEBalokxeuRaemteHmIrc3zKlovpxI6eURZ9rrN+9ELCmpSlIkbw68ee+Pu4+fmz9+/lxI6RWzL/+RVEpl3PWeI6uonCXJlyML0pq5SlR80UlVktBwtfgcYluISvATnyl7JtO2aE4/fcUqaZi91KlTf3ZIv4oVK8LBwQGHDh1C9+7dERoait69e3/xb0nzChcuDA8PD1FxatiwYXjz5g1mzYqbYf01T58+xbFjx9CiRQtRTevx48cidkREBEaP/nypXGmIv5kzZ+KXX36BtbU1tm3bhnr16mHnzp0i2SohtFqteMQmVfT6Fmv2nUbBHBmQO3Pc8vGHL94Uw2uUL5IbRy/HNMDM6dWHQLg42GHZgQu4KJXYVyrQtdYvKJHT/OXx4kvv7iTuhrj+2h8F0ybDiYdvEKaLhG9gGMbWKox+Wy6I8pEfw7WidKSnk3nvdE/XqTr8DsatSqNKnQzupXLjbs8/PvueVM3KQ/3iPTSvPndS+nVtujbD9Us3cPdm3LuQqtSqIA6+0vB+lWuU/+x7VXYqVK9fBW3qxtzVkxAdurfElUvXcftGTElVJydHeHp5oHL18qheu7KYtuyvtdi7M/EdJV/SvMvvuHH5Nu7fkoebi63H8M6oVKs8nF2dMbSTd5xEzK/NS4gVy+eInfrly9cxfMQkkUj05u37OImXr175IH26NHjy5Pln3+PnF5DI9X4jznqPNsi7F/oN64bHD59h+vj5IontY0AgPrzzQ426VbBv12ExLGCmrBmQNn3ih/Cx1LJLus3qjdyl8ol/T2srZ4/P7zED/RYNgSZcI6pSzekyFfqoxL5FA+ej/5JhYqhAl2QuWDZsIYI+JL6TPlq2jr/B9+AV6AJCoXkfiLS1S+D1notiWEDnLKngEJVg6VEoC5IVyYZTTSYj94AG3xWzwuwuSFNaHuJtX5tYw1N9RcU5XUXH2vvrT3Bx8iZoAhJ/F0O12V2QrpQcf8dn4hdqXw1PD8cMrZmtRjExbJM0LetvRWEOUiUq7ZmzsHJxEZXAYidM6d++g02KFKIDT6pQZVfmF9hVkO8WC9u4BZpjMcmt5qCs2xU2GeX1odkw/ZvnJYb025n6exkM2Hga9rY2CNboMLNpWXECM7Z+SfRbf1IME/gxTIuRdYrBM16Hkzldf/YWwWotyuaOOabP/fsCDt94guBwLWa2rWb2alWWatOI9d60LAasPwl7pULcLTWzeTmx3g/ffiHml8+VDkfvfH9VuK95G6KGp5MKCms5oUuKm9LFHm+D1KLd8yMoG3SHTSb5YrdmTcxdOZrNc2HXtL8Y5sPKzhGajbMSdefv16ia9xOdoIaXj6D9e5Uo9/6j2WTLDStHZ0Rei6nwqShWVnScSdNsi5l/WG2JsnZn2GSUL7prNsp34lu7JJM7s6ThRaIYg/1FR2p0CfzvNXLJDnEJKG+mNOjTuDI8ohI+foQRC9bh8h15OJE/hskVjKb1bY3+M1eIktvBYeGYNaCdqRPJXNbsP4eC2TIgdya5Yz6+t/6BuHL/OSZ2bQRzkzrnXBztsOzwZVx88FoMT9a1egmUyJEOU9tVw4Bl+2CvtBV3R87sWEPsg8xpzQFp2dMjd6aY83B3Z0d4uTnj4MXbqFYirxgWUKpa5etnvsQm03mjtOz7z8c5b5SSuKQEK2lINNN+z8MFbwOCkT65eSonvfKLOmc9eAkXH7wUQ8B1rVEKJXLKlRFHrT4ohuLMmyEletctAw8zJvBa+juP7frzdwgO16FsLnm5x/5eFv1WHsYfB6/gY6gGIxv+As8kSl6+/uwNgtUalM2TUQyTJw23GZ1gJknt4Yy3H813B64lv/P/hfbUt9DuWwJVra7ycV3lAO3fCwGD+Y7rtr/WEckIn1SxUdmL5B5F7uJQ5JOHNYg4vQeRN+NWpvheYbPHwXHgeBi1alg7OiN0hrfpRoykJA1JJQ3To6zWBIqcBcVwTbq966B/cF1UlhHJGYZYx/WPH2Dtnhz6RAxP9iW2ZevC8PyeuAgZR3iIiK8o8Asib5wVwwJaJ08jhhfTm2vZw0KgqtEUilyFxbal3b0G+vvXvzrvv9SWtGvZX5yT6188hG7PSpGQb+0pL7uyyu9Q5IjaJvavh/7hjSSP/S3zzBK79QD57z9/AN3uFZ/8fetMuWDl4ITI2zE3UpmDtVdqMdyc8rcmUOQqBKNOB93fa8XvLT5lxXqIvJG4Cv5fo6zfDTYZo86d1sUdAksaxkqi93kC3ZEN4jdoTpbcz4bOGAunIeNh1Ghg7eSMkKmj4uxjHVp1hrF5B+hfPYd67WIY3plvHxfNJmvUedsNefgtaZhAaVjC2MkdBr93sE5mnn2cpfqIvsS2WFXoH10zPdftXSqq+NiWbSiSTnTSsGlhX74B+2e5/mLqJ3GM10/ibC8SL9K7y+3JkXuv4fJL+cLwgkYl/lN9NLEpClVK9HB/P+NxPc72/jCqH1odKvpJbHIVh/7eJXEzmlWyVJ8kH/3M7ejYpOp0ohJdFJvsRUT/lLQd2GRPeHL89zAEvhP9gdLQo1KSn03m/OLmQGnIQL00dKWZ9zPvg6Xfnx0O3n2NarnTimEBnweEwjcoJok1qc7Xc6dPjqAwDa4/fYOCmVPhxK2n4iZc34Bg5DJz5eM1+8+iYPa4fVTSDYgBwaE4ceUuDkf1g7eqXga/lTR/9aZo6/4+ivLF5QTFcb3bos+kP7Bg3U58DA7FqG4t4emetDdgrtt9GOVLFBL/PnTmstjfVihRCEfPXcGPkD5NSgQGh+L63YcomDs7jl+4Km749H33AbmzJm0FqdiGT/tT3OcsJTn17dAMHm7fNwrXv1m36xDKl5TX+48yfO5KXL4tX+v/Y2SPTz/T3uMoX9z82/pPn1ilVqthZ/dpQ2vUqJghjqTqU2FhYaIC1dcSq/r372/6d/78+aFUKtGlSxdMnjz5m5OTpMQUqerU4sWLYWNjI6pp+fj4iNhfSqySqmrFjl2sWDH4+vqK9yQ0sUr6rGPHxh2ORYo7tHbBr77v0au3OHLpNpZ7x02YkcoCLtl5DEtjDWuSFPQGI94EBCNzqmToU78c7r98h65zt2Db6HZIlsQXZpztbDGjfgnMP34H4RF65E/jgcyezrCxtsaKcw/Rq0Ie1MiTDq8/hqHD2tPIndLtu4cCjJahTz04ZEqJq41iSgVKUjUpB7/DVxHxmYQG91/zIvOARrj2+4QEx8uaMzMq16qAtvESo5J5eaBLv3ZoF3Wy/iVVa1XAi6cv8ehevI61b5A9Zxb8VqsymtaWy2pHs1HYiGEzpd9xg2qtxZB1W/evwpNHz3H/zqcJUImVOUcmVKxRDp0bxJQQj+2PSYvFo9ivRdBrZFd0rNvDVJXra/O+VYVKDfDqlS8UCgXGjxuMFcvmYPSY6Ql+T+26rRO83qvVqoRmteXhA2Ib2G0U3vi+E/9u1aEJlqyfi99+kS/+dWnVD0O8+6Brn3Z49OAprly8Dn1k4hr2llr2aH/1nyf+/2vDCmg2rDVmdJiEer0aY3aXqbh/6S4y58+KAcuGYWjVvgj5GII63Rpg07S1OLfrNJKnS4FRmyfg6a3HiRoKMFrO3nXglDEFTv4ul78823YW8o9sipy96iD44Wv4XXoAY6QBNvZKFJ7SDuc6xgwt9T2O91sk/p+90a8oOawp9rX5tNx+bLsaTUCorz+sFTYoNqgRKs7u8q/v+ZqDUfFzN/oVvw5rip1tY/5WsR514JohBY4MlcsvO3i5onivenGGBfxejq1aQJE2Dfz7DIDV147jNjawUijEa/w7d4dNyhRItnABIl++ROTjhO/vvkS3a6H4vyL/r1BWagptrM6xr81LDOlC45KTtzGz6a8okjE5bvv4o++6k9jSowZWnL6DXlUKokb+jHgdEIoOy48gd+pkZh0KMH51hVpFc5gudkv61CopHhcevsbsv89jVa/6ZrsIbMk2jVjvJ26JZKoimVLg9ms/9F1zAuu6V8eS47fEEIH/X+i2/yn+ryhYFsqqzaFdOxWwtoayXAORTCV13lunzgxVi0FQ/zHYbBcI1AuGyXehW9tAWaMl7Jr3hWbJ95UTTwxluRqIOHvYdNHTytUddnVbIHRSTJs/Kej2LBb/V+QrA2XFJtBuijvMSVJYPrwdUiVzQ0SkHgu2H8OopTvwR/+W+FEm9pRLqO8+cQlz1v2NuYM7YMn2wyKZqkjuLLj9+CX6TFuKrTMGw91Md6g9evUOR/65g+UjPm1fRdt1+hrKFswhEo7MTW8w4E1ACDKn9ECfOr/g/qsP6PrnTlFOfsnBfzCzQw0UyZoGt1+8Q98lf2PL0OZwdzJPAu2j19Ky38Xy4XHb9JI5fZpjzuZDWPb3KWRJkxyFsqeHjbWN+ZfdXzpv9ESfBuXl88Y5mzC/l/kT2D6JrTfEnLPW+xX3X71H1/nbsG1kayzv1xipPFwQodfjjz3nRMLNHz3q/ye+8/h2Xn6IWkWymo7rK47fQK/qxVCjUBa89g9Gh4X7kDutp9mGAowT+8I91CqWM06b4r/6nVu6PfVNrKxhW6KGuAgk3ZFunSIDVHV6QL1mrFmqW1inSA9F3pJQLxz5mZk2sLJRALZKqP8YKpKN7LtPhuGDDwxvzHQ3sLUN7Bq2QtiMUaKilU2WHHAaMgnBA9rDGPL9F5n/LbZUFcfw9iXCd62AddossO89EeHjE3eTW4LDp0wvEinUf35+6CnNiklQ1mwD24qNxGfUP7sbJ9Hru9jYwNozJQxvXiJs+3JYp8sCh35TEDa601fnJbZ60/9aWzJ83lCRKCfi12oFuxb9oV40JtY28Qrhe1bBOm1m2Hcfj/DJPcy27F+M/S/zzBJ7zuCYv1+7NexaDYD6r9GfVKuKvHjMfNtatOh1++YlwneuENuVfZ9JCB/bJc66lRKvrJOnRvjsmGH6zEW34y/xf0WBslBWaQbtOnmoJs2KsXKVKWsb2Fb8Har63UzzzMGi+1lrG9g3boXQqaNERSubrDnhPGwSgvq2E/vYsDkTYYiqcqWqXh/OI6YgqLd5h3iWKH+tHue87Uf6kX1En2Nbqhas3FNAuz8mmc+2VE3oTmyB/u4FWLl5wa7FMOjfPPvuoQAtef0lISbUlC8K7779CnNO3sMfZkyu+l+hKF4DVm7Jodv67cUkfubjejTb0rXl7X3fCtM07ZY5sK3YRMwzfngNw6uHSZbY9KPb0bEpStQUFct1m6L65R1dYFuqNjQb4yby/jA6DbR7F8H2l/qiMp7+zVMYpH2MUZ9k+5k5jUpi7vHbWH7+IbJ4uqBQ2mRi+o84X5/Rvjrm7zmHcG0E8mdKKV5jztimvvDLt7F8ZOdPPpfUV62JiMC6sd3FUIFtxi5EplReyJEh8UUUvmTJln14+eYDloyX+wSXb9uP3q3qo2a5Enj99gPaDZ+BPFkzmH0oQFP8zX/jpe97LJk4CH4fg7Bk0x4sm2z+dtvXODs6YNaIXpizYjPCNVoUyJUVWdKnEfkiP8rKmaORKrknIiIjMX/lZoyY/hf+mvh9w9d/zZJNe/DyzTss6ZV0MT5nUh95+Npdxy9gzpqd+DNWctWSrQfkbXFsH7PH/ekTq6SkpI8f//0u2BIlSmD8+PGimtO3JklJ75GGAnz+/Dly5MjxTe9JlSqVSBKJ/SPJlSsX3r59K4bgkpK1vjX24cOHkVBSla3YSVoSaXmNt+MOQxLftfvPxN3EdfrLjXS/oBA8WbYNXRtUxoePIWgyTL7ILw3vIGW3fgwOQ68mv8FcUno4iwoSNYrLd2LkTJ8CqT1d8cjnQ5InVkmKZfQSD4kuUo9K8/bDy9lOjKc9tX5xMT2tuyPypXEXGc/maNin71YLyWsUx7XGE2CIGjIoWupm5XF/8Kfjj7qVyoXcc7rhRqtpCH+S8Lt0ipQoKBKX9p7fKp57JvfA6BxD8deMZfBK4YmtR9eI6e7JXFGhWhkxHNy8yfKJXPQwgNvXyaWQE6pYqcKi4tGxS7vEc6/kyZB11ijMnbYQoaFh2Lllr5ju8+qNSOLJXyiPWROrCpXIj1TpUmLb2XWmZLJh0wbCM3kybFstfybJ5dNX4DDRXiShxa9s9bV5/0ZKEpJI+5S585bi3p3TePXaF6lSJhf7i+jKTenSpcHLVz5ffE9CFS1VSKz3o5d2mtZ7tlkj4ZXSE+tXyNuBZM2yTRg2ti/c3F0R+DEI9+88QrsmPU3zD57bhkf349299j++7PGd3nYcHSZ1QaZ8WeCewkMkVUme3nyMgDf+yJAnM17ceYqi1Upifi/55PL9q3d4fO0hshfJlejEquxdayBNjWI49ftk6KN+60F3X+J085jOsGqnpiH4wWs4ZkgBhzTJUH7bCDHd1sUBVlIigqsjLveRk5QS4+HW0yg7uR1Ubk7QfmVYQympSmKI1OPWsoNoetI8HTd3t55GpUntYOfmBE1gKIp0roFs1YtiW/MpiIwauiRFvkxwTO6GFvvlxCp7D2dkqVIY9h4uODd9S4JjOjb7HXblfkVA3wFSOUcYpYdeLypTRVetkhKo9O/ewRgSAkN4ONSHDpsqWelu3YZtzhxmTayKFnnzNJQ124uy09IdUt86LyEevP2IDyFqkVQlyZsmGZK7OODys/c4du+1qGYlSevhhHzpkuH6yw9JklglnTQeuvEE6/o2/Oz8ktnTYsr2CDx6E4DcnxkWNzEs2aZ58OYjPgSHi6QqSd60nkju6oC7PgHwC1GjyYK/xfTAcC1O3n+Nj2Ea9Kpq/rs5pLsu/UK1iDQYxB2RUqVF6S7MlK5JV5nsSyKvn4JSSu61dxKVFKyc3UVSVXQpcqnigXWqjDA8iSlR/j1MQ3sY9Ig4uRsOw+SLFD+Uyg62xcshdHRMwrpNxuywcksG5wly4pOVsysUhUrBytkN2q3Lzf4RIm+dgbJ6W7HeDVJ1Kic30XEXXbVKVKsKNk85ZCmpSiJdzG9ZtSTqDJ0PS6hTvjgmLNmKu09f4/3HYJFUJcmbNT1SJHPD/ec+KJX/287p/s21B8/h++Ej6gyaLZ77BYXiyfJdIoHz98olxG9u16mrGNE2YTfJfKuU7lHnTkXl5cmZzgupk7ng78v38SEoTCTYSPJmSIHkbk64//oDSkVV2Ple1x68gK9fIOoMmRuz7Ct2y8teqTj+GhiTCF9v6DxkTWOefXs0qQqVWPYScc8bff2DxGeROg2lxBOx3wsIFq83e+xiOeXY6ZIjdTJXPPL1Q8moSsu2NjZoUaEQ6o6NGc7iZ//OPz2uP8O63vK2LR3Hjt1+gaktKornaZO5IF96L1HVytyJVeFanRj6b13/xuK5m6MdbGys4RccZqpa5RsQItbVf+E7t3R76ltYe6WDlaObuBgkMbx7AUPIR1gnTw/Dy3vf//el6jTuyeEwSK7kLR0zVQ27QefijsgLB0UVqchrp8Q8KSHD8Pw+rNNmNVtilU3GrLB2TyaSqiT6Jw/ERX6bTFkReTNp73iWhiU0GvSIvCRX0DW8fgKj/ztYp84Ig88zMaSvlLBuSuB294LBTFUoJdaZcsPKIzkchsrtKKn9pmqcTl735w+IdaxZGnNTp8OgBYh4a56KrMaA92LZIy7IQx0aXknL/hbWaTPJ//7CPP29a/+JtqRILoqOf2IXlCMXmaaLbeKfE/Ls10/lbSJVBujNdPH5S7H/bZ7ZYx/fCaX3krgvUNrBtvCvCJ/e16xxY29zpt+btF1JFYrSZIL+vrxd2VZpCEWhXxA+ZxgQEXekCHOKvHEKylodTP0BpqH7pM93YT/so/qqzMWS+1lpX2rt4SmSqkzDq0r72MzZEHnjH1NSlUS7fwcc2naDlbOLPFygOc/bipVD6LiYC3FGqUKdQQ8rF3dT1SprzxQw+Jt/2KYf2UcUn6J4ddjkKArNhmlAZNR1CXsnUcVGu0ve7xkDP4iqhTZpsyHyOxOrLHX95ZN+krB4/SQhalE5Kr46edNh4qGbCFTr4PadwxL+L/XRKIpUhU3WQtBumxXzvScxSx/XJYoS1WGTs6hcETDWchvev4J2Y8xNwPZdpsDgJ1+b+Nnb0dEUxarJv+vN003Lbp0iI6wcXWHXRm7LWUm//SwFYWXvjIgz2/EjSMMXardG3Qhoo4Ci0zQY/N8kyX5GSq5K7+GEP5v+Ynpd/UWHkcXTOcnP1x+98UPJHOlRLLs8ooIuQo9KI5eJ5CpzkvuoAlFn4MxYfVQ70L1BJTjYKVHrF7nvOY2Xu6hqdefpa7MnVq3ccQhHz1/D4nH9YK9S4WNwCI5euI5pg+Rkr7QpvZA/RyZcu/8kSRKrVm7fL6pSLZ4wCPZ2Kly+dR8fPgbh997eYr5UMevExev4GBSC3q0/f15tLsUL5BYPiU4XgfIteorkqh9FSqqSSJX7W9Wvjlrtk+4m35Xb9uHo2X+weNJgsd4toW6FkpiwaAMCQ0Lh5uyElTsP4+jF61g8prcYycDcfvrEKqka1dq1a//1ddevX4e7u/s3J1VFv0camk+qQPWtpOH81q9fLypXSe+VPHz4UCRcfWtSVXRs6T0JJS3f55ZR8y/v+71KKfGI1mH8IrT4rQwqFsuDplVLm6aPWrhZ7HBbVjfv8CXuTg4onjM9zt15jl/zZYaPXyB8/YKQKeWPGR/0Q6gGXlElZhefeYDiGbyQM4WbGD7p0vMPKJ7RS5SilcpEtiqe9bvjpetSEynq/yKSqiKDwz+pSGVlY4OAkzHjP0vcSuZCngU9caPNdITefZGouJtWbRePaCu2/4k1Szbi2P5T2Lhim2n6hLmjRFLT2sWbYj5zxrTIUzAnerYemKjY61ZsEY9o63ctwYqF63B4/wnkzpcD5SqWxtoVW+Dq5oIChfNi8YJVMCcpeSp2AtVfW+dg49KtOHPkPNJmTIPXz+VGc+6COeGezB0+L31FNa1UaVN+dl5CODjYi4TLoCD55L9pk3q4fv02Pnzwx7Vrt9CieUOsXrMZDRrUxGufN2IovC+9J6Gk5KnYCVTrdi3GyoXrcezQaZFc5v9BHl6vWq2K8PsQIJKqJFKinTQcoKRJq/pQh6tx7vSlBMe35LI7uDhAaadC4Hu5I6Ro1eKiItWH1+/hltwdqbOmhe/j10iRIaV4vHnqg9CgMGjVGuQunQ93z92Cs7szshTMhn1LdyMxsnWpjvT1S+Pk75MQEeu3bpfcTQwHKMnUogIiw7V4f0Ye03133m6m10lDAdq6OuCG978f52JTujhAYa9E+Ds5RsZqRaD5GPrVpCqFvQrWtjbQRX3OrHVLwe9O4vY1qqj4YVHxs1QtAvXHUJFUVbhjdeSoWwrbmk+GNtY6eXbsOhYXienMqjqzMz7cfYFryw4mOL5jk8awr1wJ/n0HwBgac5eP5vhJONSrg9Dlq0TSlI2XJ3TX5KETNEeOQVWiOMJ37IKVszNsc+VE2PqYfeB3UTnAylZpGlfeJkcRGKUOMenxtXnfIaWrg0jkefohCJm9XPHSPwSvP4Yib9pkYoi6S0/fonjmlOKC6O3X/mhVSr5gaG4Hrz1G9tTJkCnq4qpU1eFNQCjSe8lJXLdevENAiFpciDUXS7ZpUrpFrff3QcicXFrvwXgdEIKcqT1wbHjjmNhbzyJHKg+0/EUess3cPBxVyJnCFXtvv0bd/Olx5MEbpHC2+zEl5u2kbVoFY0hUAmPOomIoG2mbNkh3PTu7wcozNYx+vrDySAFr9xTi32ahVAHWCtPdfYrCZcXFxx/NtmQF6F8+geFNTAnzyBsXEdIzpqKOfefB0L94DN1BM3Vaxd+XZC8cZ19iePscinylEXnzDGxyFhPfjzmGAZQSHSIj9XBxlDuE91+4hZzpU+JHCA5TQ6PVIbmHvD85dukWXJ0dkMbLA34fg/H09TtkTpsCL99+wKu3/siY2nxl1qXkKekRrcPEpWhRrTQqFpU7Ti7dfSruDCyVV07uMjepElHx7Glx7t5L/JonI3z8g+DrH4wqhbJi0YFLePo2QHTUvfwQiNd+QchopqHwJFLylPSI1mHycrSoWgoVi+TCh8AQMRygZNuJf0QHRvHcmWH+88YMOHfnGX7Nl8V03lgwS1qRZLX34h3ULZ0PR64+QAo3Z7MNAyjHtkfxHOlw7u4L/Jo3E3z8pPUun7NKQ/BJQ8ZJDvzzADnTJv/PfOexHbzxFNlTeyBTcjmh0sVeKbcrHvuieNbUcrvi1Qe0Kps3idoUnqY2haRKgazYcvYOulUvjtsv3+G9SDJL/Z/4zi3dnvoWhtAAcVHGyj0ljB/fwsrVC9ZuXuLf5iBd1Jce0ew7j4PuzN/Q35XPSyOvn4ZN9kKIvHBATuBOlw2Gk/INReYgXUSXEqus06SHweclrFOmgXXK1ND7Jn6Ikm8lXdjXP7gBm9xFoL9zGVbJUoiHVK3IGBoE/avHUBSviMgLR6AoVEYkAxnNOAyglDwlPaLZd5sA3ak90N+5aEq0im7rKUpUgVGnhf5x3D6sxJKGf9Pfuw5FniKIvH0ZVp4pYZVMrmbxtXn/ibakFF+qEKSOil+kHPSvn8ZsEw9vwCZXYejv/iPa0WKbePc6yWN/dV5SxC5a/pO/b1ukLPQ+z8y3vLGIdXv/OmzyFIH+dtTvTUqkiUoWtK3UALZFyyN87jDTZ0zScye1fO4EW2m92AAaud/EJl9p0aY3J0vuZw1+UfvYtBlgeP3CtI+V9reiWpaURBUkrxfbkmVhCPxo3qQq6e8WLw/9q6di3xpbxOVTUFaoDe2u1bDJlAPW7p5in2w2Fugjip9oochdUq5Wo411XULa90VoYZ0hFwwv7snfeeosiLgcczz4ma6/fLGf5I4P6uZLhyMP3yCFk9RP4ohgTQQ0EXokd5Y/37FHb+Bqp4Srne3P30cTRVG4ChQ5i0MjVarSqn9YXIse10US4W9Q5CkJzfp427vUnnFyFe0q8bqC5cWQfIbn8o3YP3s7WqIoWhWKnCWg2TwjzndueHoT6j/7mZ4rq7cXSWaRVxJe6CPRHFyAcHmfblu8JvSvHsAYFJNQa879jJRUFXv6tmvPYG+rEPucpD5fz5TCQ9wI5eUq3wi0+OAl8br0XvL5tLn8XrmkeETrMGEJWvz2i+ijuv/iDc7eeIgmVUoiKDQct5+8Rpua5r2+v3rXYew/fQlLxvWDi5ODmObi6Ah7OyUu3ryPEvlzikSrWw+foXXdKmaNLeLvOIj9Jy+KSlXR8csWK4ATa2NGhRk5eylyZE6PVnWTfjSJDwGB8PKQv+OFG3aiRIHcSJ9avgk7qYWrNYjU6+HiJG9z+46fQ84sSTME4ertB7D/5AUsmTjEFO9HCA4Lj+oPltfxsYvX4erkKB6rdx/F/jP/YMmYPnBxlLcFc/vpE6uqVasmqjRJVaukxCnJnj178O7dO5QsWVIMLyZVfpo0aRIGDoxJCLl06RJat26No0ePIk2aNDh//jwuXryIChUqwNnZWTzv168fWrZsafq736Jbt25YsGAB+vTpg169euHRo0ciduwhCKX5O3bsELElq1atEklXUpKYZPv27Vi+fDmWLl2K/09GNq+KMWsOYO6OkyK7d2SLKkjh7ozx6w7i9K2n8A8OQ/d5W+Fop8Se8Z3MGvvPU3dx7aU/9EajKBE5umYh2FhbYVr94ph97HZUyUQjWhTLggJpvy/ZS5XKA9nHtUb487covF3OljXoIvBPdbnscurmFeC78YQY4zi2XLO7wFqlQO65MUkXd3ouQNi9pO/UkzRoXguH/z6OsFDzjT0cbfr4+Zg2fyxatP9dPF80bwVuXpOTTHr074jmbRuJ6lnZ52TBmKlDUbtCMwT4/3ulum+hsFVg9NxhcHJ2FJWT1OEaDOvsjZCgUKjsVV+clxApUnhh86Yl4o5qaUzfZ89eom17uQRhtx5DsXzpbAwd2gvBwSHo2Kn/v77HHJQqWyzbMA9KpS0MBiM+BgSic8uYO/+atm6Auo2qi9iPHz5Dt9YDEhXHksvu4OyIPn8Ogq2dEkaDASEBwZjRfiKC/YKwdNif6P3HQDFdqgi10nsJ/H3lRLJ53WegxfA2sLaxho2tAgeW/41HVx8kOL59Kg8UHNMSoc/fofxW+fet10XgWM3RyNyyItI3KA1YWSHkkQ/OtZcrXpiL0tkeVRf2hk3Usmv8Q7A/ahi+spPbI32lgmLovZprhyAiTIMNvw6AvZcLqi3qAytpeBErKwS/fI/jfRcmOn6tv3pDERVfHRCCXe1mwCmlB8p5t0Dgi3dotHGEaZ1srGu+IQSsvTzh0qs7In18kGyevF6NERFiiL+QvxbDbdQweG1YA2NkJALHTZLGeBGvCV64BG7DB8Ohfl3xPGzdRkTcu5/wZa/ZHjbZComTc7sWQ2DUqaFZMxmqRr1hpVDCKFWLCQ+BdoP8fVjZOXxx3vdI5mSPUXWKY/CmM+KYajAaMbRmUaR2c8S038tg9sFrYhhe6W65FiVzoED6pKlusOPSPTQoKScaSKRKIqM2HEOoRivKHtsrbTGjbVW4OFjmjgZzE+u9XkkM3ngqZr3XLo5Ubkl3cjH+wHWcfvIO/qFadN90Ho5KBfZ0rYxRvxWA995rWHb+IZxUCoytUfhf35NQUiUqqaNdqoZk13oYjFoNNCsnQNWkr9wZLLVlwoJjhqsIC4J29xLYNekr5kn7eO3eFTF3YieAqnF32OQqKi7s2XUZKzqJ1Au9Ydd2mFzBwQriLn7N+tlffU/4pMQNDWnXrh9sC5aAlasHHAdPhVETjtCoSj3KctWhOy5X4kwKUiUqm6wF5f1M00Ew6jTQrJsCVcOeUfsSo7wv2RxzR7tU7l5VuzNsS9cR+yXtnnhVABIpICgU/RdsFjeVSC3XtF7umNBJHgpr3Mo9OH3jIfyDQtFt5lrRhv97mvnaMqHhagyctQpaXQSsra3g7uKI+UM7IZmbM7w7/45Bs1eJ6VI7Z1iHBkjlmbAAOlgAAQAASURBVDSJJp+z4+QV1P21sOlGm6QwskkFjFl/FHN3n4O1lfw8tYcLRjWtiMErDohpBiMwtFE5pPIw352YX7Pt+D/Ye166sG4UpeVn924mfufmNrJFNYxZvR9zt58Q3/HIltXEeeOoFtXgvXIflu0/Dyc7Fca2rWH+2M0qYczaw5i767R8ztqssiiv3vuvnWJbk/5Lm8wV49tU+09+5zsuP0SD4jGV36Rj+bSWFTF77yW5XaE3oEWZPCiQwfydhjsu3EODUjFtCknfOqUwYu0R1J6wFrYKa0xqWVlUkPqvfOc/uj1lW6kFbDLmg5WjC+zq9YExQjquj/ridOlYozu6FqqaneWKiFbW0B3fYEoQSAhVg66wyVlEblN08JaP0dNjbrr4HO2BtbBr3Au2peTKo7oTO2B4/ThRy+7QuT9sC5eClZsHnEZMg1GjRnCvFghbNANO/ceYzhvDl82F0U9OTLZr0AqqqnVg5eIKm3SDgA59EDy4I4zBCRsmUNWsFxR5i4vqKPY9JwAaNcLGdIBm/XzYteoLq3rtRP+Qdv18U5tJs34e7FsPgKpaE9EG0axJ/PmkVJ3G1D7qNEZe91O+PuSgomRV2BYuJ53NwPD+NTQr5eHdE8quZR8o8kvL7gGHvpNFAknoiHZQr50L+zb9oWrYUWxbmrVzYQyUl/1r836mtqSqSQ8o8hQTf8u+2zj5b/05CvYdhstVRqVzCf+30KyNac9pNv0Bu+Z9YFWnrbxNbPojce3oBMaWboz42udKUOymPaHIE7W99xgvx14wEvYdR0StdysY/N5As3rGJ8MA6s4l/KarT+I37w1FvmJim5OG1xS/N+/2Ub+3frCq315et+vmie3Kys0Tdo07w/DBFw79ooZMioxA+NSEV86SKlGZzp1aDpP7ClZNhOr3PrHa8MHQrpcrL0ttfdXv/cS+RyJVpdPu+DPxy27B/axD1wFQFikJK3cPOI+eDqM6HEHdWyDszxlwGjhGrr4n7WOXzBUJV1IlKeeRU8QwhNI8aWjA0MmfH5r039i16Qvb/FHnbQOmyOdtQ+UhBZVlq0N3ct8n79FsWQL7TkPhNGWlVEof4Ysnm/qOfqY+IuVvbWGTpUDUeePAqPPGyVBVbi62J7vmUcMj6SOhWTVObPuanX9AWaGp+D6kG78jLh8UVat+tusv4w/ewOkn7+EfpkX3LRfkPo/OlTCqan5477+OZRcewUkp9ZMUFK8P1UZg0K4r0EbqRXvP3UGJeQ2LJ+pcxpJ9NBLbyi1hkym/3G5r0Fe027SbZ0BZ/ncYAt/DrrF8jdSoj4B2w2TTUHGK/OVE5SJl1dYwRjaHZu24BCf0WfK4/tl+krWToKoibe/vxH5XiIyEZqVcqUlRqAIUeaT+eSnZ0xfaLTFJGD9TO9q2amvYZJa+c1fYNeovll27cZr4LYvvvOlg8TqpL1y7bkKil9Fsyy59X6XqwDpNNrGvMbx5Ct2R1Um2n4lOptp355W45CpVsJrVqITZ+yo+d76ews0JYzccxbUnvuJ8OX/GlBjdrBJ+pN6/V4P34q3YdPSCeN6uVlnky5LObH//rd9HzFi+BWlTeqLDyJmmSknrZwzHjEGdMWvlVuj1BnFTZss6lVEgp3lvQHzrF4AZyzaKilgdhsltNalow/pZ8raWlMbOW45Tl67D/2MQuoycBkd7O+xbPhN/rNmGK7cfiGvKBXJlw9i+HZMm/pylOHXpGvwDAtFl2GQ4Othj0eRh6D9utjimStt72lTJMWlwzIgKZl3vSzdErfcpMd/7nNFYvGEXNu87LqqDPX7xGpP+WoPNC8bBw9U8N4KFhqkxcMZSaKT+YOmY7eqEBSO64Z1/IGas3Ia0KTzRwXuO/JlsFVg/Vd4HmouVUbTaf27SsHnt27dHly7yyeyBAwdEstXjx4/FSUnWrFlFwlOnTp1MndsnTpwQSVTPnj1DxowZcfXqVXTv3h33798XwwVmypQJrVq1EsPqxa4AJe1sV6xYgbZt5bEbPyc6KUuqOiUlbXXo0AFDhgwxDQ84ZswYrFy5UgwxGJ1YNXXqVLx48QIKhQI5c+bEoEGD0KhRzF3t0aTP2rdvX/FICM0V8921lxB2RepBfdxyCWL2FTpCvWqoZWK3mYKjKZpYJHald5uQN0VMhvKPdvvdBWT2NP/QRt/iqd81FE8tdfD9eJd8T0Kh/HElHeOL1Pkgi2fMSdmP9MTvqsWXvXkG+ULuj7b+xQ5sSdXCIrEbv1mHhenkMastoeurtZid3jLx+71cizdlKlgkdqozxxE2zjLfucTRex3Um2KG3viR7JuMhnqv3DC1SPyafS3bptlq/g6Ib2HfaCTUK8x7EpCg+O2mIcy7qUViO47biND+STOc2r9xmrUbQa1+bIdHbK5rjiJsYsywaj+S44jV0JzfAEuxK9UMmhv7LBO7QA1oLm2xTOzijaE+uACWYl+tJzQXzFStMYHsSjaB+oT5h8X8Fvbl20N9JHHJ5GaJX7mrxb536TtX74oZnvqHx687GOr98ywTu3pvi33v4ju3cHsqfE7ikkG+l0PfRQgd0gCW4jR1Oz42Lm+R2O5bTiCke3WLxHb+cz9CB8o3kFiC04xdCO6U9HeHf47LkkMWbUuG9K4FS3Ge97fF4ovYPc2f4PzN8RfsQ0jX3ywTe+EBhI1pZpHYjmM2WHwfG1DfMn2yHjtOIqhd4hJRvpfriiMW7yMKm9zGMrGHrbLYtZfo6y/qZQMtE7vDDIv100h9NOGzzFt4ICEc+i+x6HHdkv0klmpDR7ejw6e3t0zsQcstvuyWvM5ryfN1zeWYkYZ+NLtiDaG9f9IisVU5y0H76JxlYmcrDd3ThI/eYy7KzMWhe3HVMrEzFIb2iZyEZwmqLCWhvXPUMrHzVPr/UbFK4u3tLRKRohOnfvvtN/H4mvLly8t3gkQpXLgwLlz4+sYiJWFJiU/ScH9fU6pUqa/+LSmxSnpEa9OmjXgQEREREREREREREREREREREdH/hqQbm+AHqlmzJjp37gwfH58kjbNv3z4RJ1u2bPjRpOEEnZyc8PKl+cYXJiIiIiIiIiIiIiIiIiIiIiKi/3DFKklCh8ZLjB49vj7ueFLq2rUrfv/9d/FvLy8vi30OIiIiIiIiIiIiIiIiIiIiIqL/D/4ziVX/dR4eHuJBRERERERERERERERERERERERJ7z8xFCAREREREREREREREREREREREZE5MbGKiIiIiIiIiIiIiIiIiIiIiIgoHiZWERERERERERERERERERERERERxcPEKiIiIiIiIiIiIiIiIiIiIiIioniYWEVERERERERERERERERERERERBQPE6uIiIiIiIiIiIiIiIiIiIiIiIjiYWIVERERERERERERERERERERERFRPEysIiIiIiIiIiIiIiIiIiIiIiIiioeJVURERERERERERERERERERERERPEwsYqIiIiIiIiIiIiIiIiIiIiIiCgeJlYRERERERERERERERERERERERHFw8QqIiIiIiIiIiIiIiIiIiIiIiKieJhYRUREREREREREREREREREREREFA8Tq4iIiIiIiIiIiIiIiIiIiIiIiOJhYhUREREREREREREREREREREREVE8TKwiIiIiIiIiIiIiIiIiIiIiIiKKh4lVRERERERERERERERERERERERE8TCxioiIiIiIiIiIiIiIiIiIiIiIKB4mVhEREREREREREREREREREREREcVjZTQajfEnEhERERERERERERERERERERER/X+msPQHoB9D++SCReKqspSE5spOWIpdkXpQ/z3LIrHta/WHX/VyFontuf8k+mVsCkuZ/XwjxmVoYZHY3i/WWWzZpeVumaEBLGXti+3olLGxRWIveb4Fni7ZLRJb4hf8EA0y1LFI7O0vdmNG+pYWiT3w5Vr8mc4ysSXdX63FplSW+a03ebMOIb1rWSS287y/oT70JyzFvmp3aC5tsUhsu+KNob1/EpaiylkOuqeXLBJbmbk4tHeOWiS2Kk8laC5sgqXYlWwC9e4ZFoltX2cg1JvHWSb2795Qrx1hkdgifsuJUG+fZJnYDYZDc3U3LMWucB1obx+2SGxV3irQ3Nhnkdh2BWpYfB9r0f2chc4bpXNGzfkNFokt4pdqBs3lbZaJXayhxX/rFl32639bJnbBWtCcXWeR2CL+Ly0semwNn98dluLQ60+EDmtokdhOk7chdGBdy8SesQtBbSrBUlxXHbVo/1hIzxoWie28YB+C2lWGpbiuOIJ3FSyz3lMcP4mAupaJLfHYdRLBXapZJLbLooMI87ZMv6TjuI0I7lQVluKy5BACW1S0SGy3dccQNs4y/VOO3ussfmwLX9jHMrG7zkX4X70sElvE7zYf6mUDLRLbvsMMi/UXiL6CrRMsElvEbzQS4bM6WSS2Q/8lFtvmxPa2YjAsxb7dNMv2zZ1YbpHYIn759v8v+2lEP/iLq7AUZYbCiHhzzyKxbVPlQsT7R5aJnTwbIvyeWiS2iO+Z2bLLbqHY0fF1vndgCcrUeb7pdRwKkIiIiIiIiIiIiIiIiIiIiIiIKB4mVhEREREREREREREREREREREREcXDxCoiIiIiIiIiIiIiIiIiIiIiIqJ4mFhFREREREREREREREREREREREQUDxOriIiIiIiIiIiIiIiIiIiIiIiI4mFiFRERERERERERERERERERERERUTxMrCIiIiIiIiIiIiIiIiIiIiIiIoqHiVVERERERERERERERERERERERETxMLGKiIiIiIiIiIiIiIiIiIiIiIgoHiZWERERERERERERERERERERERERxcPEKiIiIiIiIiIiIiIiIiIiIiIioniYWEVERERERERERERERERERERERBQPE6uIiIiIiIiIiIiIiIiIiIiIiIjiYWIVERERERERERERERERERERERFRPEysIiIiIiIiIiIiIiIiIiIiIiIiioeJVURERERERERERERERERERERERPEwsYqIiIiIiIiIiIiIiIiIiIiIiCgeJlYRERERERERERERERERERERERHFw8QqIiIiIiIiIiIiIiIiIiIiIiKieJhYRUREREREREREREREREREREREFA8Tq4iIiIiIiIiIiIiIiIiIiIiIiP6LiVX+/v5Injw5nj9/jv+qMWPGwMrKSjzmzJlj6Y9DRERERERERERERERERERERPSf9p9IrJo4cSLq1q2LjBkzxpm+cuVK5M+fH3Z2diLxqkePHl/9O+XLlzclL0U/unbtmqDP0rZt20/+hvTIkyfPF98jJYR97j0XLlwwvWbgwIF48+YN0qZNm6DPQ0RERERERERERERERERERERECafATy48PBzLli3DwYMH40yfNWsWZs6cienTp6NEiRIICwv7popWnTp1wrhx40zPHRwcEvR55s6diylTppieR0ZGokCBAmjcuPG/vvfIkSNxErCSJUtm+reTk5N42NjYIClodToMnvIXnr70gUqlhIerC0b2bIP0qVNg1KwluH73kZjuYKfC4C4tkDd75iT5HDtPXMboxVsxu19rVCyWB6MWbsa9Zz6wtraCwsYGfZpWR4m8Wc0aMzBMg84L/zY91+gi4RMQjGNjW8PVwU5Mu/TIB10X7UX/OiXRsmz+74rn2LU3lCVLwyZFKnzs0QH6p4/FdNsixeHQugOsbG1h1GoQOm8m9M+eiHlO/YZCkS07YDDAqNcjfMUiRFy/mqj4XVcPh7OXK4xGI7ShGmwfuxI+d57DRqlA3RGtkLNsfkRoI+B77wXW9ftDvKf+6DbIW6UoPNJ6YXqNIfC9+yLRy99izVA4SfENRujC1DgwZjXe3on5ewUal0XdGV2wqdMsPDh0RUwr06MO8jf8FckypcTmLnNM03+mZR+yxhuuXm5iuTVhaqweswwv7jxDgQqF0Xhgc5FMaa2wwb5FO3F62wnxnhEbxyFZWi+og8PF89PbjuPAsphtNSH6rh4pxzcaoQlVY8PY5Qjw8cOA9aNNr1HaKeGZPgX6F+mI8KBQ0/ScpfKi39pR2DxxFY4u35eo+JJmLRpg/l9T0KpZd+zfewSFiuTH5GkjoVQqYWenwoa12zB/7lLxWnt7O8z9YxIKFs4Ho8GACWNnYc+uuPv5b+G9ZizcvNzF31CHqbFszBI8u/MUhcoVRrOBLaCwtYVOrcXC4X/g+T35GJG1QDZ0HNMZCpUtlCpbHNt8FDsXbU/UMjdaOwSOpu1dg2OjV8P/sS9qLeiBZNnSIFKjQ7h/MI4MX4nAF+/Ee1Lmz4wKY1rC1kEFGIHj49fh1bm7CY5de90QOMSKfcZ7NfzuvECZsa2QsUphuKTzwqZqw+F/96XpPdZKBX4Z1RzpyuWHXhsh5h3p81eCY1urbFFqYU+4ZksDvUYHjV8wrgxdgdDn7+BRIDMKjWsFhaMKRiNwfcxavD8bs3xZ21RGtg5VYYg0iH3e4ZqjYdBGfHNsVcPOUOQtAetkKRA2tRcMPs/EdMfRy4DICBgjdOK57vAWRF47Lb9JoYCqXkcochaGMVIn3qNZMxPmoIuIxMwdp3Hu/guoFApkT+OJwY3KofP87XGPO/5BODapM1wd5eOOOe08dQWjl+zA7D7NUbFobrQYvRARkZFiXqTegCc+77FlYk9kT5/SbDG1uggMnrEYT1+9gUoptSucMbJbC6RPlRy3Hj7DlCUbERERCW1EBOpWKo32DX4zW+zJf63GiQvX4PveD1sWTEDOLBnE9DP/3MT81VtFXHuVEt692yFHZnmeOXUZOw9+gcGwtrKGg70KQzv8jsxpU2LwrGV4+uotVEpbeX10aSrWR1LYeeoqRi/bidm9m6FikVy4/dQH09ftQ7hWJ443A5r9hhK5M5u/PbVor+m5JkJqT4Xg2OiWcLFXYeHhq9h/7TGUChu4OdphaddaZo1/+qEP/jhyAwYjoDcY0KZMbtQplFkc9xYev4X9N59DaWMtx25fGeZ29vFb/HHiDiL0BtjZ2mBkjcLIkdINHVafwJugcDipbMXraufPgFYls5s19un7r/HH4WswGI3QG4xo82se1CmSFd5bz+D68w/i89irFBhUszjypvNEkrXhF23G7P5tULFYXizdeRS7T13By7d+mCXa9XmTJG6XcQvg9zFYnCs42NthaPtGyJU53RenmzX2hL/gHxgCaysphgpD2jVAKk93dB73p+k1al0EfN754/jScXB1cvxP7GO/tJ+T1u+UpZtx4vJN+H4IwOaZw5Azk3nX+dfOG6NdvPMYXSctxYCWNdGy+q9mj1t9wGzY2ipgZyt3pbSv9SsqFMqBIX9txRPfD7CT9vEujhjRuibSp4g5nzennSel4/o2zO7bUhzXO0xYAl//QDjby22I2r8WQqvqZf5Tv3VLLnuXiYvi/tbb1kOuTGlx9vp9LNi0HxGRevG9j+rUGDkypoa5VR80F7YKBeyUUdtczTL4rXgedJm5Fv5BofLnslNiSPPfkCtDqh9ybG256AB0Ulsd8vQn74OwuUcNZE/p/l3xpp56gJPP/PAmRIONTYojh5fzV6dLaqw6K47vKoV832j7IhlRLVuKBMdW1m4PRa5isHZPjvB5A2B4E7f/UFGkAuwa9YR6zVTo714S01QNe8A6TRbAKJ236KE7sBb6J7cSHrtuJyjyFIO1RwqEz+oLg698/uIwfLHUqQhjhFY8jzi2DZE3zoh/W3mmgl3TvrBydIZREw7txrkwvHuFxLBr0QO2hUrD2islQkZ1huHlE1g5usBxyPSYF6nsYO2VCiG9GsIYFgJVreawLVMV1inSIHz+GERePftD+8dsc+eFUaeFUa1G2OIFiHx4P8GxVY26QJGvpHzeOLknDD5P5c80dkXUeaO83nWHtiDy6inxb5vcRaGq3RqwsgKsbaA7ug2RF48matntmkvrvRSsPVMixLsLDK/k5YPCFnZNu0CRtygQEQH9qydQL5b7mRV5i0HVoC2sFLZi+dWrZsPwSv7cCWKrhKu3NxQZMoq/Y/gYiJDZs6D39YGVmxtchw2HTeo0QIQOwXNmI+LmTfE2hxYtYV+1GmzSpkWQ9yhoz8rbY0I4dOoN22Lydx7UtwP0z6K/8xKwb9FRXrc2NtDs2AjdcbkPyCZbTjh26i0+t5WtEtqj+6HZsSHhyy197026wTZ/SbHeQ8d3g+H105j13qgzbHIXASJ10L9+Cs3yaXFXW+mqsG8zAOF/jkHkjfMJjq2s0QY2OYrC2t0L6j+HwPBW7l+0az0cVk5yXyV0Guj2roThrbwPsslWELaVmoj1YmVtg4izexB5/VTilr1pd9gWiFr2cV1jth1p2Rt3hk0eaZuLWvZlU/99XgLYt+4J28JR+5nhnaB/8QRWTi5wGj4j1gpSwTp5agR3ayD2M2LdNGgD29IVxW/SEBKEsIkDEhxbWa01bHIUhrWbF9SLhsPwLmq9txgaa72roTuwOuY7+cq8H3Fsi7brri/GHLuHWTXyo0Jmr4THPn4XJ5++x5tgDTa2KI0cyV3E9Bcfw+B98BYC1To4qRQYVzUfsnjK8U8/+4A/zz0ynVu2LpIJdfKkSdyyn7iPk0/ey8vYvKQp/pemmz7bodsIVEdEfba8yJLMKeGxj9zGicdv8SZYjY1tyiJnClf57weEYtS+6zHLXqMQsno6Qxupx5DdV/DUPxR2Chu4Oygxomp+pHd3/Kn7CiSnH/jgj8PXo75Tg9xfUDiLaf6lJ2/QdcVR9K9eBC1/yfVdsWwrNIVN5gKwdvWEes04GD+8AmwUUNbsDOtkqcX+1RgeAt3RtTAGfhDvURSvAUXuUrByTw7d7r+gf3L9p9veRJzDN3HiUdQ216583G1u71UEhkvbnC3G1SyErF4uX31PUvXN9VgqteH1Yrr0+37y7iM292uA7KnNe94q+sK3Hse5u8+gUtgge9rkmNShNl68C8ColXsRGKqGk70K49rWQNbUCd+3/S/201i6j2byHytx4sIV+L7zw5a/JiNnFrkIjU4XgemL1+LcPzehVNoiR+b0mDK0J5JSYFAwOvT3Nj3XaHV47fsWp3augqvLp8c6c+vUfxT8/D+K/kBHB3sM69MFubLH7POSilarw6DRU/Dk+Us5x8LNDd6DeiJ9WvP3EfybHXsPY9SUuZg7cQQqlS31n4s9ed5SnDh3Gb7vPmDLkpnImTWTmP7itS9GTJkvtkEnRwdMGNILWTOlN3v8nz6xat++fVCpVChZsqRp2sePHzFy5Ejs2bMHlSpVMk2Xqlf9GymRKmXKxF9YdHV1FY9oO3fuFJ+nXbt2//peKZHqe2J/r0bVy6NM0fzigtuGPYcxZu5yLJ86DBVLF8HoPu1FYtPJi9cxcNIfOLDSPBecY/P5EIDtxy8hf9aYDX1Qq9pwcbQX/7733AedJy7ByUXesLY2X7E16QLb5gGNTM9XHb+BK099TUlVIWot5u69iDK5zHNhQHvmBNRbN8B1xnzTNCsnJzgPHomgQb2hf/kcijz5xfPAbvJ2I3UUGcPkRBebLNngOnkWAprUgchKSKCVPedAE5Wok69aMTSb0Q0zqg9B7SHNxd+bVKGfmCclIEW7sf8iji3ag95bx3738m/tMQ/aqPg5qhVFnRldsLj6cPHcNa0nCjergNdXH8V5z9Mzt3F793nUmd75u2Jbctnn95iB8KjYRauVQOcZvTCien90m9MHE5t449X9F/BM64VpR+fj8oEL0IRpxGvXjVuBK4fkjtvvsajnLFOCVqFqxdFuRg+Mqz4I42oMMr2maqfayF4id5ykKntnBzQY0gK3jicukS9auvRp0Krt77h86Zpp2qy54zF14lwc2H8Mbu6uOP/PARw8cBwPHzxBj94dRGOkeMEqSJ8hLQ4e24Izpy/iY0BgguLO6DEN4cFh4t8lqpVErxl9MKrJcPSd2x8jGw/Dq0evkKtYbvSdOwB9q/YSr+s2uQc2zlqPy0cuwcnVCfOP/Yl/jl3G60cJ76je032+aXvPWq0ofpvZGevqjsHN9cfx7PgNMb1QmyqoNq0jNjWZKJ7XXdIX+wcswsszd+CeKSUarx+K5eUHITIByUWSg93mQxcVO9NvRVFxVmdsrjYCT/ZdwrW/9qL+9lGfvKfUsCZit7K+7EDx3D7WbyGhnq45hjfH5GXM2q4Kis3siOMNJ+KX5f1wqe9CvDt9B06ZU6L85mHYX2Yg9JoIpK5WBBka/IIjNUcjIkQNVTJnGCPkBKBvFXn9rOjgdugTtxNUol451ZRoFZuqdluxDwibIO9jrJzdYC5zd58Vx9Xdo9qI//sFh8HN0R6bh7YwvWbV0Su48tgnSZKqfD58xPbj/yB/1phj2LqxMdU4D1+6jYU7jps1qSpao6plUaZIXrldsfcYxixYjeUTB2Lcn2vQvVkdVChREEEhYajTwxvliuZHlvTmOdGoUqY42jWqhTYDx5umSXGGTvsLK6ePQNYMaXHl9gPxfMfCmGR4c5k+sCNcHOXE/KMXrmPU/NVYN3UwGlUpgzKF88jrY98JjPlzHZaPl487Zv/OT15B/ixylVOpM7jfvA0Y36k+SubJgudv/dBl6irsmtpbXAg2a3uqf0PT81UnbuLK0zeiPbXu9G08ehOAbQMawVZhA7+ofZO5SMs4Yus5kTAlXdT1+RiK+vP2oFLudNh59QkevQ3Etp415dghaphbsFqH4TsvYVnrcsia3BVXX34Qz7d1rSrmD6xSABVzJq4z+puWffNpLO1UDdlTecjLPmsHKuXNgIq508O7fmkobKxx6t4rDFp/AvuHxLR5zdqGP3YR+bPFtOFL5M2G30oVFAkYSWn6gPYxv7eLNzBqwVpsnTXsi9PNGrtfW9N5ytFLN+H95wZsmT4Im6fHtK1W7T6Of+4+NmtSlaX3sV/az22dPQKVSxVC23pV0HaE+c8V/+28URISrsbcDftRpmDOJI0/rVsj5IyVwCJ1ojYsXwRl8meTv48jFzF2+W4sG/bvfQCJ2sefuBznuC4Z1KKmSDRKSpb8rVty2af3bR3rt34L3n9uxLLR3TFs/josH9MDWdOlxNV7T8Xz7TNjfv/mNK1bQ+SM11ab3q0RXKL6LI5euQ/vZbuxZVyXH3JsXdsl5kLA4dsvsej4ze9OqpJUzpIcbQtnQLttV75perSp1fJ+9oJ0QkTeuoCIkzth31U+J4vNys0LtsUqQ//yQZzp2r0rAI3cprFOlQn2HUcjbEK7BPfTRN46i4gT22HfY/In8zRrp5sSrWJTNeqOiAsHEfnPMdjkLw1V0z5Qz5XP4RIq4p9T0O7bBKcRc03TjGHBCPWO2Z6U1RtDkaOAKdkh8u4V6C4eh0OHxMX8nv4x3blTCJ07XSSz2RYvBefhY/CxbdMEx468dha6I1vh0C9WYkcU9fIppkSr2OzbDEL43CEw+D6HlUdyOI5ajNDr5wCtOnHrff8mOA2fE2e6XaOO4gar0KFtxXMrl6jfloMT7LsMQ9jkfjD4voBNtrxw6DwMoaM6JTi2WMa/90B38aK8XPXqw2XQIHzs1xfOnbsg4u5dBA4ZDEWOnHAbPx5+zZoCej10V/6B9thRuAwegsTSnT0B9fYNcJkc851LHPuNRMiIPtC/eArr5Cnh+sdq6C6cAtRqOHYfCPWG5Yi4dA5WTs5w/WMNdP+cg+FVwhNdIq+ehu7gFjgOittWUdVvL235CPNuH3e9R7FKlgK2Zaoj8mnCb3ozxb5zERFn9sCuQ9z+Rc3mOaZ9iU2uYlA26AbNn/I6VjXsCfWKcTC+eyn2Rfa9ZiJSSu7UaRIe/4q07JvhOHhWnOmqBh3kZR/Z7pNl/9q8hNBdOgXN3xvh7D3PNM0YGoyQ4TH9vKoav0ORK2Y/o6zWANbpMyNkSAdAHwkr18TFjrx3CRHn/oZdu5iLvBLN1nmANmq95ygKZZ0u0Cwe/q/zftSxzTdYje13fZEvRUwSSIJjZ0uJtkUzo93mmFFRJBOP3kHDfGlRJ09aHH74Ft6HbmFd89Li2D9y/00saVwc2b2c4RsUjvqrzqBSthRwjErwTlD8rMnRtkhGtNt86Zumy5/tLhrmlT5bGhx+JH2221jXrGTCY+dIhbYlsqDturiJvxMO3UTDAhlQN186HH7gC+9917C+dVkxT5peJnNy0Z7fePUZxh64gWXNSuNn7Sswtee2nMHSjlVj2nNzdqFSnvRwVNkiRKPD3IPXUCa7ec4V9Q+vIPLyQaiaDI4zPfLWKRie3Rb/VhSsAGWVNtBukY+/hpd3oX1wCcqq8nEvsSy5vYk4OVKjbYlsaLs26ibeKBMO3EDDAhlRN396HL7vC++917C+bbmvviep+ubW9q5nmn745lMsOnzV7ElVkrk7TsIKwO5xneS+8KhrTRPWHUTDXwuibul8OCydv6zch/XD2/xn+mks2UdT5dcSaPd7bbTpPybO9NnLNoic9b9XzJK/iwReW0sMN1cXbFsW075dsXEn/rlx+4ckVUlmjh0CF2c5QfLIqXMYMWk2tq9c8ENiN6rzG34tVUys6/Vbd8N7yhysXPDpNaqk5PPmHbb+fRAF8uT4oXF/ZOwq5UqhXbN6aNNrRJzp42YtRKNaVVDvt4o4dPIcRk6dj40LY90sZCY//VCAp0+fRpEiReJMO3z4MAwGA3x8fJArVy4xfN7vv/+OV6/+/aL4unXr4Onpibx582LYsGGiItb3kKppVa5cGRky/HtFhDp16oghC8uUKYPdu3fjR5KyaH8tVkD84CX5c2QV2a2SCiULi6QqMT1nFrz3/4hIvZzZbC7S9zV28TYMbVMXyqi7fyXRB0FJaHjCTxoTY+el+6hXPKYzfsqOs+hUubAp0ep7Rd6+CYOfnJEfzSZVGhiDg0WnkXjNnZuwTp5CJFFJopOqJNYO33fAj04sktg5O4hOP6W9CiV+L4+9MzaZ5oV8CDL9++ml+wh6GwBz0H4SP+qJlRVqT+2EA96rPkkg8b3xFIGv4q6zn23Zo5OqopOVojtbpf85uMjfqb2TA0IDQxChS1giybdQfxL/09eUaVIRZzYfizOt2dgO2LtgG8ICY7bBhJL2K3PmT8SwQeOh08rVgqJP7lzc5A4CBwd7ROgiEPhRXvf1GtTAyuXyHYgvX7zG2dMXUbNWlQTHjk6qEjGcHUTMlBlSIeRjiEiqkty7fBeeqb2QOa9cvUVaNY5R34nKwQ6REZHie/ne7V3lbC/+uFQJKjqpSuJ77TFc0soVROzdnWDv4SySqiQfn70VfyNThQIJjh2dVCVRRsWWvLn4AGGf2aYV9irkalIeF6dtMU1Tx/otJIRUYSo6qUrif/UxHNN5QenhJJKlpKQqSejTt4gICkfKivLy5exeE7dnbRdJVRKtf4iouJUQ+id3YAz0//Y3KFWwLVUV2r2rTZOMIeY5yVBrI7Dzwl30rFXKdHz1jNq2Ytt5/g7qlfzykMHfdWxdtgNDW9cSVYI+Z8fJK6hfLm47yhykqky/Fs0X067Inhm+7+XvxQpWCAmTv2O1RiuSXVydzXcyWzRfTqT08ogz7fWbd3BzcRJJVZIieXPgzXt/3H3879VMEyo62UASGq4W60Csj6iTa0n+7JlM68Ps3/nyXRjasqapPRUYGo6PIWEiqUqSMaUnnB3scOZm3CRmc9t5+QHqFZdPpFadvIk+NYqJ71ri6ZKwirDfQlqzUqegJEwbAVd7lahgserMXfSpWjAmtrQ/NLNXH0Phaq8UHaWSwum98DYoHPfefMSPIH5T0cuu0cHVQV728rnTi6QqSb70XvgQHC6q1Jm/Db8FQ9vWg1IR04bPlzU90iZRtZ4v/t7CpN/b16ebN3bc85TPhdhx/ALqV0xcx+z/6j72S/s5SdE82ZDS8/uTKxJz3iiZvHIXOtevBDeprfsDie+jQPaY7yNLWvj6BSbNsi/djqGta8f5vf0Ilv6tW3LZ4/7W5e391Tt/uDo7iKQqSeFcmfHW/yPuPX394z5XrP6JULUmSfZzXzq2xrbz6mPUK2KequJF0rgjhZPdN083J8PzuzAGf+a8X2rHNewO7W65+m0cUYkQ4mV2id/vGJ7ehTHo29uFUhUVm7RZEXlVrnStv3kOVq6esEqWuBsl9A9uwfhR7v/7EmXZ6tCd2h/znqcPYPzwBpboH9NdPCeSqsS8+3dhncxLVI9KKP2T2wk7bxSMsLJ3Mn3nUgLaJ9vFt8Z/+Jn1rrSDsuxv0GxbHhMxWG5P2iRPLRJRpKQq8f5Ht2GdLDmsMyTi9xehMyVViad378Im6kZfVfnyUEf1SUc+uA+Dnz+UBQrKz+/fh/7N933vkXdvwuj/mf49oxFWjlHr1t4BxpBgUbErmlSdTfzfzk6uKBaSuD4aab0ZA+Ovd9X/sXcX4E2cfxzAv21Tdy/u7i7DGa4DNmC4u7u7y3B3Hw4bMNyGD3cdFKhQ16Rpm/yfe69NaZHRkjQb/+/nefLQXBJ+d5fL3b3v/e73wuK7OlDt3/DBepeDmsC63SCodixNNk+ppXn16OP7mff3JZZJ/YUJc5K0f7G0hlYZCcSncZt7+oltrlIdqPZ9ZNk/91pqYz+6A23wP+xnqtWD+kxSlXyrhi2h2rFaJFWJ2GFpi63xfgRtxEfWe0Li1Ef34Z97LR2ObVJloUmnHmJElbwfHHdTFTuzCzztk8cIjo7BA/8w1C8gX9D/Po8n/CNU8A6V+0+l84mIhH75SHU8HK3M0zwPH4v/ueli3t6Fo34B+QaG73Mnzlvqr8+VyuIKzxRt/+CoGDzwC0ODhApc3+fNIP//IVGiqk7lXJ668/kiGZxFYtl/va9Adz6n/Pj53MzfrqJb9SKiD0EfNG+fQhuZYtni43RJVeI9vi9g4pDUfpAq9GnDPr9/+LdvbyJOVjd4OnxsmwtFg8KZdQl//hFKeIdEfvIzhuybSzb96senfy1ljBr7L9xB36ZVkvrCHe0QHB6FB6/80KCc3P/9fcl88A+JgPe7kG+in8bYfTSlixaAl3vydnm0UoV9R8+gf8eWSd+Fi/5uJv9Sew+fQLP6+h854FMSk6okkZHRumU3NKlKVZWKZZO2gUL54eMrj1CTXqR+kwmzFmH0wJ4wNzf/ZmOXLlYIXu7JR2QICgnF/cfP0bCWnLhaq0oF+L0Lgvfbr2+zfnMVq169eoWMGZNndr548UJ8idOnTxdD80kVpKQKVrVq1cKdO1LJO4uP/l8///yzSICS/j/pfSNGjMDjx4+xd2/ahoDy8fHBkSNHsG3bts++TxriTxq28LvvvhOVmPbs2YOmTZuKaldSslVqxMTEiMf7pIpeqbX1wDFUK1/io9MrlSmqS7TSl82Hz6N4vmwomFM+yXjfgu1HcPzKHYRHKTFvYDu9VqtK6dbffghXxqBKQTkR7vjtF2JHWK1wdpy8++FdgvoS//YNTBwcoChQCHEP78OiXEWRQGXm6YX45/KFT5tO3WFZuZq4Oyti6vg0VatK9PO83shdQT6JWd1pJlyzeSI6LAq1+jRF3u8KI1YViz8W7MbTi0knvfrUZH5PZK8g31W8vaOcMVqhWz28/usJfO/p/yL3v2XZe8zvj4IV5OEx5nScKv5d0mceBq4cjpjoGNg62mJBj9mIf69CT8sRbdFiSGu8ffoGv87agoDXaT8Yd57XF/kSln1Rp+R3w+YqmRc2jna4czLpTqmS9cpDq9Xg9om/ULJuuTTH7d23E65euYHbt+RkmkT9e4/C5u3LMHrsQLi6uWDIwPF4905uSGXOnAFvvH10733t/RaZs6RtaIv+8weicIUi4u+pHScj0CcA9s72yFcqPx5ff4Qy35cVSVfumT3x4t4LLBm6EKNWj0HroW3h4OqAlaOWITQg7RfH6v3SA1kStve9HT7MkC7ZuQ6eHZcrgilDIhH1LhT5GpbD49+viGEBnXNmgEPmtJXFrflLD2SqKMf+/SOx3+eYzQOq0EiU6tsYmSsXQpwqFtfm78XbC8m/t7TI27Uu3h69DnVwJFTvQpGlUTm8/u2KGBbQPlcGkXQlcciTCS7FcqDw4GYwtVTg5a4/8XRt6oeA/BSrtoNFL1H8qydQ/7ZBdEybumUQd0Ra1PoJinzFxVCB6iPbEP8kKTEsrV4HhsLBxhJrj13DlcevYWmuQM/65VAuX1Klh1svfBAeHYMqheWSpfq0+chFFM+TDQVzfPzuN7+gUFx/9BLTeuq/gk1KW38/iWpl5QS6yf07YsD0pViydT9CwiMxrldbuDl/fbnrz8mayQuh4ZG49eAJihfMi9OXbyBKqRIlYwvmlssj69PohRtw7d4T8ffSsX0+eH3rodOoVvbrhhb+mM1/SN95VhTMkXRu7GxvC3cnexy9cg91yhUWwwJKVat8Ag3XkXfrpb+8XRfIikiVGsER0Th9/xVO3JEvALarUgR1iuuvDLN0rjarZSUM2X4e1uZmCFepMa91FcTEaRAcqcLpR29w4r487Gm7ivlRp4h+v/OsLvYIU6px63Ugimdxw5nHPohSx8EnoUNu0al7WHbmPnK6O6B/jcLI7Jy20vKfXPafq2DIljOwtlCIO2Lnta2mSyRLtO3CQ1TKl1mXaKUvmw+fQ/G82T96Dp9eRi/alPR7G9PrH6fr05glW3HtvjyEzdJRyStG3Hr8N8IjlahSyrBVhIy1j/2n/ZyhfKrdKLUXpXL/1UoVxMlrhmnDJBq7ep/IVy+cIxMG/Pi9GPrvfVuPXUG1kvqvmrX5yAUUz/vx4/rCX//A0t3HkTOTBwa0rIPMHi7f1G/dmMsuGbNkG649SPitj+wGLzcnhEVEi9958Xw5cOave4hSxoiqXgUMsI7Grtkvmv+Fc2TEgBY1ddvcmNX7ce2R3H5eOqi1XmN+6tj6/vHFLywK11++w9TmX1fN4WuNO/FA3EBTyNMB/Svmhov1x/v80sK8UiORDKHx+fhwaxZ12kJRpAJMrG2h2jr3q/ppPsay1UBxRVTj/RQxhzcBUeEiiUokN2iSkqWl4XSk4cXig/ygb2a5C8LExh5xt1I/9Jmh+scSWTdpDvW1y7pEK32xaj9Ebje+fAz1wfWi3ZhYycqq2xhAHSMSrJRrpuqSPvTB1CODbqhFRcESIgFKtX8T4h/eRLz/WzF0mvR9xD97AEVxebuThnXTvJL3T2ll07wFYi5cEOvdxEwBTUhSEkq8vx9MPVM/vGZqRc6dBLtRU6BVqWAq9XvOHCeGwpRELZoJu9HTYN2mC0wdnBC1fB60ofq5+VNi6p5RXu/1WkFRoAS0ajVift+M+EfycFQW3zcXN3BpvL9uPX+ORbPeMMsh99epNidVVVbtXAirVoPF0JQmVrZQ7ZgvqofpizTEp1j2+tKylxRxYg7Ky/651/TNLE8hkTwXezNhP2NtI6pjmZf6DuZl5WpCMUd2Ifay3J7UF4smPWGWXT5XV22f88WvGdqWm94onsEJBd8bskxf/CJUcLO1hCLh+op0vPeyt4ZfuApZnWwxs34xDP3tphiyTkqwmtuwBMz13Ib89LzFfGTerOAXoURWp6+/cUL6fz6+7MoPhvzbdv0FquXx+k/3FejO51pVwZBtZ5P6C36uKs7njt97JV/3KpAFJxP6S9KDokTNNA/391/a3uQYSrjZpYjhYA2/MGmb0+93/U99c8nmKzRSVLGa2rq63mO+DgiFg60V1h65hCsPX8HSQoGeDb8TN3hKCVaJfVJiXbg4wC84HFk9nL+5fhpj94NLXvv6iwSu1TsO4PKNu7CytECvdi1QvoR8fTI93Lz3COERkahaoQzS06ip83D1pjxE+/LZyat4pZctuw6geuX0HYZv46/7UbxIQRTKp58bn/4rsSVSEpW7q7Mud0Xax2TwdIOvfyCyZkrbdeVvNrFKqVTCSrpb5T1SUlVsbCwWLVqE2rXlsprbt28Xw+ydPn0aderU+ej/1b17UvnZIkWKIEOGDGIowefPnyNXrtRf/Nm4cSOcnJxEktTnSBWyBg8erHtepkwZkZQ1Z86cVCdWzZgxA5MmJS8pPGHCBIxq9+Vjtq7+9Td4+/pjdb/kpZ1/P3UBR89fxYbZaSt9+ylPX/vhxNV7WDc+aWii9w1sXU88Lt99igXbD2PjxF4wN9BdqlK1qoal8ooDvDRMzeoTN7CmdyMYmjY6ChHTJsC2U3eYWFkj9uF9xL36O1ljOXr9KvEwL14KNl16ImxIH10nQ2ptGyKPKVymeRU0HPkzjsz9FS6Z3eH39A1+n7UdmQplR8/NozGr9jBEBqatYs3nHBi8QvxbtHll1BzVCiemb0eBemWx4cekYZsMxZjLvnKwXPK6cvNqaDWqHeZ3mYGm/VqIZKrHVx8gZ9HcGLx2FEbWHojIkAgsH7QQwb5yZnutDvUwdP1ojPh+QJrjrxsil7ys0Lwqmo9skyy5qlLLmri05yw0CZUsHNyd0LBfc8xpNeGrljl/gTxo2KQOGtVNGvYs0YDB3TF10jzs2fU7smXPgoOHt+DWjbtiKEB9WjRYLj1arXkNtBvVAdM6TsacXrPQdnh7WNla4fGNx/B+4g1NwhjjzXo1x5bZm3D+wDl4ZvHElJ3T8ezuszQNBSg5Mmil+LdQi8qoMqoV9nZMGmqgXJ/GcM7miZ0jk76L/V1/Ee8r27sRgp68xdu/nkCTxo6zkwmx87WojAqjWuFQhw+HOUhkojCDQxZ3hDx9i8szf4VboWxotG0kdtQcAWWg3JGcFgX6N4Zddk+c+WmteP5nx/koOrYVCvRrjLAnbxB49TG0cfJ2Z6owg21WD5z6YTLMnWxRY+84RL56B98TSUNIplX0opHQhgSIu5ktGraDVZvBUK6cKJ6bunpC4/ca0b9thGnmnLDuPQXRM/p8deUqabx63+AI5PRyxYAmlfDo9Tv0XLoPe0a3hWvCBTGpWlXDsgX0nuzw9LU/Tvx1H+vGdP3kew6cv4kqxfOJxBtDWr3rMLx9A7B6SlvxfN2eI+jf7gc0qFoOb/wC0Gn0XBTKnU2vJZBTsre1wfwx/bBg/U5Eq2JQrEBu5MqaCWZ6ThRPNH2AXML8wOnLWLB5P5a9l3Swevcf8vqYlPb9+cc8fSN95w+wbrQ0XENyCwb8jAU7j2Ht7+eQK5MHSuTNCrM03NmfuvOpPGK7jo/RIE6jRUxsvCg7/jY4Ah2XHkR2Dyfk01PJcakK0+oz9zCvdWWUyu6Je2+CMHDrGezs0yApdo+6oux9x9XHkN3NEfky6K/jxt7KHHNblMfiU/cQrY5D0cyuyOnmADNTE0xrUhZejnLFxF//eo7+Oy5gb6+Pt0XSvOyn7ohkqlI5vHDvdSAGbj6FXQMawzlheNFDN5/j2N2XWNf9y9sDX34OfxfrxveGMU3v3/6939sBLBvb+7PT9WlaX/n85uCZq1iw9XcsHZXUntx36goaVS2t9xtS/i372M/t5wzlU+3GwNAIrN5/CmvG6m8YtE9ZN7oTMrg6ITYuHkv2nsK4NfuwdLC87iVrfjuH1++CMa6jvP3pddmv3cO6sR8OjT6t14/wcnUS+5kdxy+j39yN2Dd70DfzWzfmsuvi9P1Z/Hvw7LWE33o3zB3UAYu2H0a0So2iebMhZ2ZPvZ/PSdaN7IgMro7yNrfvNMatPYClg+T5mdZN7ms6eOE2Fuw6qZtuyGPrrr4NdMeXgzdeoHLeTLrnxrC2WSlksLdCbLwGy668wPgTD7CkkVxd52uZemaBonB5KFd+OIR6IvXRLeJhlqsoLOq1g3LFGL0l2iiXjZYr60jtl3ptYNVqAFRrDd9nkpJFlfqIvXA8WSKXsfvHJJbVa8GiSnUxZKA+RS8YntRubNQeVu2GQLl8AmBqCou6raBaPU1UuzLNmgfWPSYgenpvuXKVPpiZyYlSPq8QtXsNTLPmhu3QWYgc2wXa8FBEL50Eq+ZdxHqJe/4A8W9ffnWSjU2btjDLlAkhQ+bCJA035uqFqRmsf2yHyBnjREUrs9z5YT9mOsL6d4I2IgxWzX+GcvNqqM+dgKlnBthPX4S4Z4/SNBTgp+KL9e7rjah962CaJRdsBs5A1MTuMLF3hKLkd4ie83XDXv4T9V65r1JRvAosav+MmC2z5G2uajORTCUleJpmzAnLNsOgXDociE5bxa5PbnPSsu9NWPZBMxE1odtnX9NXle9k1ar+PKbbz5iYmsFE6vu3sEDkhD4wdfOE3cTFiPfxhsb744muaaE+IPdPK4pWhkXNVoh5L4Hqc68Z0rOgSJx4/k4c39JbnEaDNVefY26jEqLKz32/MAw8cAM7238HZz0mLf/brbn0FK9Do7GyTtH/dF9B0vncXZFMVSqHdD4n9Recwdbe9bD69F0xRGB6UpStDxMnD6h3Jx+SlAzfN/e+g9eeoHKBrAY5h4/XaOAbFI6cGdwwoFk1PPL2R88Fv2JxP8Pf1Ptv6af5N/SDS+LjNWJUKqn/e1CX1nj47G90Hzkd+1bPgZtz+lSu2nv4OBrXqQbFJ0bSMJQZY4eIfw8cOYlfVqzH8jnJcyYMbdXGHXj9xgcTFn041LuhPH3xEifOXsCGJbPSLea/IbYx/OcTq6SkpJCQ5HfcSwlRkoIFk7JO3d3dxXu9vb88+7pcOblCy7Nnz1KdWCWdEK1btw7t2rX7ZIWsf4otDWmYWtLwhe8naekqVr35sovSG/YcxskLf2HV9OGwtkpqUP9x9gpWbDuA1dNHwFXP2bQ3H/0tqiY0Hiw3UALDIvB87R4Ehobjp1pJGZ3li+QRwzs89fYzyJ2y0TGxOHb7BbYO+EE8f/AmQCRXtZy3WzwPjVLh7P1XCIlUoV/9snqPH3vnJsKGJ3xP5uZw2boPcd4fdhLE3roOE2trmGXPifhn8l3iaXVtzzm0mNYVof4hIqHm+v4/xfS3918i+HUAMubLgicGSKxKdGfPeTSY3hn5apeCY2Y39D0zT0y3c3eE+4wusPNwwvUtJw0S25jLfn7PGXSa3gM5iuSCk6eLSKqSvLjzTCRSZS+UE/f+vK1LqpIc33gErUd3gJ2THSK/Ylg+iZRA1XZad9g62Ykh/qTh7ko3qIBpTUbq3pOtcE44ujth/GH5d2nn7IBi35eGvYsj9s+Vh+j7EhUqlkbWrJlw9eYx8dzD0x3zF+VGwUJ5Ub9hLXTrJF/4ePXyNf66dgvlypcSiVVv3vgic9aM8PeXS8RnyZoJZ05d+KrlPrPnFHpM7wU7J3vcu3RXPCQKCwXW/bVJDA0oVbIqV6cC5veTE5D8X/vjyc0nyF+qQJoTqxLd330e30/vBCsnO1EZqnT3+shTrzR2/TwTcQlDbEgCHnpjT/uksZc7nZwlEqy+xuPd51F1RidYOtkh5hPbT+TbQPFbeLJPXs+B918h4nUAXPNnwZuEoQlTK1/P+shcvwzO/DQD8Qllp0MfeOPcz0nLV+/cbIQ9lodNiX4bCO99F8Xwf1J1K9+Tt+BaKrdeEqtE57hEE4/YMwdgMXalbrpWE4+4v+Q7HzVvXkAb5A/TDNkQ/5WdhV7O9qJ6Rv0ycmnl/Fk8kNHVAU99gkRiVXSMGsduPsXWoa2gbzcfv4RPQAgaD/tFPJfGs3++7oC4+PzT9+XEecqBczcwpmPqErhTa8O+Yzh56SZWTR4Ea0tLhIRH4OTlW5g9TG7UZvZyR9F8OXDz0XODNyjLFisoHhK1OhbV2vQVjUtDalK9PKau3I7QiEg42dthw/7jOHnlFlZN7A9rS/12TN58/EoMPdV4xMKk73z9Qfk7r1kWy4cmXeRvOnIRcmdKWyW8LzqfuvM3tvaXL/ZKQynbWJqjQUn5jpVMLvYolt0T918H6C2x6rFfCAIilOLCr6RwZld4ONqI6TYWCjQoJleoyuRsh2JZ3XH/bZBeE6skZbJ7iIdEHRePmr/8Lu46lTpKE++UaVUmN+Yfv4PQ6Bg46anU/mPfYASEK0VSlaRwFjd4ONjgkU8wKuTJiKN3/saKk7exqmttuOp5GMSbj17I+5lBs5LO4dfsTjiHT//qJeL3tupX3e/tn6brU+NqZTF19W6ERkTByd5WJHAeu3QL22boP8Hj37aPTbmfM6RPtRt7NvseASERaDlK3v9Jw5+euf4AIeFR6NdSvwmFUlKVRLrLu23t8mg8crHutY1HLuDk9YdYOay9Afbx0nE9FI2HznvvuL5P/r19X163n2lduwLmbz+C0IhovQ2JaOzfujGXPaXGVcvofutlC+cWD4k6Ng41ekxEzsxfX9kgJSmpSrfN1SqHxqOWfjhf3xXD1E2HxPC/TnY2Bj22PvINQYXcGeRzyZsvMKZR+t59nJKUVCWRqmn8XCwLmm7RX1Ul0+wFxcU/m6HyDUomdk6w/CEL1PbOiLuSvKpu/PM7MLHoClPPrJ+sbpVauuHKpPbLud9gM2K5PD0sUFRykZIudEkITu7QJLZ39MnSCuZlqyJyUvomVv5T/5iUUGXTpiPCRg2CNlS/VViTtRtP74fF+NXiqWnmXDB1dBVJVeJl76fiO5KSTeIf3dRP7KB3om0ae0nuB5MqJGkC/cTNP/EPbiD+0W1EPZIvFEFhDocFO3VDA6aFzU8tYVW5MkKGDJGGQIBWGgEhPh6mzi66qlVSpTCNv2GHMTHLmRumLm4iqUoSLyVNBQXALGcexL94CovylRE1d7J4TePvi/jHD2Cevwhi9JRYpQ1OWO9XTskxXj+HVlrvmXLA1COTuBHLboo8PKOJowusMmRDjKMrYs/9Dn2Lu3UOFo26AtZ2MHX2gIm9s0iqEvPl80IMJWiaITs0z+X+LL0t++X3lj1I2uZyyH9/4jWpipreWFrBolw1RIxLqjArVcrSKqMR++cJOXagP+Ke3IciZ36o9ZhYlSjuznlYNOgs1juk4Ra/8DVDuOETCt8IFZokHM+CotWYcvohAqJi8FORr78eIlXkCYyKEUlUUhUd6XguVdXxcrDC43cRCIiMEUlVkkJejvCwt8Tjd+Eony35kDuG4GVv+ZF5U4mqUvr5/60/sexJ///Gq89x6okvVrSsAOsUw47/1/oKJI99QxAQHi2SqiSFM7uJ87kHb4MRGKFEyyXyfkyKe/bRG4REqdCv9oej2OiDolRtmOUugZg984G4pH5wYzH09ibHsEZgZIoY4Up4ORp2+L+P9c0lEufwfz3BmGbfGSSuVIVK9IWXk/tf82f1REY3R/gEhYl2nJTsJyV6iXURHC7ebyjG6Kf5N/TRJMrg4QpTUxM0qFFJPC+QOwcyeXng6d+v0yWxKjpaiaOnL2DHik/f6G9oTerVxOS5SxEaFg4nR8Nta+9bv203Tpy9iDULp8M6RVEgQ7p++wHe+r5Dg9bythYYHIJJc5YgICgErX6o/83GTuTl4SrixcXHi8RJaR8jVauSqlbp238+sapEiRLYsmVLsmnSkHoSaRi/zJnlE87g4GAEBgaKof6+1K1bt5IlaqXG2bNnRUJWly4fVg340thpiSslUX1s6L/kgwN+3Ka9f+DI2ctYPW0EHOySqlccPXcFSzbvwappw8XOWN+k5Kn3E6i6TFmJNnUroXKJ/PD2C0RWL3nDv/vsNYLDIw1S2l9y9NZz5M3gihye8oU2aTjAU5OSLkKO234a+TK5om0V/Q/dIzFxdoE2oePCpnV7xN6+AY3vW/kOIQ/pDiE5sUKRNz9MnZyh8UsaJu1LWTnYwMLKEuEJYxcXrl0a0SERojLT0wv3kL9KMTw8c0tUcHLJ4g7/Z1+XzJGSpYMNzK0sEPlOTlaQEqqkoc/+XHJAPBK13zEGV9b9gcfHkoal+1rGXHabhNihCbFL1S6LyJBIBLx5BycPZ2TMnQk+z97CM5sXPLJ5wvfFW5iamcLO2R7hCcldZeqVF3+nJanKOiF+WEL84rXLICokQiRVif+7YUW8fvgKfs+Ttqm7p29gSJmkUqmd5vaB94O/cXLd4VTFXr92u3gkOnBoM1Ys24ijR06hZ5+OqFylPM6fuwwXF2eUKl0My5euF+87uP8PdOzcGtev3UbWbJnxXeVyGD44dZnlNg62sLSyRMg7+XdVtnY5UQksMjQCzh7OCElYHz/2b4m7F+/A75WvGGpUpVShcMWiuHfxjki0ylM8Lw6u2Y+0bO8KawtE+cvbe+7apaAKiZSH2+taD/mbVMCun2cgJjz52O22Hk5iOEBJkdbVEKuMgXcqh+OzSIgdnRA7Rx059qeSqiTS69Kwf1mqFoX36duwz+IuHiHPUr+vkeTtUQ9Zf6iIMz9NR+x7y2jl4SSGA5TkbFMdcdExeJeQuPVq30V4VS+GdxcewMzKHB4VC+DhUj10VlpYAmYKQBklnipKVUX8G7kzTrq7WBr2z6xAScQ/+AsmLp4wkSpY+cvJXl/D2c4aZfNlwcWHr1C5UA68DQyDT1A4cnjJx7GjN54gbyY33XN9kpKnpEeiLtPWoE2diqhRWm7YXn3wQtxFVKGw/oZjS2nTgeM4cv4qVk8eBIeEi3wOtrawtrLAlTuPUK5oftHAvPvkb7RvUguGFhAcCveEseRXbN+PcsUKImtG/Q5rER4VDVWMGh4JcU5duQVHO1vx2HTwJI78+RdWTxwAB1v9X/CVkqekR6IuM9ahTe0KqFGqAAJCI8RwgJI9Z/4SF/zLFswJQzh6WzqfckEOj6RGet3iuXDh8Ru0rFgQYdEq3PcOQIeq+jufkjokpU7BF+/CkNPDEd5BEXgTHInsbg6oWzQ7Ljz1Rcty9giLjsH9N4HoUKkA9E26+Oye0AG36vxDlM3ugYxONgiKVMHVTm5In3j4Rvytz45SL0dbBEZE48W7UOT0cIJ3YDjeBEcgu7sDjt55iSXHbmJll9rI4KT/hBcpoeL9pIouk5ejTb3KqFEmfcqKf/h7uy1+a6YmpngXHPrBdOmhv9jKhNhywsOpq3fhaG8Dx4R93R8XbyJvtozIkcnzm9vHfm4/Z2ifajfWKFMIrWonbYvjVuxEvmwZ0LZeZb3GlxKi4+Li4WAr/9aPXL6L/FnlRJpNf1zEkcv3sGp4e93r+iQlECUmEUm6TF2NNnW/Q5US+RAUFgFXR3kfL1X0cnWw02tikbF/68Zc9g9+69ek37q0vdsgICQc7s5y5+yqPcdRtlBuXd+FXre5eA0cbOTjyJEr95A/mxfCo1VQxcTCw1le9lM3HsHRzhqOetz2PndslVx94S/OJcvn0m9Z/dRQxsaLC1X2lubi+R9P/JHPXV4n+iAlT72fQGXdbRLUFw4h/sFVUeHGxNldJBlITDPnFsO0aYL1lIAitV9MFYAqof1SorIuYUsbGQbN2+dQlKyGuL9OwaxoRWjDgnTzok/m5aoj/vVzaHy/7iYjvfWPSaumcnXYtu+KsNGDoQl4p9/AKduNpasltRtDAkRCm1TJTOP/GiZuGcSw8vpoNyaShhyMe3ATiiKlEXfnKkzcvHQVrBKTerRh8nqxbNwWcQ9vQfMube11mx9/glXNmggZMhjaqKR+AtXZM7Bu3BhRGzdAkS8/TN3coL5t2CGbpO/R1MUVppmzQfPmFUy9MsHUKyM0b73lBBuVCooiJRB396aoIGWWtwBUB3bqLb7oE3h0C4pCpRB375roD5DWvcbPWyTNvZ9AZTN4NtQn9yHutp6SOK1sYGJuCW2E3D9llr80tFI1KmUkNNJ+xt4JJm4ZoQ30EX0Vps6e4m99bnPxD99bdjcvmLjKVao+95o+WZSvjnjvD/cz6kunoChWBuoTB8UwgYpc+RHz+6/6CWoprXcLaCPlvimzfKWglZKmpMfnXksHUvLU+wlUXfdeR5viWVE9p35ujHKxsUR+DwccfuiDxoUy48RTf3jYWYlhAIOiYkSiyYugSOR0tYN3aBTehCqRLcUweYYi5s1dmjdfNC6UCSeeJc6bfs7tXGwtkd/TEYfuv0WTIllw4okvPKX/P2H5Nl97jj8evsXKluXhYCWfW/yX+wokXk4pz+fk/oL8GV1wavSPuveN230B+TK4oO13+u8rkShK1oIif1mopEpVMUr8Gxh6e0u2zd17gyZFs+LEY1942lulyzCAH+ubk1x95iOfw+cxzBDvznY2KJs/Gy7e/xuVi+TC28BQ+ASGoXiuzCLJ6tCV+2hSsQhO3HgMTyd7vQ4DaOx+mn9bP7izowPKFS+MC9dvo0rZEnjj+w5v/d4hp4FvMk505PSfyJcrB3JmM8y29jHSsIOqmBh4uMl5DCfPXYKToz0cHfTXRvycjTv24siJs1i9YDocDHzjYUpSAtP7SUwd+41Eux+boGaVCt907ESuzk4okCcnfj9+Fk3r1sDxc5fg6e6q92EAv4nEKmlYP6lKk1S1ytlZ3gnnzZsXTZo0wYABA7Bq1So4ODiI9+TPnx/Vq8vjxr59+1YM87dp0yaULVtWDPe3bds21K9fH66urrhz5w4GDRqEKlWqoGjR1F/4Wbt2rag6Vbjwh52NS5Yswb59+3Dy5EndkIFSVSspSUyyd+9eUe1qzZo1SC9+gcGYu2a7yJjtMkoey10abm/bggkYNWelqFI1YIp8B7BEqlzl5GDYHYOUWSh1ikdEq0QWs3QRcO7AtrqDkr7tu/IIzcrnh6HZ9hsCi7LlxR1gjlPniDtwQrq0gW27LlAULgITMzPEPnyAyAUJFV0UCtgPGQUTW1tx55jUoRAxbTy0kWlIsLG3QYelA0Vyk5SxGRUUjtVd5Di7xqxBy9k9xPB40mu7Rq9BmH9C4sn0rihYvQTs3Z3Qc+MoqKJUmF5tYKrjW9nboMWy/lBI8TUaRAdHYHvnf85YrtyvKUq1qQkbF3t45MuCepM7YlX90eLz/4Vlt7a3Rf9lQ2FhZQGNRouI4DDM7TxNJEqtG7Uc/ZYOFdOlDPKN49cgyCcQltaWGLp+DMwtzMVrkSHhmN81baUjpWXvuXRIwrJrEBEUjsVd5N+55LuWNXB+h3wXWHqRhmzt0mEgJk4ZDjOFAubmCqxcthF/XZU77JYsXINFS2fg2u0TYhi8kUMnIzg4dXei2trbYOiyEWK9SxWQwoLDMK2zPHRCq8E/o0CZQjBTmOHxjUdYOnyxbr7m9Z6NDqM7iiHCzMzN8Pu6g3hy43Gql9HS3hqNlidt78rgCOztNBd2Xi6oPr4NQl/5o+WOMeK98epYbG0ij/dc9OfqKNC0orhjKeiZDw50k4cyTA0Le2vUWfFe7KAIHEoYgrDqjM7IVrM4bNwd0WjLCMRGqbC1snzX69lR61B9TjdUGN1KfO7syHWI8kv9HcDWGVxQYmJbRL70R/XdY8U0jToWJxpMQK62NZCtWUXpliyEP32LPzvLFZUkj1ceQenZnVH37GzpFhq8OXQVb36/mqrYli37QFGojLiz07rXZNFgj142DtZdRkv15EVcTZAfVFuSyk6rfl0Kq58HwKRxRxE35tel4uKEPoxtWQMTt53AwgMXxB07Y1vVgGdCgsO+Sw/QrGIhGMO+s9fRpHJJkUxoCH6BIZi7bhcye7mhy9h5SecVc0dj7rDumL9htyhJLF2gbtv4exTLr78Er0mL1uHc1VsICglDj7GzYWtthcPr5mHp5j24fu8x4uPjUaxAHkwa+OlhEtMqMkqJoXPXQKWOFd+3s6MdlozpBf+gUMzdsAeZPd3QZbz8m5b2e9tmDUd62HP6Lxy6JN0BrkWODO74pX9rsY8xhH1XH6NZueTnU/3rlcGEnWex86JcobFj9WIoklW+Y1MfXO2sMa5JOQz/9bxY7xqtFiMblEYGJ1v0r1UcE/Zews6rcpXPjpULoUhm/d+tsuzsA9z0DhQdVFJ5/wmNSiE2ToN+Oy6Iu1Kl+XKyscCCn/Rb3UWqQjXuhwoYvu1s0rI3LicSqRrN2Stel4YGTLSqS204pcOQTav2nsCuk5cREh6JZ6/9MGPDfvw6YyBc9Nh+iIxSYei8tVCp1SKZytnBDktG90Rk9Men63Obj4xWYuj8jYiRfuumJnB2sMXikd10MfafuoJmNZMSQb6lfeyn9nPSsk9evg3nrt9DUGg4ek5eIva/h5alb8l1QwoOi8TgJTvF+aJWutvU3RlTu/0A/+AwzNtxTDzvOnODbh+/dXzSTQqGoo6NR9+5m0TFJGlblKoVLRzcDuklPX7rxlx28Vv/ZZP8W5e2dwc7LB7RRWzvy3b+gRuPXojfWtG82TGxZ0voW3BYFAYv2yVvc1ppm3PC1K5N5f3c8t2IUcfJ82Vvg8UD9Hts/9yxVbLv+jM0LpFLrHt9mXr6Ic6/DBLVOXofvAlbCwUOtqv4yenS86FH7kCjle++z+RojanfJ1WuTw3Lpj1glr+UqEpl1WkcoFYiem7fT3/AzAxWLfqJpAipshHUMVBtnatLhEpV7Oa9YFagtGi/WHWbKNovylUTYNVhZEL7Rapk5A/V9qR2oWr3cli17A+Lmi2gVSkR8+sipJVVx0EwL1ZOJO1Iw85pVdGIHC7fZGhRpR7UZw99OM+N28CieiOR5GKdOQfQrh8ix/cQw7YZtH9MGlZp+FhRTclh/DTdtLBRg6GNSN1wfJat+kJRqKxIlrLuM0VuNy4ZC+uuY+RqYNJ2H+gL1Sa5HS0NfabavhhWXUbJlcKkm7J2LU+qcJVKVh0GwrxownofMlNe7yM7QLlpIWw6DYHVj91EHOXGBdCGym1Tqx86wixvYZHYF//8AaLXpa0CgKmbO+x790Hc27dw/iVhu4qNRXDvXohctRIOo8bAdfNWIC4WYdOn6YYbtG3bTiRdmTo6wWFYDmgHDEBQt67Qhn35927TawgsSpcXyXP2E+XvPKxnG0QtnQu7YRMBrUZs99GrFkITKCfORc6ZCJuOvcTvThoeLubgbsQ9TltVbas2/aEoIn3vLrAZMB1QKRE5rhOUWxfBuv1gWDbrAmmnotqySLfe9UWqRGWWt4S8n2k/CtoYFVQbpsKy5UA5kUfa0UeFI2ZrwvYeFYaYg6th1XKgeE3ax8ccWp/mvgqrtgOgKJqw7ANnANI2N6YTlFsWwrrDYFg27yrWv2rLQt2yf+611LDuPAjmJcrL2/uIWdAqlYgYIh+zLarVh/r0h/sZ1a9rYNN9OCy/byI//2074l/I1btSQ6o2ZZZHWu+OsGozAlq1EqrNM2DZoj9MFHI/qTS0Ysx2+fdkYmXzydfS49imT1NP3MP5vwMQFKVG731/wdZcgYOdq2BszUIYf+wu1l59IeJOqlNEvN/V1hJjvy+EEYduie1N2u5G1iiADO9VdEpd/Ac4/zIh/v4bsDU3w8FOlT85XTK2ZkGMP3YPa6/9Lc9b7bT1mU05ehvnn78TyWK9d10W/9dv3WtiXO2iGH/kFtZefgo76f+vLw8f7B+hxLzTD5DZyQZdd8iJkxZmptjSrvJ/tq9Adz7XtDyG7ziXdD7XqKzufE7fzL9vC7McRWFi6wCrZgOhjVUhZudcWFT7CZrQd7D6UR5WVRsfi5jt8nUORbkGUBStChNrO1jUbg9t3M9QbZmc6mRGY25vkil/3ML55/4IioxB718vydtcz+8xrm4xjD90E2svPYGdpbTNlfzHzxiqby5xeuPS+fR6Dp/S2DZ1MHHTESzce0bEGdu2Djyd7TGuTR2M33AYa49cgp2VJSZ11G8lG2P20xizj0YyacEanLt6E0HBoegxagZsbaxxeMMCjBvQBRPmr8Iva7aLdTJ+QFd4uhmmcElKew+fQIuG6TvcaGRUNAaPn4GYGLX43l2cHLF01gSD9YG/z+9dAOYsXo3MGb3QuZ88MpCFhTm2r079tT36vEnzluPc5evy9j58MmytrXF46zKMH9wTY2ctxpqte2BrY4MpIz7Tnv8KJlpx1v7fJiUwde7cGT169NBNCw8PF4lRUpKSdNGwatWqWLhwIbJkySJef/nyJXLkyIHTp0+jWrVqeP36Ndq2bYt79+4hKipKvO+HH37A2LFjRWJWouzZs6Njx46YOFG+AP4xYWFhotqUFK9btw87U6XPbtiwQcxDYmLVrFmz8OrVKygUCpEANmzYMLRo8eG4s1L8gQMHikdqxDy/DGOwzFUequupr/SiL1almkL5u3HGbLZuOBiB9aoaJbbbkbMYlF3/Q0t9qV9e7sDkbPJYxult/KutRlt2abnbZmsGY9nyai+6ZU+62yQ9rX65C24OeWEsgeFP0CybYYc0+5S9rw5iblZ5zOz0NtR7C5ZlMU5sSe/XW/BrBuP81lv6bkVE/4ZGiW2/6Hcojy2DsVjX7g3V1V1GiW1V9kfEPDoLY7HMXxXqF6lLttMXi5xlEXPfMMPT/hPLQjWhuqynu3PTwKp8SygPGqd0s3XjoVDunGyc2D+Nh3KLnABrlPhtp0G5d7pxYjcbDdWNgzAWq5KNEXMv9cOi64Nl4VpQ3U5dhU59sSpW3+j7WKPu54zUbpTajKpLXz7Utd7jV2gN1bU9xoldprnRf+tGXfZbvxsndvGGUF3YapTYIv53bYx6bI1enL7Dyr3Ppt8yRI5qbpTYdjP2IHJoE+PEnnsAYR1qwlgcN540av9YRN/0GYIiJfslhxHWST8XSNPCcf0J+Fc3znr3PH0WwU2ME1vicuAswnvUMUpsh5VHETXeOP2StpN3ILxb+l7EfJ/D6mMIbVPDKLGdtp5C1GTj9E/Zjt9q9GNb9IoBxondcyGil/czSmwRv9diKNfKyTrpzbrLXKP1F4i+gt1TjRJbxG8xFtHzDX8TycfYDF5ttG1ObG/r0+cGyY+x7jTbuH1zZ+RhcY0Sv1rn/8t+GtEP/uoGjMUiW0nE+j40SmzzDAUQ++6pcWJ75EFsoP6HHv7i+G45jbvsRoqdGF/tk7YbKL6WRcZC/x8VqyTjx48XiUhSElNi5QUpGUqqGiU9PkZKUHo/p0xKpJKG7/uc6Oho+Pv7i0Ssz3F0dBTv/RQpser9xKwOHTqIBxERERERERERERERERERERER/TsYZvyXdNagQQN0795dDO9nSFJ1qxo1avxjYpUhTJ8+HXZ2dvD21u845kRERERERERERERERERERERE9I1WrJKkdmi8tCZwSQ9j6NmzJ3766Sfxt7u7u1HmgYiIiIiIiIiIiIiIiIiIiIjo/8U3k1j1rXNxcREPIiIiIiIiIiIiIiIiIiIiIiIyvG9iKEAiIiIiIiIiIiIiIiIiIiIiIiJ9YmIVERERERERERERERERERERERFRCkysIiIiIiIiIiIiIiIiIiIiIiIiSoGJVURERERERERERERERERERERERCkwsYqIiIiIiIiIiIiIiIiIiIiIiCgFJlYRERERERERERERERERERERERGlwMQqIiIiIiIiIiIiIiIiIiIiIiKiFJhYRURERERERERERERERERERERElAITq4iIiIiIiIiIiIiIiIiIiIiIiFJgYhUREREREREREREREREREREREVEKTKwiIiIiIiIiIiIiIiIiIiIiIiJKgYlVREREREREREREREREREREREREKTCxioiIiIiIiIiIiIiIiIiIiIiIKAUmVhEREREREREREREREREREREREaXAxCoiIiIiIiIiIiIiIiIiIiIiIqIUmFhFRERERERERERERERERERERESUAhOriIiIiIiIiIiIiIiIiIiIiIiIUmBiFRERERERERERERERERERERERUQpMrCIiIiIiIiIiIiIiIiIiIiIiIkrBRKvValNOJCIiIiIiIiIiIiIiIiIiIiIi+n+mMPYMUPpQv7lrlLgWmYsg5ulFGItlnoqIuXPUOLGL1kH03K5GiW0zdA1elfwexpLtxgn8XayWUWLnuH0cj/LWN0rs/E8OI6R5NRiL854z8K9mnPieZ85gZra2MJaRr7agW/YfjRJ79ctdOO7Z0iixa/n/arTtPXGbD2pQ1SixXQ+dhXL7BKPEtm49CaobB2EsViUbQ/3iqlFiW+Qsa7RzChE/cxHEvntqlNjmHnkQ8+isUWJb5q+KmPsnjRJbxC9UE8oji4wS27pefyjPbTBO7CodoTy6xCixRfw6fY16Hqu6fRjGYlWsvtG2eWl7N+o+9uVfRokt4mcvbbT4UmxjfucxD08bJbaIX6A61D73jRLbImMhoy+7MfdzRo1977hRYov4hWtBdW2PUWJblWkO5aZRMBbr9jOgPLbMOLFr94ZyzWDjxO46H5FDm8BY7OYewINcDYwSu+DzQ0brp5H6aALrGae9LHE7chaBdYwT3+3oWQQ3Md6yuxw4a7RtXtreI3rWNUps+xV/IKKv8fqI7JccRuSo5kaJbTdjj1H3scbqnxLxW0+Ccu1Q48TuMtf4y757qnFitxgL5caRxondYSaUB2YbJbaI32Q4lHunGyd2s9FGW3ax3EY6jxTxa/eG6tJ2o8S2qtAaMU/+hLFY5q1k1Dbz/2PsxPjG7IePDXxhnNhuOWFsxlx2Y33nuu/d/zGMwdwz3xe9j0MBEhERERERERERERERERERERERpcDEKiIiIiIiIiIiIiIiIiIiIiIiohSYWEVERERERERERERERERERERERJQCE6uIiIiIiIiIiIiIiIiIiIiIiIhSYGIVERERERERERERERERERERERFRCkysIiIiIiIiIiIiIiIiIiIiIiIiSoGJVURERERERERERERERERERERERCkwsYqIiIiIiIiIiIiIiIiIiIiIiCgFJlYRERERERERERERERERERERERGlwMQqIiIiIiIiIiIiIiIiIiIiIiKiFJhYRURERERERERERERERERERERElAITq4iIiIiIiIiIiIiIiIiIiIiIiFJgYhUREREREREREREREREREREREVEKTKwiIiIiIiIiIiIiIiIiIiIiIiJKgYlVREREREREREREREREREREREREKTCxioiIiIiIiIiIiIiIiIiIiIiIKAUmVhEREREREREREREREREREREREaXAxCoiIiIiIiIiIiIiIiIiIiIiIqIUmFhFRERERERERERERERERERERESUAhOriIiIiIiIiIiIiIiIiIiIiIiIvsXEqqCgIHh4eODly5f4Vk2cOBEmJibisWDBAmPPDhERERERERERERERERERERHRN+2bSKyaNm0amjRpguzZs4vnGzZs0CUhpXy8e/fuk/+P9PmU7585c2aq50dKfMqXLx+sra2RJUsWDBo0CCqV6pPvlxLCPjavly9f1r1n6NCh8PX1RebMmVM9P0RERERERERERERERERERERElDoK/MdFR0dj7dq1OHr0qG5ay5YtUbdu3WTv69ixo0hukipbfc7kyZPRrVs33XN7e/tUzc+2bdswcuRIrFu3DhUrVsSTJ09EbClRav78+Z/97IkTJ1CoUCHdc1dXV93fdnZ24mFmZgZDmbFkLc5c/As+/gHYtXIO8ufO8dnp+hSjjsXw2cvxwtsHlhYWcHGyx9je7ZE1oyfGLViLB89ewtTEBAqFGQZ0+BHlixfUa/weU5YiMDRCxLCxtsTIzs1RIEcW1O09EeYKBawszMX7uvxQC3W/K/lVscxrtIZZrmIwdXSDcuMkaANeA2YKWDTsAVPXDEBcLLTREVCf2AJtqJwIaFG3E0wz5pJfi41B7Okd0PiloUKbhTncZ4yFec5s0MbEID44FMEzFiLutQ8cOreGXcPaUGTNhIChE6E8czHpYwXzwXloL5jaWANaLULmr4Dq2q1UhzeR4s8aA4tc2aBRxUATHIrAaYtEfLfJQ2FVvJCYro1WIWjOMqjvPxGfc+7XGTY1v4NWHQvExSNkyXooL/6V6tgZF4yEZa6s0EjLHhQGvwlLEOvtC68Zg2BVKDeg1UAbF4+AuesRfem2+FzWzTOhyOgBTWSUeB627yRCNuxP9bJbd+4H8zLfwczDC+FDuiL+5TMxXVGyHKxbdwFMTGFiZgbVgR1Qn5H3ZzZ9RsAsV15AowXi46Dcsgpxd2+kOjYsLOA4fjwU2eTvXRMaiohffkH827cwcXKC4+jRMMuYEYiNRfgvvyD2zh3xMYcRI6DIm1d854iLQ+SqVVDfSH38lptHwNbdEVqNFuooFU5M3AT/+68+Od3M0hxNFveBW55MiFOpERUUjqNjNiD0lX+qYw/cNBaO7k7QarVQRSqxfdI6BL8NxJBtE5JWj5UF3LJ6YnCprogOi9RNz1+hMAZtGYed0zbi5LrDqY5tammOIisHwDZvJmhUsVAHhuHh8DVQvvRH2SNTYZqwXzFRmMEufxZcqj4MkQ+8dZ+3zZMJ5Y7NwJstJ/Fk3MZ02d4T2ZQvhizrp+LdzDUI2Xgg1ctu06M/LMpVhJlnBoT264L4F/L2bl6qLGzadQEU5tDGqBC1ZB7i/34uXrP+qS0sa9aBacbMiJg2DrGX/4Q+XHjqi6Wn7iA2XgMrcwXGNiqNfF7OWHPuPn67/RLeQRGY17ISahQwbOLy/jPXMGHlTvwyuANqlCmMcSt+xa3HL8XxxcbKAsPaN0HhXFn0Fi9GrcawmUsTjqvmcHFywLi+ncRxNSg0DGPmrsRr33ewMFdgTJ+OKF0kP76Vc4pP2XfoOMbNXIiF08agZpUKBokhzmfmrsKL177y+YyjPcb2aoOsGTxw98nfmLl6B2Jj4xATG4smNSuic7Pk56v60GPSIgSGhsPUxFQ+p+nyE3Jm9sLw+Wvx4rWfvD1I89WjlZgvfQmNUqH70qTjoyo2Dm+DwnFqSmfsungPv119DO/AUMzrVA81iuaEIdQbuQwWCjNYmstNnC71K6BOmYI4f/cZlu4/B41Gi3iNBh3qlEPjikX1GlsdG495+8/j4iNvWCoUyJvJDdPb18b5+y+x9NBlaLQJsWuURONyBf6z57EfjT91OYLeiz+iUzNkcHNG98nLdO9RqmPx1j8Ip9dMhqOdrUG39wI5s2Dmmp04c+0OfAKCsXPeKOTPob/9679iH7tsI85cvgEf/0DsWjYN+XNlR2h4BLqOmK57jypGjTe+73D21+VwdLAzeHzJuau3sGTjLmg0GsTHa9DxxwZoUqsK9M1Y37uIPWFhQmxpe7fCyG5S7Kx45eOPsQs3IjQiEnY21pjSvwNyZ80IQ/rz6g0sXrsdsXFxsLa0wPjBPZHPgMdVYy670fdzn4ivjo3F3I37cfH2I/F7z5c9E2b0b6/f2JOXIDAkHKamCeu9cwuxvSfaf+oSxi/digXDu6FGuWJ6ja2LcfY6Jqzeg18GtkWN0gXRZepq+ASFwt7aSrzeqHIJtKtXSe9xLzz3w9IzDxCr0cBKYYax9Usgn6fctltx/iGO3H8DCzNTONlYYE1b/e5r1LFxmLdPOq6/Sjqud6j7yelfY9bJ+zjzzB++4UrsaF8J+T0dxfRXIVEYd/gWQpWxsLNUYHK9YsjtlryPcv/d15j4xx3Mb1oKNfJ4pSm+RZNuUBQqA1MXT0TPHwiNz99ius3oVaIfQOqDksSe2oO423IbzcQtA6xaDYSJrT20qmjE7FgIjf/rVMeW2q2ZFo2AZe6s0KpiEBcUBt/xSxH7yhcZZw2EVeHcoj9EGxeHd3M2IOqi3G61KpoXXuN7iM+bWlogdM9xBK3a89/po5Ha+z37w6K83GYO6ZOizdy+C0zM5TZz5KKkNrPdoJEwL1gYWnUMtEololYtQdyTR6mP3SshtlcGhPR6L3bpsrDp0AUmivdiv5BjO85eAFNPL2ij5D4T1fGjUO3blerYNt36w7yMvNxhA7sg/u/E5S4H6zZdARMTQFrv+3ZAfVpe7w5zlos+BMHMDIpsORHWvxPiX73Q2/aeSFGmJqxa9ody/XTE378ipplmyQ3Lxl0BSyvRP6b+bR3in91NdWzLn3pBUaw8TF09ETW1NzRvEuZfYQ7LFt2gKFgK2lg1NG/+hmr9bDHdqusomGXIKqZrI0Kh2rYY2gDfVMcW8Vv0gKJIQvwZfaF5K8e3nbRe198sUR/bhbgb58TfZgVLw7JRe/l7MTWD+uQexF05merYFo06Q1GgDEydPRC9aAg0vsn7tBWlqsOqRV8oN89C/IOryV4zy1kYVl3GQ314I2IvHEqXfWy9lafE8cVSIV+H6VI+F+rkz/if66OadeIezjzzk5e9Q5WkZQ+OTFh2tbzs9Uvolr3nzksIiooR17JsLRQYUbOw7nOGWvbgSBXG7ruM1yGRsDAzw+gGpVAqu/76KiTnH7/F0uO3ktrllQuhcclc6LLmGHxDI2FnaSHe16hkTrT7Tr/XnS4898fSsw8SltsMY+tJ5zOOuOcTgjkn7kCpjpOOiBj6fRGUze6u19iin2bVkeT9NMERODW+DV4HhWPOwcsJ8YGhjcqhbG79nsOff/QGS4/fTFjvWnm9l8qN8bv/xK2XAWJ9WFsqMKxBWRTO4pZuy+4dGI7ZBy9BHRcvHo1L50WnavruI/rwnHF4i6rovnhv0jyppX6zMJya3h2OtvJ5tT7UG/ILzM0V4ncm6dywMuqWK4yZWw7j7M3H8AkKw6+TeiB/tgwwzHXeFQn9onJfydhebUVfSedRs+HzLgj2ttbivY1rVES7prX1FnvGojU4c/Ga3Oe8ep6uz/nVGx+MmbkYoWHhsLO1wdQR/ZA7R1YYWnq31/8tsdOzHz6l6b8sx5k/L8PH7x12r1+C/Hlz4f+FsZe92+BxCAwKEf0WtjbWGDWgBwqk4zyo1bGYs3QtLly9Ka7J5M2dHbPGDTFIrP98YtXhw4dhaWmJ8uXL66ZJlaKkR6KAgACcOnVKJGD9EymRyssrbZ0RkosXL+K7777Dzz//rKuC1bp1a1y5IjfGPkdKpPqa2F+rVpUK6NSyKToMGPtF0/WtRZ2qqFS6qDhx3/7bCUxctB7rZo7EsK6t4WBnI97z8PkrdBszB+e2LYKpqf4Krs0Z3AkOtnKMk1duY9zSrdg9d6T82qCOyJ9Dfxfc45/8hbirf8Cy9Yhk0+PunIPmb7lhrihRHRZ1OiDm1znyZ57egProRpEIYZqzKCwa9YRqtTx/qRWx9xBUF+RGqn3LJnAdNwT+3YdAdeUGoo+egeuEoR98xn3eRARNmAPV1Rsi8cpz+Rz4NOsIbYw69fH3HIbyz4T4rZrAbcJg+HUdiuiTFxA4aT4Qr4F1lXLwmDMOb+q3E+9T3biL0FVbRDyLvDmRYd18eNdqBa3y05XgPib01yOIOisnZDm1bYgM0wbAu91IvJu+CpoIOXHKskBOZN04A0/LtZITigC8m7EakScu4WvEXj4L1f4dsJ+2ONl02/5jEDlhoOgQMnX3gsOiTVBfPgeolFCuXwpttNxpZZYjN+wmzEdYpya6+UoN5W+/QZ2wH7L+4Qc4DBuGkIEDYd+9O2IfPEDo8OFQ5MsHp6lTEdiqFRAfj4ilS6GNlOMrcueG8/z5CGiS+vj7+yxGTHi0+DtvndJoMLc71tUb88npklvbT+PFabnTtGSHWqg/qyu2tZqW6uVe2Xc+lAkxStQpi05z+2ByvWGYXH+Y7j21uzVC3nIFkyVVWdvboNmINrh7Om2dpInebj6BwJNyEmKWznVQcH4PXG82GVfrJe1PPRqWQ86hLZIlVUnJVgXmdsO7I9fSHDut27upnQ3ch3bUfTYt1H+egWr3djjMSdreTaQE4aFjET6iP+K9X0JRqKh4Htank3g99tZfiDl3EnYDku8bv0a4Uo3Rey9hbaeayO3hiBuv3mH0nsvY06ceyuX0Qt3C2TDhwD8fn7/W24Bg7D11BUXzJDXaapYujAndWkBhZoazNx5g2ILNOLJ4tF7jtqhbHZXLFBPH1W0Hj2PCgjVYP3sMFqzbiaL5c2PF1OG49/gFBkxZgD82zBcXJr+Vc4qU3vr6Y/fvR1GsUD6Dx2pRuwoqlSosn88cOoWJSzZh3bShmLxsM3q3bozq5YojLCIKjfuMR9XSRZFLzxef5wztmnROc/kWxi3ehK2zhqNFrUqoVLKQPF+Hz2Disq1YN2WQ3uI62Vph5/BWuucbT93E9ec+onOoXN4sqFsiDyZsPwVDm9W9KfJn9dQ9ly6+jlnzG9YMa4O8mT3wNjAUP4xbhZol88HWylJvcRf+dlGs24Nj24l/A8Oj5Nibj2FNv2aiE01KNPth2hbULJYLtlZyx+1/7Tz2o/EHdYRDQsfYyat3MH7ZduyaMww75yQdazcePI2/HjzTa1LVp7b33b+MwfcVSqBj01roOGYeDMWo+9jKZdHpx4boMGSybpqTgz12L5+he75h1yH8dfeh3pOqPhVf2t5HzVqGdXPGIl/OrHjrF4DGXYfh++/KiE6Vb+V7nzOsm65tevLyTYxbtBG7F4zD5OXb0KJ2JZE0e+zidTF9+9xRBpuPsIhIjJy2ABsWTBWdwtfvPBDP961f+E0uu9H3c5+Iv2Drb2If8NuisfK+PyRc/7GHdE4ee8kW7J4vr9+374Kw58RFFM0rJzcawtuAEOw9cw1FcydPVBzWpoFIsjIUcR5/4C+sbVcFud0dcMM7UDzf0/17bLv2HE/fhYu/zc1MERiZun6BL7Hw4AX5uD6ug+64/rnpX+P7vF7oWDYnOm5L3ucw9dhdNC+WFU0KZ8Hxx74Yf+Q2trVLSmB7GxaNvXe8UTSD01fFj7t7AbFn9sK6T9IxJJFqy5wPEk8kli16I/byUcT9dQpmRSvCstUAKBd+2Jf0JUJ3/IHIM3Lb07ldQ2Sc3h+v2oyC39TVunarVcGcyLZ5Oh6Xbi3arRmn9cO7BVsQefIKTB3tkPv4SkScugr1s9f/mT6amD/PQLl7OxznJm8z2w8fi7BhSW1m6XloL7nNrL54DpEL5wCaeJiXrQD70RMR0rFV6mOfPwPlru1wnJci9oixCBvaH/GvXkJRuKh4HtpDji2JWrEE6ktfdwOU+sIZKPduh8OMFOt90FhEjBkgr3cPLzguTVjvSiXCh/XSvc+8YlVYt+yYpqSqf9reTZw9YF6uNuJfJk9Ws+owCjG/LkL809swccsI6x6TET2rNxCXuj7RuBvnRdKSzbDk5ymWP3QS21DU+C7yfDg4616L/fMIVPfkfiHzao1g1W4QlPOHpyquLv7NC1Cf2A2bQXM/eE25bqYu0ep91h2GIXrhCGh8XsLExQO241Yh8tZFIEaZuth3LyP27H5Y9/ywX8/EyR3mZb5HvPfjDz9oaQOLum0R//gm0nsfO6tRCb0lFBmrj+r7fBnQsVwudNx6Idn0qcfuoHmxbGhSRFp2H4w/fBPb2ssJyrMbl4aDlZzIeOqJL8YfvoWdnaoadNkXnriNIpldsaxdNdx7G4TBO/7EoYGNxDFeH0S7fNefWNO1NvJ6OeNtSCR+WHAANQvJfXRD65dGjYKGSbIQy33wGta2ff985hp2d6uJwXsuY3LDUiifwwOvgiLQY/sF7O9RSyQb6bWfZtAPuucbz97F9Re+cLC2wOBNJzD5pyoonycTXgWEocfqI9g/rIUuGUcv633neazpVgd5M7jI633+PtQsnE2s7/E/VITCzBTnHr7GsG1ncGREC+jTp5bd0cYSU/b8id61S6JaoWwIi45B0zm7UaVAFuTyTNr/fq2PnTM62Vpj58g2SfN08jquP3ur16SqRLN7tfggcapWmYLoVP87dJy2DobUom5VVCpVRO5//P0kJi7eiHUz5GPX8K4tUaOC/m+EkdSqWgGdWjdFh37y9aVEk+evQIuGtdC0bg0cO3sRY2ctxo4V8nXXb6m9/m+IbYx++PfVrl4Jndu0QPteaWuX/JcZe9nnTRoBB3u5//HEuYsYM/0X7N2wJN3i/7Jyo9jnHNq2Qt7nBoUYLNZ/fijA8+fPo1SpUp99z6ZNm2BjY4MWLf754CwN/SclOJUoUQJz5sxBXJycsf2lpCpV169fx9WrcuLIixcvRPJX/fr1//GzjRs3FhW1KlWqhIMHDyK9lS5aEF7url88XZ+k7OXECxOSovlzweddoPg7sfNWEhmVuobbl0rsqBQxolUwgTwfhqB58xTayBQ/6vg4XVKVeI/PC5g4JK3z+Oe3RVKVeM33BUzsnMTdc6mmjtUlVUli7jyEIqN88VF9/zHi3n5415OpkwPMnB1FUpUkzvstNJGRsPqubKrDSxWnEpOqUsaPPntJJFXppnu4AQkNKOWFa7okLvXTv6WbOMQ8pTb2+4kiqluPYZ5Jjp3YWScxs9fvBb9EcQ/uQBsc8LE5g4mtfMAxsbGBNiJM3CkmXknosJNf+4qLYmq1LqlKIiVSmSUkcVpWrw5lwv4m7vFjaAIDYVG8uBw/8r34dmmPn5g8JeLZW+v6HD81PT4mVpdUJfG58QyOmdN210piUlVishQ+0t9ZqWUN/Lkz+cX+1pO64NCSPYgKTVoHqaWJidUlVUnCrj+FdZYP7zzK9HN1+Gw7nWxaziHN4f/bZUS/SNudiF+zvXtO6I2gZTsQH5r2C0Nx9+9AE5R8ezf1ygRtRLjoIE58j6mHJ8xy5ZGfP3kEjV/alvdTXgdHwtHaUnTaSEpm84BfWBQe+gSLTpvMLvq/2JySVLVj0qpdGNmxKSzeu6herXQhkVQlKZo7G96FhCEuPl5vcaXM/Cpli+uOq8Wk46q/fFw9ev4KfqpfQ/xdOF9OeLg646+7qb/T+d96TvGx72DCrEUYPbAnzM0T7nQ25PlMabnzQFI0b05xN5ZEOreISDiPUapiYK4wg6MBjjnJz2mUYl7EfCUke8nzlUM3X4ay//JDNE2ozFQkmycyu+m3Uzo1pMWOiJYvukap1HC0s072e/xayphY7L90H30bVNCtYzcH26TvXRmTFNvWSlTV+q+ex348vnWK+B/ad/oyfqhRPl22d0npQnng5aa/TtF/3T62SIF/3JfuPXoGP9Stpte4/xRfWh8RUVG678PJwQ4WBtjvGut7/1jbVPq9BYWG48GzV2hQrZyYXqtCSfgFhsDbV64+bAhvfPxEMl3inbalihaE77tAPHgiVxb51pbd+Pu5D+NHq2Kw79Ql9GvdIGnf7+xg2NjSejdJOr+ZuGwbRnX5UVTLMth57Jq9GNm+kV6Pm1/idUgUHK0txEVIScmsbvALi8ZD3xBsvPwEA6oX0l1wdbPT78UocVy//AB9GyY/rn9q+tcqlcUVnvbJE1CDo2LwwC8MDQpm0iUG+Ier4B0i72Olyg+T/7iDkTULw1zxdV27mhcPoA378vNCEztHmGXOjbgbZ8Tz+DsXYeLoBhNXrzS1WxOTqiTKW49gnvnDdqtpinNm6WKtWcK6N7WxglYdh/hUtt2N2kcjxb93B5rA5PHNMmSCNvzTbWb1lYsiqUq89ugBTF3dRRUhvcZ+lRD73h2YunvCLLccW1/Eek/RVyBo31vv1tJ6DxdV1VOy/L4BYk6kvmrRP27vUpvpx76I2bcKiH8vro292OalpCoxm4E+0CqjYJY/9ReF45/dgzZUPl/UsbCEecU6iDmQVKVcG57QZxwXi/iEpCrx+RePRLWptIp/LsVPbRtQCxPrhO/FygbaqHDd7yE1NC8fQBse/PH13rw3Yg6u/ej/a9mkK9Snd4uRHdJzH2so6d1H9dllL5S47BngH5G07IlJVZKImDjRB2/oZT92/zV+LJ1bTC+cyRXu9ta4/lK/55LSYkQo5WsLUTGxYl6kqmSG9jr0I+cz4Urc8w1BSLRaJFVJsrnaw97SXFTrNKT91x6jaZm8CI2OQUikSiRVifjujrC3ssCFR2/0Gk/0h6jUSf0hNvJ6r1Ywq0iqkhTJ6o6A8GjEJVwXMvSy6/qIEuZLqq4tnUtJ86YvX3rOKPUjNS2fNIKRoZXKlx2eLo7p0C8qF8+QFM2XdJ3X0EoXKwQv9+TXkIJCQnH/8XM0rFVVd8Ov37sgeH/kOuh/vb3+b4id3v3wKZUuXgReHvqt/PdfYexld0hIqpJERkbr9gHpIVqpwt5Dx9G/m3yzs8TN1XB9g//5ilWvXr1CRmkIq8+QKlVJFaTer2L1Mf3790fJkiXh4uIiKk+NGjUKvr6+/ziE3/ukOIGBgSI5SmroS4lZPXv2xOjRn65CIQ3xN2/ePFHpSqrCtGfPHjRt2hT79+8XyVapERMTIx7vkyp6pW+349fbevA4qpUroXu+YMMuHPvzGsIjozF/dB+9VqtKNHrxZly7/1T8vXRUT930MUu2iO+ySO5sGNCmkRg+x9AUJb9H/LOPD7VnXrIm4qUkrIREq69h//MPiH5vyL+P0YSGIz4wGDa1qiL6+FkxLKB5tsxQZEh7Yz6RYxsp/oeVoByk6VIC1kdOqO2a1kHsGz/E+aR+WLj3OXdogoiTl3XPpQo99nUrw8zBDm/7TUt2x6H0mtuAdlA/90bAvA2Ifa2/Rk7U/MmwHTYF2hglTG3tETlnvCi3n8i6bXeYV6gqSuxHzR2fpjshU7Jp3hwxf/4JEwcHUdpeE5zUuRHv5wfT94ZMteveHZZVq8LU3h6h49Mev+H8HshaQb6jeVfHOf84/X2lO9fB0+NprxzVeV5f5KsgN1IWdUp+V2Kuknlh42iHOyev66aVrFceWq0Gt0/8hZJ15YtE+pClWz0EHE1eBcoyoyucKxTEvb5LddMcSuaGY+m8uPHjVFHJSh++dHu3r/OddPaLyFNXYF+7IvRJ4/MGJvYOUBQohLiH92FeriJMbWxh5umF+OfyvlffsrraIUwZg1vegSie1Q1nHr1FlDoOPqFRKJDRBelh8+FzKJ43Owrm/HQlha1/nEel4vl1iVaGsOXAMVSvUFIMFRUXFw83l6Q72zN6uolG5bdq46/7UbxIQRTKJ3fUpaetv59EtbLysDyT+3fEgOlLsWTrfoSER2Jcr7ZwS2WS8JcavXADrt2Th9NdOrbPh/N16DSqldVvmfP33frbF+FKFaoUMlwFjU8Zt+43kUNbOHsG9G9eHS72NqKK1ZDle2FtYY7waBXm9WomEtv05XVgGBxsrbD2+DVcefwGluZm6FmvHMrly4JZnepgyNrDSbG71tdr7H/LeeyYJVtx7b48lMvSUUnDqktuPf4b4ZFKVClV0Cjbe3r4t+1jb91/gvDIKFR9rz1laFLnxZzR/TBo8gJYW1mK+L+MGySGIPjWvvfRC9bj2t2E2OP6wj8wROzPE4/j0rrI4O4M34BgvQ65+r6smTKI7e3WvUcoXjg/Tl+4iqhoJXz8AlDQgOXWjbnsxt7PpYz/xj9QVOFbs/c4Lt99LC4i9PqpHsoX0f9duaMXbUra3sfIlVs2/XYKxfPnRMFchhvGYvORCyieNxsK5pAvur1v4a9/YOnu48iZyQMDWtZBZg/9nltndZHO49W49SYIxTO74swTH3Ee/ywgXFwUPv3EFyceyW2rduXyoE5B/VUtex0YCgcbS6w9Jh3XX4shhnvWLwdnO+uPTi+XT//fgV+ECm62llAk9H1Jvy0vBytxMTarsy02X3uBYplcUNDLwBfHWg0UV6M13k8Rc3gTEBUukqhE4ocmqb9GGxoAU2d3xAd9XV+Ji9RuPZHUbvUY1hEO9SrBzNEOr/tM17VbfUYsQJaV4+AxuB3MXBzhO3YJ4gND/rN9NIni374R/TSJbWaLz7SZrZs0h/raZV2ild5iFyyEuAf3xVCBprYJsZ/JsW26dBdDBUqJX1HrVun1xqjIuZNgN2oKtCoVTO3sETFzXLL1LjF1c4d54WKI+iX11cz/iXmVJtC8fAjN2xQXHaMjREKQoth3iLt9QQwLaOqRCaYuHtDHmjd1zygS9izqtoSiQAlopRsjf9+C+Mcf9glb1GiKuNtfV03/U6zaDxGZBvEvH0N9cD20keG6SlZW3cYA6hiRYKVcM1XcHKwv5pUaQfPqkbjBOCWzwuVF33f8w7+gKFQ+XfexknGHb8vtygyO6F8lP1z0kHTxb+ij8otQfrjs9tbJln3soZu45i0nQixpoZ9+0U8t+9vQKMRpNHB7LwEso5OtSKbWF2kZZ7WqgiHbzsLaQiGqSM37uaquXb7o6E0sO3EbOT0c0b92CWR20d+5ZFbnlOczvmK534UrRWL40QdvxDmMNCzgy+BI+OhxuVO69dIf4dFqVCkgJzW5Odjg6O0XqFMsJ+69DsDLgDD4hKQ9ifGj6/3nKhiy5UzSem9b7YP+kG0XHqJSvsy6RCtDL7tk0k9VMGjDcSw9el0kmI1t/h3cpBuyDXwu+f45460XPgiPjkGVwoYZnm3s6n3yPixHJgz48Xu46OFmgLRf55Vv4pcs2LhH9IvmypIRAzo0R2YvwyaCSH0x7q7Oydurnm7w9Q8UbWpDMVZ73dixjd0PT8Y1auo8XL0pF5BZPntiusV97eMLRwd7rN68C5eu34aVpQV6d2qN8qXkazL69p9PrFIqlbCy+vTdaZcuXcLDhw+xefPmf/y/Bg8erPu7aNGisLCwQI8ePTBjxgyRnPQlzpw5g+nTp2PZsmUoV64cnj17hgEDBmDKlCkYN27cRz/j5uaWLHaZMmXg4+MjKmalNrFKmtdJkyYlmzZhwgSM7toc/xWrd/4Ob593WD0tafiQgR1/FI/Lt+7jl/U7sWn2GL130k/vJw87d+DMFSzYehDLRvfE+kn9kcHdBbFx8Viy43eMXbpVTDckRbn6ovy0eueHQ1iYFSgPs3xloNox+6vjOHRuDfMsmeD/3nr+lHeDxsN5QDc4dmoN9YuXUN26J4aK+xqOXVpDkSUjAqckL2Ft26AmbGtXhW+npN9EIquyJeDcox38enzdUGGuPX+CRdYM8B6XVHo8YO4G8bCpWBzuwzvjVauhQGwcfIbNRZxfoG44tcwrJ+Lv+nraBkzNYNW8HaLmjBN37Znlyge7UdMRPqizfFektI/bsko8FEVLwbpdT0SM6ftB51Jq2LRpA7NMmRAybx5MvmC/FrlqlXhYlCoF+549Edw3bfF/H7xS/Fu4eWVUG9UKuzrO/ez0RBX6NIZzdk9sb/1hmfYvtW6IXHKyQvOqaD6yTbLkqkota+LSnrPQJCTxObg7oWG/5pjTagL0KfuAprDJ4YXrLaYkm56xZVUEHL+B2GC54WpqbYECM7vgdtcvT+jV1/Zu5mgP196t4N02bcOM/hNtdBQiZkyATYfuMLG2Fh3Fca/+hlaPVZpSku62mvvTd1h88jai1XEomtkNOd0dYGaA5NyPefraDyeu3sW68b0/+Z7fz1/Hsct3sH580vAG+rZ6x0F4+/hjzYyRiFGnfgjX/7KnL17ixNkL2LBkVrrHXr3rMLx9A7B6SlvxfN2eI+jf7gc0qFoOb/wC0Gn0XBTKnU3vQwFKpg/oKP49cPoyFmzej2XvJR2s3v2HPF+TBsCQ1aoalpGSBdO3OO66YW2QwdVRnLct3X9OJFkt7PsjVh+6KJKpSuXNint/+2Dg0t3YNaErnPXUcRav0cA3OAI5vVwwoPF3ePQ6AD2X7ceeUW2w+uhfmNelPkrlzoR7r/wxcPXv2DXyZ3Fx9ls6j53WVy5nf/DMVSzY+juWjuque23fqStoVLW0wZJHP7e9p4d/4z5WqlbV+PtKBk3YTUmqurhq+378Mn6gqGh17/Fz9Js4H3tXzISzARJdjPm9Tx8oD4t04NQlLNi0F31/Tl2bXR/s7Wwxf+IwLFi9RdydJ5XYz5UtC8wMvN815rIbez+XMn7fVg3gExCMnFm8MLBtYzz8+zV6TFmGffNHwdVJv5Wrpvdv/972fgCD2jfFicu3sF6PQ/p+9Dz22j2sG5u0P080rdeP8HJ1EgltO45fRr+5G7Fvtn7nxd7KHHOblcPi0/fl8/hMLsjpJu9L4jRaxMTFY0un6uKCbMeNZ5Hd1Q75PL9uSLxE8RptwnHdFQOaVMKj1+/Qc+k+LO7Z5KPT94xuC9d0vFj1LCACJ5/4YW3rCgaNo1w2Wq6uY2oGi3ptYNVqAFRrk7dn9cmt10+wyJYBr9olDRnxbs4G8bCtWByeIzrh75+GiX4at54txPTw387CPIsXsm+fCeXdp6kaCvDf0kfzQZt52gTYduoOEytrxCa0mVP2v1lWrwWLKtXFkIH6ImJPTYht/WHsiDnToAmQK01ZNf4BDpNnIrR7B/0ENzWD9Y/tEDkjYb3nzg/7MdMR1r+Tbr1LLGrUg/rapWTT9BLeKysURSqIbf5jVOunw6JBB5jXaAGNnzfi/36QLLHw64KbiSpUGl9vRO9fD9MsuWA9YDqiJ/WANiJU9zYp8crUIyOif9F/f030guHQhgTIv/VG7WHVbgiUyycApqawqNsKqtXTRLUr06x5YN1jAqKn95YrV30lU88sUBQuD+XKD6+XSCM1WFRvAeXq8TCGda0rIIODNWLjNVj652ORZLW0RepHbvi39VF9qakN5JszDt57jQVnH2KpHpKrPrXs0t+GJlVCWn3mrkimKpXDE/feBGLg5jPY1b8hprX4Dl5OtuKc5tfLj9F/02nsHdhYv+czPyScz8TG685npO98QYvyWHj6HtZdeoJcbg4okdnVoNvC/mtP0LBUbl0/zYIO32Ph4WtYd/q2GAKvRA5PvcYX6/3UHZFMVSqHF+69ltb7Kewa0BjOCUPfHbr5HMfuvsS67nVhSCmXff3p2+hXrwzql8iFN0Hh6LLiMApmdtPbUICfOpd8/5xRqlbVsGwBg/SbrRvdCRlcneQ20t5TGLdmH5YOlvsm09PqnYdEJePVfeShyaYP7govdxe5DXHoFPpOXoj9y6biW2Ss9rqxYxuzH56Mb8bYIeLfA0dO4pcV67F8TvJcFUOJj9PAx+8dcmbPgkE9O+Dhk+foNmQ89m9cAjcX/Veu+s8nVklJSSEhn74rac2aNShevPg/Dhf4MVJilFRx6uXLl8iX78vuOpSSp9q1a4euXbuK50WKFEFUVBS6d++OMWPGfHGlJSn28ePHUz3PUpWt95O0JCIpLEC+u/HfbsPeIzh58TpWTR0m7nROqXzxQpi+YguevnqDgrkNUwWhSbVymLpqJ0IjokQnrUTKpG/boBoa9TfsgV5RujbM8pREzK55QFzyCzNSQpV5xUaIkRKuor+uAevQ7kfY1KgE/57DoVUlr3D2MbFPX+Bd31G65xn3rEXsi1dpj9++BWxrVoJfj+TxbetUFYlTvt2HQROc1IEgsSpVFO6Th8K//zjEvkp7WVqXzs1gV+s7vO44+qPLHn3xFkzHW8Myb3bE3H+mS6qShG75HR4jusLUyR6a0K+/g8MsR26YuriKjiNJ/PPHYvg0aXrcnaQKShLpuUnXATDLmhPxL9L2e7Zp2RJWVaogZMgQqbwdtFJ1u/h4mLq46KpWSUMEat59WG5Zff06TAYMgCJnTsQ9Sfv+5N6e86gzvROsnOygeq9U/8eml+1eH3nrlsaONjMRl1Ce92tICVRtp3WHrZOdGOLP0sYKpRtUwLQmSR1T2QrnhKO7E8Yflqtn2Tk7oNj3pWHv4oj9c7enKW62Xg3hWb8srv84FZqEstOJMrauhkfD1+qe22T3hFUmN5TeI3ceKRxtYWJqAnNHW9zvv8yg27vC3RkKdxfkOCB3ZJs5O8CuRnlxB3DgL5ugD3F3biL8zk35icIczlv3Id477fuSL1Emh6d4SNRx8ag5d7/ovEkPNx+9gE9ACBoPkhsTgWEReL5mNwJDw/FTrYr449ItrNx7AqvGdIerk2GqK2zYfQgnLv6F1dNHiOOq9JAa7YHBobqKKtLwVV4e6Ts8X3q5fvsB3vq+Q4PW8kXBwOAQTJqzBAFBIWj1wz8P05xWG/Ydw8lLN7Fq8iBYW1oiJDwCJy/fwuxh8nxId2QVzZcDNx89N0hiVaIm1ctj6srtCI2IhJO9HTbsP46TV25h1cT+sLa0MEjM6Bg1jt16hq2Df0R6k5KqEs/b2nxfBk3GrsTj1/4ICI0QSVWSwjkywsPJHo9e+6NCQf3cGejlbA9TExPULy23F/JncUdGVwf8fu0RAsKiRFKViJ3NEx5Odnj0JgAV8mf95s5jJY2rlcXU1btFfCd7WzFU1rFLt7BthuEu/n9qe08P/8Z9rNRxdvTcFWxfZLiL3x/z+PkrsW+VkqokhfPlgqebCx4+e4mKpYp8U9+7LnaNCpi6Yhs83ZwRmDCkr5TMJnUU+waE6H6DhlK2RBHxkKjVsajWvDNyZc+Cb33Zjb2fS4wvDaMh7fsbVCotphfIkQWZPFzx1NtX74lVybb3Vb/i9NU78HkXjEZ95Y5K6dxy0uvtCAgJR8u6lfUS6+bjl/AJCEXjofINX4FhkXi+bp98Hvt9ed0d361rV8D87UcQGhENJz3e6S8pk91dPHTn8QsPo1hmV9hYKNCgsHwczeRkK6bd9wnRW2KV7rheJvG47iGO634hER+d/tQnSO+JVV72VgiMihFVPKSqItJvyy9cBS8Ha1x+GQifcCUar5GH4guKisGUoLsIjIzBTyWy6W0edEOWaeIRe+432IxYLk8PC4SJg7NIukhMLjFxcodGSsxII9euzWBfpyJetRvz0XZrlNRute0Jq3zZEfv2HexrVcTbAfINh1JFceXNx7ApVfCrE6vSu4/mY2Lv3ETY8IQ2s7k5XLbuQ9x7bWYpocqmTUeEjRoEbah+qnTpYt++ibDb78XenhQ7MalKojq4D7bdeomK1GLIvq9kllNa725J6/3ZI3m958yDuNtJVb8ta9ZD9Ar93YSWyDRHQZi4eMBmpLyNm9g7w/LHLFA7OCPu0h/Q+L6Eak3ShSGbYUsQ6+etl9ja4HfQauIRd/W0eK55/RzaQH+YZsqB+Efyd2FeqzkUJb5D9IJRQOw/9+Gmeh4Sf7vSb/30fliMXy2emmbOBVNHV5FUJV72fir2C1LyV+K8fQ3T7AVh4uQBm6FLdMlUlj9kgdreWVTBk74Hm/7yMcjExh4oUBomto5QH9tm0H2sREqqkkhDzrYplQNNEva3//U+KolUneqDZY9Q6pb9fY0LZ8G0Y3cQqlTDydrCIMtePIsbzExNEChV0kqoWiVV8PJy1N85xWPfEDHUnJRUJSmc2Q0ejjZ45BuMCrkz6s5pWlXIj/l/XBfD5DnpcVi4D85nFh0RyVVSdc5lrb7Tve+HlceRKyGJXN+iY2Jx7Pbf2No/KWksX0ZXLOualND0w9zdeksskjz2DUZAuFIkVUkKZ3GDh4MNHvkEo0KejDh652+sOHkbq7rWhmuKISsNuewhUSqcuvcKs9rUEM8zuzqI4Qilqlb6Wv5PnUsmnjOKfrObT7F1aCsYgpRUpWsj1S6PxiOTbrZOLxv2/oGTl65j1ZShuuu8UlKVrg3RsCbmrduJ0PBIODkYrh0v9cVI/RTJ2qv+gaJqlaEZs71urNjG6oenf5cm9Wpi8tylCA0Lh5Oj4c9xMni6i9ybxCE/C+TNhUwZPPH0xSuDJFb9u9Lh06BEiRJ48ODBR1+LjIzEzp070aVLlzT937du3RJfhsd7w2L9k+jo6A+Sp8wS7hSWdtqpiZ0hQ+pLEUpJVA4ODskeX1pty9g27TuKI2evYNXUoXCwk0+eY+PixB3gie4+foHg0Ai9logMj4rGu+Cku51OXb0DR3sbWJgrxGuJjvx5Hflz6K+8fEqKUrWgyF8OMbvmAzHKZK+Z5SsN80pNRcKVNuIjY9Kngn2b5rCpWx3veo2ANvLLxo43c0vqGLf7oT40ShVUV9PWiHZo1xx29aqLqlOaiKT4trWrwLlPJ5FsFe+XvEPOqmQRuE8bAf+B46F+8mF56C/l3OkHODSsitedxiTFVpjBPGvSb82qaF4oXJzk4f7MTGGWcCIqsa/9HeIDQ/WSVCXRBL6DqbMrTDPJncKmXplg6pkR8T6vpR2HeJ5IumPPxMEJGn+fNMWy+fFHWNWoIZKqtJFJCU2qs2dhnVAZT5EvH0zd3KC+dUvElypbJVLkzw9TJyfE+6QuvqWDDew8ktZhntqloAyJhFaj+ej0xKSqMl3roWDjCiKpKiY8bWWQrR1s4OiRdOAsXrsMokIiRFKViNGwIl4/fAW/50nLdPf0DQwp0w2jKvURjxtHLuO3RbvSnFSVtUcDeP3wHa7/NA1xKZbDpXJhMRRj0Fm581AS+fA1zhbqhj/L9BMP71WH8Xb7mTQlVaV2e486cw3PKrbB8xqdxCPi6J8IXLpNb0lVEhPnpH2Jdev2iL19AxrftzCkgIik/emqs/dRNocnsroafkhXiZQ8dXL5eBxZPFo8iubOivFdW4jpRy/dxtKdR7FydHdkcDPMmM8b9x7B4bOXsWraCDjYJV3sqVW5LHYePiX+vvf4Bd6JC+H58S2SGm1nDmzGsV3rxKNowXyYMKyvQRtzmw4cx5HzV7Fq8kDd+YyDrS2srSxw5c4j8VxKtLr75G/k0XNSlXxOk5SYfOrKLTFMkfTYdPAkjvz5F1ZN6A8HW/1e+Hzf0ZvPkDejG3LosUPuSyhj1GKovUR/XH2A/Fk94eXigMCwKLzwlS8Oer8LxpuAUGT31N9Ff6n6VNm8mXHxoXyB5W1QGHyCwlGrRG4EhkfhhZ987uYdEIo3gWHI/t6x6b9+HhsepUwR/66I75iw7f9x8SbyZsuIHJk8DRD709t7evi37mP/OHsZ+XJmRU4DJm1+jKe7KwKCQ/HCWz6ue7/1w2sff+TIkuGb+d6lYemTxb58C472tmLouQI5s+DQmSti+vFLN+Dp6mSwYQATBQQltQtXbN6FciWKGGw4A2Muu/H3cx+PLy17uSJ5cfH2QzH9jX8Q3r4L0uv+7sPt/bbY1rs1r4NTa6fjjxWTxaNo3uyY0LO13pKqJFLy1Mmlo3BkwXDxKJorC8Z3/gHNqpdBUFhSe/jE1XtwdbDTe1LVB+fxfz5C2Wzu4iJk3YKZceG5POScNLzOfZ9g5PFw1O9xPV8WXHwoJ5S8DZSP60VzZPjo9Bxe+k8kdLG1RH5PBxx6IO9TTzzxg6e9lRimSUqeOtH7exzpUUM8imR0wrjaRfSaVAULS8Aqab+qKFFZN1SXNjJMDJemKFlNPDcrWhHasCBo0zgMoEvnpnBoVBWv2o9N3m7NlqLd6uoEtbcf4sMioVWqYFOhqO6GIOvieRHz5NV/qo/mS9rMNinazBaVq8O2fVeEjR4MTcCHN8R9dWyX92L/nBDb562oZGTilHT+alGpCjQhIXpJqpJIyyIltJlmzpa03r0yQvM2KXlJUbSk+A5ibyUlWumLlDwVPbkToqd3Fw+N92PE7FompkukBB/dfJSrBa06BvHPkvpxvoZU+Sn+0S2YFZJvCDdx9YSJm6eojCUxr9kM5qWrIXrhaED5ZX24qf6tW7/3Wy9dDfFvEn7rIQEiiVKqLCXmzS0DTN0yQOOf9ptd3xd35SiiZ3RF9Oxe4qF5/QQx+1aI6fGPbyB6ehfda3H3LkN9apdekqr+aR+rVMchXBWre+8fD32Q39Pxm+ijSlp2Rxy6n7jsvvC0k5ddWu53EUlt6lNPfeFoZQFHK3ODLnutglmw6y95WPl7b4PwLkKJUtn1dy7p5WQjErdevJPP57yDwvEmOALZ3RwRFJk0TyfuvYKrnbVek6okAZFJ63TVn4915zPvT99z829YmytQNiEBS9+kIf/yZnRBjvf64qVkM138K49gbW6Osrn115bwcrRFYEQ0XryTz2W9AxPWu7sDjt55iSXHbmJll9rI4GTYm2NSLruDtYUYmvDqMx9dopU0FGJuL2eDn0smnjMevfEEeTO5GeQcUkrakvppEh25fBf5s8rJbell0/6jOHLuKlZNGaLrF5USm4JCktpUxy/8JW5GMWRSlcTV2QkF8uTE78fPynHPXRJ9F4YcBtAY7fV/S2xj9MOT8YVHROJdYJDu+clzl+DkaC+G50sPzk4OKFeyKC4k5Cy88fHDW19/5MxmmGTC/3zFqjp16ogqTVLVKmfn5Ae/X3/9VVScatv2wzKHV69eRfv27XHy5ElkypRJDBl45coVVK9eHfb29uL5oEGDxGdT/r+f06hRI8yfP18kfCUOBShVsZKmJyZYLVmyBPv27ROxJRs3bhTDDkqfkezduxfr1q0T1bbS06T5K3HuynUEBYeix4ipsLWxxuHNSz45XZ/8AoMxd+0OkTDVZZRc2cPc3Bxrpw/H2F/WICJKKe7+lrKb543qnezixdeKjFZh6Lx1UKljYWpqAmcHOywZ2QPBYREYPHetKN0pJcVl9nTFtL5fXzLTvFY7mOUsIu6ysWoxCFq1CjG/zoFF9ZbQhL6DVUu5NKY2Pg4xW6eLvy3qdxWNbcumfXX/j0qqXKVKXaPazMMNLkN6Ifa1DzxXyUOuadWx8OvQD45d2sCuRUOYOTvCNdcQaEf0g2/rntCEhsGuWQPY1qsJmACxf3sjYEjaxkeV4rsO7Snie61JiB+rhm/b/nCfPgrxQcHwWDBZ934/qXJVWATcJg6BiYU53CYlDVsYMGYmYp+9/OLYCk9XeI7qBrW3L7JuloeC06rj4N1uJDLMGgIzexsxJJkmOgZv+0+HJjwSJtaWyLxqkogNrQbxIeF40ytt5QttegyGeakKMHFygd242dAqlQjv2wZRK+bCbshEaLUamJiYInrNQmgD34nODdt+I2FiYycPlRajRNTcCdBGJSVFfSlTd3fY9+mDuLdv4bxggTxRrUZw796IXLkSDqNHw3XLFiA2FmHTpsml3qUkzZEjYWonx5fmN3TChGRJWV/C0t4aTZf1h8LKQtzNGh0cgd2d535yusTeywU1x7VByCt//LxjjJgWr47Fpqap2+6s7W3Qc+kQmFtZiPUbERSOxV1m6l7/rmUNnN9xAoZimcEF+Sa3R/RLP5TeK1eg0qhjcbXeWPF3xp+rw2fHGSnrVu+x07K965Nt3yEwL1Meps4ucJg8B1plNEK7tYFN2y4wL1REdIjGPXqAqIVJw5pat2wHy/qNYeroBLtsOaDtNQBh/bpCG/51Zf6Xnb6Lm68CxL68aBZXTGgsl29fffa+6LgJiY7B84NXMfPwdezoWQcuCeWoDW300m1wdbTHwHnrddNWjekhKrzog19AMOau3obMXh7oMjLhWGKuwLYFkzCocyuMnrMCDboMhblCgRnDeop/v5VzCmPyCwzB3HW7kNnLDV3GynfXSut229zRmDusO+Zv2I34eA3i4uLRtvH3KJZfv2PbR0YpMXTuGvmcxsQEzo52WDKmF/yDQjF3wx5k9nRDl/HycUAaUnnbrOTD8erDvssP0axCwWTTVh/7C7su3ENIpBLP/YIxc8857BjWEi56HA4vKDwKQ5bvg0ajgbRXzezmhCmdG4q7Ace1q4vhK/eLdaLRajHy59q66lb6MrZldUzcdhILD16EqYn8PKOLA8a1qoHh6/8Q0zRaYGSLqsjgYv+fPY/9ML4SQ+dvRIwuvi0Wj+wm7kCU7D91Bc1qypVN9B77E9u7FHvy8m04d/0egkLD0XPyEthaW+HQMv2VoDb6PnbhWpy7ehNBwWHoMXoWbK2tcXiDXMFh7x9n0Lxedb3G+9L4EwZ0wZBpi2BqYgqNVoPRfTogg4fbN/O9i+19ziqoYhK3d3ssGdNHxB7Xuw3GLdqINXv+EHEn99PT8EifsXT9Dly/8xDx8fGivP+k4YYbDtGYy278/dzH44tl794SE5Zvwy9bDorXpOdSYpneYkdJsddCpVaL35WIPbqnbh9rDOrYePSduwnq2DixzE52Nlg4WB4mUd+WnXuIm68D5fP4TC6Y0LCkmN6/eiFM+P06dt74WzzvWCEvimTS74WpsS1rYOK2E1h44ILY14xtVQOeTnafnP41phy9i/Mv3onKU713X4WthQK/dasukqXGH76NtZefw85CgUn15EQifbNs3gtmUiUYe2dYdZso+h6UqybAqsNIwMRU9ANpg/yh2r4gqT9q93JYtewPi5otoFUpEfProjTFVni5wmtMN6hf+SL71sR2ayxethmFTHMGw1RK2IvTiJv7XvdNare+6TcTniO7wMTMFCYKBYLWH4DypnwDw3+hj0Zi228ILMrKbWbHqXKbOaRLG9i26wJF4SLiJqzYhw8QuSCpzWw/fCw0IcFwGD9NNy1s1OBUJzjZ9k+I7eICx+kJsTu1gW3792I/eIDI+Qmxzc3hMGUmTMwtRN+YJiwM4RM/PmzeP7HpNQQWpcuLBDL7iXLssJ5tELV0LuyGTRT/v7TdRa9aKBLdEll+3wDqk0e+uv/kY9t79MzPDyGrKF8b5iWlO+BNoHn3BqoNM9IW++f+UBQpAxMHF1j3nwaolIga3xmqbYth1W4QTH7oLJYvZusiaEODYOLkBqsfu0MT4AObhCrYiItF9KyBaYvfqi8UhcqKZCnrPlPkZV8yFtZdx8gV6KS2UqAvVJsS+msjQqHavhhWXUbJ1elMTaHatTypwlVqYjftAbP8pURVKqtO4wC1EtFzk/q4DSm1+9igaDWGHLgOjXR+IbUrnWwwpX4xvc1PevZRTTl6G+efJyz7rsvysneviXG1i2L8kVtYe/mpvOz1i4v3R8bEYtiB62K4XXGebWOBRc3L6u2841PLPrBWcYzZewmNFv0uqoRNb1Ze/KsvUrLUuKblMXzHuaQ+gUZl4WRjgS6rj0EdrxHTpYSqBW3lpGF9WnbuAW56ByFem3A+kzDUopRMdfj+a7FbkypYzW9RzmDnePuuPUGzsslH5JGSqQ7ffC7H93DC/A419RpfqkI17ocKGL7tbNJ6b1xOJFI1mrNXvC4NDZhoVZfacDJAn2zKZZeGO5zdtgZ+OXRVbIvSkIVtKhVCsWz6vRnsc+eM+y49QLOKhWAIwWGRGLxkZ1LfmLszpnb7Qbw2ecNvOH/7CYLCItFr3hbYWlng99kDDHCdd6d8nXf0HF3/45ppw9Bn8kK5DSH93hzssGic/oY0lkyatxznLif0OQ+fLPdTbF2G8YN7YuysxVizdQ9sbWwwZUT6HH/Ss73+b4ptTJNmL8K5i1dFpazug8eK6w5Hdq7D/wNjLntkVDQGj5+BmBi1OI64ODli6awJ6dpvMX5ob4yftRi/rNgoRgCaMKSPSKI0BBNtasoo/UtJCUydO3dGjx49kk2vWLEicuTIga1bt37wmTNnzogkqr///hvZs2fHjRs30Lt3bzx69AgxMTHic9KQftKweu9XfJI2hPXr16Njx44fnRcpkWvatGnYvHkz3r59C3d3d5FUJU1zcpI72CZOnIgNGzaIIQYTE6tmzZqFV69eQaFQIH/+/Bg2bBhatGjxwf8vzevAgQPFIzXUb+7CGCwyF0HM04swFss8FRFz56hxYhetg+i58pCQ6c1m6Bq8Kvk9jCXbjRP4u1gto8TOcfs4HuU1TgZ0/ieHEdJc/w2wL+W85wz8qxknvueZM5iZLf3H6k408tUWdMue/sNOSVa/3IXjni2NEruW/69G294Tt/mgBnKJzfTmeugslNsnGCW2detJUN04CGOxKtkY6hdXjRLbImdZo51TiPiZiyD23VOjxDb3yIOYR/IdTunNMn9VxNyXE/KNEr9QTSiPpO2C2deyrtcfynMbjBO7Skcojxov8c+6Tl+jnseqbh+GsVgVq2+0bV7a3o26j32p/0oMXxw/e2mjxZdiG/M7j3koD8FjlPgFqkPtc98osS0yFjL6shtzP2fU2PeOGyW2iF+4FlTX9hgltlWZ5lBuGgVjsW4/A8pjy4wTu3ZvKNcMNk7srvMRObQJjMVu7gE8yNXAKLELPj9ktH4aqY8msJ5x2ssStyNnEVjHOPHdjp5FcBPjLbvLgbNG2+al7T2iZ9LwWunJfsUfiOhrvD4i+yWHETmquVFi283YY9R9rLH6p0T81pOgXDvUOLG7zDX+su+eapzYLcZCuXGkcWJ3mAnlgaTE23SP32Q4lHunGyd2s9FGW3ax3EY6jxTxa/eG6lLaRtX4WlYVWiPmyZ8wFsu8lYzaZv5/jJ0Y35j98LGBL4wT2y0njM2Yy26s71z3vfs/hjGYeyZPQP5mK1ZJxo8fLxKRunXrlmwYvosXP53QU61atWRD85UsWRKXL1/+bBwpCUtKfPruu6Sxj1OSXp8wYYJ4fIqUWCU9EnXo0EE8iIiIiIiIiIiIiIiIiIiIiIjo30F/NTWNqEGDBujevbuoEGVIhw8fFnHy5MmD9DZ9+nTY2dnB2ztpfHkiIiIiIiIiIiIiIiIiIiIiIjKMb6JilSS1Q+OlRZ8+xhuHtGfPnvjpp5/E39LwgkREREREREREREREREREREREZDjfTGLVt87FxUU8iIiIiIiIiIiIiIiIiIiIiIjI8L6JoQCJiIiIiIiIiIiIiIiIiIiIiIj0iYlVREREREREREREREREREREREREKTCxioiIiIiIiIiIiIiIiIiIiIiIKAUmVhEREREREREREREREREREREREaXAxCoiIiIiIiIiIiIiIiIiIiIiIqIUmFhFRERERERERERERERERERERESUAhOriIiIiIiIiIiIiIiIiIiIiIiIUmBiFRERERERERERERERERERERERUQpMrCIiIiIiIiIiIiIiIiIiIiIiIkqBiVVEREREREREREREREREREREREQpMLGKiIiIiIiIiIiIiIiIiIiIiIgoBSZWERERERERERERERERERERERERpcDEKiIiIiIiIiIiIiIiIiIiIiIiohSYWEVERERERERERERERERERERERJQCE6uIiIiIiIiIiIiIiIiIiIiIiIhSYGIVERERERERERERERERERERERFRCkysIiIiIiIiIiIiIiIiIiIiIiIiSoGJVURERERERERERERERERERERERCkwsYqIiIiIiIiIiIiIiIiIiIiIiCgFE61Wq005kYiIiIiIiIiIiIiIiIiIiIiI6P+ZwtgzQOlD7XPfKHEtMhaC+vVto8QW8bMUQ8y940aJbVm4FpRHFhkltnW9/ojoWx/GYr/kMKLGtzJKbNvJOxC9uLdRYtv0WwblplEwFuv2MxC9oIdRYtsMXAm/KtVgLF7nzuCA189Gid3Ebxtel6lplNhZrp1E1JgfYSy203YhatxPxok9ZSdUl381Smyr8i2hfnEVxmKRsyxiHp01SmzL/FUR6/vQKLEl5hkKGPWcRnX7sFFiWxWrb7TYuviXthsndoXWUB5aYJTY1g0GQnV1F4zFquyPiHl60SixLfNUNNp3nvi9q279bpzYxRtCdeOgcWKXbGy0/XviPt6Yx5eY+yeNE7tQTaOvd/Wbu0aJbZG5CGKe/AljscxbCTF3jhondtE6Rv2tG2sfp9vPGfGcRnlyFYzFumZ3KM9tME7sKh2h3DnZOLF/Go+InnVhLPYr/sC9nA2NErvwi98RWK+qUWK7HTlr9PUeUMs4y+5+/KzR+kkS+0oC6xjpez961mj9Y1LfWFin72EsjutPGLU/WHlwrlFiWzcearTYuvjHlhkndu3eUJ5ZZ5TYIn61zv+3x3Vjb3NGPY++tsc4scs0N9py6/oLjNhHpH51A8Zika0kYt89NUpsc488/5exE+PT/5/YwBdGi23ultOov7cvwaEAiYiIiIiIiIiIiIiIiIiIiIiIUmBiFRERERERERERERERERERERERUQpMrCIiIiIiIiIiIiIiIiIiIiIiIkqBiVVEREREREREREREREREREREREQpMLGKiIiIiIiIiIiIiIiIiIiIiIgoBSZWERERERERERERERERERERERERpcDEKiIiIiIiIiIiIiIiIiIiIiIiohSYWEVERERERERERERERERERERERJQCE6uIiIiIiIiIiIiIiIiIiIiIiIhSYGIVERERERERERERERERERERERFRCkysIiIiIiIiIiIiIiIiIiIiIiIiSoGJVURERERERERERERERERERERERCkwsYqIiIiIiIiIiIiIiIiIiIiIiCgFJlYRERERERERERERERERERERERGlwMQqIiIiIiIiIiIiIiIiIiIiIiKiFJhYRURERERERERERERERERERERElAITq4iIiIiIiIiIiIiIiIiIiIiIiFJgYhUREREREREREREREREREREREVEKTKwiIiIiIiIiIiIiIiIiIiIiIiJKgYlVREREREREREREREREREREREREKTCxioiIiIiIiIiIiIiIiIiIiIiI6FtMrAoKCoKHhwdevnyJb9WGDRtgYmIiHgMHDjT27BARERERERERERERERERERERfdO+icSqadOmoUmTJsiePbtu2rVr11CzZk04OTnB2dkZderUwe3btz/7/1SrVk2XvJT46NmzZ6rnZ+nSpShQoACsra2RL18+bNq06R8/kzKu9NixY4fu9ZYtW8LX1xcVKlRI9fwQEREREREREREREREREREREVHqKPAfFx0djbVr1+Lo0aO6aZGRkahbty4aN26MZcuWIS4uDhMmTBDJVa9fv4a5ufkn/79u3bph8uTJuuc2Njapmp/ly5dj1KhRWL16NcqUKYOrV6+K/1NK7mrUqNFnP7t+/Xox34mkpLBEUpKW9LCwsEB6+fPqDSxeux2xcXGwtrTA+ME9kS93DoPEmrFkHc5cug4f/wDsWjEb+XMnJclJ9v1xGuPnLseCSUNR87uyeo/fY/ISBIaEw9TUBDbWVhjZuQUK5Mzyyen6EhqlQvel+3XPVbFxeBsUjlNTOiNeo8HYrSfxOjAMFgozjP6xKkrlyvjVMS1b9ICiSHmYunoiakZfaN6+ENNtJ60H4mKhjY0Rz9XHdiHuxjnxt1nB0rBs1F7KAARMzaA+uQdxV06mOrZF/Q4wy1caps7uUC4bAY3fKzHdqv1omNg5QqvVAmoV1Ic2QOMnV6Azy1Mc5jVbitgmpmaIvfAb4m7J85Uas849xtm/A+EbocKOlmWRz93+s9Ml9TdegIWZKSwVcg5q51LZUSePJ/ThwnM/LD3zALEaDawUZhhbvwTyeTqJdbDi/EMcuf9GxHayscCatlW+KpZ51ZYwy1UUpg5uUG6dAm3Am89Ol5hmLwyLik3k79zEFLHXjyH+4eXUB7ewgNOE8VBkzwZtTAw0IaEIn/8L4t++hamTExzHjIZZpozQqmMR/ssviL19R3zMZeECmHp5QhsZJZ4r//gD0bt2pyq0qaU5Sq/oB/u8mRCvUiMmMBx3RqxD1Et/OJXIhSJT28PUwhxmlubw/vUsni39XXyuxMIecK9SBOqgcPH83bl7eDB5WxqW3Ryu08bBPEfSsofMXIC4Nz6w7/gzbBvWhiJLJgQNnwjl2QsffNyydHG4L5mN0IUrELl9b+rDN+gEswLS780DyiXDoPFNXtVRUbIaLJv3gWrLbMQ/vCZ/pllvmGXLB22sOum3+PZ56mPX7wSz/KXk2EuHJf3WO4yBiZ28nSNGCfXh9br5MstdDObft4KJmULsh9QHV+s+97XqDZkPc4UZrCzk43/nhpVRt1wRvPILwrjVexESEQ17G0tM7toMuTN7QF9mLN+EM5dvwuddIHYtmYr8ubKJ6X/+dQeLN+1GbGzC8bV/J+TLKb+mLzHqWAyfuwovXvvC0sICLo72GNurDbJm8MDPQ6eLY7skLl6D594+2L1wPPJmz6zXeXjfuct/YfHabdBoNIiP16BTq6ZoUrcGvrXzGUmPqcsRFBoBUxPp3MESIzo1Q4EcmXH+xgMs+fUwtBot4jQadGxUHY2rlf2m4tcb8gvMzRWwMle891srjJlbDuPszcfwCQrDr5N6IH+2DNA3cU61/OCH51STOmLewYu49dIPVgoFrC3NMazpdyicVX+/9fftP3cdE1bvwy8DfkaN0gVx9/kbzNr8O9Rx8VDHxqFJ5ZLo1LCyfn/rs5fjhbeP/Ft3ssfY3u2RNaMnxi1YiwfPXoptQaEww4AOP6J88YLQt49979VL5MOI5bvx3CdA7HtdHGwxpn0DZPV0hSHsP30VE1b8il+GdkSNMkUQFBaBsUu3441/EMwVCozp0gylCuYyTOwz1zBh5U78MrgDapQpjDX7T+Lguevw9gvE/EHtxTR9+9w+/u6TvzFz9Q5xjImJjUWTmhXRuVndb+r40mPSIgSGhsPUxFTs50Z2+Qk5M3th+Py1ePHaD5bSNifNV49WYr6+lWWfsWQtzlz8S24zr5yD/AnHsk9N1yd5X7MiYdnN4eLkgLG92op9TedRs+HzLgj2ttbivY1rVES7prX1Gr/HlKUIfO/YNrJzcxTIkQV1e08Uv/HEc7wuP9RC3e9K4lv5rUt6TFuZ/Ljesak4rl+49QhLfj2C2Lh4sfzjuv2IfNkzGvycIoObM7pPXqZ7j1Idi7f+QTi9ZjIc7Wz1Gl86bs7bexYXH7yEpbkCeTO5Y3qn+ui5aDeCwqNgYmoCW0sLjPipOvJn0U87PVG9kctEP4wUV9KlfgWUK5Ad3edt171HJS17YChOzR8Ax4TtXx/OP3mLpSduQ6OF6BfqUKkgGpfIKfcVnL6LI3deyn0FtlZY0/n7r45n+VMvKIol9BFN7Q3NG7mPCApzWLboBkXBUqJ9qHnzN1TrZ4vpVl1HwSxDVjFdGxEK1bbF0Ab4pjq2iYU5siwaDss8WaFRqREfFAqfccugfpX0f9lWKIrsm6bAb/paBK2Xz/VMrCyRaVZ/WBfJA2i18J+7CeFHPmxTf45tz/6wKF8RZp4ZENKnC+JfPBPTzUuVhU37LjAxN4c2RoXIRfMQ/7fcJrYbNBKKPHkBjQba+HhEr1+J2Fs38F9b77a9+8OyQkWYeWVAcM8uiH+esOyly8K2UxeYKORlj1gwD/Ev5GV3WrRcfF+CqRkUOXIiuHsnxP+dMN8G7idxXzEPCi9PaKLkPqKo348hcvue1C97r4Tv3SsDQnq9972XLgubDknLLr73hGVPZF6sBBxmzEPU6mVQ7Utd/9TX9I/pPl6yBJznzUXEsuWp7h+TWP3cB+YlKsDUzQsR43tA8zph+aRtq1UPKAqXBmJjEf/6OZSrZsovFS4Dy2Yd5fWijoFy4y/QvH5h+P5gaztYdRyr+7yJuSVMnD0QPbs7oJS3ga9qN648lLzdGByBUxPaos+aP0S7TRKv0eK5fwh2DmqGvBn104YxZmzdcXXfeVx89AqWCum46obhLaqi++KkPkeVWmpHh+HU9O5wtLXSW2xd/N2ncfHB37BUmCFvZg9M79IIr/yDMW7DIYRGKmFnbYnJHesjd0Z3gx/X65QpiPN3n2Hp/nPQaLTyMbdOOTSuWFSvsT91XG+7UvrONeI90vTn78Kws0995PVy1lvsz21zDtaWWHH8Bo7cfCbWjTiv6NkQ6XEePW7Fr7j1+KU4h7WxssCw9k1QOFcWw8Q+K/XR7MEvA9uKPhpxPrX3JA5fug0LhQJO9jZYO6abQWIbow3xuT6iRFduP0CPcXMxpEsrtGui33bbjKUbcOaydJ03ELuWz0D+XPJ1XrU6FnNWbcHFv+7AwsIc+XJmxcyRfZEe9h06jnEzF2LhtDGoWSX9Cpd0GzwOgUEh4tqyrY01Rg3ogQJ5DdMv9W9bdvr/M/2X5Tjz52X4+L3D7vVLkD+dt/X0/L395xOrDh8+DEtLS5QvX1437dGjRwgODhYJUlmyyAdkKbGqaNGiePXqFXLnzv3J/09KpPLy8krz/GzevBk9evQQFaYkOXPmFNWzZs2a9Y+JVVIi1dfE1qewiEiMnLYAGxZMRe4cWXH9zgPxfN/6hQaJV6tKeXRq2QQdBo7/4LW3fu+w5/BJFC2QB4YyZ0hnONjKSXQnr9zGuCVbsHv+qE9O1xfphHXn8Fa65xtP3cT15z6i4TJh20kUyeaJZT0b4Z63PwavPYJD49vB3Mzsq2LG3bwA9YndsBk094PXlOtm6hKt3mfdYRiiF46AxuclTFw8YDtuFSJvXRSJEamKff8KYv/8DVZdJiWbrtq5AFBFi7/NCpSBRbNeUC0bIZ5bNu8L5frJ0Pp7w8TJHdb95iHuwVXR4E6N73N5oGPJbOi05/oXTU80q07hZMlW+hCuVGP0gb+wtl0V5HZ3wA3vQPF8T/fvse3aczx9Fy7+NjczRWBk6pbzY+Kf3UDc9aOw/GnYF02XWNbtDNXuedAGvoWJgyus2k+C8tlNICHxLjWif/sN6stXxN82zX6A4/BhCB4wEHY9uiP2wQOEDBsORf58cJ46FQEtWwHxckdCxOKliPnzT3yNl1tO4d3JW+LvHJ1ro/j8brjQbCqKz+mCR7N3w+/YDZg72aLmn3Phf/wmIp68Fe99tux3vFj9B75W1L7fobp4Vfxt92MTOI8dgoCeQxBz9Tqij5+Gy7ihH/2cia0tHPt20302LeLuX0bs+QOw6j7lw//fyR2K0t8j3vtJsunxD65CvX+F6Cg2y1cSlq0HQzm3T9pi/3kAVl2TEpUlql9/SfFb7w3V0uGAlS0sf+wP5doJ0L57A9Ns+WHZoh+USz6+ftJidu+fPkjmmLLhIJpXK40mlUvg+LX7GL9mL7ZNTH2lyk+pVaksOrVoiA5Dk76DsIgojJy9HBvmjEHubJlx/d5j8XzfCrnjUp9a1K6CSqUKiyqY2w+dwsQlm7Bu2lBsmzta955jF65jxa+/GTSpSuq0kM4h1i+Yiny5suOtrz8ate+L76tUECe639L5jGTOoI5wSLi4dvLqHYxfth07Zw/F6MVbsXZiH+TNlhFv3wWj6aAZqFmuKGytrb6p+LN7tfjgt1arTEF0qv8dOk5bB0MR51RDf9I933j6lu6cqkaRHBj/UzUozExx7v5LDNt4DEfGtdX7PLwNCMHe03+haO6kDsEp6/ajd/OaqFayAMIio9Fk+EJUKZEPuTLpL9mjRZ2qqFS6qPxb/+0EJi5aj3UzR2JY19ZwsJPPYx8+f4VuY+bg3LZFMDXVf9HilN+71JnXvFopVCqaR56vE1cwad1BrB3VSe+xpe1576nLKJonKUF14bZD4vny0d1x75k3Bs3bgMOLx4gkW73GDpBiX0HRPFl108oVzoO6FYqLzlND+tQ+fvKyzejdujGqlysujjmN+4xH1dJFkStrxm/m+DJnaNekNtrlWxi3eBO2zhqOFrUqoVLJQvJ8HT6Dicu2Yt2UQXqNbcxlr1WlAjq1bIoOA8Z+0XR9a1G3KiqVKiIv++8nMXHxRqybMVy8NrxrS9SoYJiEJsmcwZ2St8uXbsXuuSPl1wZ1RP4chjuPMfZvfc7A9u8d1+9i/LIdWDuhN0Yt3op1E/sgdxYv3Hj4QjzfO2+Ywc8pds0Zhp1zkuJsPHgafz14pvekKsnCA+dhAuDgxM5iuwsMky+mz+7aEA428vnLqVtPMX7TUewc017v8Wd1b4r8WZMnbO2c0EX398ajV3D9ibdek6qk8+Yxuy+KhCnpwurbkEj8sOg31CyYBftvPMdTv1Ds6dtAHM8CI1LXH/MpcTfOixvrbIbNSzbd8odOImkpary8zCYOSRd6Y/88AtU9+eYc82qNYNVuEJTz5f1BagXvOIrIM3+Jv13aNUSmGf3x989yv5upvQ08h3dExJnk/TVu3X6ANiYWT2t0h3lmT+TaOw9Rl+4gPjTii+PG/HkGyt3b4Th3sW6aiZ0d7IePRdiw/oj3fglFoaLieWgv+fwlatUSaKMixd9mufLAccZ8BLdsLNbTf2m9q8+fgXLndjj9knzZHUaNRejg/oh/9RLmhYvCYeRYhHSXlz20fy/dey0qV4Vtu46pT6r6yn6S0F+Wf/SmtNSIkZZ913Y4zkvxvY8Yi7Ch8rIrChcVz0N7JJ23mtjYwqZLD8Rek/u20iqt/WNSH5H0npiEz6ZF7F/nEHPkV9iNXpBsulWLroAWiBzZMfk2Z2MH6x6jEDVjEDQ+r2CWpzBsuo9C5LjUJyCkuj9YGQnVcvk4L1F81xBm2Qt8dVKVrt04uLnu+cYzd3D9hS8cbayw5X/s3QV4FFcXBuAv7m4E9+DuxSnuVopD8UJxKO6uQYu7FQ20QHF3C+4OEeLu2f+ZO8mGBPmR2Qyl39tnn2ZnQ87OzuzcuXfOnNu3iXb5oRtPsPTQVUUTm9SMLZm354xoT/eM7ii3q6ERsLUww9ZhbVPe05EruPLoteJJVSL+rhNyuz6hW1K7Lh9PJ208gOaViqFxhcI4dOUexqzZh00jOuq8XRdt7oq/sGJIW5HkJSVLNx29DDVKuMHC1ETn7fqGHik3vxy69QJLj91QNKnq/+1zG0/dwkPvQOwY1EI+rwiVv4vpcR5do1QhjO3WAoYGBjhx9Q6GuK/H/gUjdBA7CDuPX0o1RrPpwFk8eOmDndP6iRs0pJs3vrc+xIfGiCRhEZGYt2Y7KpZUNoEwWc1KZdH5p4boOHBcquVzV24W9+//vXqO/P0PDEZ6kMagt/99AEULuiG9zR7/O6ytLMXPh0+excgpc7FzzcJ0i6/mutN/T61qFfFL2xbo0Eu563nf6vftXz8V4KlTp1CyZMlUy6Tp9xwcHEQlq9jYWERFRYmfpen53p4u8H02btwIR0dHFCpUSFSekipifY6YmBiYmqY+8ZQqTUmVq+Li4j76b3v37i1ilylTBqtWrZLv1lDJKy8f2FpbiYuQkpJFCsD7jT/uPPj8yiWfolSRAsjg9G5nQapsMXb2Ugzv8wuMP1Jp7GslD9JKwiOiRCP/seW64nH+LpqUzS9+Puj5CC1/KCh+LpTVBU42FrjyyOurYyQ8vgVNcMBn/isN9Mzkg5KeqTk0EaGiutXnSnx+D5rQwHdfSOpEi79vYp5mUEojYgomZtBEhQMJnx+7ZCY7uFiafvJyXXoZFAEbM2ORVCUpkdURPiGRuOsdhLXnH6BftYIiqUriqMB7S3z9EJrw4E9eLmg08raQGJtCEy197vJd+J8lNlY7aCSe3r4Dg6QEUtNq1RC5W77jNP7efSQE+MO4WDEoJTEmTptUJQm68hDmWeQ7nqRdzMhGHvw3MDdBYmw8YoPkDr1iYuNSJUbF3LoLQ1d53WPv3EfC6w/fWWo39DeErtqAxBC5ataXSHx29/3fNz09mDTtidi/V73zPU64d1kkVYmfXz6EnrU98AUX4BOf3/3/33Xpe530Vde3d4EmMkwkVcn//h70bByh76q7qkIBoeG489QL9ZPuRPuxVAH4BIbihe/nHh8/rFThfMjgZJ9q2StvX9haW4qkKknJQm7wfhMgqsooSaomUamUfPFTUiRvTlFNIq1dh0+j6Y8VoWvS+whLqkAXHhkFWxsrGCfdKfg9nc9Iki9ASsIjo8XAoUTaFGER8gWwiKhocQFSF5+B2vHfp6RbdrjY2yA9eVxIOaeqWiiHSKqSSEnrfiERoqKMkqRz1vErd2FYhwbibk8tad+PlJOko2JixYClkhdgxXe9dNGU73q+XKJKniQ5qSr5PDY9ifdVNG/K+8qVGV7+yg+cic996VYM69w01f588Nx1tKwp341XKHdWONlZ48qdx8rHXrYNwzo1EXe6JiucOysy66gy16cc4/Wgp/2uR0XHyPuclcV31b6k6qNFSn00Pfl9JSU8ye8rx3vf17953T/UZ/7QcuXXXR6clxRxSznWpIfU21xq23TcMf9Gvuvvtuvy/v7SNwA2VuYiqUpSIn9O+AQE4e6TV+lyTvG2XcfOo2n1lBsdlRIVEwePs7fQp1FF7X7nmNR/S06qkoRFxUgHPlV4nL6OJhWLKv53pdUJi44VP0fExMHGzERUqFp7+g761SqmTRJ2tFLmfCLhkTRGlOb7bGwCowq1EbN7rXaRJjRI/iE+DglJyT3i3z+5J6oufQmpMk9yUpUk0vMejN6qIJxxXE/4LdyChKDU/WKb+pUQuGm/+DnulS8iLtyEda3Puws//tYNJPr7pVpm4JoJmtBQkVQlfuf2Deg7u4gkKvF+k5KqJPrmFv/azz3u5nvWPWMmJErr/lxe97hb8rob5n73JlezOvURvT+lAkp6jZMo4aPbPWndpd/Rd3KBwVvrbtG7P6I2rUNiaMiXB/+K8THr/v0QsW69eJ9fKuHBTWiC0u5zpjCuXAfRO1a9s88ZOGeEJjxUJFWJf//wFvQdnKGf7cM3rCs7HpzCqEQ1xF85Bl3wuHQfTcq8e9HZ4+L7l/9bY4t29fwd9GlQPqVdtX73OOZx7jaalJOvRygbPxYeZ26gT5PKb7XrlggMjcCd5z6oX1aO+WMJN/gGheHFm6Rjn46JcZKk/npEdCxsLM1Sne/psl1/m8fVR2hS8vO/W1+zz609cQP96pVOOa+w/ryZe77mPLpqqYIiqUpSJHc2vAkKQXxSIqmisVfsxLAODVPFXrP3FPq1qiOSqiSOtsreUK92H+JjY0SSqUs2oNvPDcXYtC6UKpL/nb5pZFQ0dh04jr6dWqV8/+1TZmvSFXFtefp8jOjf86OzWOlKcpKHJDw8Urvu6UHtdaf/nlLFCiODs7LVJr/V79u/vmKVVIEqY8bUd99aWVnh+PHjaNKkCSZOlKtE5MmTR0wXaPiRE6M2bdogW7Zs4u/duHEDv//+O+7fv4+dOz99CiZpusEVK1aI2CVKlMCVK1fEcympyt/fH66u75/6RKquVb16dVEx6+DBg/j111/FlIZ9+/bF5yZ2SY+3SRW9PncXyprJFcGhYfC8dQ/FCuXDsTMXEREZBS8fPxRIxxJu67b/jeKF3FAwb06dxxoxfx0u3ZKrtywa2ev/Llea51NvhEZFo3LB7KJMq3TB7+0OTkZ7K/gE6S6DXmLaYZDoUSQ8u4/YPatFBzq5kpVpt5FAbIxIsIpaMenLkmw+QkxBlkPuREWvT6ncEr11Hkx/HiimBtMztUD0ljnaO7bSw+jDd0SSY0EXa/StkBv2Zl8/HWdWe0uERMXC81UAimV2wPEHXoiIjccjv1AERsTg2ANvHJYSXAC0L5sHtQvo9g7s94nZtxwmDXrKn7uJOWL+lqoYff3nbtGiOaLPnIaetTX0DA2QGJgysJLg7QMDl5RBVKse3WHZ9RfEP3uG8KXLkeD9dQNsObvWgfc/8p2u1/ovRdm1A5Hv95YwcbDG9aErEeOXMkCWs1sdZG1dFVGv/XF32jaE3v76Kemsfm6GqJNn/+/vmVWvDKk+dPTJczCvptx0UW/f6Zfw4j4SvT5+d6lRhXpIeHBNm2ilFOPmvd/6rk8V/08M8IaeuRX0s+RF4ssHYhpBKfFKz84J8H6qSNxRy3ZCAw0K5cyMfi1rwjcgFI62ltqOvHSylcHeBt4BITqbqkqSNVMGBIeGw/POAxQrkBfHzl8VSS7S9D0F0kyDq6SNfx9B1TKpL/z4+AXiyq0HmDLgF+iS9NnOGjMY/UdPg5mZKULDwuE+YVi6dOzUOp8ZuXAjLt2Wp5VYNFy+G3NG/w4YOHu1mI4wNCIScwZ11g7kfE/xRy3fJXImC+XIhH4tfxRTwKU3z6c+CI2KQeUC706xuenUTVTMn1WbaKWU9fvPoliebCiQI1Oq5RO6NUP/uRuwcPthBIVGYPQvjXU2cCfZuOcQqpYtrn3uvmYbDp6+hNDwSMwZ0Vsn1ao+ZbtvPHgBVUvkUzzu+r0nUMwtOwq8NVV3cJiUOJcAR1s5gV2Sycke3gHKDs6v33cSxfJKsdP/PO1jx/gJfTuh35RFWLjRA0Gh4Rjdqx0c7Wy+u/ZlxLw1KX20Ue9W19y49xiqltHNXbjfQtuqNvlYk3LB133tDrHP5cqSEf06NkfmDMoPqI1YsB6Xbj8UPy8anlJhdOTCDaK/Vjh3NvRr21BM0fi9fddHLtyES3eS2vVh3ZDB0RYhYZHwvP8Uxdxy4PjlW4iIihF3xedX+H2mPad4mxQ/NDwKlUsqP83sS79gkUC18sAFXLj3Qkzd07N+eZTNJ7fto9bsx6UHL8TPC3s3gy6MXvWX3LZld0Xf5tVgb5VywdHz0SuERkajchFlL4JK52zTW1XEoM2nYGZkgNDoWMxuXRkx8YkIDI/GsXuvcPi2vN7tK+RD7cK66T/oO2WEJjIcxnVawTB/cWikhJC/NyDhfsqNS8mMqzdB/PVzisR17NQIoYfkxBPruj+IKazDjlyEde0KqX7PKKMT4l6/0T6PffVGLPtaCa9fibEKw/wFEX/3NozLVhAJVAYuGZDwWD7+mHfuDpNKVaFnaYWwSWO+qFrVt/a5SxJevYK+tO4FCiL+zm0Yl68AfQsL6EuJP48evvUenWBUpChCp09WJO6njpNIbPp0hXXPToh/+hzBi1YqloSl3e7J615OXnex3R89hHHFKoAmEbHnz8L4h8pQyqeOj5lUkePHnDkL08rKxZfoO7tCExEGkwZtYFigOBAXi2iPdUi4ew0Jvq+hZ2kNg9wFkPDoDgyLlYeemYWYSjDxudwu6HI8WPses+QVVc4THnzZtJsf4/nMF6GRMaicP6WajMQnOFxU9ZnUupriMdWK/dJfaldNsPLgJVy4/1JuV+uVRVm3lPieT7zk91Qoh27adQtTrNx/DhfuPoeJsSF6NvgBVuamIsEquX8uj81Zixsfszrb6bxdl6pYDfpjJ8yMjUS7PrtXM0WrHH+oXX87hk9IBK48e4NJzVO3dbrc58KjYxEYFoljt5/j8I3j4vX2lQujdrFc6X4evfGfU6hYLJ92fFax2PvPoFje1GM00o0CgaHhOH7lDg5duiWWta9bEXXKKd9v/Bb6EGnHiKSxIWmfrFa2OI6cff/sLbrw0ttX3Oy1fMtunL96E6YmxujVvgXKFdfNVOrJ1v7pgWKFC6Cgm+6TFj9k+KTZuHjtpvj5jxmpq3h97+tO9L1+3/71iVVSNaq0FaKkZV26dMEPP/yAzZs3IyEhAbNmzUL9+vXFtHxSBan36d69u/bnwoULiySoGjVq4PHjx8iV69NOKkaPHg0fHx8xNaE0uOfi4oKOHTtixowZH72QIf27ZMWLF0dERARmzpz52YlVU6dOxfjxqcvqStMgjuje8rP+jpWlBeaMGwL35RtERrFULjBXtiwwUPgi1Mc8fPoCh05dwJq5qddHV6b0lUvH7z52Hu7rd2PxqF8/ulwX1aoalJZOItUpJBfpPhSaID9A3wDGDTvAtP0gRP0xVlSrMa7zM6KXTxbVrvSz5oFZj7GInPKrXLlKIbE7F4v/GxarDONabRCzYbocu0ozkUwl3d2knzEnTNoOQZQ0dVikbpPMJCublYSrlSniEhKx+MITjDl8Bwsbfn1FJStTI8xqVhYLjt1GZGw8imSyR05H+QJAfKIGMfEJ2NC5Gl4HR6DT2hPI7mAJNxfdZ/Fr6enDqGw9kUwlVbXSd8kGk0a9EbV+PBD95WW3Ldq1hUGmTAgZMBt6Jh8vqRw8eTIS3/hpy6PbTZ8K/w5yWfIvkadvY1jkyIDrLeXBvzy/NcKdyX/i9a6zMM/qjIq7RiP4+hMxFeDdqVsR7RssBkhd65ZC+U1Dcbj8QCREfv40iMmsOrWBYeZM8Pv146Uw9R3sYN2lLd70GAhd0HPOAsOC5RC9/N1pV99mULQSDAtVQNT/+b0vEbtjkfi/YbEqMK7VFjHSwFlMlPieG9dsI+6YlJKrEt+8VCSZT7JqxC9wdbBFXHwCFu44gtHLd6J3sxpQg5WFOeaM/A3uq7ciMjoGRfPnRq6smWCg8ADC25Zv24cX3n5YPjH11Ge7j55F5dJFYGetuyQPSXx8Apau3wr3icNQqmhB3Lz3EL+NmIJdq+bB7q3EB11Q63xmch+5lP6e4xfhvvFvzBvaBct3HhLJTCUL5BJTk/WbsQLbZw2FnQ7uElMr/qoRnVO+azuPYvSKXVg0UPkp9z6lWlWDUm7vnFPtvfxAVARd1SdlmgUlPHzpi8OXb2PVyK7vvLbqr5Po+1Mt1KtQFK/eBOKXySvEwJ6SUwEmW771b7zweoPlk1OmaOrfqaV4nPe8jbmrt2LdjJEwUrhS2f/b7iv+OomXbwIxupOy0zQ9fOGNwxduiqmw0tvDlz44fPEmVo3RTb/ga47xq3bsR9/2TVG/Slm88vFD5xGzUDB3NkWnAvxQ7PRsX6b06/RWH80Di99Krlq+/R/5fY3v9922rWpavnUvXni/wfLe8nntlIFdRYVOafxjy96j6DNhHjwWT1I87pTf2ov/7z5+Ae4b92DxiJ5YPb4vXJ3s5ePPlr8xatFGsfx7+65P7tNG/H/PiUuiXZcSnGYN6Ij5m/chMjoWRfJmQ87MLjoZS0h7TrFoeMq42a6jF9CwSinFL4RJEhIT4R0YipwZHNCvSWXce+mLnvO3Y8foTnCwtsCkTnXl93X+Ntw9TmGRwslVq4a0hauDjdi3FnmcFBdjF/VrlapaVYPyhRT/zKUb7JYfv4XZrSuhZHYX3HoVgP4bj2Nr7/ryWEFcgpg6SJpKqNPyg8juaAM3V2UvPAv6BqIaUqL3C0R6rIZ+llww6zcFkeN7QBOWUoFSSgDSd86IyLkpU3Z9KadfW8JYmrJ65EgYOtrCqXcrPG0tTwmYXjSREQibPBYWnbtDz9QMcXdvI/7501Q390WuXiYeRsVKwrxLT4QM6i11eP61n/vb6x46YSwsusjrLiWWxT9Lve4S01p1EXPhHDRfU7npM8dJJIFjpyHB1087faDTnMnwafWLctt9UtJ2N0u93fXs7GHepj1ChvSHkj51fEzf3h6WHdqL6QJ1wsBATpTyeo6I7SugnzU3LAZPR/ioLtCEBiNy0XiYNu8i7xOP7yDh9TPFb3Z973jwWwylalXXTyp+05/E4+I9NCiZ551j+Z5LD1Apf1bY6WA6PLViJyRq4B0YJrerjSvi3ss36LloF3aMaCfaVfGezt1GgzL5dXI+Idr1gFDkdHVEv2ZVce+FL3q6/4kFv7VAenhfuz6vT0ss33tWJFOVzJsVt556of+i7dg2tivs3kqm1kW7vq1Pfe023nP1CSrlzaTT/S3tPpcQk5hyXtG3CV4HhqHToj3I7mwLN4WmoPyU8+i/T13BwfM3sHqMssUMROxLt7BqVMp5a/J+KG2T6Lg4bBz/q5gqsOP4Jcjh6gS3bK7fXR/i7TEi/6AQLP/zL6ycqty5w6dKSEiEl6+/GP8e0KU17j56iu7DpmDX8plwtNPNNa+HT57h8IkzWLMwdZuS3qaOGiT+v3v/Ecxdshp/zNT9te5vZd2Jvtfv278+sUqaOi8oKPXdx5s2bcKzZ89w7tw5bTKTtMzOzg67d+/Gzz///El/u2zZsuL/jx49+uTEKilpS5rGb+nSpfD19RXJWcuWLRNVtJycPv3uKSm2VG1Lqj4lVZz6VNL0hQMHpr4gL/59wOffSVKmeGHxkMTGxqFq81+QK3vK3eC6dvXmPVHBo0FHeUBcmnd3wtxl8A8IRqtGtXQWt3G1cpi07E8Eh4XD9q3ycR9aroTImFhxoW/jwJba+a+li77SXOfJVau8AsOQwU53A/QiqUqSmIC4Yx4wHrNcPNXPnAv6Ng4iqUq8/OKhKFcuDfAk3Lum+PuI9zwJ44ZdATNL6Ns5Q8/KTiRVidheT0TpaH3X7Eh8LGee6pKUVCWRpuVrUzQLmmxQ7m7A0tmdxEMSG5+AGvP2oWhmB5gbG6J+IfluoUy2FmLZba+gdE2s0nfKAj0LW5FUJUn0fY7EsCDoO2dF4ou7X/Q3zX9uJe6sCxw4SCqtB430SEgQg0TJd+UZuGZAgq9812lyUpUkcucuWPXqJe7i+5Ky57l61UfG+qVxpuUUJETFwtjeSiRMXem5QP77L94g8Ooj2JfOKxKron1S2hTv/ZdRYOTPsMydESE3vqxyklW7ljCvVhFveg8R6/0xxvnywsDBARk2LhPP9W1tYFqpPAxsbRHyR0pp9i9lkD2/qAJlNnC+eK5naQuTJj0Qa2WH+IsH5d8pXAHG1VsietUEIOLrB0s/JN7zBIwbdRPfdUSFI/HpbUQ/vZ30Rg1h/vsyJCZNDfi1pAv+EumOsHa1y6PR7/Pg4mAN/+BwUdVEuhgkXQz0CQwRAy26VqZoAfHQtq9t+4jOpS6s2XUQR85dw7IJA2D21vmEtL4eR85iVE/5Ypku3Xv0FH4BQSKpSlI4Xx64ODng7qMnqFBKuek/v8XzmUZVy2DS8u248+QV3gSFiqSm5KnJXBxsce/Za5Qv4vbdxE/1XatVDo2GycfZ9BQZE4eD1x9jY//mqZYfuPYISw5exrJeDeGg0CBpsmv3n8HLLwiNhswVz/1DwvF41W48fOWLo1fuYEYf+UJsZmd7FMmVBZ4PniueWLVm535xx+GySUNgZvpu36FcsYKYsmQDHj5/pXh1vI9t97X7z+DIlbtYOqSDqJampGv3nsLLLxCN+svVD/2Dw/B4mS9+bVlbJKv6B0uVCeXkTamKi6uDcheer917Im/zAfJAlX9IGB6v2C5i/lRTt3caf+wYHxQahiPnPTFjiDyALFUNKuKWA9fuPVY8sepbaF+0fbSlm7V9tDUeh3DkgieWjeur+D73ra27Gtbs/AdHzl3BsomDtcea5GmPpbufWzeogdmrtorqnLqaXqJx1bKYtGyrqE4nJVVpjz/1q6JhX2UTur6V73qyRlVKi3ZdWvcyhXKLhyQ2Lh7Ve4xDzswZdH5OIcW2tbIQNwgcPOeJTVMH6CReBnsr6OvpoV4ZeVrffFlckNHBBg+9/LUXgMX7KlcQkzcfRnB4FGwtlZtqN7lPIO1bbX8sjcajlmpfk5LZDl6+h40jv/zGnw+57xMEv7AocfFVUiizA5xtzMVyMVZQVG7DM9lZomhWJ9x+HaCTxCpN4BtoEhMQf1Geeivx5WNo/H2hnymHdhzIqGZzGBb/AZHuw4G4L78JSeLQtamoSvW03ShoomNgWr4wjJztkHuv3G81sLOG1Y9lYWBvgzez1yPOyw9GmZwR7yf33Y0zOyP8lDLjU3E3riFkaNLfMjKC/cZdiH/xbgXrOM8rIgnHIHtOJDySKyj+2z73tOKuX0PIoJR1d/hzF+Kfp15309p1ETZ/zlfH+pxxEklyUpUkfNtu2PbrCX0baySGhCq37tff2u6b5e1umCcv9O0dYLt4hXhJ38YGxuV/gL6NLSLXyMt0OT5mlDcv9B3s4bhSjqVnYwOTHyqI9xG+YuVXr7cmQN7n4s4dEc8TXzxCor8P9DPnRMKdq0i4dx0R9+SLVDA0grX7Vu3UgLocD5bGiARjExgWKoeopSN102+88RQb+6a+6UY6n9t9+QFGNvtB8ZhqxpauKYh2tbTc/8+XxRkZHazx0CtAtKvi2sS1h9g4+NOum312fHtrOX5ZeSwsX1YXZHS0gVdAiOg/S8kuUsKPPDYXKn5fSe9r1++/9IVfcJhIqpIUypERzrZWIpm7fIEcOm3X73kHoXxuV3mbX3uCkQ1LQ5fS7nM25qYwNzFC/RLyuWQmeysUze6C2y/9FEus+n/n0f+c88TSnYexbGR3OChc1VseowlGo8Gz3xqj2YVfm9WAuakxGvwgV3DK5GQnqlrdfvJK0cSqb6EPkXaM6NLNe/ALCsFPfeWbqKXq1scveCIoJAx9O6QeP1Oaq7MD9PX1UL96RfE8f+4cyJTBGQ+fvtRZYtWV63fw2vsN6reWx0b8A4MwfuZCMT79c9N6SG+N69bAhFmLEBwSClsb3d5k/K2tO9H39n371ydWSdWdNmzYkGpZZGSkSKh6ew7F5OfS3KKfytNTLrX8oen7Pkaa3iZzZrnM45YtW9CgQYPPmnpDii0lgn1OUpVE+v33/Rt5FufP4xcQCCcHeaByyfptKFu8sJhSJ71IyVNvJ1B1HjgO7ZrXQ40fyigaR5oOJzomFs5J8/oevXAdNpYW0NfTx5vA4HeWSw+lSRf78mZ0RA6XlAGxmkVzY9uZ2+hVtwxuvfDFm5AIlMyt/J3mgrGJSGRAlFyNyLBUVSS8eqJNuNKztoO+SxYk+r6EnqMr9B1dkeirTMIDpOm+jEygCZMHxAzylYJGqkYlJVroG0DPyhZ6jhmh8feCnr0L9O1cxM+6FhWXgPjERFiZyFNV/fPAF25Oyp3kS50qJyt54HfZ6Xsok81JTBFYp0BmnHnsg1alconpAm97BaJjuTxIT4nhgdCzsIGeXQZognygZ+MEfVsn8fOXMP+pJcxqVEfggEHQhIenTDd4/ATMGzdC+Oo1MMznBgNHR8RKx13pjjlrayQmJc2aVKmMxKDAL0uq6lEPmZtUwNmfpiA+NFIsiw0OF9WnHH8oAP8zd0SilV3xXHi8ZJ943dTVHtHe8mCWXYncMLKzQsTTL1t3yzYtYF6rujxYGP7/q31Fn7kArzopd2vZjx2K2AePEL7506ek/RgpeSo5gUpi2mUc4s7uRcLdS+K5QaHyMP7xZ0SvngBNSMr86zr5rucvrf2uJyd5acLlu3CNqjZHwpPb0AT6fnVYaXBIqphkbSF/3/afv4F8WV3hYG2J/NldsffsDTSuVByHL9+Bi521TqcBTOYXGAynpLZlyWYPlC1aAFkzyoMsSlq3+xD2n7qI5RMGwNoydSLJhRv3REXP8sXki1W6lMHZUZxTPH7+UlSLevHKGy+9fJAji26SydQ8nwmNiEo6p5AH7Y5evAkbK3MxDZl/UCievPIVFSVe+PjhpU8Asmd0/m7iv/tdu4l8WXV3gffj51QOqc6pDng+wsL9F7G0Z0O46iBJ/acfy4pHsi6TV6Bt7QqoUiIfNvxzFhduP0bZgrkQFBaBm09eoX1dZQfK1+06gP0nLoi7EJO/63Hx8fB+E6A9tty8/wSBwWGKT8/1se2+7p+z2H/+FpYN7aB9XUk/1aogHsm6jF+MtvUqoXrpwrj56Dm2HTqHXi1riwptbwJDtImFisSuWSHVgGiXCX+gbV0ptm5L2f+/Y7y1hQXMTI3FMb5skXwi0ermg6fo0LimzmOnV/vybt/NU9tHW7fnCPafvozl4/rB2kLZBMpvrW1VwzqPA9h/8iKWTxqkXXcpQT0kNBwOSdNNHjpzGQ621oomVcnbPO6ttu2GaNuMjQzFa8nbev/pK8iXQ9mpNtT+rr/Trl+S2nVpfzeHX1AonOzkQcJlOw6hTMHcyJrBUefnFFJsyT9nryFvtozIkUn5c1iJnaU5yrhlxdk7z1CpUE689g8RF19zZLDHm+BwONvK+9hRz4ewsTAVD6VExcSKqtXSVISSfy7eEReAkx24dBd5szgjh6vy/YYMNubwD4vCkzchyOlsgxcBYXgVGI7sjtaoUyQ7zjz0RquyVgiJjMHtV/7oWFE3xxupOnnCPU8YFCyJhFuXoOfgAj1HFyT6yNMQGtVoBqNSVRE5b7h2HOlLOXRpAtuGVfC0/Ugkhsl/K/zYZdwrI1epk2Sa0R/Rd58gYPUe8Tx0/xnYt6mL1573YZTZBRZlC8NrzB9QglShSBMkjweYt+6AuOtXkej9Wh6ncM4g/yyNm+XNB31bOyT6eP0rP/f3eTuxx7xtB8R5XkWil7y+In7xEuJziLty+avifO44CQz0RSJRYqA8lmBWrRISAoMUS6qS6NnbQ5O87m2StrvXa/EI/LlpynsfNAzxTx4hetf29BkfS0iAX5OUinw2w4ch7tEjRG77svhpacJDEX/nGgwLl0L8jYvQc8ygrWAl0bOxhyZE/lxMGrVD/F1PJL7x0vl4cDKpknqiz3OdjAMfuP4YeV3tkcM59UX9i4+8RFWbcnl0N32XGrHtLM1Qxi0Lzt59jkoFcyS1q6GiXRXv6eoD5M3kqH2ufHxzlMmXDWdvP0Wlwrnw2j8YXv4hKJYrs2hj9164jcYVCuPw1ftwsbVSdBrAD7XrUvKWf0gEnnj7i0paL94E4pVfMLK72KdLuy65+MRX3ua5dHvN7X37XJ1iuXDm/iu0qlAAIZHRuP3CDx2rFEmX8+gD565j0dYDWDqiO1wdlU8Q/+nHcuKhjT1pOdrW+QHVSxXAvefeOHP9AVrVLIeQ8EjcevwKHetX+q76EO8bI6pcuiiOb5in/Z1Rc1fALWdWtG+suwIWyexsrFG2WCGcuXIdlcsUxyvvN3jt8wY5dXSTsURKIHo7iajTb8PQvmVj1KhcHukhNCwc0TExcHaU+wtHTp6DrY0VbNKhsrXa606U3tL7+/avT6yqXbu2qNIkVa2SEpEkNWvWxJAhQ9C7d2/89ttvIplq2rRpMDQ0RLVq8vzUr1+/FtP8rVu3DmXKlBHT/UlVrerVqwcHBwfcuHEDAwYMQOXKlVGkyKefUDx48AAXL14UFaek9zRnzhzcunULa9eu1f7Orl27xHu+d0+uwvPXX3+J6lbS9IHStIaHDh3ClClTMHjw/y+FrEuLVm/BlRt3xeCwNHXO+KG6m2Zj/NxlOHnhKgICg9Fj2GRYmJti37r0qXIQHhGNwbNXIjo2ViRTSVPiLBzRU8y5/L7lbyfsKWXX+btoVl6+YyNZ/0blMXLDYTSctAFGhvqY0u5HGClQYt/k5z4wLFhGJEuZ9Z4opuCKXDgKZl1Hiqn3ICUg+nsjet0s8ftSufHozQtg2mW4XHZZXx/R2/5IqXD1GaQ7jwzyFhcJFKYdhkMTE43oNZNg0qo/9IyMxV0aiAhFzMYZ8j+ICEHMnuUwbdVfvCZ99jF7V0MTEvDZsScdu4tTzwIQEBmLX/dcg4WxIfa0r/DB5dLzwftvIFEj3zGUycYMk35MvY2+xuKTd3Htpb8oxSxNBTi2QQmxvG+1ghj79xVsvSpXR+pUPi8KZ/q6Dp1RjbYwyF4YehbWMG3SD5o46XMf/cHl0jSLsUc2wKR+d0CTKKYGjD22WTvY8Tn0nZxg3ac34l+/hv08d7FMExeLwJ6/ImzJUtiMGgHHTRugiYtDyKTJcql1U1PYTZ8GGBuJfS4xJARBwz//7jQpQarQ+HaIeOaLH3bI/z4xNh4n643B5e7zUXBMW+gZ6kPfyABPlv+DoCtyha4S83rCxMkamoREJETH4XL3eYgPi/rs+AbOjrAb0Avxr7zgvES+Q0YTG4c3nfvA+pe2sGjWEAZ2NjDKlQO2Q36Db7seSAxWrkKUcePuMHArIX/fOo0U37eoOb999N+Y/NRXfOdN2v2uXRa9cnyqga1Pit2oGwzyJsXuKMeWkrVMfh6Y9F1PlL/rG6Zp/41RjVYwyJZPTH8gTQUY46HMwHhgSDgGLtiCxEQNpP8yO9ljUnd5YHJ0p0ZiWkBpmipLMxNM6JoyYKqE8fNX4eRFTwQEhaDHqBmwMDPFvlWzsWj9Dly5dV9uX/Pnwfj+704f9rV8/IMwa9U2ZM7giC6j5P3PyNAQm2aNED/vOnwGjWv88FlJ31/K0d4W4wb/isHjZkJPXx+axESM7NcNri7KJnh8C+cz4ZFRGDxnLWJi48TdWHbWFlgwrJu4+25M958wZO5asVzaH4d3aab4AJKa8cV3beFWcd6tkSrlONlhUjf5OzVhzV84df0BAkLC0Wv2BliYGuPvGbqZomvXxbtoVi51ez1ywxE4WJuh/6r92mXLejUSFUJ1yUBfHzP7tMLcLQdE6XMpAUFKuCqaR74jVgk+/oGYtXKLSJjqMny69gaPlVOGioGysIgoceevdIfi7OG/wlrhGwQ+tN19A0Mwe8tB8bzrtDVJ78sQG8d0Q3ro36YBRizahIb9psLQ0ABT+rQVdyenh2U7D2PbkfPiDtBHL30wdY0H/pzaH/YKJpp87Bg/a0h3zFmzXd7n4hPQrtGPKJov13fTvoRHRGHwrBWIlo5zenqws7HEwpG94BsQjFlrdiCziyO6jHHX7nObpg/9btZ9/JylOHnhitxn/n0SLMzNsG/9wg8uV5J8rNkqH2tGzNR+vismD0HvCfNExSRpe0gJVfNH91U0ttwvXyVvc9G2WWLhsB4IDAnDwFkrRX9K6q9ldnHA5D7pN/1senzXRbs+d53crkv7u7UlFvzeRfSLF2/9B1fvPRHf9SJ5s2Ncz5Rp6nR5TpE8HuJx9AKa1Ui5YKULo9r8iHHrD2Kexymx/qPa1ERCggZDVuxBTNI+J10ont+rqaLjNAGhERj0x66Uts3RFhN/aaB9fdeZ62hWSTdVVx0szTC6cVkM/VNe50SNBsPql4KrrQX61iyGsTvPYetFuTpSp0oFUTjz1yfTmbTpC8PCpaFnbQ+zvpOB6ChEjPkF0ZsWwLT9AOg1/UUaFEHMxvnQBAdAz9YRpi27I9HPC+ZJlRgQH4fI6Z8/VZlhBge4juyK2OfeyLFpqrbP/KRZUoWcD/BbtgOZp/dD3mPLRd/Ca9wSJAR9XpKNxW+DYFymHPTt7GEzaSY0UZEI6tIWFu27wLBQYehJCUR37yDcPWl8ytAQVoOGQ8/CQoxbaKKjETZ5TKrkmH/L527ZbxCMy5YTiVS2U2dCExmJwE5tYd6xC4zeWvew2UnrnsS0Tn1EH9gv3teX+pJxEqmKmdPcyUljRBoxRuQ/aNQXxbfom7Td7e1hMyVpu3duC4sOb233O3cQPif1uivhS8bHlGTasT+MipQVyVIWg6ZBEx2J8GEdEbVuHsw7D4Jpy25iDC5qrbvY58S/adoJBnkLiXGahMd3ELlKHivW+Xjw29MAXpGraSlt18X7aFY233uXNyrlJto+XVEr9qhW1TFu02HM231Gbld/rg6XpETlXefuoFkFucq4roxqWxvj1u3HvJ3HxTqOalcbLnZWGN22Nsas2YeV+8/B0tQE4zspW1HlQ+26VKlrdPs6GLrUI6XNbVNL0Ur2H2vXJbuuPEKj4rl0ur99aJ/rW7c0xm49ga1n74jnnaoVReGsyt789yFSX93Bxgr9Z6/WLls2soeoiqprfX+qjTHLtuPPI+fF884NKqNwrizfTR/iQ2NEm+aMRnoY774CJy9ek/umw6fKfdM17hjdrwvGzlmGuSs2i/19TL+ucHHUTSLntyA8IhIDx0xFTEys6KfY29pg0fSxOrm2TPQtGD9jPk6evSgqpHUfOEp89/dv/foZeL7F75ueRpy5/rtJSUy//PILevTooV0mJSeNHz9eJDVJA5tSZavJkyeL5CWJNFVgjhw5cOzYMVStWhUvX75Eu3btxO9HREQgS5YsaNq0KUaNGgVr65RSYdmzZ0enTp0wbty4976Xu3fvok2bNrh//75osKRErunTp8PNLWWalTVr1qBz585yp0HKkv/nH5FoJU05KC3LnTs3evXqhW7dur0zKCu912LFisHdXe6AfapYr6TpldKZccaCiH15XZXYIn6Wooi5dUiV2CaFaiJqv1y2PL2Z1e2LsD7qlXW0WrgPEWN0Uzr4/7GYsAWRC9SZv9r8t8WIWjccajHrMBWR7inHwfRk3n8pfCpXhVoynDyO3RnaqBK7sc8mvCxdQ5XYWS4dQcRIeQpRNVhM3oaI0T+pE3viVkSf/1OV2KblWiH2yUWoxThnGcTcO6FKbJN8VRDn/WVTgirByDW/quc00dflynbpzbRoPdVia+Of26xO7PKtEbX38857lWJWvz+iL26DWkzLtETMw7OqxDbJU0G1bZ683aM9/1YndrEGiL66R53YJRqpdnxPPsar2b7E3D6iTuyCNVT/3GNf6X6a8/cxzlwYMQ9OQy0meSsi5sYBdWIXqa3qd12tY5z2OKfiOU3UEXnaczWY1eiOqJNr1IlduROitk5QJ/ZPYxDWsw7UYrXkH9zKmZKclp4KPfkb/nWrqBLbcf8J1T93v5rqrLvToROqjZMkj5X411Zpux84odr4mDQ2FtL5R6jFZvVhVceDo/Z8WeLX1zJrNFi12Nr4BxerE7vWr4g6nj4XTt8bv+ov/9l2Xe19TtXz6Es71Ildurlq660dL1BxjCj2+VWoxThbCcS9kW+KT29Gznn+k7GT49N/T5y/PJuVGowcc6r6fftPVKySjBkzRlSoejsRSapaJT0+REqQejunTEqkOnHi44Op0hSDUmUpKbnpQ/Lnz49r15LmZP8AKTFLeiSrU6eOeBARERERERERERERERERERER0bdB9/O/pIP69euje/fuYno/XZKqW1WvXv2jiVW6snHjRlhaWuLUqVPpHpuIiIiIiIiIiIiIiIiIiIiI6L/mu6hYJenf//PnlP+SBC7poYZGjRqJKQ8ltra2qrwHIiIiIiIiIiIiIiIiIiIiIqL/iu8msep7Z2VlJR5ERERERERERERERERERERERKR738VUgEREREREREREREREREREREREREpiYhUREREREREREREREREREREREVEaTKwiIiIiIiIiIiIiIiIiIiIiIiJKg4lVREREREREREREREREREREREREaTCxioiIiIiIiIiIiIiIiIiIiIiIKA0mVhEREREREREREREREREREREREaXBxCoiIiIiIiIiIiIiIiIiIiIiIqI0mFhFRERERERERERERERERERERESUBhOriIiIiIiIiIiIiIiIiIiIiIiI0mBiFRERERERERERERERERERERERURpMrCIiIiIiIiIiIiIiIiIiIiIiIkqDiVVERERERERERERERERERERERERpMLGKiIiIiIiIiIiIiIiIiIiIiIgoDSZWERERERERERERERERERERERERpcHEKiIiIiIiIiIiIiIiIiIiIiIiojSYWEVERERERERERERERERERERERJQGE6uIiIiIiIiIiIiIiIiIiIiIiIjSYGIVERERERERERERERERERERERFRGkysIiIiIiIiIiIiIiIiIiIiIiIiSkNPo9Fo0i4kIiIiIiIiIiIiIiIiIiIiIiL6LzNU+w1Q+oh781CVuEbOeRD76ibUYpy5MGLunVAltkm+KojaOFqV2GZtJyLSvQfUYt5/KaJWDlYltlmXWYhaMVCd2F3nIOrYClVii/jVuiJqr7s6sev3R9S64arEFvE7TEXE5A6qxLYYuU7d/f3P8arEFvFbjUXUhpHqxG43GdGef6sS27RYA8R63YZajDMWRJz/E1ViGznmVH/dve+qEtvINb+q5xQxNw6oElvEL1IbUVsnqBLb7KcxiNozS53YjQYj5tYhqMWkUE3VzqOlc+jo839CLablWiH6+j51Yhetp+p3PfbJRajFOGcZxDw8q0pskzwVEPvssiqxjbOXUv1zV7NtU7tdj31+VZ3Y2Uog5vF5VWKb5CqnevsSc/eYOrHzV0P0FQ+oxbRkE1W3e9T++arENqvbFxEjW0ItFpO34UnhWqrEznnzIN7UqKJKbOcjJ1Qbp0geqwj7ta4qsa0W71dtmydv98Cm6mx3+10n8LRoTVVi57h+SLX1Tl73yGUDVIlt3n2uav0Xqe+i1vE9+RgffXWPKrFNSzRS/5zmwWl1YuetiKjDS1SJbfZjT9XPp9TqP4k+q5rn8LePqBJbxC9YQ9VxErX6bcl9tzjf+6rENnJxU3UcXq3YyfHpv0ftfS5Oxe/bp+BUgERERERERERERERERERERERERGkwsYqIiIiIiIiIiIiIiIiIiIiIiCgNJlYRERERERERERERERERERERERGlwcQqIiIiIiIiIiIiIiIiIiIiIiKiNJhYRURERERERERERERERERERERElAYTq4iIiIiIiIiIiIiIiIiIiIiIiNJgYhUREREREREREREREREREREREVEaTKwiIiIiIiIiIiIiIiIiIiIiIiJKg4lVREREREREREREREREREREREREaTCxioiIiIiIiIiIiIiIiIiIiIiIKA0mVhEREREREREREREREREREREREaXBxCoiIiIiIiIiIiIiIiIiIiIiIqI0mFhFRERERERERERERERERERERESUBhOriIiIiIiIiIiIiIiIiIiIiIiI0mBiFRERERERERERERERERERERERURpMrCIiIiIiIiIiIiIiIiIiIiIiIkqDiVVERERERERERERERERERERERERpMLGKiIiIiIiIiIiIiIiIiIiIiIgoDSZWERERERERERERERERERERERERpcHEKiIiIiIiIiIiIiIiIiIiIiIiojSYWEVERERERERERERERERERERERPRvTKwKCAiAs7Mznj17hv+yTp06QU9PTzw8PDzUfjtERERERERERERERERERERERN8tQ/wLTJ48GY0bN0b27Nm1y44cOYLRo0fj5s2bsLCwQMeOHcXvGRp+eJWqVq2KEydOpFrWo0cPLFmy5JPfi7e3NwYNGoTLly/j0aNH6Nu3L9zd3d/5vW3bton3JyWD5cmTB9OnT0e9evU++HePHz+OatWqvTdehgwZxM/z5s3DtGnT4OrqivSya+8hjJ42D/Mmj0SNyuV1FmfqwpU4fvYyvHz9sG3pTOTLneOjy5UUExuHobOW4clLb5gYG8PexgqjerVFVldn3HzwFNOWb0FcXDxi4uLQuEYF/NKsjqLxzzzyxqJjtxCXkAhTIwOMql8KbhlsMWb3RXi+9BfLzIwMMaR2cRTKZP/V8YyqtIJBriLQt3ZE1MaJ0Pi9+uhyiX72QjCu0BjQ0wP09BF35SAS7p7/7NjTD9/C8Uc+8A6NwpaOlZHPxUYsfx4YjtH7PBEcFQtLE0NMqFccuR2tEBOfgN/3XMGTgHCYGhrAztwYI2sVQVY7i8+PfeQ2jj/ylWN3qJgSOygiKXacHLtuURFbUnfpURgb6MPE0EA871IuF2rnywglxMbFY/b24zh75ylMjAyRN7MTxravg99X/IUn3gEwNTKEnZU5RrapiazOdlBKcEQ0uv+xR/s8Oi4erwNCcXR8J8zecxaez3xgamgIMxMjDGnyAwpldYbSzjz2waLjdxCXmCi266h6xeHmYguNRoMlp+5i/+1X4nO3NTfGinaVvyqWca12MMhTHPq2TohaMQqJvi/EctPWQ6BnYQMNNEBMNGIPbkCi73Pxmp6dC0wadYeemRU0MZGI+Ws5NP6vdb6/S3puPYeAiBiRQGthbIjfaxTS/ruvderBayw6cgOJGg0SEjXo+EN+NCqeE7deB2DmviuIio0H9IDBdUqgTE653VHKmUfSNr+dcpyrV0Ic55JdfPoGPTeexMCaRdGubB4orcfkpQgIDoO+nh7MzUzwe6cmyJ8jM8543sPCP/cjLj4BpsZGGN2tJdyyK/Mdl0ydvwLHz16S27Dls7Vt2PNXXhg5bQGCQ0JhaWGOSb//htw5skKXYmJiMWTsNDx+9gImJsawt7XFmCF9kDWzcuv7ra67FKvLwDHa59ExsXjl5YOTHmthYy1/99LjnKLN4CmIi48XvxefkIjHL7ywfd4Y5M2eWdH30GPiIvi/tb8P+6U58ufIgti4OMxa64Gz1+/B2MgQbtkzYWrfDorGFseZw9eRqAESEhPRsWIBcZwRx/djN7H/xjP5+G5hihW//KhobNG+Ld2bun0LDMPRse1gbWaCJYeuYv+1RzA2NJDj92ygaPweExbCPygU+vrS526KYb+0QP6cWT64/Hs5j5bUHTQHRoYG4jgq+aVBJdQpWxjPfQIwevlOBIVFwsrcBBO6NkPuzMqeV/SY9Efq43vnZnB1tEP3CYu1vxMVG4fXvgE4tmICbCw//xzyW+w/xMTGYsi0RXjywgsmxkawt7XG6D6dkTWjCwKCQzBy1lK89H4jvusje3dCqcL5FIwdh6Ez/kiKLbUnVhj1awcRe7T7Stx59ExsD0NDA/Tr2BLlihWAkqYuXovj56/Cy9cf2xZPRr5c8hjByYueWLh2GxITE5GQkIhOLeujcc3Kysb+Yx2On78Grzf+2LZwEvLlyiaWn758AwvWbRfb3MzEGGP6doZbTvm176Fte5/TF69iwcrNol0T6zywJ9x0dIyZumgNjp+/Im/zP6Zqt3lsbBxmLtuAs5dvwNjYCG45s2LasD6Kx5e+b0OnSfv8a/kcysYao/p0FPv88j//wp7Dp/HCyxdzR/6G6hVKKh7//7UjHkfPYcyijXAf2g3VyxZVNvbYefAPDk06xppiWLefkD9nVjz38sWoeWsRHBYOS3MzTOzbEbmz6uac0uP4JYxdth1zB3RA9dIFMXrJVtx9+lp8HoYGBuj3c12ULZT7u9nm4nxmkce7/fWJv4hzq1Ebj+Clf4g4nxnRsgpK5vr6z924fmcY5C8FfTtnRC0cgkTv1De1GpaoCpPmvRG9YQYS7l4Sy4yqNIVh8arQc8iAmE2ztMs/l56xEZxnjoRRzqzQxMQgITAE/hPnI/6lF5wmDoJJsYJiuSYyGgHT/0DM7Qep/r1RjizI9OcihG3fh4AZnz62K7Hs3RcmFSrAIIMrArt3QfzjR/LnUboMLDp3gZ6RETTR0QibOxvxTx7Ln4VbPlj16QsYGUPP2BjRB/Yj8s/N/7qxCpOWPWFYpBz0HVwQMaU3El89kV8wNIJJs64wLFASmrhYJL5+iug1M+XYThlh1nEQ9CysoYmORPS62Uj0lt/zv2WbS8y79IVRmQowcHZFyIAuSHgmb3ejEmVh1qYroK8HGBgg2mMLYo8dEK9ZTXSHvlMGaCLDxfOYYwcQ89e2L1p3p+kjYZwrGxKjY5AYGAz/yfK6O04YDNNiBcVyse4zFyM2ad3t+nSGedXy0CQkiuchq7cg4p/j/6p1n370Nk48fiOPj7WvCDdna+2Y7Jj91xEcHQtLYyNMqFMEuRytxHhZj20XtP8+Oj4Br4OjcKRXDdiYGUMJHievYuxKD8zt2xrVS+bHrSevMXPjPkTGxIoxuUGt66BsgZz4tx/jP9i2Lt2KuQM7onrpQhi95E943n8m+nPmpsYY0qExCuVSts+q5jmN3H9ZktR3k/tOo3q1E+26NFbxx+Y92H/iAoyksXhrS6ycMhRKEtcAdp7E2bvPYWJkgLyZnDClU13t6x7nbmPchoOY070hqhdV9pzmQ+dTyS7cfoSeU1ZgULv6aFe3kuJx1ew/qX4OP35+0nm0vjw21+Un5MycAUPnrMSTlz7yviiNI/T4WYwj6HqcRBoHP3X1Dhb+uQ+aRA3iExPRqWE1NKpa5rvqu6Ul4i5aiTMXr4nxi7y5s2P66EE6j5ve4/DfSmz675oy9w8cP30eXj5vsH31QuTLm+u7jf3NJ1ZFRkZi5cqVOHBAPqGXXL9+XSQpjRw5EuvWrcPr16/Rs2dPJCQkYNasWR/9e926dcOECRO0z83NzT/r/cTExMDJyQmjRo3C3Llz3/s7Z8+eRevWrTF16lQ0aNAAmzZtQpMmTXD16lUUKlToo3///v37sLaWOxcSqVJXMhsbG/FIL6+9fbH97wMoWtBN57FqVi6Pzq2aoGO/UZ+0XGktalVGxZKFRMdp896jGLdwHVZNHowJi9fj19aNUK1sMYSERaBR7zGoUqoIcik0aBgaFYsRuy5gZcdqyO1sg6vP/TBi13ns6FUH1fNlwpiGpWCor4+TD7wwZPtZ7O/39RcBEx5dRfyVAzD5acgnLZeY1PkF0dtniwEbPWsHmHYYj6hH14C4mM+K/aObKzqVzYVOG8+kWj7p4A00L5oNjQtnwaH7Xhiz7xo2dZAvhEjLK+Z0Fttmy9WnGP/PdaxsXeGz1/vHvBnQqUxOdNp0Lk3sm2heNCsaF5Jie4sO/ab2FbWvT29YXLHElrfN23VS5KntmdBVrJt/iDxI0bxiUVQslENe32NXMX79Aawc9LNicaWLyVsH/6R9vvaYJ6489oKNhSmqF86BMT9VhaGBPk7efoYhaw9i/+h2UJLY53dfxsr2lZHbyRpXX/iL5zu6/4hNlx7j4ZtQ8bORgT78w6O/Ol783UuIO7cXph1SH0Oidy4CYiLFzwZuJWHcsBuiV8i/Y1KvM+KvHUP8jdMwyFcaJtJrq8d9duwv2d9nNCoFa1P5wvTRB94Ys88TWztXwdeSBgpG7jiHFZ1rIG8GO7wOCkfTBX+jRoEsGLj5JCY0LY9yuTLguX8oeqw9Co++DURyn2Lb3OMiVnaoIh/nXviJ5zt61hKvh0XHYd7Rm6iYW3dJwzP7d4C1hZn4+cjFmxizeAtWjv0VwxdsxKpxvZE7SwZcvftEPN85+91j4JeqWaU8Ordugo6/jUy1fMKcJWjRoCaa1KmOgyfOYtT0BdiyRB6w1qUWjeqgUvnS4viyafsejJnmjjULZ+gk1re07rY21tixMiUJfvUWD1y+fktnF54/dE6xadYI7e8cPHMFS/78S/GkKsnMgZ1hbSGf3x65cB2jF23E9lnD4L7xL/Ge/po/Sm53gkIVjSuOM9vPioQp7XFm/l/iOONx9TEe+gRjR5/6IgHHPywKShPt28Dm2udrj9/AlSfesDE3xcZTt/DQOxA7BrWQ44fKx38lzRz0S+rPfeEGbJ8z/IPLv6fzaMmMX39Cvmypj+MT1+xB86ql0LhScRy6dBtjVuzEpnE9FY07c0Cnt47vNzBm8WZsmzkEW2emHMvX7jmGy3ceKZZUpXb/QRu/TjVUKl1UPqbvOYSx7iuwesZIuK/aiiL5cmPJpKG4df8J+k10xz9rpOQ35br+LWpXQcVSReR1/+swxs1fjVXThmFI19awtpT397uPn6PbyJk4uWk+9PWVK5Rds1IZdG7ZAB0HTUh1/Bk+fTFWzRwlBmhf+/ihUdch+PGH0rAwN1MudsUy6NyiAToOnqhdJm3jYTP+wJqZI5E7W2ZcuXVfPN+1ZBq+p7btbSFh4Rg22R1r3CeJ5OgrN+6I57tWz9NJvJqVyqLzTw3RcWDq8/G5KzeL/tTfq+fI7VpgMHSlRd2qb+3zhzBu3iqsmj5cJA7WrVwWY9xX6iz2x9qR128CsOPwWRTJm103sYd0036nj5y/htHz12K7+2hM+GMTWtSqKBJHD569IpZvnqVs2yZ57ReInccuokjulCT8Ie0bao/7d5+9RvfJy3Fi6RhFjzNqbnNxPjM0pf+/9ug1bX997KYjKJzNBYt7NsStF74YuHI/9o5pDyMD+UawLxV/+zziTu2GafeUY1syPVsnGJb6EQkvUie3JDy+ifgbZ2DS7Fd8rdDtexF1Sk7Msm7dCE7jB8D7lyGIOHIGfuPmStn6MK9cFs6zR+FlnbduCjA0gOPY/og4evaL4sacPC6SouzmLdAu07O0hPWIUQjq3xcJz5/BqHAR8Tywa2fxutXAwYhYswqx585Cz8oKDqvXI+b8WSQ8lxOf/i1jFfHXTiP20HaYD0o9hm7SWF7PiHFd5c/DOuUmP9M2vyH29H7Enz8Mw+IVYdphECKn98O/aZtLYs8dR5THZlhPSdnuEov+oxA2uh8Snj8RiUQ2C9ch9txJIFrut0SuWoi4i6fxtcJ27EPU6YviZ6ufG8Nx7ED4dB2MyCNn4D9+jlh3M2ndZ47Gq3rtxe+FrN2KoIWrxc8Gzg7IvGslos5fRWJw6L9m3X/M64pOpXOi85bUN+lOPnQLzYtkRaNCmXFIGgP75wY2tvsBtmbG+LNDSpLHuktPcOVVoGJJVa/9grDzxBUUyZVZey45YP5mTOzWFOUK5sIzH3/0mL4Wu6f31d488m89xr+3bT16AUXypLStNUoVwthuLUTC8omrdzDEfT32L0gZv/gezmla1KmCiiULy+3630cwbsFarJo6FBv/OoyHz15h58IJIrHKPyhE8djzdp8WcfeMlWej8Q+J0L72OiAEO8/cRJEcuhsTfd/5lCQsMgrzNu9HxWLK3YTzrfWfVD2HH9w1ZX8/74nRC9Zh4/ShaFGzIiqWKCi/p33HMW7xRqyaOEDn4yRbZwzGiAUbsXJcb+TNlhGv3wSiyYCpqFG2CCzMTL+rvluquEvXinh7Ny2R4wYEIb2k5zj8txSb/pu8QojmAAEAAElEQVRqVauIX9q2QIdeg7/72N/8VID79u2DiYkJypUrp132559/okiRIhgzZgxy586NKlWqYMaMGVi0aBHCwsI++vekRCqpAlTy4+0kpk8hVc2SKkd16NDhg0lO0ut16tTBkCFDkD9/fkycOBElSpTAwoUL/+/flxKp3n5/Sg8OfSrpTt+x0+djRP+eMDJSrgPxIaWKFEAGJ4dPXq4kKTu8Uin5xFpSJG9OeL0JED/rQQ9hEXJHMio6RlyMs7FS7qLMy6Bw0SmUkg0kJbI5wSckEne9g1DVLZNIqpIUzuwAv7AokUn+tRJfP4QmPPiTlwsaDfRMkpIQjU2hiQ4HEuSqG5+jZBYHuFilvrgRGBGDOz4hqF8wk7az7RsWjRdBEaJSVKVcLtptU9jVDl4hX3Yx9KOxCyTHzgDfUDm2LkXFxMLj7E30aVxJu26ONpaiclWlwjlT1jdnRngFKN+he5vHhbtoUja/+LlqoRwiqUrEzuYCv5AIUVVFSS+DIuR93kk+9pbI6qjd59eef4B+1QqKpCqJo+XXn9QnvrwPTdh7TpiTBioleibSfqGRn5hbQd81B+JvygN1CfcuQc/aHnp2zjrf3yXJSVWSsBi5gpRS9JKSmCQRMXGwMTNBTFwCgiJiRFKVJJujNaxMjXHmobfujnNZU45zkmn/XEO3ivkVGyB7n+TOpCQ8Mkp8x176BsDGylwkVYn3lT8nfAKCcPdJSrW+r1WqaEFkcHJMtSwgKBi37z9Gg5pVtIkPPm8C8OK1cp/5+0h3qFSuUCalrSuYD17evjqL9y2te1o79x1Gs3rKVkv6lHOKt+06fBpNf0xJ4lVS8sCNJDwyWpzLREbHYNfRc/itdf2Udsfu886BP/04E5vqOCNVqFp7+g761SomzqNE7DTHRl3wuHQfTcrINwesPXED/eqVTolv/Xk3Vnz25x4hHWc+vvx7OY/+kIDQcNx56oX6FYqI5z+WKgCfwFC88H33+6Dc8V3a39+169h5NK2e0pf8t/cf5PjGqFymmDZ+0Xy5xB2hkgOnLuCnetXFz4XccsLZwQ6Xb95TMLaRNqFLUkSK/UaOnZyAkby/60Kpwvnfu19L7ycsIkLb1ttaW8JY4X6sVPkrg1PqCsKvvH1FLOmigKRkITd4vwkQlbu+l7YtLakylq21lbbiZMkiBeD9xh93HsgVXZRWqsi72zwyKhq7DhxH306tUto1+5RqqEp/31Lt8265td+3wm65kFnhO8zT+lA7Io3ZjFu8CcO7tBTV6XQSO813Wjq+BQSH4s6j56hftaxYXrN8Cfj4B+GF9xtFY0vrN37ZDgzr2DjV+qU97n+P2/xtHudT+usHPR+h5Q9ylYlCWV3gZGOBK4+8vjpG4rO70IQGvvuCnh5MmvZE7N+rgPi41P/m1SNogr5+m2ti47QJNpLo63dhmNFF/Bx5/LxIMhHLb9yFobMjkDRWILHr2Q4RB08h/vnnV2ySxN28gUR/v1TLDDJmQmJoqEiqSv4dfWcXGOZJqqqsAfQt5QRWPVNTaOLjoAn9+Dj0tzhWkfDoFjTB8j6tZWwCowq1EbNnrXaRJlR+f3qWNjDImhfxF49qE7P0bB2h5+T6r9rm4r3fuQFNgN/73hn0LCzFT3rm5tCEhb6z338tse5JSVWSmBtvrfuJc9p1j0mz7olhKWOU+mZm8mwCX3C9QM11L5nZ/t3xscgY3PENQb0C8s0HP+bJAN+wqPeOyXrceokmhTIr176s2o1h7epr25fg8EgEhUWIpCpJ9gyOsDI3xekbD/FvP8a/27Zuw7BOTWD81k0XVUsVFElVkiK5s+FNUAjiExLwvZzTyH03OblGUsQtpf+yZucB9OvYXCRVSRztlL25OiomTlSk6tOwwlvXAOS+YWKiBhM2HsKwn6ppxyqU9qHzKcnUNbvRvWkN2FopPz7yLfSf1D6fSz02J49Fi30x6eYs8Z7y5njvmKGuxkmksMljFRFR0eLmM6W/c2r33dLG3bn3EPp2a58S10G5mWG+pXH4byU2/XeVKlYYGZyd/hOxv/mKVadOnULJkiXfqRplapr6gruZmRmio6Nx5coVMeXfh2zcuBEbNmwQSUsNGzYU0/V9btWq/+fcuXMYOHBgqmW1a9eGh0dKqdcPKVasmFg/qbLVuHHj8MMPP3xWbOnfSo+3SYlpn9vdWvunB4oVLoCCbropP/ot2/j3EVQtI5ebndC3E/pNWYSFGz0QFBqO0b3aKXqCndXeEiFRsWLKv2JZHHH8/mtExMbDKzgC+V1TGvlNFx6Iai7JiVbpLWbfcpg06AlNXIxIsIr5ewmQqEwHyycsCo4WJtp1kxr8DFZm8AmNemfKv01XnqBqHuWmKPMJi343trVpqtij910Xw1iFXG3Qt3I+2JubfHXcl37BsDY3xcp/zuOCVAbY2BA9G/yAsvlSl7zddPQKquqoBLDE86kPQqNiULnAu6V2N526iYr5s2oTrRTf518FoFhmBxx/4CX2+Ud+oSLp6NgDbxy+d1n8bvuyeVC7gPLVXJIZN+wOg+zyAEb0ltni//rWDnKCoSYloUwTGiAqtSkxcPwp+/uovddw6YXc0VvYQr5g8bWkONN/qohBW07BzMgAodGxmP1zZdhbmooEhwO3nqN2oWxiWsBn/qHwCpIrqCkhq71VmuOcvM29giPxKihCvLeqbhlx5N6XD45+ipELN+HSHbnU/aJh3ZDB0RYhYZHwvP8Uxdxy4PjlW4iIihF3cuXPqbv9TkokcnKw0w5aSevv6uIIb19/ZM2UflP9bti2G9Uq6W6K32913a/duofQsHBUKV863c8pkvn4BeLKrQeYMuAXncUdsWA9Lt2WB4EXDe+JV77+YsBkxc5DOH/zvhjM6fVTXZQrrFxVUnGcaVURgza/dZxpXRkx8YkIDI/GsXuvcPi2PF1I+wr5ULuwbu5ElXg+80VoZAwq58+K8OhYBIZF4tjt5zh8Q54yo33lwqhdTPmywCPmr8OlW3JFh0Uje/3f5d+TUct2iilrCuXMjH4ta8I3IBSOtpapvu8Z7G3gHRCCrC7KJnuNXLgRl24nHd+Hd0v1mnSMDw2PQuWSyk5Hp2b/4X027D6IauVLIDg0DPHxCakGKTO6OIrjr65s3HMIVcsW1z53X7MNB09fQmh4JOaM6J0uNwpJ+9fMEb9hwAR3mJmaIDQ8AnNHD9BeINGlrJkyIDg0HJ53HqBYgbw4dv6qGKSWpuAskFt3xzk12zapzZb2Nc9b91CsUD4cO3MREZFR8PLxQ4F0Kvf+0ttXJCwu37Ib56/ehKmJMXq1b4FyxT9eIVwJG3cfRNVyKft8enhfO7Lur6Moli8nCuTS7ZTKI9xX49LNpNij+8DXP0gc01KdzznZwdsvUNFpTNbvO4VibtlQ4D3n5e6b9+PQhRsIjYjC7P7tdX6cUWObSzyfeiM0KhqVC2YX00dJNz05WqeMkWS0t4JP0Jcl9XwKwx8aIOHFfSR6JU0Tlw5s2jVF5LFz718uJaQkJZ6YFM4Hk6L54dNtGOx6yVV9lJDw+hX0ra1hWKAg4u/chnH5CtC3sICBSwbEP3yIsJnTYDNxspgqUN/WVkwTmBj0nqS0f+FYhb6TKzSRYTCu3QqG+YqJqQBj925Ewn1P6Nk5ycl3b93sqQnyE9NHJvh5/6u3ebLwWeNh+ftEMf2jlDwXNn00kDSNu8S8fXdo2nRBwstniNqwDIm+X39zkE3bpog8/u66W7dNve5iWZsmsGrVCIYujvAfN1dMI/hvXvcPj8maiXGzt8eDPV8HITQ6DpVyKdPGrP/nLIrlyYoCOVKqydpZWcDJ1goHLtxC7bKFxLSAUtUqL/+g7+oYv37fSRTLm/29bWuyjf+cEhWMktv57+mcJnX/pZhIdgkMDsWxC544dEYei+7QpBbqVFJuarSX/knXAA5cxIX7L8RN1T3rlUfZfFmx/ugVFM2ZEQWyygmWuvCh8ynpPEqaJq5qyQI4cukW0pNa/SdVzuHnrUnZ30f1fvc97T2GqmXkm9GUlnacRDrGzujfAQNnrxbTL4ZGRGLOoM6KVrb+1vpuL728RUXn5eu34dyV6yLur51bo1xJZadP/1bH4b+F2ETfo28+ser58+fImDHjO0lK7u7u2Lx5M3766Sf4+Phop/fz9v7wyX2bNm2QLVs28fdu3LiB33//XUy9t3PnTkXfs/R+XFxSnxBJz6XlH+Lq6oolS5agVKlSIjFqxYoVIkHswoULotrVp5KmHxw/fnyqZWPHjsXIX9t+8t94+OQZDp84gzULp+O/Zvm2fXjh7YflE+Xpz1bt2I++7ZuifpWyeOXjh84jZqFg7myKTeUhVYaZ1aICFhy5ici4eBTJ7ICcTtYwkOa1T7L3xnMcvPMKqzpWgyr09GFUtp5IppKqWum7ZINJo96IWj8eiNZtZae3rTj3EC+DI7G0tm5ONt9nVevycLU2Q1xCIhadvi+SrBa1+PrOVUKiBt6Bocjp6oB+Tavg3gtf9Jy3DTvGdoZDUid6xf7zePkmCEsHtIIuq1U1KOX2TvLU3ssPxJ1Sq/o0UTymlakRZjUriwXHbiMyNh5FMtkjp6N8x2d8ogYx8QnY0LkaXgdHoNPaE8juYAk3F93cwRD71zLxf8PCFWFcvRVi/pQHLNU2qb7cydtz6yXcT9zFIgWSq6QBmuUnbmH2z5VQMruzSKDqv/EEtvWuB/c2lTHvoCdWnbyDXM42KJ7VCQYKJtSJbd6iHBYcvSVvc+k452gtfl5/4QFWdPj6qQ4/xeQ+bcT/95y4BPeNf4tO5awBHTF/8z5ERseiSN5syJnZRfFkwm/RsrVb8PKVF8bOn4r/mp37DqFR7aow1NHdgB87p0i2++hZVC5dBHY6nK5pym/yxYbdxy/AfeMe9Pm5Prz8ApEzSwb0b9cId5++RI+Ji7FrznA42CpTuUocZ47fwuzW0nHGBbdeSceZ49jau758fI9LwIYedcQUgZ2WH0R2Rxu4vZVEriSPi/fQoGQe8X1OiElMid+3CV4HhqHToj3I7mwLt4zKJvhM6StPVbL72Hm4r9+NxaN+/ejy78WqEb/A1cEWcfEJWLjjCEYv34nezWqkW/zJfeR+zp7jF5OO7921r+06egENq5TS2YUBNfoP78TfsgcvvHyxYuowxMTKFePSy/Ktf+OF1xssn5wy9WL/Ti3F47znbcxdvRXrZozUeYKTdEf9ss0emDumv6hodev+Y/w2bg52LpkGOxvdTo1nZWGOOSN/g/vqraI6YNH8uZErayYY6HCfU7Ntk1hZWmDOuCFwX75B3AVctKAbcmXLouj54/+TkJAo7jiXPusBXVrj7qOn6D5sCnYtnwlHO93d/bz8z7/wwtsXy3/7HekpbTsyoEMTHD7vidUKTxvy3tj95anBdh89B/d1O9GnTSOdx3z40geHL97CqjHvnz62f+u64nH+5kO4b96HteN66eyikFrbPLmSSYPS+VTpn+g5Z4FhwXKIXj4m3WLadv0ZRlkzwrtr6s/askENWNSqDO/Og+T3ZmoCx1G/wXfgu1MXfi1NRARCxo+FZdfu0DMzQ9yd24h/9hSapMot5q3bIHzFcsQcPQx9V1fYzZmPuAf3vmgqwG9urELfAPoOLkj0eYHI3auhnzkXzPpORuREZadx/ta2uaBvALOW7RE+fbSo6mSQOx+shk9BSP/O0ISFIMJ9MhKTKj2Z1G0Kq5HTENK341eFtOnSGoZZMsJ/4tBUyy3qS+teBd6dU9+wHbrJQzyM8+aE05RhiDp3GYkhYf/Kdf9cUrWqBgUyK3Kz8cNXvjh8+Q5Wjejyzmvu/drAfetBrPz7JHJlckbxvFlhoG/w3Rzj5bb1JlaN+XBf9O9TV3Dw/A2sHtPruzynkSzfuldU2VzeezBi4+JEPyImJhabZo/Ca19/dBg6BTkyu8ItRxbFzlm11wCaVMK9l2/Qc8EOzOrWEEc8H2HlgJZI7/Mp/+AwLPc4ihWjekANavSfVDuH79fprf3dA4vfSq5avv0feRxh/JdNq/u54yTzhnbB8p2HRDJVyQK5cOvRC/SbsQLbZw2FnbVctfB767slxCfCy+cNcmbPggE9O+Lug8foNmgMPNYuhKN9+lSuUnsc/r98DYDoP5tYFRUV9U51qlq1amHmzJno2bMn2rdvLyoySZWnpOpWH7tTrXv3lEH2woULi2SmGjVq4PHjx8iVK33urPwQNzc38UhWoUIF8b7mzp2L9evXf/LfGT58+DvVsqTPByFyhYBPceX6Hbz2foP6reXPyz8wCONnLoRfQBB+bloP36s1uw7iyLlrWDZhAMxMTBAUGibmP54xRP4cMmdwQhG3HLh277GiF0ZK53AWD0lsfAJqzNkjkqskB26/wJKTt7GsfRU4KDAt2pfQd8oCPQtbkVQlSfR9jsSwIOg7Z0Xii7tf/felaj3+ETFimkOpkyzNay/dnSTdpZRs7cXHOPrAG0talYeZghdmMliZvhs7NFobW0qqkkhT07UtmQONVxxXJq69lbgrpF4ZuXpCvqwuyOhog4ev/URi1dqDF3H02gMs6f8TzIx1MxVnZEwcDl5/jI39m6dafuDaIyw5eBnLejWEg45KAZfO7iQe2n1+3j4UzewAc2ND1C8k352UydZCLLvtFaSzxKpk8TdPw7huJ8DMEonSHZ+WtiKhMPlOUHEHaKgylR4+ZX9P1qhQFkw+eAPBUbGw/cpp8u77BInpRKWkKkmhTA5wtjbHPe8glM/tisUdUhI3m87/G7mclK2sUTq7s3hot/ncv0U1G//waLRadlgsD46MwYkHXmJqwt+q6+6OlUZVSmPS8u0IDotAmUK5xUO8r7h4VO8xDjkzK1cV730yODuI9lQavJEu9Ev7gFSxSarclB5Wb9qOwyfOYsW8KTBLc36la2qve2RkFA4cO4MtS2al+zlFMmmdPY6cxaien57w/jUaVy2LScu2wsXeRrQ79SuWEsvz58iCTM4OePjCW7HEqpTjjHxzQaHMDnC2MRfLxfG9qHznYSY7SxTN6oTbrwN0klgl2rcbT7Gxr5wcbGNuCnMTI9QvIX/XM9lboWh2F9x+6ad4YlWyxtXKYdKyPxEcFg5bK8v/u/zfTkqqkkjTF7SrXR6Nfp8HFwdr+AeHp/q++wSGwNVBd5WbGlUtoz2+21pZiEHag+c8sWnqgO+u/6CNv30vDp+9jOVTfheVmqSHdHHGPzBYW7VKGsCUjr+Kx965H0fOXsGySUNE3LTKFSuIKUs24OHzVzqv3HT/8XPRvkhJVZJCbrng4miPu4+eoULJwtC1MkULiIckNjYOVdv2EYPG31vb9rYyxQuLh3adm/+CXNmVuQD1KVydHaCvr4f61eVpdfPnzoFMGZzx8OlLnQ3Or9mxD0fOXMayKUPfu8+nh+R25NjFG/B6E4iGfeSb6vyDQzH+5Wb4BYWiVZ1KuoldvTwmLdkEF0c7+CdNEaQ9n/MLgmuaaV6+xrV7T0WVkEYDZ4rn/iFheLxyh1jPn2qm3G1drnAeMY3Nwxc+H62+8W/c5pExseJmp40D5QuuthamInnRPzRCW9HEKzAMGex0kzwqVUuSqhSZDZwvnkt9ZJMmPRBrZYf4iwcVj2fTsQUsfqwI726/QxOdUoXfonYVMf2bV9ehSAiQK/QYZnGFYQYnuK6cIZ7rW1lCT18P+tZW8Bsl7zNfI87zGoI9r8lPjIzguG2XSJzSs7aByQ+VEDpJvrE30dsbcXfvwKhgYcUTq9QYq9AE+kGTmID4i8fE88RXj6EJ8IV+xuxIfP1UTDsopp9Lqlol7R+JX1Ep61va5gY5ckPf3lEkFkkSHt0TyUQGOfMg/vplbWKRJGb/Lph36gU9K2t5yrwvYN2hBSxqVIRPj6HvrnuP9vDuPuSDFaliHzxB/Bt/mJYqisgjp/FvW/f/PyYbJcbNkkk35B26740NbT9vRo8PuXb/Obz8g0V/ReIfEo7Hq/eIRJOfapTBH4PlpB9Jk2HzkTuT03dzjL927wm8/ILQaMD0lLZ1xfaktrUC/jnniaU7D2PZyO5wsNXtjQlqndOs2fkPjpy7gmUTB2v7TuZmJmhQTT63yOTiiGL5c+PWg6eKJVZlsLeWrwGUziee58vijIwO8jUAr4AQNBq3RiwPCI3ARO8A+IdE4KfKRXV6PtWz2Y/wCwpDq+Hy90CaBvP4lTsICo3Ab63qID2kZ//pmzmHX7pZOxa0xuMQjlzwxLJxfUX1KF1KHie58+QV3gSFiqQqSaHcWeHiYIt7z16jfBHlqtl/K303EdfFSeQLNKgp39SdP28uZHJ1wcMnz9MtsUrNcXg1YxN9z775sgyOjo4ICnq37KqUPBQcHIwXL17A398fjRs3Fstz5sz5yX+7bFm5CsijR3JJRKVI0wz6+qaes1R6Li3/HGXKlPns9yYlUVlbW6d6iMSqzyAlTx3fvR4Ht60SjyIF3DB2SJ/vOqlq3e5D2H/qIpZN6A9rSzmZxNrCAmamxrhw4554Ll0oufngKfIofFFEugiZbNnJOyiT3VlMnXXg9kssPHYLS9tVgWvS3NtqSAwPhJ6FDfTs5P1Xz8YJ+rZO0AR9uALb57C3MEE+FxvsvS1PA3b4gTdcLE21ZZ/XX3qMf+6+xpJW5WBtqmySkRzbGnvvJMf2gYuVHDsqNl6Umk72z10v8T6VYGdpjjL5suLsbXnu8Nf+wfDyD0GODA5Yf/gS/rl8D0v6/SRKBeuKlECVN6MDcriknEQe8HyEhfsvYmnPhnDV0QDtO/v86Xsok81JTBFYp0BmnHks71fS1HG3vQKRx1kHF2BNzOUBySQGeUtAExUOSI/IMCT6PINh4Qrya/lKQxMWpEhp/f+3v0v725uwaO3vHn3oDRtTY9gosN9nsDGHf1gUnviFiOcvAsLwKigc2R2tU22PHZcfwczYEGVyuuhum5+6K45zbcvmwdGBDbG/bz3x+DF/ZnSvXEDxpCppipA3gfJ6S45euinKD9tYmouBGu372nEIZQrmRtYMuk3ycbCzRf48OfH3oRPi+aGT5+Di5JAuU+Gt3bIT+w+fwHL3ybBWIalDzXWX7D92Gm65ciBnNt1N9fihc4pk0jlFQkICyheTL/4rTSrlnWp/v3gDNlbmsLexQtnCeXH2upwQ/co3AK/fBCBHJuW+69rjzJu3jjOB8nGmTpHsOPNQriobEhmD26/8kSeDbgZPDlx/jLyu9sjhnPL36xTLhTP3XyXFj8btF37I42qv8OeecvHj6IXrYupFfT399y6XHt8L6aKAdJxNtv/8DeTL6goHa0vkz+6KvWflizTSneEudtaKTgP4zvH9onR8NxfHd8k/Z68hb7aMiu7n30r/QbJ2537sO3Eeyyb/Duu39qmalcpg676j4udb95/gjUg4kgfylbJu1wHsP3EByyYN1q57XHy8qJyV7Ob9JwgMDhPJZbomtSV+gcF48kI+v3rx2gcvvXyRI0v6tC9S7GRLNnugbNECyJpRd1N6qNG2peUXkDL11ZL121C2eOF0ndLYzsYaZYsVwpkr18XzV95v8Fq6G1lHF2TW7fwH+8X3bWiq75uufah96da8No6unIJ/lkwQjyJ5s2Nsz9aKXoCUpvNMFfu8pziHls4p8ufMgr3HL4jlh85dFRdllJwGUEqeOrJ4FPbPHyYeRXJnxZguzdG0Whm88JGnTJfcfPQSgaHhyOysXJuu9jZP3V93TNVfr1k0N7aduS1+vvXCF29CIlAyt26qIUrJU1HTuiNqVm/xSHz5EDEeS3WTVNWhOSzrVYN392FIDEupim5RuzLsf+skEm8SfFKSO+IePsPzKj/hZZ0O4hG6YRfCdh1QJMFGom+fsj9ZtOuA2GtXkeD1GprwMDFVmlExucK0lGhllC+/qGj1PYxVaCJCkXD/OgwKlBTP9RxcxCPR5yU04SFIePkIhmWqi9cMi1eEJtgfmi+cBvBb2+aJ/m+gb+cA/czZxHP9DJmgnyEjEl+/EBWd9GxSvodG5SojMTjoy5Oq2jeHZd1q8Onxe+p1r1UZdr07i2Srt9ddxMyZMj2aYWZXmOTLjbgnn34D9bey7mnZm5sgn7M19t3xEs8PP/SBc9KYbLID972R18kaORyUGb+QkqeOzB+K/bMHikeRXJkxpnMjsdwvOKUC2I7jl0WyQ5kCn36d6Vs/xkvJU0f+GIP9C0aIh2hbu7YQyw+cu45FWw9g6YjucHW0++7OaSTrPA5g/8mLWDZxUKpxmrqVy+L0lZvi55CwcJFUlTeHcufVdpZmKOOWBWfvyAm4r/1DREJV9WJ5cHhqD+yf2EU8Cudwxeg2PyqWVPWx86mfa1XAsSWjtctrli2MHs1qpFtSVXr2n76dc3hP7VjQuj1HsP/0ZSwb2xfWFsrf1P6hcZJMTvbwDwrFk1dyn/2Fjx9e+gQge0blzuG/lb6bNq6tNcqWKIIzF+WE+VdePnjt7Yuc2dLnhiA1x+HVvgZA9D375itWFS9eHBs2bHjva9K8sMnTBErTAmbJkuWzps3z9PQU/5cqVympfPnyOHLkCPr3769ddujQIbH8c0jvT+n39q0aP2cpTl64goDAYPT4fRIszM2wb/3CDy5Xko9/EGat2obMGRzRZZRcXlsqI79p1gjMGtIdc9ZsF+Uq4+MT0K7RjyiaT9nqZouP38K1F/5iejhpiqyxjUqL5SN3nRdVqvr/eUb7u1LlKlvzr8usN6rRFgbZC0PPwhqmTfpBExeN6DWjP7hcGryJPbIBJvW7y3fF6ekj9thmMYDzuSYeuI5Tj98gICIGv247DwtjQ/zVvQZG1yqCMfs9sfL8Q1gaG2J8vWLi933DojD72B1ktjVH1y3nxDJjA31saP/5nauJB27i1JOk2NsvyrG7VcPoWoUxZt91rDz/WI5dV55qMCAyFoN2X0FiogYaqeKArTkm1lOuczOqTS2MW/8P5u06Ie5cGdW2plg+e/txZHa0Qde5W+T1NTTEhmGpp5FSwq6Ld9GsnHxnSLKRG47AwdoM/Vft1y5b1quRuHNKSYtP3sW1l0n7fCZ7jG0gH7f7ViuIsX9fwdar8sBkp/J5UTjT1w2SS3d3GuQuBj1LG5j+PASa2GhEb5wGk+Z9oGdoLO6Ik/bxmK1ztP8mZt9qmDTsDqMKjaCJjULMX8u/KPbn7u/hMXEYsvuKmA5R2ifszI0xv3kZ0dZ9LQdLM4xuVAZD/zwt/naiRoNh9UvB1dYCS47dxL4bz8RnkdPJBnNaV1Ik5tsWn7iTdJxLlI9zDeXB2vQQHhmFwXPXISY2Tv5crS2x4PcuYh0Xb/0HV+89Ecd4afBmXE9lp94cP/sPnDyf1IYNnQALMzPs27gYYwb2xKjpC7Bi4w5YmJtj4u99oGs+b/wwc8FyZM6YAb/8NkwsMzY2wubl7jqJ9y2te7Kd+w6jRYNaOo3xsXMKya7DZ9C4xg8frbD6NcIjozF49ipES/u7vry/LxzWQ+zvo7u3wtg/NmHuhj3iNem5dCFUKeI407gshv556p3jTN+axTB25zlsvfhA/G6nSgVROLNukhh3XbyPZmVTJ5H0rVsaY7eewNazd+T41YqicFblBo/CI6TPfSWiY2NFMpX43Ef0TNoe7y5X+hir5nl0YEg4Bi7YknS+pEFmJ3tM6t5MvDa6UyMxLeCKv07C0swEE7o2Vf74PmetfHwX+7sFFgzrpv18PY5eQLMa5aALavcffPwCMWv5JmTO4Iwuw6aIZcZGhtjkPh4DfvkZI2YuQf0ug8V7mjqkp6JTZPn4B2LWyi0iYarLcPmOdyMjI6ycMhSj5q5AWESUqJol3Q08e/ivig9gj5+3EicvXkNAYAh6jJguty9r5mBsvy4YNHm++K4lahIxondHuDore5wZP38VTl70REBQCHqMmgELM1PsWzUbi9bvwJVb90XibNH8eTC+f1d8T23b+yxavQVXbtyV17mgG8YPTZnWQmnj3VckbfNg9Bg+VT6WrXHH6H5dMHbOMsxdsVkcA8b06yoqlSlN7PMrNift89NSvu/uY7Fs825s3XcMQSFhePT8Fab8sR5bF06AvY21TtsXpduRDx5jZy5DdEzyMdYKC0f2ls8pfm2L0fPXYsWOf8T3YMJv6TMtlFQla/SSrQiLjJaPMybGmNW/3TuJ7P/mbZ5s1/m7aFY+dX+9f6PyGLnhMBpO2gAjQ31MafcjjBSYNse4cXcYuJUQCT2mnUZCExONqDm/ffTfGFVtBsMytcT4kYlLFmgadkHUwqFA5OclXBi4OMJhSA/EvfSC60o5SUYTGwevtn3hPHUYEgKC4DJfrmIi8e46VJnpz6SpiAYMgnHZciKRynb6TCRGRiKwQ1tYdOoCo8KFAQMDxN+5g7BZcpUkqVJTyMRxsOzRS7ymZ2iIyJ3bEX9HToT4N41VmLT+DYaFykDP2g5mfSYB0VGIGNcF0ZsWwLR9f+g16SyV2kXMpgXQhMgVsaI3zYdZh0Ewqd0KmuhIRK+f+0Wx1dzmEvOeg2Bcshz07OxhNXYmNFGRCPm1LSIWz4Ll4HFyRS59fUQunyeSjmBiCqtR0wAjY/GaND1e+NQRX7buzo5wGNxTrHuGFXKlSU1cLLzb9YXTlOFICAiEs7tcEU3iI1WuCgmD/YBuMMyUAZq4BGk+JfhPXYi4py/+Ves+6ZA0Jusnj4/tkMdk93SpilE1C2HMPzew8uIjsWx8bXlMNpnHzZdoViR9LoDvOHYZe89JN4VokMPVCXP7ttZZe5uex/hPMWLRJjjYWKH/7NXaZctG9hBVgJWi5jmN3H/ZKrfrI+TjjjRVuTT9X78OzTF63ir8uU+u1te5eV0UzqtsQt2o1jUwbsMhzNstj5WMav0jXGz/G4kOavaf1D2Hj8LgWSvksTlpLNrGEgtH9oJvQDBmrdmBzC6O6DLGPWVfnJ56WlhdjJNIlejGdP8JQ+auFculMZzhXZopnkypdt8trTGDf8WY6Qswd8laUe1y7KDe4sas720c/luJTf9d42fMx8mzF8UMaN0HjhLf/f1bV32XsfU0oqf27bp586ZIlnrz5g3s7FIO8tJUgHXq1BEXpnbu3ImJEydi69ataNJEnvbj9evXYpq/devWicpP0rR6mzZtQr169eDg4IAbN25gwIAByJw5M06ckCsnfG5CVteuXcX0fUOGDIGxsTEKFJBPiM+ePYsqVapg2rRpqF+/PrZs2YIpU6bg6tWrKFSokHbKPuk9Su9P4u7ujhw5cqBgwYKIjo7GihUrsGDBAhw8eFCsx9ukE85du3Zp1/VTxL2Rp3FLb0bOeRD7Ss76V4Nx5sKIufd521cpJvmqIGrjaFVim7WdiEh3debJlpj3X4qolYNViW3WZRaiVgxUJ3bXOYg6tkKV2CJ+ta6I2qvOCZJZ/f6IWjdcldgifoepiJicUrI7PVmMXKfu/v5nyqBjusdvNRZRG0aqE7vdZER7/q1KbNNiDRDr9WUD6EowzlgQcf5PVIlt5JhT/XX3/vppaL+EkWt+Vc8pYm4cUCW2iF+kNqK2pgzypyezn8Ygas8sdWI3GoyYW4egFpNCNVU7j5bOoaPP/wm1mJZrhejr+9SJXbSeqt/12CcXoRbjnGUQ8/CsKrFN8lRA7LPLqsQ2zl5K9c9dzbZN7XY99vlVdWJnK4GYx+dViW2Sq5zq7UvM3WPqxM5fDdFXPKAW05JNVN3uUfvlqfXSm1ndvogYKU85pQaLydvwpHD6J4FKct48iDc15Clg0pvzkROqjVMkj1WE/VpXldhWi/erts2Tt3tgU3W2u/2uE3haVL55Mr3luH5ItfVOXvfIZbqbhvtjzLvPVa3/IvVd1Dq+Jx/jo6/uUSW2aYlG6p/TPDitTuy8FRF1eIkqsc1+7Kn6+ZRa/SfRZ1XzHP72EVVii/gFa6g6TqJWvy257xbne1+V2EYubqqOw6sVOzk+/feovc/Fqfh9+y6mAixcuLBIrJKSpt62f/9+VKpUCaVKlcLevXuxe/fuVIlGcXFxuH//PiIjI8VzKfHp8OHDqFWrFvLly4dBgwahefPm+Ouvv1L93ezZs2PcuHH/t4qW9Lhy5YpI1pJ+lhK2klWoUEEsX7ZsGYoWLYrt27fDw8NDm1Ql8fb2FtMYJouNjRXvSVpfKSnr+vXr4v2mTaoiIiIiIiIiIiIiIiIiIiIiIiLd++anApSMGTNGVIXq1q2bduqUo0ePfvTfSAlSbxfjkqYJ/H+VqaQkLF9fX1StWvWjv/cpRb5atmwpHh+yZs2aVM+HDh0qHkREREREREREREREREREREREpL5vvmKVRJpOr3v37mLqPF06duwYqlev/n8Tq9TSs2dPWFr+N+ZfJiIiIiIiIiIiIiIiIiIiIiJS07+iYpWkf//+6ZLAJT2+VRMmTMDgwYPFz66urmq/HSIiIiIiIiIiIiIiIiIiIiKi79a/JrGKAGdnZ/EgIiIiIiIiIiIiIiIiIiIiIiLd+ldMBUhERERERERERERERERERERERJSemFhFRERERERERERERERERERERESUBhOriIiIiIiIiIiIiIiIiIiIiIiI0mBiFRERERERERERERERERERERERURpMrCIiIiIiIiIiIiIiIiIiIiIiIkqDiVVERERERERERERERERERERERERpMLGKiIiIiIiIiIiIiIiIiIiIiIgoDSZWERERERERERERERERERERERERpcHEKiIiIiIiIiIiIiIiIiIiIiIiojSYWEVERERERERERERERERERERERJQGE6uIiIiIiIiIiIiIiIiIiIiIiIjSYGIVERERERERERERERERERERERFRGkysIiIiIiIiIiIiIiIiIiIiIiIiSoOJVURERERERERERERERERERERERGkwsYqIiIiIiIiIiIiIiIiIiIiIiCgNJlYRERERERERERERERERERERERGlwcQqIiIiIiIiIiIiIiIiIiIiIiKiNJhYRURERERERERERERERERERERElAYTq4iIiIiIiIiIiIiIiIiIiIiIiNLQ02g0mrQLiYiIiIiIiIiIiIiIiIiIiIiI/ssM1X4DlD7i3jxUJa6Rcx7Eed9VJbaI75ofsc8uqxLbOHspRO2eoUpss8ZDEbmoD9Ri3nshonZOUSW2WbMRiNowUp3Y7SYjavNYVWKL+K3HI+rkGnViV+6EqO2TVIkt4rcYhehT61WJbVqpPWLunVAltkm+Koi5cUCV2CJ+kdqIPrdZldim5Vsj9uV1VWIbZymKON/7UIuRixv+i+cU2vMK/yfqxHbMiZiHZ1WJbZKnAmLuHlMltoifvxqir+5RJbZpiUaIvrRDndilm6t2fE8+xqt1rJGOM2rt79p9XsXvW6zXbVViG2csqFrs5Piq9htV3N9Vb9v+g5+79rNXcbur+V2P9vwbajEt1kDVdl2tMZrkcRo125fo6/tUiW1atB4iZ3WFWswHr0DYr3VViW21eD/CBzZSJbblnD2ImNAWarEYs1G1+FLssP4NoRYr97/gU7mqKrEznDwO/7pVVIntuP8EIuf1hFrM+y1B1J5ZqsQ2azQY0Wc2qhLb9Ie2iDq2Amoxq9ZVtbFBaVxQ9Ws/r26qEts4c2HE3DqkSmyTQjVVGydJHitRa7uLba5mf/3JRVVii/g5yyDmwWlVYpvkraj6Obyq+5yKxxm1xsGTx8Lpv4f73MdxKkAiIiIiIiIiIiIiIiIiIiIiIqI0mFhFRERERERERERERERERERERESUBhOriIiIiIiIiIiIiIiIiIiIiIiI0mBiFRERERERERERERERERERERERURpMrCIiIiIiIiIiIiIiIiIiIiIiIkqDiVVERERERERERERERERERERERERpMLGKiIiIiIiIiIiIiIiIiIiIiIgoDSZWERERERERERERERERERERERERpcHEKiIiIiIiIiIiIiIiIiIiIiIiojSYWEVERERERERERERERERERERERJQGE6uIiIiIiIiIiIiIiIiIiIiIiIjSYGIVERERERERERERERERERERERFRGkysIiIiIiIiIiIiIiIiIiIiIiIiSoOJVURERERERERERERERERERERERGkwsYqIiIiIiIiIiIiIiIiIiIiIiCgNJlYRERERERERERERERERERERERGlwcQqIiIiIiIiIiIiIiIiIiIiIiKiNJhYRURERERERERERERERERERERElAYTq4iIiIiIiIiIiIiIiIiIiIiIiNJgYhUREREREREREREREREREREREdG3llgVEBAAZ2dnPHv2TO238s2rWrUq9PT0xMPT01Ptt0NERERERERERERERERERERE9N1SPbFq8uTJaNy4MbJnz65d1rdvX5QsWRImJiYoVqzYe//djRs3UKlSJZiamiJLliyYMWPG/42VnJT09mPLli2f9X5PnjyJhg0bImPGjOLfe3h4vPM7O3fuRK1ateDg4PDJSVBr1qx5571J65b27168ePGz3i8REREREREREREREREREREREX0+Q6goMjISK1euxIEDB9557ZdffsGFCxdEAlVaoaGhInHpxx9/xJIlS3Dz5k3x+7a2tujevftHY65evRp16tTRPpf+zeeIiIhA0aJFRbxmzZp98HcqVqyIn376Cd26dfvkv21tbY379+9rn0vJVW+zt7cX656edu09hNHT5mHe5JGoUbl8usQMDglFl4FjtM+jY2LxyssHJz3WwsbaSvF4UxevxfHzV+Hl649tiycjXy45ye/kRU8sXLsNiYmJSEhIRKeW9dG4ZmVFYwdHRKP7sv3a59Fx8XgdGIajY9riZUAoZu45j6jYePHa4IZlUSZ3xq+OOf3EPZx44gfvsGhsaV0Obk5WH10u6bXrCgIiYyHtkhbGhhha2Q35nK2/+r2cuvcKiw5dQ6JGg4REDTpWKohGJXNjzPbT8HzmB1MjA5iZGGJI/TIolMURSjrzyAeLjt9GXEKiiDOqXgm4ZbBFl3XH4R0SCUsTI/F7DYtkQ/tyeRWNLeI/9MaiozeS4htiVMNScMtghxUnb+Ov68/wIiAMs1tVRPX8mRWPXXfYYhgbGsDESG4CutQrj9qlC+DUzUdY5HESiYnS9khEx9pl0ahCEcXjn7r/GosOeSZt90R5u5fIhS4rDsI7OByWJsbi9xqWyIn2PxRQNHbd3xfAyNAApsby9v2lbgXUKVMQsXHxmLX1MM7dfgxjI0PkzeyCqd2aKBY3JjYOQ2ctw5OX3jAxNoa9jRVG9WqLrK7OuPngKaYt34K4uHjExMWhcY0K+KVZSjullB4TF8E/OAz6enowNzPBsF+aI3+OLKjz6zgYGRpqP5MuTWuizg8lFI1dd9BcGBkZin1d8kuDSqhW3A2//7Edj738RGx7awuM7FAfWV0cFI09deEqHD93BV6+fti2ZAby5U5J5Jbs+ucYxsz6A+7jB6PGD2WgS7GxcZi5aCXOXLwm9oO8ubNj+uhB+C/oNnA0/AOCoK+vBwtzMwzv1wP58+ZKl9gxMbEYMnYaHj97ARMTY9jb2mLMkD7Imjmj8rGk7/qMP/DkhZf8Xbe1wqhfOyBrRhft71y4fgc9Rs/CoC4/o33jWsrHn7UCT15Jxxoj+VjTs4041tx6+AwzVm5FZHQM9KCHwb+0QNki+aALHscvYezSrZg7sCOqly6EFR5HsOfkFbzw8cecAR3EMl3xOHEFY5fvwNz+7VC9VAF0mbQcXgHBsDKTb1hoWKk42tetqGjMjx3j2wyegrh4+VwuPiERj194Yfu8McibXfn2XY1jzcf2+dHuK3Hn0TPR7hgaGqBfx5YoV6zAdxFbMnX+Chw/e0luX5bPRr7cOcTy56+8MHLaAtGnsbQwx6Tff0PuHFmhS6cvXsWClZvFvmZmYowxA3vCLen9fM/9xm+lbVVr3dVsW9X+3NWMn97ftx6TlyLgrXP43zs1Qf4cmXHG8x4W/rkfcfEJ4lx6dLeWcMuu/LnN+9r10Uv+hOf9ZyKuuakxhnRojEK5snw34zRqty89Jv2Rept3bia2+amrd7Dwz33QJGoQn5iITg2roVHVr++/GFVvDYNcRaFv44ioteOh8XsJGBjCuEEP6Du4AvFx0ESGIfbwBmiC34h/Y1ynM/RdsgGaRGgSExB3cgcSX9z77NgmLXvCsEg56Du4IGJKbyS+eiKWW0xcI8eNjRHPYw9uRfyVk+JngwIlYdKwA2BoBMTGIHrTfCS+fvrZsY2bdoNhwTLQt3dB5Kx+SPSS/4b5qOVy7LhY8TzuyHbEe57+6L/5Esa1O8DArQT0bZ0QtXQEEn2fi+WmbYdBz9IGGo0GiI1C7D/rkOjz/1/TdexkhkUrw6RxD0T/OQcJ9698dmyTZt1hWEj+DCNm9tVuO4sxK1J97rGHtyH+2unUscvUgFmb/ohaORnxN89/dmwYG8N27BgYZs8GTUwMEoOCETpnLhJev4a+rS1sRo6AQaaM0MTGIXTuXMRdT31NwrhEcdjNnoWwxX8gctv2zw5v0bMvjMtVgIGLK4J6d0HCk0diuVHJMjDv0AV6RkbQxEQjfP5sJDx9LF6zHDAMhnnyAomJ0CQkIHL1UsR5Xv38dZfiVPkJBjmLQt/aAVEbJ0Hj/+qjywUDQxhVagGDbAXE9kn0f4XYA6vx1WPhS/e+OxY+th2szUyw5NBV7L/2SIxb2lqYYkXPBlBS3SHzksbAksan6lcU44LJPE55YuzqPZjb5ydUL6F8f1kaf5y9/TjO3nkqxmXzZnbC2PZ18PuKv/DEO0CMm9lZmWNkm5rI6myXLuOCsXFxmLXWA2ev3xNjom7ZM2Fq3w7QpZPnL2PByk3a9rzzz03QuE51ncSaunAljp+9LPfbls4U/baY2FgMmTgXT56/ShonssHo/t2QNZOr4vF7TFgI/6BQcc5ubmaKYb+0QP6cKedNHkfPYcyijXAf2g3VyxZVPP6HxkqkY/2SnUew79x1GBsawtbKHCtHfvq1zG/+mp+K/fWpf6zD8fPX4PXGH9sWTkK+XNnE8tOXb2DBuu3iGoDoR/TtDLec8mvKnscuSRqfMoK9rTVG9WonzmOlbf7H5j3Yf+KCGKe3s7bEyilDdX4OHxwahq6/T0m97b3f4MSff8DG2hLfzT6n8rFGjXFwomRT5v6B46fPw8vnDbavXoh86TQ29Z9LrNq3b5+oSlWuXLlUy+fPny/+7+fn997Eqo0bNyI2NharVq2CsbExChYsKKpCzZkz5/8mVkmJVBkyZPji91y3bl3x+Jj27duL/3/u9IZSItXXvDelvfb2xfa/D6BoQbd0jWtrY40dK921z1dv8cDl67d00thJalYqg84tG6DjoAnaZdJJxvDpi7Fq5ii45cyK1z5+aNR1CH78obQYtFaK1EHcOqCp9vnaEzdx5Yk3rM2MMXDdYUz4qTLK5cmE534h6LF8PzyGtNAmJnypH3O7oFOJ7Oi8/dInLZfMqFcEVkmJRkcfv8GYw7extc3XXTSQPuORW09hRbfayOtqj9dB4Wg6ZxdqFMqG6gWyYkzTCjA00MfJuy8xZNNx7P+9BZQSGhWLER4XsbJDFeR2tsHVF37i+Y6e8gXuwTWLonq+TIrFe2/8neewsnMNOf7zNxix4zx29K6LsjkzoE6hbBi7+wJ0aXr3JsiX1SX19ljxF1YMaYu8mZ3x2j8YTUcvQ40SbrAwNVEsroiz7TRWdK2FvBns5O3uvhs1CsodmMH1Sontr0szejRDvqypj7XzdhwViYN7Jv8qjsX+IeGKx21RqzIqliwk/v7mvUcxbuE6rJo8GBMWr8evrRuhWtliCAmLQKPeY1ClVBHkyqrsye7MgZ1hbWEufj5y4TpGL9qI7bOGya8N6IR8OXR3kV8yo1cL5Mvmmqqj17xqSVQskkf+TA5fwPhVe7ByeGdF49asXA6dWzVGx/4pHalkr33eYMe+IyiSPw/Sw9yla8W67t20RN7PAoLwXzF7/O+wtpI7y4dPnsXIKXOxc83CdIvfolEdVCpfWnzum7bvwZhp7lizcIZuYtWugoqlisj79V+HMW7+aqyaJn/XwiIiMW/NdlQsqXzSqjZ+rYpvHWuOYdzC9Vg5aSD6T1uCSX07olzR/Hj22hfdx7pjz6LxME1KZlXKa79A7Dx6AUXypBzLyxbKgzrli4mLsrr02i8IO49fQpHcqS/uDmlbXwwc6tKHjvGbZo3Q/s7BM1ew5M+/dJpUpcax5kP7/JCurWFtKbc7dx8/R7eRM3Fy03zo6+t/F7FrVimPzq2boONvI1MtnzBnCVo0qIkmdarj4ImzGDV9AbYsmQldCQkLx7DJ7ljjPkkMCF+5cUc837V6Hr73fuO30Laque5qtq1qf+5qxVfj+zazfwdYW8hjEEcu3sSYxVuwcuyvGL5gI1aN643cWTLg6t0n4vnO2UMUj/++dr1GqUIY260FDA0McOLqHQxxX4/9C1Lau3/7OI3a7YvUN0vZ5jcwZvFmbJ0xGCMWbMTKcb2RN1tGvH4TiCYDpqJG2SKwSEoe/1IJDy4j/uI/MGn9e6rl8TdOIvHpTfGzYfFqMK7dETF/yu1Z7LEtQEyU+FnPOQtMWw5G1KL+0lb6rNhS4kzsoe0wHzTrndeiVk7VJlppmVnCrNNQRM4dgkTvFzDIVRCmnYciclKvz11txF8/i7ijO2H227R3XoteN/O9SVMf+zefHf/uRcSd/RumnVP3U6O3zwdiIsXPBm6lYNyoB6KXjfi/r+k6tkTPxhGGJaoh4dXDL1jjpNieZxB7ZAfM+01/57WotTM+mCSnZ+8M4/K1kfDs8xP43hb511+IPS+Pt5k3awqboUMQ2K8/LHt0R9ydOwgaMhSG+dxgN2kS/Fr9DCQkyPEtLMTvxCT92y8Rc/o4orZvhs2sBSnrZWkJq6GjEDKkLxJePINhwSLieXAveVwkYtlCaCLk8SmDXHlgM3UOAls1kg6Inx0/4eFVxF85CJOWQz5pucToh6YiVvTapH3F3FqZsfCBzbXP1x6/IcbCbcxNsfHULTz0DsSOQS3ETZH+ofL+qLQZvZq/My4okcZCd568iiK5dDcmPG/XSXn8cULXVOOPzSsWRcVCOeQZVo5dxfj1B7By0M/pMi7ovvEvEfev+aPk9xSk2xv7pfZcOn9a7T4Jbrmyi/Pphh364MfK5RVvzyU1K5dH51ZN0LHfqFTLpT5bpTLF5XEij/0YO/sPrJ6Tct6hlJmDfkn9uS/cgO1zhovnr98EYMfhsyiSN/VNoOkxVrLpwFk8eOmDndP6iWRDKenuu7rmp2J/vWbFMujcogE6Dp6oXSaN+Q+b8QfWzByJ3Nky48qt++L5riVff06RVos6VVCxZGH5PPbvIxi3YC1WTR2KjX8dxsNnr7Bz4QSRWOUfFKJ47Pedw9taW2H7H1O1z9ds24vLN+/qNKlKlX1O5WONWuPgRJJa1Sril7Yt0KHXYHzvVJ0K8NSpU2LKv8917tw5VK5cWSRVJatdu7ao9hQU9PEBtd69e8PR0RFlypQRiVniLpxvRHh4OLJlyyamNpSmR7x9+7Zq70W6W2Ds9PkY0b8njIzkhBq17Nx3GM3q/aizv1+qcH5kcHq3QorU6IRFRIifwyOjYGttCWMdfxYel+6jSem8CI6MQVB4tEiqkmRzsoGVqTHO3HvrrqEvVDKTHVysTD95uSQ5qUoSHhOP1LXUvpxUMSMsWr4bLSI6FjbmJjA20EfVAllFUpWkcFYn+IVGiioPSnkZFA4bM2OR1CQpkdUJPiGRuOudPgPyLwOl+CYp8bM5wyckAne9AlE4swMy2+v2pPJDpI59WGR0yvawNBN3rCgeR0ouiEra7jFx4rOQtrtaImNiseu0J35rWk1bKdDRRtltIN0hUqmU3KGRFMmbE15vAlK+BxHyoHRUdIwYPLKxsoDSkjvxkvDIaBFXTeIzKZo35TPJlRle/sGKxylVpMB7j/GinZu9FMP7/KLzY7skMioaO/ceQt9u7VP2Mwdl7z78liVf+JWEh0e+U5VTl6S7cypXKJOyrxXMBy9vX93t16WLpsTKl0vcoZZs6pIN6PZzQ3FOobP4bx9r3ORjTXBYBIJCwkVSlSR7JhdYWZjj9FVlzzWl79X4ZdswrFOTVO1H4dxZkVnhanTvjb1iJ4Z1aKiTtutLj/Fv23X4NJr+qGy1LLWPNR/b55MvPEvCk9q57yW2pFTRgsjglLqiakBQMG7ff4wGNatoB9Z83gTgxWtv6Ip0x6U0UJl8l23JIgXg/cYfdx7IlQ6+536j2m2r2n1mtdpWtT93NeOr8X1LTrBJHpeQ1vmlbwBsrMxFUpWkRP6c8AkIwt0nXz9e8CntetVSBUVSlaRI7mx4ExSC+KTkg+9hnEbt9iX1Npf6bW/115NiRkRFw8bSQlQW+VqJrx5CE55mLCQhXptUJX7H6wn0rN/aHklJVeJ9maR8Jp8r4dEtaIJTzpX/H30nV2giQkVSlfj3j29D384Z+lk+/47oxCe3oQkJ0Pm/+eDfenEPmrDAd19ISmyS6Jmaf/pruo4NPZg07IbYf9aKykVfKuFLPkM9PZi2+g3RO5ZC8xWxERurTaoST2/fgUHSDc6m1aohcvce8XP8vftICPCHcbFi2t+17t8PEevWQ/MVM0nE37qBRH+/VMsMXDOJvyklVYnfuX0D+s4uIolKkpxUJdE3/7pxokSvR9CEB3/ychgaw7BABcSd252yLDJUN2PhZeQE9bUnbqBfvdJiXEziaP3l+/nnkqr3j1/9F4a1raOz/mRUTCw8zt5En8aVUo0/SpWrKhXOqV1WOGdGeAWEpMu4oFTRetfRc/itdf2U92T39Ql0/49oz8Pfas9trBRp0z51XFCqSFm5bAntOhfNnwdePqm/nzr53COkc7mU86xxizdheJeWOlv3j42VrNl7Cv1a1RFJVRJHW90km6h2zU/F/nqpwvmQwck+1bJX3r7ivFVKqpKULOQG7zcBohKq8uNT8s0BkiJuKeexa3YeQL+OzUVSlcTRTr42lR7n8G/beeA4mtapivSm831O5WONGuPgRMlKFSuMDM5O+C9QtWLV8+fPkTHj51fk8PHxQY4cqUutu7i4aF+zs3v/oNqECRNQvXp1mJub4+DBg/j1119FMlPfvn2hNjc3N5HoVaRIEYSEhGDWrFmoUKGCSK7KnPnT72qPiYkRj7dJVcE+N2Vh7Z8eKFa4AAq65Yaart26h9CwcFQpXzpd40qNzswRv2HABHeYmZogNDwCc0cP0J506ILnM1+ERsaicn45qUjqPB64/gS1i+bErZd+eOYXAq8g3d458DGjDt7C5VfywMuCRsUV+Yynt6mMQRuOw8zYUFRxmt2uqrbznGzTmbuo6JZZm2ilhKz2VgiJioXnS38Uy+KI4/e9EBEbD69geRBp/tFbWHz8NnI6WaNv9ULIbKfsBfCsDpYIiYqB5wt/FMvqiOP3XifFj0D+jKlPunVl9Kq/xL2khbK7om/zarC3MhdVrAb9sRNmxkYIjYzG7F7N3tkeimz3nytj0KYTKdu9TRVtnPkHrmHx4evI6WyDvrWKI7O98p26USv3QAMNCuXIiH7Nq8M/OBw2FmZYsfcMLtx9ChNjQ/RqVBll8+tuSo+Nfx9B1TJyeecJfTuh35RFWLjRA0Gh4Rjdq51OOjaSEQvW49Jt+e7SRcN7apePXLhBJBoXzp0N/do2FNNYKW3U8l3yPpcjE/q1/FFM/fe2jQcvoKoOyqx/yLrtf6N4ITcUzJszXeK99PIWd8QsX78N565cF1WCfu3cGuVK6q7M97dm+KTZuHhNvkDzx4xxqr2PDdt2o1ql9JmqaeOeQ6haVm4zD56+JI6B1coWx5GzV9In/l9HUbVsUVHe28nOGgdOX0btiqXEtIBS1ar3Jf98jfX7TqJY3uwokFO3FZneG3v/GRTLmw0Fcrx7d/G8P//Bou2HkDOTM/q1qo3Mzrpta98+xifz8QvElVsPMGXAL9/1sebtfV7ivmab2PdDwyMxZ0RvRSt6fEuxk0mDsk4OdtqEA+k77+riCG9ff52Vepf+rlRa3/PWPRQrlA/HzlxERGSUGKwrkA6lt9XsN6q9v38LfWY12la1P3c146v1fRu5cBMu3ZGnjFo0rBsyONoiJCwSnvefophbDhy/fAsRUTGiulR+BdvgT2nXN/5zChWL5dMe9763cRq12peRCzfi0u2kbT68m1j3Gf07YODs1WLqmNCISMwZ1Fl7MVTXDEv8iIRHnqmWGVVqDgO3ktAzsUDMnsWfXa3q/zHtKN/tnPD8AWI9VkMTHoLEN6+hZ2EN/Zz5kfjkLgwKl4WembmYSjDxpXIJjiZtBog7whJfPETM32uBCN1Wb0nLuHFPGGSXq61Gb575ya/pMrZh+bpIePkAid7KXgB+m2nbASKBK+HFA8T+tVYk0UmMqjZBwtO7SHylbBKrRYvmiD5zGnrW1tAzNEBiYEqyWYK3DwxcnMXPJlWqiGkvY86chWllZaceTXj9SsQ3zF8Q8Xdvw7hsBZFAZeCSAQmP5bEb887dYVKpKvQsrRA2acwXVav6Enq2TtDERMKodB3oZ8kPxMci7sLfSHx5X+Gx8BgxFh4eHYvAsEgcu/0ch28cF6+3r1wYtYsp376OWuEhPkYxLtiihhifWn/wHIrlyYICOppWV/LSLxjW5qZY+c95XLj7XIw/9mzwA8rmSz0V2KajV1C1aO50GRd85esvEnVX7DyE8zfvi6SMXj/VRbnCuqvGKrVps8YMRv/R02BmZiqu/bhPGKbqzf0bdu5DtQq6u/40Yv46XLr1QPy8aKRcZXHdX0dRLF9OFMil25kb3jdWIiXWBYaG4/iVOzh06ZZY1r5uRdQpp7vq6t/CNT81+uvJsmbKgODQcHjeeYBiBfLi2PmrIlFemjauQO7sOj6PLSYSGAODQ3HsgicOnbksXuvQpBbqVPr6aaU/h+ftB+Icvspb59bf8z6X3scatcfBif4LVE2sioqKgqnp15Ws/hyjR4/W/ly8eHFERERg5syZ30RiVfny5cUjmZRUlT9/fixduhQTJ6aUjPx/pk6divHjx6daNnbsWIz8te0n/42HT57h8IkzWLPw3bLM6W3nvkNoVLsqDBVO7vh/pLstl232wNwx/UWW9a37j/HbuDnYuWQa7HSQcCDxuPQADUrm1iYQuXf8EfP2XcKqY9eRy8UOxXO4wCAdLgh9yKRahcT/99z1wrwzD7GwcYmv+ntSBarlR2+IZKqSOTLg1kt/9F9/FNv6NYKdhXxc2HvtMQ7efIZV3etASVamRpjVohwWHL2FyNh4FMnsgJyO1jDQ18PkxmWQwcZcJJn8efkx+m45g529aisc3xizfvoBC45cT4rvKJK40mv7rhrSFq4ONoiLT8Aij5MiyWpen5ZYvvesSKYqmTcrbj31Qv9F27FtbFfYWSl3h5jY7sdvimSqkjlccOuVtN2PY1vfBpjc4gdksLWQP/vz99F33THs7N8ISlo1tIN23Rd6HMfolXvQp2lVcSdYroyO6N+iOu6+8EHPORuxc3wPOChcuUqyfNs+vPD2w/KJ7eT3tGM/+rZvivpVyuKVjx86j5iFgrmzKT4VoGTKb/JUtbuPX4D7xj1YPKInVo/vC1cne/kz2fI3Ri3aKJYradWIznB1sJVj7DyK0St2YdFAef0lK/46iZdvAjG6Uwekh4dPX+DQqQtYMzd1e6lLCfGJYo7pnNmzYEDPjrj74DG6DRoDj7UL4Wj/36hcNXXUIPH/3fuPYO6S1fhjZvp9/smWrd2Cl6+8MHZ+SglqXVm+9W+88HqD5ZOHiPLay//8CyunylMCpofl2/bjhc8bLP9VukABzBvxK+au24mVOw4gV1ZXFM+fCwYKJi0/fOmDwxdvYtWYXxX7m58V+9ItrBr17pTgk3u1RAYHW9G2bDl0Hr/NWotdM+TPRBfSHuOT7T56FpVLF4GdjkqOfwvHmrf3+WT9O7UUj/OetzF39VasmzFSJxfA1YytNitLC8wZNwTuyzeISj7SlHS5smVR9Pv9rfYb1dzf1V53NdtWtc9p1Iyv1vdtcp824v97TlyC+8a/RaLNrAEdMX/zPkRGx6JI3mzImdlF0ZuRPqVd//vUFRw8fwOrx3z+NGz/lnEatdqXyX3kMbw9xy+KbT5vaBcs33lIJFOVLJALtx69QL8ZK7B91lCRQK9LhmXrQc/OGbFbZ6daHndqh3joZ80PoyotELNpGpCoTOWyyDlDoAnyA/QNYNyoI0w7DELU4jFAdCSiVkyGSePO0DMxRcKTu0jweg6NghXTohYOl6toSbHrtYNpm/6IXq7b6VrSit29RPzfsEglGNf4GTFvJTh97DVdxdZzygzD/GUQvebTx6c/V+R86XNP2ub124kkq6hl46GfISuMilZA5Hxl+1EW7drCIFMmhAyYDT0Tkw/+nr69PSw7tBfTBeqCJjICYZPHwqJzd+iZmiHu7m3EP3+qnYJQErl6mXgYFSsJ8y7/Y+8uwKO4ujAAf3EjHiJIgARIgru0QHEpFCoU2lK8yI+7Bi2uwd1arDgU1+AkOAQrHoi7e/I/c5dsCFZSdndC8r08+7Azu9kzszJz586Zc3sjamhfIDUVaqelDW0za6SEBSDl/B5oFSwKw+8GImHjJCBeNRf+7vG+j1ZVS4n9V1pSOlLTM5CUkoaNA76FX3gMuizZh+K2FnAppLrqx2tHdcnqF9x9CuPW7MWgHxvj+NV7WDuyC9QpLT0DAeHRcHKwxsDvvsJ93yD0XrAdOyd0hfWriw9XH7qEF8ERWDG4vVqW4c1+wX4/tYR/SDicitpj0K+tce/pC/T6fSl2zxsNawv1VK5KTU3Dij+3weP3UaKq0O37D9F/zDTsXrsAlmqK+SGrNu2Er18gVs+ZoLYY0wYo+jv3nroEjz/3YnCnb3H80g2s+119fRMf6itJS08XffSJKSnYNKmPGCqw86TlKOFQEC7F1JtgJOc5PzlJVePnje0Pj3XbRKW4im4l4exYGDpqvDhh1bYD8A0Ixqq+w5CckiLa0klJydg81x1+QaHoNGIaShRxgEuJrCEi1U2qVtW6cR2NXJSR275zmtjWyNkPTpRfyNqzLA3J929D972Lvb09goKyl67LnJYe+1g1a9YUSUtShSepqlNuImXoS8lfjx4prlD7WKNHj8aQIUOyzRPrFqUok/0xrt68C7+AYLT8WdHgCg2PwKTZixESFoGfvvsamhIfn4Ajp85j6/I50LQHj5+L9ZU66yTlXJxhZ2OFe4+e4Yuq5VUeLz4pBUdvPsWmAVlJJNJB49LfshKKvpuzQyRYya21WyFMO3kPkQnJsDDKGo4zpx4EhCMkOkEkVUnKFbWBrZkx7vuHo3apQjhy6ymWn7iJlb81hbWp6sdXr17cVtwkyalpaDR/v0hukpKqMq9Y+Kl6Scw7dksMzWhhrNptRPUSduKmjD9nj4ivCVIHgkSqEtWhcXW0cV+BBy+CEBIZI5KqJNJVW7YWprj/Igi1y6iuctODgAgxtKOUVCXiFLGBrbkx7geEo3bJQlnvfW1XzDt8VeXv/evr/mvjGmg9dhnsrcyhraWFr2spkgfdHO1R2MYCD/2CVZ5YtX73UZy4eB0rJw+GkYEBIqJjcOLSDcwartjeFrEviAouJXD9/mO1JFZlalO/Jqas3CaGB5OSqpTvScv6+GbAFJXHk5KqlDGa1kLrUYuUj204dB4nrt7DiuGdxNXXmnDt9n1xRVCrzgPFdGh4JCbPX4nQsEi0b91ULTEd7AqKq9kzy027lXZGYQc7PHzyPN8kVmVq06IRJs9ZgsioaDHevaas27wDx09fwOoF02Ck5sT+9bsOiapUK6cMFxUVLt++j5CIKLQbMF48LlWn8/S6gYioGAzo9IPq4+85ihOXrmPlpEHK35VLiSJYPiHrYoI2/SbCuajqtjPX7z+Bf0gEWg9WJBmERsXg8eodCI2MRrsmX6gszjtjP3gG/5BItB6mOOEXGhWLx2t3K2I3rqXct/zctDbmbTmEyJh4WKgwafh92/hMUlLXnhMX4N774y90+Ny2NW9+599Uq1JZTFu+EQ+fv1T51Zhyxn6Tva21OIaQOiyljkLps5eufpWuglWnGpXLi5skOTkF9X/oBufi6u8clfu4Uc59q9zrLue+Ve42jdzx5fq9SVp/VR1TVu0Qbfga5UqKm1iOlFQ07DURTkU+vj/sU/frhy/ewIpdx7FybE9Ya2joGE330+SG/Uvr+jXEZ373yUsER0SLpCpJuZKOsLO2wP1nfqhdQX1VRXSrNYVOqSpI2j5XVKt5l3Tfe9DSMxTJNxlBz1USVyRViRdPQ8rJ3dCfuFr5WNo/t5Dwz4hXC6iHAjM2IT3w4/s8/zV25tCEUuzT+2A8ehnkknrrLPRbdgOMCgAJsR/9mKpj6zi6QMvcBkb9FG1trQLmMCjYHckFLJB69YRK4omkqtfed/0xigQvHeeyIrHPxH2FIrapJbTb9YWWmSVSzh/6T7GMf2ovKk+FDxkqDf2ADOmWliaSqDKrVuk42CMtKBh6pUtD29oKNmsU30Etc3MYfPkFtM3NEbt6jUrWPeXWdUSNuK6Y0NOD1abdSPV9+7eUcuMqtIyMoFPcCWmPFJVv1EkaLjIjPR1pD7wV0yEvkB4dCm3rwkiPv6+avvBbUl/4t2La3NgQxgZ6aFlFsW8rbGWKisXtcOdFiEoTq7L1Czapidajl+D6Q1/4h0ah9ejFWceT/iHi/3YNqqkstr2VqaL/sYaiKpyrox0K2ZjjoV+ISKzacNQbJ6//g+WD2onRBNQps1/Q7lWfaMs6ivV0K1EUhW2t8dA3QG2JVfcfPVXszyuWFdPlXUvBrqA17j16gi+qZQ3BqQnrt+3F8XNeWDV7wjv39arWpkEtTFn5F05534J/cDi+6ae4KEJqX016sQUhEdFo37yu2vtK+nzfCMaG+mj1paJqUOGClqKq1Z0nL9WeWCXnOT+5jtcz1ahYRtyUxxEd+onkKnVYv+swTly8ipW/DxPfbelmbGSAVg0UxT0K29mgkltJ+PzzVGOJVdKFKUfOeGHLQvUlaue275xc2xpN94MT5SeyJlZJiUMbN27M8d9JlZ3Gjh2LlJQUZYnQY8eOieH03jcM4LvcuHFDPD+3JVVJ0tLScPv2bXz9dc46ZaV1edf65GQEeqkj+PXO4C79R6Hjj23QqJ5mywUeOnUOLs4l4PRq3GFNkhrzIeGReOLrByfHwiKT+IV/EEoUVU/DUhryr3QhK5SwVSQfSKTkk4KvxpLf6XUfRnp6qFFS/VcMvCkmKQUJKWmwLaDY+Z56HAxzQz1x+xT25iYIjYnHk+BIONlawDc0Gi/DY1C8oBmO3HqGxUevY0X3pnCwUM/VlyExCSj4KmFr5dl7qFHcFoUsjBEWmwjrV+t6/N5LcV/VSVVvxT99BzVK2MHRWv0d0glJyUhJSxelpyWHve+KA3l7KzOERsXhSUAonBxs4BscjpchkShup9rhkuwtjBEak4AnwVFiuD/fsFefu405wmITYF1A8Z4c93ku7qvyvY9PShZX42Su+yHvO2LdpYpcNdyK44LPE9StUBIvQyLgFxqJEg6qPaj6Y+8xHDrrjVWTB8OsgOK3bWZiAiNDfXjduo+aFVxFotXtf56iU5smKo0tDRWRmJQCWytFB9JJ71swNzWGvp6ueMzMRLE8h85dhWsJ1W5zxfuemgYzE8Vne+jSbbg6Kk76/HH4Ag5d8sHKEZ2Uj2uClDz1egJV1yET8esPX6PRl+orfyxddVezSgWc976OerWr4aV/IPwCguBUTHNXBclFKrWcmJQEWxtFZ+iJMxdhYW4qhvHRlA1bd+HQ8dNY5TENZqbqvar/j91HcOi0l6hskPlbr1e9Ijw3LlA+x33+arg4OaJjG9Un8v2x9zgOnbmCVZMHKuNLQsKjUPDVNmDH0bMi4aqmCk/ESSdZX0+g6j55GTq0qIuG1RVJq+okJU9lJlCJ2FNWoUPzL1GvsgvComJg/aqKxXFvH1ibFVBLUtW7tvGZpG281LavXUlxIlid5NjWvOs7n5KaioDgMDgWUiRS337wBOGRMSKBOK/EfhdrSwu4lXLC/mOn8W3zhjh25qI4rlD3sAIhYeEoaK1osy3/cztqVi6v9pi54bhRzn2r3Osu575V7jaN3PE1+XuLjktAYlJyVhv+8m2Ym5rAvICxOPEmDfMrWbnzGGqULQlHexuN7NePXLyJJduOYMWYnnCwscyT/TRy7V/e+sy9pc/cGIULWiE0IhpPXgaJ6mS+gSF4ERiG4oUUF4upg27VJtB1rYlEKakqKSHrAW0daJlZIyMyWDFpXwJaxmZZiTGfSt8A0NEFEuIUy1GtPtJeG+ZPSqjJiFZcpKvf4mekPriJjJAA1cXW1gUSX8WuUg/pfk+hMQbG0NLTR0ZspJiUhlrMkJKmpNuHHlNzbCl56vUEKsNOY5HidRhpD66q5zOvUg9pfk/EfSl56vUEKqN+00TiVertS/8plHG7H2HUqCHCBw9FRmzWe5fkeRrGbVojdt166Lq6QMfGBsk3bojKUSHffq98nvnoUUh59Ajx23dAVbQsrZARoUjoMv65E1JuXkN6gB+gowNtW3vFfel9Ke0KbQtLpAf6QyMS45D+4j60i5VF+jMf8bvXNrNBRnigSl7+yM3HKO2QvS+8eSVnnH/wEu2/KIOo+ETc8Q1B568qqK9f0MsHrsXsRfLU6wlU3WduQIcmNdGwiitUybKAMWq4OuLCnWeoW95J9D1KCV0l7K3x5/HLOHzlPlYMbKdcPk30C1qZm6Jm+dK4cPMe6lYpi5dBYfALDkOJwop9nTrY29qI9tTj5y9E5U/flwF44R+IEkXVk2DyPhu2/42DJ89j1ezxMCugqBimnvdd2q8rvucnvW6KoRd7/NAMPdtmXVDfbbwHfm3ZAA1rVtRIX0nDamVw/3kAzt/8B+2b1EJUbDx8Hr9E55aqS+rKjef85DpezyS1Ywu++i4s37IHNSuWUbYrVemPPUdw6Iw3Vk0Zmq1/qkW9mjh39TZ+atkQUTGxIqmqy/eqHSnmQw6fviT6Qp3UeDF5bvvOaWpbI2c/OFF+I2tiVbNmzUSFJalq1esJUVKVptjYWAQGBorhAqUEKEmZMmWgr6+PX375RQx31717d4wcORI+Pj5YsGAB5s+fr3yN3bt3i9e+f19xBcXff/8tqlrVqlVLDD8oJWJNmzYNw4YNy9EyS8v1ehWpp0+fiuWzsrKCo6Oi0kt4eDh8fX3h76840Hnw4IGymlZmRa1OnTqhcOHCYug+yeTJk8WylSxZEpGRkWKIwufPn+O3335DfrXr4HG0baWeyiGvm7RgDc54X0dYeBR6jZkJEyMjHFw/DxMGdsfQqQuhraWN9Ix0jOnbGQ626sle3335H3xfI/vJTSmZ6uD1x2LMdynxaF7nRqLawqeacvIuzj4NRVh8MvrsuQYTfR3s61znvfNjklIx4tAtJKWmQwpvaaSPha0rf/KySFWoxn1XGyM2nxZXxqRnZGBU65oikeqb2bvE49LQgJlWdm8Ki1dDBKrC0tN3cd03VJS+lYYCnPBNVaSkpqP/1vOigpS0TBbG+vBop54qG0tP3cb15yGiDHSFotaY0FqR0LHq9B1sv/IIEfFJeLzPGzMOXsXW3s1gpaJ1D4uOw9Blu5Geno4MqUKSjQV+79ZKXBk1rmNzjFixJ+vz+KWp8kouVZGSpcZ9Wwsjtp7JivNNDfFed191FMlp6a/eewN4/FpfpbHDo+MwZOkOpKdnQPpXpKAlpnRvIx4b1/FrTFi/Hx47T4j40rTdqxMVqhAYGoE5a7ejiL0NursrrhLS09XF5jljMGd4T8xbvwNpaekiAenX1o1R0VVxJbKqxMYnYtjctUhMToG2tpYYLmLxqF4Ij4rBkDlrxPdQukqniJ01pvbLPnzVpwqPisWQxduyvnPS+97jOwSFR2Hu1qNi+rcZ68VzpSE0No3vodL4k+avxBmvawgLj0SvUVNhYmyIg39kVczSpPHD+mD8zEWYv3wDtLS1MGFoX3EAn9fFxsVjyPjpoty0tO+wsjDHkpkTVLJP+xiBwSGYvWgVihSyR7f+iiEk9PX1sGWVh+pjhYZjzpqt4gRb99GKCg/SRQCb52UNR61OYluzbgeK2EnbmvnK39Xm2aNEMtXBM97ity6V+vYY1Vtjn8HKXcex/cQlUanr0YtATF+/B39NHwQrNQ9dk5yShn5z/hCVPKRtn0UBYywYohj6QJU+tI2X7D5+Hm0afSkqrOS1bc37vvNrpo0QCYQxcQliaA/piry5o/uotBNJztiSSXOX4cylq4r9y4jJimOITUsxfkhvuM9chNWbdsLE2Bi/j+wHdVuybiuu3ronEvikockmjeiL/IL7Vnn2rXK/73LG1+TvLTY+AcPm/4EkqQ2vpWjDLxrZXXzOS7cdxrX7T8QxRIXSxTGxt3qGDHqXMUs2i6TlQXPXKeetHNsLFqYmeaKfRs79i/jM521QfObiuM0Ei0b1EFXBxvdsh+HzN4j50jHt6O7fqySxTa9JR+g4lYeWiTkM2w5GRnIikv6aDf0G7ZEeGQzD9op+04y0VCRtmqYYqq1FN2gZGInqQhkpyUjatwxIis9xbIOf+0O3XA2RLGXUbwqQmID4RWNh1NMdeNVuSg8NROKGrAoD+q06QqdkOWhp6yDt6T0kbvxvbXqDH/tAx62aqIBk2GuSSB5LWD4ehl1GK2JrARlhQUjcPP+DfxM/rdd/ii9Vg9IpVVlUfzLsMBIZyQlI/HM6DNoOgJauPjIy0sVwa0lbFOuuZWj83sfUHVuVDNr1hW4ZxXto1HuS4jNfPh5GXV+979BCelggEjdlve+qol2wIMz69UWqnx+sFii+N9L3N7x3H8QsXwFz9zGw2bwRGSkpiJoyNdtwfKpg0n8o9GvUgralFcynzEZGQjwiuneAScfu0C1XHlo6Oki5dxexHrMUf6CrC9Oho6FlYiKWJSMxETFTx2dLCMsJvYa/QKe49Fs3g+F3A8RvPXHD+PfOlySf3Az9xh2h9eV3UhleJJ/chIw4RfLdp9rt/QDf18yeuDSgRXVM2HYa2y7cFdNdGlREeUfVJZCGR0n9gtsV/VMZUv+UBab8pqiYpSnuvzTFxD8PY8FuRX+4ewfFhZVzd3iiiI05fpu/VUzr6+pi46hf1d4vKLUpxvVsjwnLNmP+xn3iMWlaqoqoLjZWFpg4rA+GTZwNLW1tURlt7MAeoiqpOkyatwJnvF4dt42cAhNjI6ydNwlzlm9AEQc7dB86UTxPuvh085IZKo0dGye972uQmJws2i7ifR+jub6YDxnQrhnGr9yBv04oElW7tqqH8s5F8845PxmP1yctXIsz3jcQFhGFXu6zYGJkiINr52LJnztx1eeB4jjCrRQmDVL9uV9FO3aboh07ZnZWv+Bcdwzs9APGLViLvw6eEvO7/tAC5Us7qTT++9rwkl2HPfFDiwbQNI1952Tc1sjVD06UadKshThzwVtUc+85xF18/w9tW4u8SCtDOrsiI2k4vm7duqFXr6wD0fr16+P06dNvPVdKYipeXFFe+9atW+jbty8uX74shhTs37+/SLLKtH79enTt2lWcPJIcPnxYJFpJSVHSPCmB6X//+x969OihPMnx7NkzlChRAqdOnRLL8C6enp5o0ODtjX/nzp1FzNdjv2nChAmYOFGx8ZReX1qXzL8ZPHgwdu3aJZLJpCSzqlWrYsqUKaKq1+syl/H69euoVOnjS6OmBD+EHPRsSyEl4J4ssUV8BzckP7siS2z94tWQsPfVwbCGGbUZgfgl6j+J8z7GfRcjYdc0WWIbfT8GCRvHyhP716lI2KK5MZLfiv/zJCScWS9P7HpdkLBD9UPIfXT8tu5IPPunLLEN63ZE0v2391maYOD6FZJuHZEltohfoRkSL26RJbZh7Z+R/OKmLLH1i1ZESpAiaVoOenbqG+4jN7cplO2K0CfyxLZxQtLDC7LENij1BZLuKTo+ZInv1gCJ1/bJEtuwSmskXt4pT+zqP8i2fc/cxsu1rZG2M3J935XfeRl/b8n+d2SJrV+orGyxM+PLetwo4/dd9n1bPnzfle+9jJ+7nL/1xBv7IRfDSq1k3a/L1UeT2U8j5/4l8eZBWWIbVvwa8XPku3DTeNhqxPRpIUts06WHEDuktSyxC8zbh7jJ6h8K+n1Mxm+SLb4UO2bQN5CLqcffCKyn2ov1Ppb9GU+EtlAMV6tpNodOI35Bb8jFeOByJOyTZ6glo9bDkHh+kyyxDb/sgIRTWUOWappRg99k6xuU+gVlP/fz8rYssfWLlEeSzzFZYhuUayJbP0lmX4lcn7v4zOU8Xn+iGB5VlvhONZD0zzlZYhuUriN7G17W75yM2xm5+sEz+8Ip/+F3LhdXrJKMHz8ew4cPz5bgJCUv/ZsKFSrg7Nmz7328S5cu4papefPm4vYhUuKWhYUFKlZ8f8lNKSHq33LR3oz9Lm+uo1Rt6/WKW0RERERERERERERERERERERElI8Tq1q2bImHDx/Cz88PRYuqv9Tkhxw8eBBjxozJNixhbtKiRQucOXNG7sUgIiIiIiIiIiIiIiIiIiIiIsrzZE+skgwaNAi5wezZijFnc6vVq1cjISFB3Hd0dJR7cYiIiIiIiIiIiIiIiIiIiIiI8qxckVhFH6dw4cJyLwIRERERERERERERERERERERUb6gLfcCEBERERERERERERERERERERER5TZMrCIiIiIiIiIiIiIiIiIiIiIiInoDE6uIiIiIiIiIiIiIiIiIiIiIiIjewMQqIiIiIiIiIiIiIiIiIiIiIiKiNzCxioiIiIiIiIiIiIiIiIiIiIiI6A26yKGkpCR4eXnh+fPniI+PR8GCBVG5cmWUKFEipy9FRERERERERERERERERERERET0eSdWnT9/HgsWLMDff/+NlJQUmJubw8jICOHh4SLZysnJCT179kTv3r1hamqq3qUmIiIiIiIiIiIiIiIiIiIiIiKSeyjA1q1bo3379ihevDiOHj2KmJgYhIWF4eXLl6Jq1cOHD+Hu7o4TJ06gdOnSOHbsmDqXmYiIiIiIiIiIiIiIiIiIiIiISP6KVS1btsTOnTuhp6f3zselalXSrXPnzrh79y4CAgJUvZxERERERERERERERERERERERES5K7GqV69eH/2CZcqUETciIiIiIiIiIiIiIiIiIiIiIqI8PRTg6168eCGGAMzk7e2NQYMGYeXKlapeNiIiIiIiIiIiIiIiIiIiIiIios8jseqXX37BqVOnxP3AwEA0adJEJFeNHTsWkydPVscyEhERERERERERERERERERERER5e7EKh8fH9SoUUPc37ZtG8qVK4cLFy5g06ZNWL9+vTqWkYiIiIiIiIiIiIiIiIiIiIiIKHcnVqWkpMDAwEDcP378OFq3bi3uu7q6IiAgQPVLSERERERERERERERERERERERElNsTq8qWLYvly5fj7NmzOHbsGJo3by7m+/v7w9raWh3LSERERERERERERERERERERERElLsTq2bOnIkVK1agfv36+Pnnn1GxYkUxf9++fcohAomIiIiIiIiIiIiIiIiIiIiIiD5nuh/7xPj4eBgbG4uEqtDQUERHR8PS0lL5eM+ePcXjRERERERERERERERERERERERE+aZilY2NDVq1aoWVK1eKxKrXk6okxYsXh62trTqWkYiIiIiIiIiIiIiIiIiIiIiIKHcmVt2/fx/NmjXDtm3bUKxYMdSsWRNTp07F7du31buEREREREREREREREREREREREREGqaVkZGRkdM/ioqKwsGDB7F3714cPnwYVlZWaN26tbh99dVX0NHRUc/SEhERERERERERERERERERERER5dbEqtelpKTg1KlT+Pvvv7Fv3z7ExMRg0aJF6NChg+qWkj5ZSugTWeLq2TghJfihLLFFfNtSSH5xU5bY+kUrIuHMelliG9XrgoQtE2SJLeL/PAnxywfKEtu49wLETflVltgm7huRsGEU5GLUeQYSr+6RJbZh1W+ReGO/LLFF/EqtZP2tJ7+Up3qjfpHysq23ct2fX5MndrEqSPa/I0/sQmVl268q960y7tfzMzm/c/n5t5708IIssQ1KfYGUgHuQi56Dm2ztaKkNLXcbXs51l1N+3r/kx9iZ8eWUr9c96IEscfXsXJD0+BLkYuBcC0n3T8sT2/Ur2dpTyjaVnG0amT536TNPOOABuRi1HISEbZPlid1uPBL+GC1P7E7TETdZvv5xk/Gb5O2bk3ndY4d/J0vsArN3I37Ob7LENh62GglHFkMuRs36IfHmQVliG1b8WrZ1l9Y7yecY5GJQrgmSn12RJbZ+8WqyHzPL2jco07pL65107xTkYuDWIN++73K3Y+U8fpHr/IfyHIiM2zk5jx/y8/E6UW6k+6kvoKenh6ZNm4qblFB1/fp1pKamqmbpiIiIiIiIiIiIiIiIiIiIiIiIPpfEqsTERNy6dQvBwcFIT09XztfS0sI333yjyuUjIiIiIiIiIiIiIiIiIiIiIiLK/YlVhw8fRqdOnRAaGvrWY1JiVVpamqqWjYiIiIiIiIiIiIiIiIiIiIiISBbaOf2D/v3748cff0RAQICoVvX6jUlVRERERERERERERERERERERESULxOrgoKCMGTIENjZ2alniYiIiIiIiIiIiIiIiIiIiIiIiD63xKq2bdvC09NTPUtDRERERERERERERERERERERESUC+jm9A8WL14shgI8e/YsypcvDz09vWyPDxgwQJXLR0RERERERERERERERERERERElPsTq7Zs2YKjR4/C0NBQVK7S0tJSPibdZ2IVERERERERERERERERERERERHlu8SqsWPHYtKkSRg1ahS0tXM8kiAREREREREREREREREREREREVGul+PMqOTkZLRv355JVURERERERERERERERERERERElGflODuqc+fO+Ouvv9SzNERERERERERERERERERERERERJ/jUIBpaWmYNWsWjhw5ggoVKkBPTy/b4/PmzVPl8hEREREREREREREREREREREREeX+xKrbt2+jcuXK4r6Pj0+2x7S0tFS3ZERERERERERERERERERERERERJ9LYtWpU6fUsyRERERERERERERERERERERERES5hLbcC0BERERERERERERERERERERERPRZJlb17t0bL1++/KgX/Ouvv7Bp06ZPXS4iIiIiIiIiIiIiIiIiIiIiIqLcPRRgwYIFUbZsWXz55Zf45ptvUK1aNRQqVAiGhoaIiIjA3bt3ce7cOWzdulXMX7lypfqXnIiIiIiIiIiIiIiIiIiIiIiISM7Eqt9//x39+vXD6tWrsXTpUpFI9TpTU1M0btxYJFQ1b95cXctKRERERERERERERERERERERESUexKrJHZ2dhg7dqy4SVWqfH19kZCQABsbGzg7O0NLS0u9S0pERERERERERERERERERERERJTbEqteZ2lpKW5ERERERERERERERERERERERER5kbbcC0BERERERERERERERERERERERJTbyJ5YFRYWBltbWzx79kzuRcn16tevL4ZclG43btyQe3GIiIiIiIiIiIiIiIiIiIiIiPIs2ROrpk6dijZt2qB48eLKeQMGDEDVqlVhYGCASpUqvfU3iYmJ6NKlC8qXLw9dXV18++23HxVLipGZmJR5mzFjRo6W986dO/jhhx+Ur+Xh4fHWc6ZPn47q1avD1NRUJI1Jy/fgwYMPvu769evfWjZDQ8Nsz9m1axe8vb1ztLxERERERERERERERERERERERJRzupBRfHw81qxZgyNHjrz1WLdu3eDl5YVbt2699VhaWhqMjIxEAtbOnTtzFHPy5Mno0aOHclpKfsrpMjs5OeHHH3/E4MGD3/mc06dPo2/fviK5KjU1FWPGjEHTpk1x9+5dmJiYvPe1zczMsiVgSclVr7OyskJ0dDQ0Ydr8ZfA8dwn+gcHYsW4xXEs7Q5N6DBmH0LAIaGtrwcTYCKMH9oKbmpZh+uK18Lx4Ff5BIdi+fBZcSyqS/HqOnILQ8EjFMhgZYVTfrnArVULl8VuMWgp9XR0Y6Cl+jt2/ro2absXRc+4W5XMSk1PgFxqJk/MGwtzESKXxzz8MwJKTt5CSlg5DPV24f1MNLvaWCI9NhPvuS3gREQt9HR2MaVkVVYvbflKsmafu4vSTYAREJ2Jrhy/gYmsm5j+PiMP4I7cRmZCMAga6mNy0PJxtFL/Ns09DsPTCQ6RnZCAtPQOdqpZA67KFcxxbv2lH6JSuAm2LgkhYNQbpQb5ivuEvI6FlYo6MjAwgORHJR/5AetBzQEcPBt/3hbZNYWSkJgNx0Ug6tB4ZEUFQhfOPg7Dk9N1X77sO3FtUhoudOW77h2PW0VtITktHcmoaWlcohq61S0Md9nhexoSVOzB/cCc0rF5WOd/rziP0nrYaQ39tiV9b1FVP7FPemLD8L8wf1gUNq5dHWFQM3JdswcugMOjp6mJs9+9RtYyzRn7rmXYfPoXxc5bBY9IwNPqyhkpjK+KvgeeFK4r4K2bDtWQJJCUnY/jv8/Hk+UsYGOjDysIc4wb1gGNhhzy1nZu+ZD08L0nxQ7F92XS4OiviJyenYPbKjbhw5Rb09fXg4uSIGaP6qTb2wtXwvHBZse6r5or3XfL8pT/GzliEyKhoFDAxxpSR/VGyhCPUJSkpGcMnzMDjZ76vPmsLjB/eD45FCiE/7NfzEzm/c7Jv597zW2/WsT/09fRgoK8vpn/7qQ2a16+t0thJySkYMWsZnvj6izhWFqZw79MJjoXslM/xunkXvcbNwdDuP6Fjm6ZQlzOXrmDRms1IT09HWlo6uv70Ldo0b4i82I7OTbFzQ3w55Of9S35ed7nl53UX7dcla3De+7rY35QuWRwzxw1VSyzpWGHEDGnf5qf4jpubwb1fZ7FvGzdvFW7cfSjmGxsaYESvDihX2kmFsVMwYs5KPHkRoNivmpvC/X8d4Ohgi1+GTUNKaqp4XmpaOh77+mPHgvEoXbwI1OWc9zUsWrNFxDUy0Mf4Ib3h8qqNlZeOXT70ma/662/sO34Ovv5BmD+2Pxp+URWqFhmXiJ7L9imnE1NS4RcWjZOTumDuvgu49zJE9FXq6mhjYMtaqFlatZ/52X/8sOT4TaRnAGnp6ehcpwxaV3bCrysOIzk1XTxHmv84OArb+n6N0vaWKot9/nEglnjeRUp6Ogx1deD+tdRHY4Ff153Kip2Rgcch0dj2WyOUtjP/pHj6zTpBx+VVH9UKqY/quZhv2GEUtApk9lElIPnwH0gP/PfHPpu+uf+w3pl0K9aDQZteSPxrHtIeXM1xbBG/TXfolqkBbStbxM8fjHT/7CNo6FZrCMP2/ZGwfjrS7igubjbqPxPQ1VM8QVsHOvaOiJ83COkBOXvv9Rr+DB3nitA2t0HChknICHkB6OhCv1UvaFs7AKkpyIiPQfLxjciIDFYsb/Ou0C7krHgsJQkpp7YiPVA1o34kp6Rh7p6zuHDfFwa6uihd2AbTOjXF+bvPseTAJaSkpSn6iX9qAJfCBaFKvaYsQ1hkDLS1tGBsZICRXb+HW4kiOHvtLhb/dRAZ6RlITU9Hl28aoHV91R63vm+9z955JtZb8R1PR+eGVdC6phtUrdfkxQiNiBbHK8ZGhhjVrS3cnIq+d74qTV+6AZ6Xrin2b0unKvdvZ7xvYPGG7crj1y4/tkSbJvWgTpo8Zs4t/YJyrLuiPbcaT15K7Tk9RXuu9y+iPefz8BlmrdmG+MQkaEELw7q1Rc0KrlAnTbbn3pSfv3NN2/2m6JMzeNUn16EtWjRSzzkfWc9/vGMbFxkdg99GTlM+JzEpGS8DgnH6r2UwNyuQZ/pEc1M/CVFeJ2ti1cGDB0VVqlq1amWbv3DhQvF/SEjIOxOrpOSkZcuWifvnz59HZGTkR8eUEqns7e3/8zJLyVLSTTJq1Kh3Pufw4cNvVaOSKlddvXoV9eq9v1EqdU58yrKpUtMGddCtQ1t0+t8wWeLPnTQSZqaKHdvxMxcwdtp87Fq/WC2xmtSrha7t26DzoPHZ5s8ZNxhmBRSJcCfOecN99lLsXDlbLcsws+e3cHXMOvEn2Tahu/L+hiNeuPqPr8qTqqITkjFm10Ws6doIJW3Nce15MMbsvISdfVtgwfGbKF/EGks71oePXxiGbD2HA4O+gZ7Ofy9017iUPbpUc0LXbZeyzZ964g5+KF8ErcsWwbF/AjH+6G1s+uUL0aHifugWVv1YA6ULmsI/Kh7fbTiHRqXsYKKfs81X6n1vpFw8AMPO47LNT9y5CEiKF/d1XKpBv3VPJK4aq/iba6eQ9vimuK9brQkMWv2GxD+nQiXv+77LWPNrPZQsaIZrvqEYs/cydvZsjN8P3kCfem6oX9oBUQnJ+HbFMdQraQ/ngoqOLlXxCwnHrlPeqFAye+M9Jj4BC7YcQp1K6juQ8gsOx66Tl1ChVDHlvAWbD4jpZWN6wueRLwbPXY+Di8ZCT1dH7b91sUyBwdh58AQquJVSWby349dG1/bfovNA92zz27Zqgro1Kot9wOY9hzBh7jKsmzc5T23nmtStia7tvkHnIROzzZ+/ZgukHOL96+aJ9ZeSvFQe+6va6Przt+jcX/G7zjR53nLx3n/bvCGOnr4A95mLsHW5erbxmdq2bo66tasrPusd+zB+hgfWL56F/LBfz0/k/M7Jvp17z29dMnvsAGWngrq0bfYV6lSrIH5jW/4+jokL12HtDEV7PSYuHgvW70CdqhXUugxS22XUVA+s85gCF+fi8AsIwjed+qFxvdoi0SevtaNzU+zcEF8u+Xn/kp/XXU75ed3nr9ggvm8HNi9XtF/DItQar22L+q/t245h4oK1WDtztEiqmTCwG3R1dHDa6waGTVuCw+vnqjZ203qoU7WcIvaBk5i4+A+snToMm+eMUT7n6PmrWP7X32pNqoqKiRX71vUeU8TJp6u37orp3esWqCWenMcuH/rMa1Uqgxb1amK8xxqoi4WJIbYNa6ec3nDqBq4+9oe5iSGGffslzIwMxPz7L0PQc9nf8Py9q0gCUFUbauyOC1jdrbFImPKLiMV3C/9GozJFsbFXc+Xzjvn4YsWpWypNqhJ9NHuvYE3H1/torog+mo1dG2TFvueHFWfvfXJSlST1njdSLuyHYdfs7fbEHQvf6KPqhcSVY/71sc+mb+4/rLdEy9wGulUaIO3lwxyvb7b4ty4ixXMPjPpknWRVxrAsCL2aTZD2PPuoEwmLRirv65SvDf0m7XOcVCVJ++cKUr0Pw+DnkW8s0xmkP70t7utWbgD9Zp2R9JfiODHt4TUkH9kAZKRD26kC9L/pjcRV7z4fkVML/r4gtjP73DsqtmnRcYiOT8SYP45izcDvUdLBGtce+4npnaM7QJVmD+4Cs1d93Ce8b2H80i3YNmsYxizahDUT+6J0sUKi7/DbwdPRqGYFmBhlH9VD1esttj9/HsXq/t+LRCspofS7qRvRqKIzTAwVJ8JVZfbQbjAzMRb3T3jdxLjFG7Fj3uj3zlelJnVroOuPrdB5aFafo7Tuo2cuxdrZ7iJh2C8wBK1/G47GX1ZX2/Grpo+Zc1O/oBz9BW2b1nmtPXcKExf/iTVThmDQjOWYMqAzalV0wzO/IPSc4IF9SybB8FXyzefenntdfv7OZZozcThcS6nuIoxcef7jHds4CzNT7Fg2XTm9fvsBXLl9T+VJVbmhTzS39JMQ5XU5zpAICgpCx44dUahQITEMn46OTrZbTpw9e1YM+adJ0tB/1tbWqFy5MmbPni0qSqlbVFSUsuLUh8TGxqJYsWIoWrSoGB5RGnZQLtUqlYe9rWqvRsmJzBMiktjY+Leqd6lStQplYF/Q+u1leJVskHkyTo2L8K/2nLuJb+tUVPnrvgiPhbmRgUiqklQpZovAqDjc8w/H0Tsv8GO1kmJ+ucLWKGhqhKvPFFdM/VdVi1jBzjT7wXB4fBLuBkXhazdFxnTjUnYIikmEb2ScmJbe95ikFHE/NjkN5oZ60P8PyV3pvg+QERP+9gOvOm5ELAMjIOPVRFqKMqlK/L3fI9GRowovIuNgbqQvOuwkVRxtEBidgHuBkdnWNyElVSSySc9VJenKjEkrd2JU5zbQf1UpLdP09XvR87tGsDBVHMyrmoi9YhtGdf0uW+yjF2/ixyaKTP1yJR1R0NIMV+8+1shvXVqmCXNXYHS/buLqAXV5V3zpSoV6Nasot3EV3UrBPzBEI7E1uZ2rVsHtrfjxCYnYfcQTA7q0V66/jZWF6mNXLAv7gtl/u2ERkbjz4DFaNflKedAXGBwGX78AqIt0hUi9L2oo17VCWVf4B6imAt7nsF/PT+T8zsm/nXv7t64p0tWXdatXzPqNuTrDPzhU+fj05RvR46dvYKGGzpM3ScsQE6tox8TGJ8DC3PSt/W1eaUfnpti5Ib4c8vP+JT+vu9zy67pL7dddB45hQA/FyViJjbXqkjveJB0rZNu3uZQUV0BLGtSqIpKqxHxXZwSHRSA1LU2FsfVQt1r5rNilneAfHPbW83YfP4fvGteBOr30DxQnRTKv6K9aoQwCgkNx9x/VHi/mhmOXD33m5V2cUcTh06qI59Qer3v49lXFlsykKklMYrJa4mm99tpxSSmiv+rN/p891x7h26qKvipVeRHxjj6aqHjcC8ieOLnnxjN8W0k1J8XSfe//ex+VofHHP/bZ9M39h/WGFgy+6YHkwxtE5aZPkf70LjKi3t6WSSto8GNfJO1Z9cEYejUaI9X7+H+L/fIhMmLfSMZNS1UmVYnn+D+BllnW9kf0S2YoKqalBzyBVgELQOu/X/CaKSEpBXsu3kG/lrWztmlmJngRGiUSKaWkKkkV58IIDI/BvRef1h/8psykKklsfKL47Su/Z3EJ4n5cQiLMC5io9DjqfestYkMLMQlJitiJyeJ9kEaYULXM5ClJbFyCsh/uffNVqVr5dx+vi+PXuNeOX80KqLXfQNPHzLmlX1COdX+rPeeiaM9FxsQhIipWJFVJihe2g6mJMc5du5Nn2nNvys/fOU2S9fzHe7Zxr9t1xBPfNa+v8thy94nmpn4Sorwux3uOLl26wNfXF+PGjYODg8MndVY/f/5cJGhpijR0YJUqVUSC04ULFzB69GgEBARg3rx5aospncgaNGgQvvzyS5QrV+69z3NxccHatWtRoUIFkYg1Z84cfPHFFyK5qkiRj7/yLykpSdxeJ1UF+/RDLs0bPWUuvK8rDi6XzXo7y1cTxsxYDO+bigbl0qmqvUrkdePW/i3yecoVd8CAHxrA6rWklhuPXoorhupVUG3HkcTRugCiEpJwwzcUlRxt4HnfD3HJqfCLjBMll21Msw50C1mYiI4lVQuMSYSNiQF0tbWzKreZGiEwOhGOFiaY8XVFDPv7uhguT+rEmdOq8idVzXoX6Uo4neJlxP3ELe++SkCvRjOk/XNNJfEcLaX3PRk3XoahUhFreP4TIN53/8g4TGpVBYO3XxLDBEbEJ4khAm0KqO7KLMmfB8+ikksxlHHKvm055nVLlOGuX7UMTlz2UWlMZewDp1HJpTjKvFbOWjqYk04C2FhkVeUqXNAKAWq++jvTHzv2o3I5F5RV4dAZ/9XGXQfR4AtFVcS8tp1704uAIJibmmDV1r24dO22uCLqfx3bolbl9+8rVUU6cC1obak8GSVtdxzsbBAQFKryMsTvs3H7XjSoq76yv5S7yP2dyw3buTGzlkIa2UM6KTio+8+wem2brw6b9h1D/ZqVxf2j5y6L97xBzco4ceG/DRvysaQ4c8YPw6BxM2BkZIjomFh4TB4FPTV3TOemdrTcbXi548stP+9f8vO6k2a88A+AuZkpVv25HRev3hTt1z5df0atqqq/COpdNu09ivq1Kr9zfp3qFZTtDLXE3n8C9WtkX8/AkHBc9fkH0wZ3gzpJbSVpGI8bPvdRqZwrTp33Rlx8gjghU0ZDw1DKdezyvs9cE248DUR0QhLqlXmt0vT+Szh28zGi45Mwt0szlVWrymxDzWxfB0O3nIWRng6iE5Mx9+d62apYSxcCShf8TfnhC6iSo9WbfTT+ij6aqHi4OSiSJwOj43HVNxRT2lSDuum36f3ePqoPPfbZ9829Z910a7dA2ot/kB6gmiHw3kWvXmukP7uPdL8n732Olrk1dJzKInGLh9qWQ7dKY6Q9uvHuZazSCGlSEtarRKtPISVQmZkYYs2xy/B68BIGejro3aImyjjaIiouETeeBKCSkwM8bz8RSY7+4dFwK6raxM6xizfh8p1H4v6S0T3Ed27WoE4YMnedGCIsOi4e84Z2hZ6u6hIf3rfeNV2KYmbXZhi65iCM9PVEP/zc375WaRX9141Z+Acu+/wj7i8Z+79/na9O0vs+e0x/DJ7sASNDA0THxmH+uMHQU+OFQbnhmFmuPhq5133T3ydRv2ZFWJoVEBc1Hzl3Bc3qVBPDAkpVq96VRJ8X2nNyv++5oV9w9NT5oqBAObdSGNy7sxiOLz+d/5DcuPOP2MZ99aqvMC/3ib6O/SREqpXjFtK5c+dEpalKlSp9cvCEhAQYGqo2YeBDhgwZorwvJTDp6+ujV69emD59ukg+Uoe+ffvCx8dHvG8fUrt2bXHLJCVVubm5YcWKFfj9998/Op60LpMmTco2b8KECRjbrxM+N9Pdh4r/9x46gfnL12HZ7OzrpQnTRvVTLMNRT8xfvQnLpqk+6WDt8A5wsDZHSmoaluw5I5Kslgxsn61aVava5aCr4g4LiamhPua0+xKLTtxEfHIqKhSxgVNBM3E/N5CSu1Z7P8acbyqLK+ruBEZh0N5r2NbpS1iqsIpT8r4V4n/dCnWh3+gnJG2dk+1xvS9bQ8vSDkkHssqGfgpTQz3M+a4mFp26g/iUNFQobAUnG1PoaGtj3YV/0L9BWXxdtiheRsSh+8azKGNvobKhAB++CMRxbx+sHd872/zQyBis2nMSq917qSTOO2P7BuC4122sndgXucXDp744dtYL6+drfvvyplWbdsLXLxCr50zIc9u5d5HGs5euvnZ2LIzB3X/GvUdP0XPUNOxeNRs2lqq/+js3WblhK1689MeEharZphDl9u3c+rkT4GBrg5TUVCxavw1jZy/DsqnZh8BQpVXb9sPXPxirpg5HaEQUVv31N9ZMV82QGf8mNTUNK/7cBo/fR4mrFG/ff4j+Y6Zh99oFsNRgx4mc7Wi52/Byx5dTft6/5Od1J81JS02Hf2AwnIoXFSck7v3zGD2GjseeDYthY6W+ylUSaV/mGxCEVf2z7z/3nzyPI2e9sX7WGPXF3n4QvgEhWPX7r9nm7z15AfWqV4ClmSnUybSACeZNHA6PVRtF5aiKZV3gXKwodNTQR5Kbjl3e95lrslpVq2ou2fqiBraqJW6X/nmJ+fsvYkP/71SWeJCalo5Vnj6Y+3NdVC1uB5+XYRi0yRPb+7WEpYmi73jftSeoW7qwclpVRB/N96/6aKS+MWUfTVbi2L6bz1G3lD0sjdXTf/y65L3Ls/dRvZZk9KHHPvu+uXesm1bBItB1q4HE9R/fN55T2naO0C1fGwlLsw/Z9Cbd6g2Reu8KEB+jluXQrfk1tCxtkbzt7WFdddxqQcelOhK3qmYYn7T0dASEx8DJ3goDW3+J+y9C0HvpHjHk35xuLbDo7wuIT0pBhRL24jlSf6WqTe2nGF5wn6c3PDbtx4IR3bFq1zGRTFW1jDN8Hvli4KzV2DFnhEgCUfd6rzpyBXO7f42qJQvD53kQBq3aj+2jfoFlAdUPEzZtgOI8zd5Tl+Dx514sde/zwfnqJF3ounLLHswfP0hUe/F58Bj9J87DruUzYGlumqePmeUg57qv2n4IvoHBWNVnsJheMKYP5v+xC2t2HoGzowMquzmrtW0lZ3suP3/nJBsWTYeDXUFFn9yqjRg71QPLZmv2/IPc5z8yq1W1blxHrRej5IY+0dexn4QoFyRWScPUSWPSqoKNjQ0iIjRTkeRdatasKYYCfPbsmagYpWr9+vXD/v37cebMmRxVnZJI2dLScIWPHimu3PhYUhWu1xPIJCJpLMYPn6s2LRph8pwliIyKhoW5PA2dNk3r43ePVYiMihFlQlVJSqqSSJ1RHRpXRxt3RZKPJD4xGUev3MemsV2gLtVL2ImbJDk1DY3m7EGlojaiAyk0JkFZtUqqpmRvrvrh4exNDREalyQ6aqQr46TtS2BMAuzNDPEgOAYhsUmi40ZS1t4ctqYGeBAcjVrFVDMs3+tSb52FfouugFEBICFWzNOt9TV0XKohcdMMIFV15e6rFy8obsr3feEhFDQ1xMl/AjDzuxpifhFLE5QvbCmumlRVYtX1+0/hHxqB1kMUnW+hUTF4vGYnen/fGCERMWg/WjGueURMHDyv3kVEdBz6t2+uutgh4Wg9aLoymevxyiD0+bGZGEo2NDJaWbXKLyQcDmocViPTtdv34R8UgladByqWKTwSk+evRGhYJNq3bgpNWb9tL46f88Kq2RPEFWJ5bTv3Lg621uIK55YNFUOHuJUsgcL2tnj49IXaE6vsba0R8mq4FOlgStruSFcISVcKqdu6zTtw/PQFrF4wDUYaTC4necn5ncsN2zmpA0EiXW3c8bsWaNUte1tVldbvOiSqUq2cMlxsTy/fvo+QiCi0GzBePB4RHQtPrxuIiIrBgE4/qDz+/UdPxWctddZJyruWgl1Ba9x79ARfVPv0C1M+p3a03G14ueNrWn7ev+TndSfNkk5IaGtrK4fwcCvtjMIOdnj45LlaE6vW7zyIE+evYOW0EdmOFQ6f9sLyzXuxatpIWFuq56rz9buP4sTF61g5eTCMXrsgUWrL7DlxAe69FSfG1a1G5fLiJklOTkH9H7rBuXhWFeS8duzyvs9cU6SEiqM3H2PToHe3lWqVLoIZu1LwMCAcZYqqZljQB4ERCIlJEElVknJFrGFrboz7ARGoXdJBfOf2Xn+Csd+op8LBW300Cw7CyUbRfhCxbz3H2OaarXAg+qhadsvWR/Uxj+WJvrlX66bj6AItcxsY9VMkG2kVMIdBwe5ILmCB1KsnVBJP28kNWpYFYTxyqSKGqQUM2vZBspklUi8eUT5Pr1pDJO3K6rNVJd1qTaFTqgqSts99q+9RSqjS++IbJEkJV/HRKolnb2kqKtZ/XU1xPsS1aEEUsjbDw4BQ1HJxRPXSivMYySlpaOS+RiQiqUvr+jUwZdUO3H3yEsER0SKpSlKupCPsrC1w/5kfaldwUet67798HyFRcSKpSsQuZgdbiwK4/zIEtV0Vw5apQ5sGtTBl5V+IjImFxWtDmr9vvjo8ePxccfxaXjEkXDkXZ9jZWOHeo2f4oqpiv5sXj5nl6qORa93X7zmKE5euY+WkQaIinMSlRBEsnzBA+Zw2/SbCuWihPNmey8/fucxjGGWf3I+t0bKDZiri5abzH1Iy35EzXtiyUH2J2rmhT/R17CchUo8cpwN7eHhg1KhRIhnpU0mJQ3fv3oVcbty4ITrFbG1VW8pW2ilKSVW7d+/GyZMnUaJEiRy/RlpaGm7fvi2GW8wJKYnKzMws201d1bjURSrFGRyaVXb0xJmL4iS/VHJfY8sQG4fg0PCsZTjvLeKbq+gKmUwJScmivHCmw9534eqo6ESSHLl8D6WL2qLEq7Ht1UHquMq08vQd1ChhB0drUzQpUxTbrygS+3z8whAsOrhU+1uRWBkbwNXWDAfv+Yvp4w+DYFvAUJQaz+zYeRKm6CTyjYzDy8gEFLM0UU1wA2NoFcjqBNUpXRUZUodUZlJVzRbQLVsbiZtnAEmqHQYxJDbrc1957gFqFCsIVzsLUfLe+5lijGlpKEAf/wiUVFFSlaRdk9o4sdQdhxaOErcKJR0xvvsP+KnpFzi1fJxyfpOa5dHr+0YqS6oSsZt+gRMrJuLQYndxq1CqGMb3bCvmN61VAduPXRTPk65KCw6PUnamqJOUVHBq20oc2bRE3Cq4lcL4wT01mlS1YfvfOHjyPFbOGg+zAir6buei7dz7WJqboWalcjh/9aaYfhkQDD+pAoCjoiNLnawtLeBWygn7j50W08fOXBQH1Oouvbxh6y4cOn4aqzymwkzNnWOUu8j1ncsN2zmp80La3mQ6eOoCXJ2LqyXWH7uP4NBpL6ycMgxmBRTJ4PWqV4TnxgU4vHaOuDX5shp6/dxaLUlVEntbG4SEhePx8xdi2vdlAF74B6JEUfVv2+RuR8vdhpc7vpzy8/4lP687aZ50RXvNKhVw3vu6mH7pHwi/gCA4FVPfCaE/dh3GodOXsHLqiGzHCtKJgcV/7hTzpaQftcTeewyHznpj5eRByv1qJq9b90W/Ve1KihOx6ibtWzMt/3M7alYur7EhvDV97PK+z1yTjlx/hNKFrFHCTpEwmJKWBt+QKOXjt58HITwmAUWsVddXIV3IJ13c9yRYEcc3LAYvw2NR/FVyk/eTIFFtppazg/r7xs7dF3000hCBIvazEKSlZ6CWk+r7xD7YR+XyWh/Vhx7La31zr62blDyVML8fEhYOErf0l4+QtH+NypKqJFLyVPzv3RE/vZe4pfv+g6QdS7MlVemULA9o6yDtoWIboEq6VZtA17UmkrbPA5Kyvocirks16NX5ViRcZcRkbQc/lVSFqUbpIrhwz1dM+4VFwT8sGiXsrESCUaaVR7zF8xwLqi6BNDouQfT5ZTrpfRvmpsYoXNAKoRHRePIySMz3DQzBi8AwFC9kq/b1blK5JEKj4/AkUPEe+4ZE4mVoFIrbqjZpWhreMDg8Ujl90usmzAuYQFtL+53zpZu6Sf0SIeGReOKruChfqiTzwj8IJYqqbx8r9zGznH00cqz7H3uP49CZK1g5aWC29lzIa7/DHUfPioSrmipKYsxt7bn8/J0TfXIxWW2FgyfOwK1Uzs9Xf67nPzIdPn0JLk6OcHJUb/KgnH2ir2M/CVEuqljVvn17xMfHw9nZGcbGxm+NQxse/vGN/GbNmokKS1LVKkvLrIaqVKUpNjYWgYGBYrhAKQFKUqZMGTF8n0RKyEpOThbxYmJilM/JHKLQ29sbnTp1wokTJ1C4cGFcvHgRXl5eaNCgAUxNTcX04MGD8euvv2aL/W+kmJnJYNJ9Pz8/EbtAgQIoWbKkcvi/zZs3Y+/evSKWtB4Sc3NzGBkpqv9IyyYtlzR0n2Ty5MmoVauWeI3IyEjMnj0bz58/x2+//QY5TJq1EGcueCM0PAI9h7jDxNgIh7at1Ujs2Lh4DBk/HUlJyWKsYWm83yUzJ4j76jBp/kqc8bqGsPBI9Bo1FSbGhlg9ezyGTp6HxKRkkXwndaItmTJK5csQFh2Hoct2Iz09XRriGEVsLPB7t1bKx3efv4nv66o3a37pqdu4/lzRSVShqDUmtFZUSxrUpBLG7rqIbxbuh56ONqZ9X0v8/ymmHPfB2achCItLRp/dV2Cip4t93erBvVFZjD96G2u8n8BEXxeTmimuXLA2MYB747IYeeCGeO+lpMVRDd3gYJbzMsz6X3eDTslK4uo2w59HIiM5EYmbpsHg+wHQ0tNHRka6KOed9JdiGEAtUysYNOmA9IggGP76qhx4WgoS102EKiw9cxfXfcOQlpEhysxPaFlZVAmb9V0NzD/pIzoMU9My0KG6MyoWUV9iXW4x6JdWGLNkM74ZOB26ujqY1q+DyoYU+NBv/eAfi1Qa44Px563AGa+rivgjp4jt6tp5kzBn+QYUcbBD96GK75a+ni42L5mRZ7ZzIr7Hapzxvq6IP3q6WPeD6z0wbmB3TJi3EvNXbxFXgI8f+Ju4Mk6lsecuw5lLr973EZNhYmSEg5uWYvyQ3nCfuQirN+2EibExfh+pGBJRXQKDQzB70SoUKWSPbv0VQ5Lp6+thyyoP5PX9en4j53dO9u3cO37rK6aPxpDJ88V+TSp6W8TBFtNGqH5Ig8DQcMxZsxVF7Aui++iZYp50nLJ53jhoko2VBSYO64NhE2dDS7raPz0dYwf2UF4hmNfa0bkldm6IL5f8vH/Jz+sut/y87uOH9cH4mYswf/kGaGlrYcLQvuKkiDqIfdvqLa/2bTOUVzpv9piA0bNXiCpVA39XVByWSJWrLFR0kURgaATmrN2OIvY26O4+Nyv2HMWQg7uPn0ebRl+K4whNWLJuK67euieSuaShYyaNUN/w8nIeu3zoM1+5ZS+2HTwlqm4+ev4S05b9iW2LJ8NKDVUZd3vfw/e1ymQbpm/clpOITUwSQ4IZ6ethTpemMFPhsHjWBYwwrk1NjPjrrKgoky71/7SsBgcLxcm33VcfoXVlZ/Heq8PSM/dw/UWoom9M6qNpVUX52O6bz9C6QjGxXKoiVWTSKVVZ0UfVQeqjSkDin9Nh0HYAtHRf66Pa8qqPytD4vY99Vn1zOVxvVTP4oTd0XKtCy9QShr9NEIlM8TP//dhEt0ZjpF45KV1N/Z9j6zXpCB2n8tAyMYdh28GiXzLpr9nQb9Ae6ZHBMGw/TDwvIy0VSZumifv6X/+GjLhoGHybdeyYKFWuSsw6SftfubdvgImbT2DBvguQflbStJ1FAUzacgLXH/srfgvF7THh50ZQpdj4BAybtwFJySni92xpZoJFo3rA2sIU43u2w/D5G8T89PQMjO7+PRxsVJvc9K71LmRlhnE/NcSIdYfFvPQMYFTbr+BgpdoLNGLjEjFs7hokJieLZCppiMPFY3ojNv7d81V9HDNpwZpX+7co9BozU9FXsX4eJgzsjqFTF4rY6RnpGNO3s7LCSl44Zs4t/YJyrLtoz63bgSJ2UntuvpinJ/U7zx4lkqkOnvEW2/QSRRzgMUr13zk523Ovy8/fubCISAweN10May2dgCxSyA7TxiqGg8xz5z/es42T7DrsiR9aNFBpvNzUJ5qb+kmI8jqtjByO67dhw4YPPt65c+ccD8fXrVs39OrVSzmvfv36OH1akbn7uqdPn6J4cUU2p/S/lHj0pszV8fT0FElUmX9z7do19OnTB/fv30dSUpKoItWxY0cxbN7rFZ2kxsO6devQpcu7h16TKnW9qwLVV199JWJmvsa7vP660jpKy7V+/XoxLSV57dq1SyRhSYleVatWxZQpU0RVr3fFv379ujKJ7GOkhD6BHPRsnJAS/FCW2CK+bSkkv1D91UQfQ79oRSScUXy+mmZUrwsStsgzTrKI//MkxC9XDDmkaca9FyBuyq+yxDZx34iEDYrGihyMOs9A4tU9ssQ2rPotEm/slyW2iF+play/9eSXt+WJXaS8bOutXPfn1+SJXawKkv3vyBO7UFnZ9qvKfauM+/X8TM7vXH7+rSc9vCBLbINSXyAl4B7koufgJls7WmpDy92Gl3Pd5ZSf9y/5MXZmfDnl63UPeiBLXD07FyQ9vgS5GDjXQtL90/LEdv1KtvaUsk0lZ5tGps9d+swTDsh3MsWo5SAkbJssT+x245Hwx2h5YneajrjJmhku811Mxm+St29O5nWPHf6dLLELzN6N+DnyXChtPGw1Eo4shlyMmvVD4s2DssQ2rPi1bOsurXeSzzHIxaBcEyQ/uyJLbP3i1WQ/Zpa1b1CmdZfWO+neKcjFwK1Bvn3f5W7Hynn8Itf5D+U5EBm3c3IeP+Tn43WiPFGxKqeJU/9m/PjxGD58OHr06KG80i0zQelD/m0oQilx6fWcsSpVquDSpQ93YEhJWLq6uvjyyy/f+xwpGerfctE+JlftzXWcP3++uBERERERERERERERERERERER0WeSWBUdHQ0zMzPl/Q/JfN7HatmyJR4+fCiG1CtatCjkdPDgQfTs2ROlSsl7lfL7tGjRAmfOnJF7MYiIiIiIiIiIiIiIiIiIiIiI8ryPSqyShqYLCAiAra0tLCws3jnUnVSlSZovjY+bU4MGDUJu0LevZsb0/a9Wr16NhIQEcd/R0VHuxSEiIiIiIiIiIiIiIiIiIiIiyt+JVSdPnoSVlZW4f+qUfGP35neFCxeWexGIiIiIiIiIiIiIiIiIiIiIiPKFj0qs+uqrr955n4iIiIiIiIiIiIiIiIiIiIiIKN8mVr0pIiICa9aswb1798R0mTJl0LVrV2VVKyIiIiIiIiIiIiIiIiIiIiIios+Zdk7/4MyZMyhevDgWLlwoEqykm3S/RIkS4jEiIiIiIiIiIiIiIiIiIiIiIqJ8V7Gqb9++aN++PZYtWwYdHR0xLy0tDX369BGP3b59Wx3LSURERERERERERERERERERERElHsrVj169AhDhw5VJlVJpPtDhgwRjxEREREREREREREREREREREREeW7xKoqVarg3r17b82X5lWsWFFVy0VERERERERERERERERERERERJS7hwK8deuW8v6AAQMwcOBAUZ2qVq1aYt6lS5ewZMkSzJgxQ31LSkRERERERERERERERERERERElJsSqypVqgQtLS1kZGQo540YMeKt5/3yyy9o3769apeQiIiIiIiIiIiIiIiIiIiIiIgoNyZWPX36VP1LQkRERERERERERERERERERERE9DklVhUrVkz9S0JERERERERERERERERERERERJRLaMu9AERERERERERERERERERERERERLkNE6uIiIiIiIiIiIiIiIiIiIiIiIjewMQqIiIiIiIiIiIiIiIiIiIiIiKiNzCxioiIiIiIiIiIiIiIiIiIiIiI6A1MrCIiIiIiIiIiIiIiIiIiIiIiInqDLj6CpaUltLS0PuapCA8P/6jnERERERERERERERERERERERERfdaJVR4eHsr7YWFhmDJlCpo1a4batWuLeRcvXsSRI0cwbtw49S0pERERERERERERERERERERERFRbkqs6ty5s/L+Dz/8gMmTJ6Nfv37KeQMGDMDixYtx/PhxDB48WD1LSkREREREREREREREREREREREpCHaOf0DqTJV8+bN35ovzZMSq4iIiIiIiIiIiIiIiIiIiIiIiD53WhkZGRk5+YNixYqJClVDhw7NNn/u3LlYuHAhnj9/ruplJCIiIiIiIiIiIiIiIiIiIiIiyn1DAb5u0qRJ+O233+Dp6YmaNWuKeV5eXjh8+DBWrVqljmWkz1xK6BPZYuvZOCEl4J48sR3ckHjpL1liG9Zqj8Szf8oSW8Sv2xEJG8fKEtvo16lI2DFFntht3ZFwYqUssUX8Rj2R4LlWntj1uyHpn3OQi0HpOrJta6TtTL7exvJ9z3frnp/J+X2X+zuXEvxQnti2pZAS9ECe2HYusr/vcsrP605E+YOs+zaZ+ilEfAc3WftJ5NqvK/ftMrYrkv3vyBJbv1BZJN06ArkYVGiGxPObZIlt+GUH2frHpL6x+GX9IRfj/y1C3PTOssQ2Gb1Btr45Zf/cuhHyxO46C4kXt8gS27D2z0jyOQa5GJRrgqR7p+SJ7dYAiTf2yxLbsFIr+ftE8/F+Xc59q6yxn12RJbaIX7yavN85OdvwMsWWO35uOH5JunNCltgGZRsh+cVNWWLrF63Ivjmizz2xqkuXLnBzcxPVqXbt2iXmSdPnzp1TJloRERERERERERERERERERERERHlq8QqiZRAtWmTPFcaERERERERERERERERERERERERqZv2f/mjx48fw93dHb/88guCg4PFvEOHDuHOHXlKXxIREREREREREREREREREREREcmaWHX69GmUL18eXl5e2LlzJ2JjY8X8mzdvYsKECSpdOCIiIiIiIiIiIiIiIiIiIiIios8isWrUqFGYMmUKjh07Bn19feX8hg0b4tKlS6pePiIiIiIiIiIiIiIiIiIiIiIiotyfWHX79m189913b823tbVFaGioqpaLiIiIiIiIiIiIiIiIiIiIiIjo80mssrCwQEBAwFvzr1+/jsKFC6tquYiIiIiIiIiIiIiIiIiIiIiIiD6fxKqffvoJI0eORGBgILS0tJCeno7z589j2LBh6NSpk3qWkoiIiIiIiIiIiIiIiIiIiIiIKDcnVk2bNg2urq4oWrQoYmNjUaZMGdSrVw9ffPEF3N3d1bOUREREREREREREREREREREREREGqSb0z/Q19fHqlWrMG7cOPj4+IjkqsqVK6NUqVLqWUIiIiIiIiIiIiIiIiIiIiIiIqLcnliVyd7eHgkJCXB2doau7n9+GSIiIiIiIiIiIiIiIiIiIiIios9/KMD4+Hh0794dxsbGKFu2LHx9fcX8/v37Y8aMGepYRiIiIiIiIiIiIiIiIiIiIiIiotydWDV69GjcvHkTnp6eMDQ0VM5v3Lgx/vrrL1UvHxERERERERERERERERERERERkcbleAy/PXv2iASqWrVqQUtLSzlfql71+PFjVS8fERERERERERERERERERERERFR7q9YFRISAltb27fmx8XFZUu0IiIiIiIiIiIiIiIiIiIiIiIiyjeJVdWqVcOBAweU05nJVKtXr0bt2rVVu3RERERERERERERERERERERERESfw1CA06ZNQ4sWLXD37l2kpqZiwYIF4v6FCxdw+vRp9SwlERERERERERERERERERERERFRbq5YVadOHdy4cUMkVZUvXx5Hjx4VQwNevHgRVatWVc9SEhERERERERERERERERERERER5eaKVRJnZ2esWrVK9UtDRERERERERERERERERERERET0uSZWpaWlYffu3bh3756YLlOmDNq0aQNd3f/0ckRERERERERERERERERERERERJ/3UIB37txB6dKl0blzZ5FcJd2k+6VKlYKPj0+OFyAsLEwMJfjs2bMc/21+U7x4cWhpaYlbZGSk3ItDRERERERERERERERERERERJRn5Tix6rfffkPZsmXx8uVLXLt2TdxevHiBChUqoGfPnjlegKlTp4pqV1LSUKYBAwagatWqMDAwQKVKld76G09PT/E3Dg4OMDExEc/ZtGnTv8bKTEp6/bZ169YcLe+ZM2fwzTffoFChQuLv9+zZ89ZzJk6cCFdXV7FslpaWaNy4Mby8vD74utLfvLls0mu87vLly9i5c2eOlpeIiIiIiIiIiIiIiIiIiIiIiHIux2P33bhxA1euXBEJQ5mk+1KCVPXq1XP0WvHx8VizZg2OHDny1mPdunUTyUi3bt1667ELFy6IRK6RI0fCzs4O+/fvR6dOnWBubo5WrVp9MOa6devQvHlz5bSFhUWOljkuLg4VK1YUy/f999+/8zlSRa/FixfDyckJCQkJmD9/Ppo2bYpHjx6hYMGC731tKWHt+PHjyuk3h1aU/tbKygp5XVJSMoZPmIHHz3xhYKAPKwsLjB/eD45FCmkk/plLV7BozWakp6cjLS0dXX/6Fm2aN1R73D1nrmHCmj2YP+BnNKzqBp8nfpi96SDik5JFot3Qn5ujZhknlcdtMXIR9HR1YKivJ6a7tfgCzWuURXJKKuZsO46Ldx5DX08XpYvYYXqPb1Ua+/yjQCzxvIOUtHQY6unA/esqcLG3QPc/PBEQFY8CBopl+qZCMXSsVVqlsc8+8MOSYzeQnpGBtPR0dK5bFq2rOCsf934cgN7rTmBIi6r49Us3qJr0/s7ddRoX7j6DgfT+Fi6IaV2/Ru+FOxAWHQctbS2YGOhjZLsGcC1qp9LYLcYsg76urogr6d68FppVd8N5nydYsvcsUtLSYKivC/cOzeFS1FalsZOSUzBi1nI8eREAA309WFmYwf1/v8KxkB0yMjKwbMs+HDrtBT09XViaFcCaaSNUGj83bWvkIvd6yx1fTtPmL4PnuUvwDwzGjnWL4Vo6a5tDeZPc3/fc8J3bfeAYxs1YgAVTx6JRvdoai5ucnILZS9bgvPd1GOjro3TJ4pg5bmi+ed/lkp/XnYjyhx5DxiE0LALa0vGasRFGD+wFNw1s6yKjotF9yHjldGJSMl76B+LMng0wNzPN8/GbtvsN+np6oj0l+a1DW7RoVBd5sU0xfeFqeF64DP+gEGxfNReuJUuI+c9f+mPsjEXisyhgYowpI/ujZAlHlcfv9fsShEbGQFtLC8ZGBhjV7Qe4lSiK5JQUzNmwBxdu3hd9RC7FC2P6gE4qjd1i+ALo6eqK/ghJt5Z1RP9Upj1nb2DCun2Y368dGlbJfjGqOvvH3jf/U8z0vI/Tj4MREJOIrb/Ugout2QfnS55HxGH8UR9EJqSggIEuJjctB2frAjmOrd+kA3RKVoa2RUEkrBmH9GBfQEcPBt/+D9o2hZGRkgzERyPpyAZkRASLv9F2cBJ/Jz1PS1cPqbfOIsXrID63vrmZx27B82EgAqITsLVrfbjamYv5z8NjMe7ANUTGJ4u+yMktK6NkQbN/fexTtBg6X/R9Gb7qm+vWqi4aVHbByGU78Ng/RHzfrMxMMLZTSzjaWUPVek1ejNCIaLE/MzYyxKhubeHmVPS981Uae8IChEZGv9rOGGJUj3Zwc3LEc/8guC/YgMiYWBQwNsLvAzqjpKNqj517TV2BsNe2cSO7fAu3EkVw/sZ9LP7rEFJSpT5RPYzr8SNcihfKs32icp4D0fR+Xe79qpzxpy/dAM9L1+AfFIrtS6fC1VlR3OKM9w0s3rBd+dl3+bEl2jSph7zclpSrDS93bLnja3o702vSwlf7F21FO7a7tH8pihmrt8Hz8i34h4Rj29zRcC2h2v2aZPritfC8eFXxW18+C64ls4rJSHYfPoXxc5bBY9IwNPqyBtSJfXNEuSixSkoaCgoKEklArwsODkbJkiVz9FoHDx4UValq1aqVbf7ChQvF/yEhIe9MrBozZky26YEDB+Lo0aPYtWvXvyZWSYlU9vb2+K9atGghbh/yyy+/ZJueN2+eSCCT1qVRo0bv/TspkepTli0vadu6OerWri4Sijbv2IfxMzywfvEstceVDmJGTfXAOo8pcHEuDr+AIHzTqR8a16stGh3q4hcSgV2nr6KCcxHlcgxeuAW/9/gOtco641lgKHrN3IC9MwcoO3JUaVav7+HqmP27t2DnSWhpAfum9hGfQ2hUrEpjRickY8web6zp9BVK2prjmm+ImN7Zu6l4fFiTimjoWhjqIL2/Y7efw+rfmqK0vSX8ImLxncdeNCrrCBMDPcQkJmPBkeuoU1p9J74X7D0LLQD7JnZ79f7GifmzfmsFM2NDcf/kjYcY/8cRbBur2s5KycwerbMlbEXHJWLM2r+xZtgvKFmoIK49fCGmd07orvLYbZt/hTpVy4v13rL/BCYu2oC100dg09/H8fDZS+xaPFl0IoRGRKk8dm7Z1shN7vWWO75cmjaog24d2qLT/4bJvSikQXJ+3+X+zkntqB37j6BiWReNx56/YoN4zw9sXq7Yz4ZFaCy23O+7nPLzuhNR/jB30kiYmSoSGY6fuYCx0+Zj1/rFao9rYW6GnWs8lNPrtu7BlZs+GjkRlRviS+ZMHA7XUqq/2Cy3tSmafFUbXX/+Fp37j802f/K85Wjbqgm+bd4QR09fgPvMRdi6fLbK488e0hVmJsbi/gmvmxi3ZBN2zBkFj01/i/X/e6G74n2IiIY6zPrfD2/1T0n8QiOx68w1VHBWTz/Rh/rHPjT/v2pc0hZdqhZH123eHzVfMvXEXfxQrghaly2MYw8DRZLVpp+z96l/jNT7V5By6SAMf83+HUu94Ym0x4p+eN2qjWHQohsSN88Q0/otuiDlzG6kPboOGJrAuOcMpD66gYwwf3xOfXONXQqhS81S6LLxbLb5Uw7fxA8Vi6NNBUccu++P8QeuY3OXr/71sU81639t4VrMIVvizQ/1q6JOhVKKPrPjXpi0dh/WjO4KVZs9tFv23/rijdgxb/R756s09vAeMCvwKsal6xi3cAN2eIzD5GWb0bZpHbRp9AWOXrgq5m+Zo+LYgzrBzETRx3/C+zbGL92KNRP6YPSiTVg7sS9KFrXHtXtPxPSuucORV/tE5ToHIsd+Xe79qpzxm9Stga4/tkLnoZOzffajZy7F2tnucHFyhF9gCFr/NhyNv6yu1s9e7rakXG14uWPLGV+O7czsYb9l7cMu3cC4RX9gx/yxaFy7Mrp82wRdxs6FujSpVwtd27dB50FZCYSZ/AKDsfPgCVRwKwVNYN8cUS4aCnD69OliqL4dO3aI4QClm3R/0KBBmDlzJqKjo5W3f3P27Fkx5J8qREVFfVQ1p759+8LGxgY1atTA2rVrxcZdnZKTk7Fy5UpRTUuqdPUhDx8+FEMMSpWuOnToAF9fX+RH0pUK9b6oIQ4wJBXKusI/IEhj8aW4MbGKJJfY+ARYmJuKq/HURcrWnrR2L0b92lIZJzI2HhExcSKpSlLc3gamxoY4d+shNEGqkrX73A30/66B8nOwMc/5VXAf8iIiFuZG+iKpSlLFsSACo+JxL0AzJz6ltYpJSBb345JSYG5kAH0dxSZxxt/e6NGgPMyNDdQSOyEpBXsu+KBf6zqvvb8m4v/MpCpJTEKSYkE14EVIBMxNjERSlaRKqaIIDI/GPd9AlcaRrsiqW61C1u/bxRn+waHi/vpdRzCw8w+iA0FiY6n4buTVbY1c5F5vuePLqVql8rC3fX/lSsp75P6+y/mdk9o3E2YuxJhBvaGnp/qk8A+JT0jErgPHMKBHx6z9rHVWtV11y8+/9fy87kSUP2SelJDExsYr9zOatuvgcXz/dWNZYueG+Hm5TVGtYlnYF7TJNi8sIhJ3HjxGqyaKZI4m9WojMDgMvn4BKo+feTJKEhufCC1oIT4xCbtPXkT/n1tmvQ+Wn16x52Olp2dg0rq/MapDc1F9Oy+oWsQKdqaGHz0/PD4Jd4Oj8bWbIgmncUk7BMUkwjcyPsex0188QEbMG31vaSnKpCrxHL9H0DJ/7XuYAWgZKr4bWnoGyEhLBRIVfaefU99cVUcb2JllP5kbHpeEu4GRaFlOcbFrYxcHBMUkwDci9oOPqYPoM6tYOuv40bkI/EMj1RIr2289LkFcXPuh+SqNXeCNGNBCWGQ07j56jpb1a4r5TWpXQWBoBHwDglUb+1VSlYgdL62fFl4EhcHc1FgkVUmquDkhMCwC9568zLN9onKcA5GL3PtVOeNXK+8G+4LW7/7s41777M0KiApiebktKWcbXu7jBznja3o7k70dq9jGS6qVLQV7GzW34SuUeefvTfSPzl2B0f26aex3xr45IvXJ8RYssyJUu3btlBulzOSkb775RjktPZaWlvbB13r+/LlIJPpU27Ztw+XLl7FixYoPPm/y5Mlo2LAhjI2NRYWrPn36IDY2ViSKqZo0POFPP/0khjt0cHDAsWPHRELX+9SsWRPr16+Hi4sLAgICMGnSJNStWxc+Pj4wNf34rO2kpCRxe51UFUy6fa42bt+LBnU1M3SM9L2dM34YBo2bASMjQ0THxMJj8ii1nhD88/AFVCrliDIlsn4LlqYmKGhhiiNePmhWs5wYFlCqWuUfqp6kI/c1+5CBDJQrUQgDf2iI0MhYkWSz+sB5eN17CgN9XfyvdT3UdFOUqlUFRytTRCUk48aLUFQqagPPB/6IS06F/6tOoYUnfbDU8w6cCpphQMNyKGJZQKWf88yf6mHo5tMw0tcV1bPm/vKVKO1+zOe5eLy+W1GcuKOe5MYXIZEigWrNES943fcVQ/L1blkbNV2Licfd1x/C5X8UsRf3ffeQo59q3LoDYltdroQDBnxXH452VoiKS8CNxy9RybkIPG8+RFxiMvxDo+Cmwqsy37Rp3zHUr1lJNHTDI6NxyusGjp2/Ih7r9G1TNK+r3rKocm1rchO511vu+ESalJ++7xv+2oNK5cugrEvOKtqqwgv/AHHV46o/t+Pi1ZswNNBHn64/o1bVD1/kQERE9DFGT5kL7+u3xf1lsyZqPP51n/uir+Kr2tU1HlvO+KOnzhfJHeXcSmFw786wsjDPN20K6WRrQWtL6OroiGmpz8LBzgYBQaFwLJxV7UZVxiz6E5fvKC7sWzK6N14GhcK8gAlW7zqGS7cfiOSA/7VrgVrlVV+V1H31HkjdzKJ/qm0jMRTan0cvolKpoiij4mG5PqZ/zMrU5IPzNSUwJgk2JgbQ1dZWfgfsTQ0RGJMAR4usk4iqole9KdIeXldOJx9YDYO2A6FX7wdoGZsi+fB6ZMRFfdZ9c5mk99CmwBvvrZkRAqMSUMAw9b2POaqgn9J91W5ps4ZyJQpj4I+Nxff9dZuOeqG+Goa9zDRm4R+47POPuL9k7P/+db5KY3usw+Xbr2KM64eg0AiRTJRtO1fQEgEh4XB0sFVp7LGLN+Py3UeK2KN6wN7GAlEx8bjx4CkquZSA5xUfxCUkwS8kHG5OiqS6vNYnKsc5kNywX5drv5qb4kuxZo/pj8GTPWBkaIDo2DjMHzdYmdSXp9uSMrbh5T5+kCO+XNuZMQvWZ+3D3PtCbn/s2I/K5VxQtrTmK+8SkerleG956tQplQVPSEiAoeHbV+HkdHm6du2KVatWvTU84ZvGjRunvF+5cmXExcVh9uzZakmsatCgAW7cuIHQ0FCxbFIimpeXF2xt330g8PrwghUqVBCJVsWKFRNJY927d89RRTEpKet1EyZMwMSJmt9Zq8LKDVvx4qU/JiycrpF4qalpWPHnNnj8PkpcTXD7/kP0HzMNu9cugKWF6q/Ge/gyCMev3MXaMW9/xh4Df4HHtqNYs/8MnAvbonJpR+hoKxrbqrR2RCc4WJuLMeQX7/HEuDX70O+7+vAPi4JzIRsMattQVC3qPW8Tdk3qBWsVVa4yNdTDnLa1sOikD+KTU1GhiDWcbMygo62FqW1qwN7cWCT+/HXlMQZsPY9d/2sGVUlNS8cqz9uiw6ZqCTv4vAzFoD89salPC6w6dVuUIVentPR0BIRHw8neGgO/rYf7L4LQe+EO7BzXBdZmJpjSRbE92HfpDjz2nMUSFSdXrR3WAQ5WZkhJS8OSPWcxbv0BLOn/I+b0+haLdp8RFcsqOBWGk4M1dF5dKagOq7YdEFeereo7DMkpKUhNS0NSUjI2z3WHX1AoOo2YhhJFHOCihjGv5d7W5BZyr7fc8Yk0KT993x8+eYbjp89j/eKZssRPS02Hf2AwnIoXFR209/55jB5Dx2PPhsWwsdJc5SoiIsqbprsPFf/vPXQC85evw7LZ2ftg1G3XwWNo3aw+dHVV3z+QW+NvWDQdDnYFkZKaikWrNmLsVA8smz1B7XHza5tiWv+O4v+9nl7w2LQP/X5qCf+QcDgVtcegX1vj3tMX6PX7UuyeNxrWKuwrWzuqS1b/1O5TGLdmLwb92BjHr97D2pFdVBYnJ/1jSwb9/N75eZVe7VbQsrRD0qGstrxe7ZZI9tyOtLuXoGVREIYdRiMt4OknDQUod9+c3NaO6QoHawvF92rXSYxbvRtLhvyqfHz132fwIjgc47p0UtsyTBugeO29py7B48+9WOre54PzVRp7kGJ4w70nL8Ljj13o90traMrUfr+I//edvgyPTfuxZHQPzBncGQu3HER8YjIqlC4GpyJ20M3DfaKaPgeSW/brJG1707Byyx7MHz9IVLTyefAY/SfOw67lM2Bpbpqn27JytuHlPn6QI75c25lpA7u8tg/bg6UyJlc9fOqLY2e9sH6+Zj9vIspFiVVffaWaMcQlUgWniIj/XoHn9OnTokrW/Pnz0alTzg8ypOSl33//XVR4UnVFJxMTE5QsWVLcatWqhVKlSmHNmjUYPfrjxgW3sLBA6dKl8eiR4uqJjyW9/pAhQ7LN+1yrVa3bvAPHT1/A6gXTYPSJCXgf6/6jpwgJixA7ekl511KwK2iNe4+e4ItqlVQe7/qD56Kkc+uRC8R0aFQsHq/bh9DIGLRrVAPLhmV9r78dtRAlC6u+fKPUOSSRrgj7tXENtB67DPZW5tDW0sLXtcqJx6SKRYVtLPDQL1hliVWS6sVtxU2SnJqGRvP3iwpVUlJVZlb7T9VLYt6xW4iMT4KFisp/PwiIQEh0vOi4kZQrYgNbc2Pc9QtHaEwC2i/eL+ZLMU/ff4mIuET0b1oZqmJvZap4f2u4iWnXonYoZG2Oh/6hIrEqU+taZTF1y3FExibAooDqxp2Wkqokejo66NC4GtqMWyWmq7sUEzdJckoqGo1YDCeH91fa+xTrdx3GiYtXsfL3YeLqGOlmbGSAVg0UlVwK29mgkltJ+PzzVO2JVXJsa3IDuddb7vhEmpTfvu9Xb96FX0AwWv7cU0yHhkdg0uzFoo3103dfqz2+1EGrra2tLKvvVtoZhR3s8PDJ8zx9EpSIiDSrTYtGmDxnCSKjomFhrplh0eLjE3Dk1HlsXT5HI/FyS3xp3y7R09VFxx9bo2WH/2ksbm5oU9jbWot2lHQyVKpuIV2EJlW1kKpbqFOb+jUxZeU22L3qI2pZp5qY71aiKArbWuOhb4BKE6uy9U81qYnWo5fg+kNfUUm79ejFWf1m/iHi/3YNFMujzv6xD83XJHtTA4TGJSE1PV1UT5K+A4ExibA3VV1fkUS3RgvouFRD4pZZQKpiiD4YFYBO6apI2qtY74zIEKT7PYZOkVJI/YTEKrn75jJJ72Fo7BvvbXQC7M2NUEBf772PfSopqUr5vWpaC61HLVI+tuHQeZy4eg8rhneCkYE+1K1Ng1qYsvIvRMbEwuK1IaPeN1+lsRvWxpTlm2FnY4nQiKjs27mQCDgUtIK6tP6qOqas2oHImDjUKFdS3DL7RBv2mginIvZ5tk9U0+dAcst+Xe79am6I/+Dxc8VnX15xXqKcizPsbKxw79EzfFG1fJ5vy8rVhs8NsTUdX+7tjNiHrdii1n3Yv7l2+z78g0LQqvNAMR0aHonJ81ciNCwS7Vvn7QRyorwqx2n3hw8fxrlz55TTS5YsQaVKlfDLL7/kOElKqhp19+5d/Beenp5o2bIlZs6ciZ49FSdtckqqKGVpaamRxCNpHNU3h+j7EGmIwsePH4thBHNCWhczM7Nst88xsWrD1l04dPw0VnlMzTYGsLrZ29ogJCwcj5+/ENO+LwPwwj8QJYoWVks8KXnqxMIRODR3iLhVcC6C8V1bi/khkTHK5+30vCIOpGuUUW25SKkyUXR8onL6kPcduDrawdLUGDXciuOCzxMx/2VIBPxCI1FCxUk2ITEJyvsrz95DjeK2KGRhjLDYrGU6fu8lrAsYqiypSmJvYSw6aZ4EK8qW+4ZF42V4DFwLWeHkmB9xaPj34ta4rCN6Nqig8o4bywLGqOHiiAt3n4lpv9AoUSGshL0VgiNjlc87eeMhzE0MxU1VEt74zA9734VrUUVyW0hUVuyVBy6ghksxONqqvrP4jz1HcOiMN1b+PhRmBbJK1reoVxPnripK0kbFxIoOhNIl1FdyW85tjdzkXm+54xNpUn78vkvJU557/8TR7WvFrUIZF0wY3k8jSVUS6cq3mlUq4Ly3YviSl/6B8AsIglMx9VdAJCKivEsaviI4NEw5feLMRViYm4qh4jTl0KlzcHEuAadi6j1Oyk3x4xMSxXuf6eCJM3ArVSJftSmsLS3gVsoJ+4+dFtPHzlwUJ6ZUPVxQdFw8gsOzhnc76X0L5qbGsDI3Rc3ypXHh5j0x/2VQGPyCw1CisCIhRi39U14+cC1mL5KnTswfgkOzB4qb6Dfr3ErlSVXv6x9733xNszI2gGtBMxy8FyCmjz8Kgm0BQ5UOA6hbvRl0y9RC4tZZQFJ81gOJcUBKErSLuSkTrbQLOSM99OVn3TeXycrEAK525jjgo1if4w8CYGdqKIb6+9Bjn0J8r+Ky+kQPXboNV0dFEs8fhy/g0CUfkVRlZqLaxLnsv/VI5fRJr5tiuE9tLe13zpduKosd+0bsSzdgbmoitjNuTkVxwNNLzD928RrsrC1UOgyg9J5n28Zdvi1imxcwRkhEtHL+yp3HUKNsSTja2+TZPlFNnwPJLft1Te9Xc2N8KU5IeCSe+PqJaV+/QLzwD0KJog55ti0pZxte7uMHOeNrejvz9r7thsr3YTklJU+d2rYSRzYtEbcKbqUwfnBPJlUR5aeKVcOHDxfJTJLbt2+L6khDhw4VQ/JJ99etW/fRr9WsWTNRYUlKyJISnDJJVZqkxKLAwEAxXKCUACUpU6YM9PX1RaxWrVph4MCB+OGHH8TzJNJjVlaKqxh2794tXvv+/fti+u+//0ZQUJCoHiUNP3js2DFMmzYNw4YNy9H6S8v1ehWpp0+fiuWT4jo6OorhBadOnYrWrVuLpChpKEAp+czPzw8//vij8u8aNWqE7777Dv369RPT0nJI1bek4f/8/f3F8H06Ojr4+ee8W1r6fQKDQzB70SoUKWSPbv1HiXn6+nrYsspD7bFtrCwwcVgfDJs4G1rSlUjp6Rg7sIfyKgpN2nnqCg5cvCVdC4YSDgUxf8DPooKTKoVHx2HI0h1IT8+A9K9IQUtM6d5GPDau49eYsH4/PHaeEFcmStN2lqrNYl96+i6u+4aKofGkoQAnfFMVKanp6L/1vKhgJcW1MNaHR7svVBrXuoARxn1bCyO2nhEx0jMyMOqbGnCw0Fwjy/2Xxpj451Es2HNWLIP7L02QlpaB4av3ISklVcyzLGCEhf/7TqWfe1h0PIau2K34zDOkz9wCv3dtJR5buu8srj98qfg8nApjQqesIUpVJTA0HHPWbEMR+4LoPma2mCeN4S6Vuh7Y6QeMW7AWfx1UDDnb9YcWKK/Gsafl3NbISe71lju+nCbNWogzF7xF9Z6eQ9xhYmyEQ9vWyr1YlIe/7/n5Ozd+WB+Mn7kI85dvgJa2FiYM7Ss6EDUhP7/v+XndiSjvi42Lx5Dx08VQPdIxmpWFOZbMnKDy4/QP2XXwONq2kq8jXo74YRGRGDxuOtLS0qXuERQpZIdpYwfn2TbFpLnLcObSVYSFR6LXiMkwMTLCwU1LMX5Ib7jPXITVm3bCxNgYv49U9CeqUmx8IobNXYvE5BRoa2vB0qwAFo/qJb7j43q2x4RlmzF/4z7xmDQtJT2oSniU1D+1XVyYmiF9zgUtMOW3b1X2+v+1f+xD/WafYsrxuzj7LARhccnos+caTPR0sK9r3ffOl7g3KoPxR32w5vJTmOjrYlJTRQWInNJv3gU6zhWhVcAchj8NQ0ZyIhI3TYdB41+QHhEMw18Uxy1IS0XihsmQPpDEPUug3+AnQFsbWjo6SLl8RFSt+tz65n4/fANnHwchLDYJff66KN7Hv3s3xrjmFTH+wHWsufgPChjoYtLXVZR/86HH/qvwqFgMWbxN8X2H9H23xJQe3yEoPApztx4V07/NWK/sM9s0vgdUKTZO+q2vQWJyskimEr/1Mb1fbQPenq/K/VxsfAKGzV6JxKTM7YwpFo/tq9jO9OmAcQs3YPXOwzAxMsTk/p1VFlcZe/4fSJK2cVK/q1kBLBrZXcReuu0wrt1/IvY1FUoXx8Te7ZGX+0TlPAei6f26nPtVueNPWrAGZ7yvIyw8Cr3GzFTEXj8PEwZ2x9CpC8XvPD0jHWP6doaDrU2ebUvK2YaX+/hBzvia3s7ExiVg2JzVinastI03L4DFY/8n1nXyss04c9UHYZHR6D15sdjHHFiq2uH5Js1fiTNe1xS/9VFTYWJsiIN/ZFWj1CT2zRGpj1aGdGY9BwoUKAAfHx8UL14cEydOFPd37NiBa9eu4euvv1YmOeVkOL5u3bqhV69eynn169cXw/y9SUpikuJ26dIFGzZseOcwhVIlK8n69evRtWtXkTiQWWlLSrSSkqKkedIQff/73//Qo0cPUdZb8uzZM5QoUUIkbknL8C7S6zdo0OCt+Z07dxYxExMTRfUuLy8vkVRlbW2N6tWrw93dXfyfKXM9pPdQ8tNPP+HMmTMICwtDwYIFUadOHZGg5ezs/M74UjKaNFzg5yAlVFH1SA56Nk5ICbgnT2wHNyRe+kuW2Ia12iPx7J+yxBbx63ZEwsaxssQ2+nUqEnZMkSd2W3cknFgpS2wRv1FPJHjK00Ayqt8NSf9kVTPUNIPSdWTb1kjbmXy9jeX7nu/WPT+T8/su93cuJfihPLFtSyEl6IE8se1cZH/f5ZSf152I8gdZ920y9VOI+A5usvaTyLVfV+7bZWxXJPvfkSW2fqGySLp1BHIxqNAMiec3yRLb8MsOsvWPSX1j8cv6Qy7G/1uEuOmqTUz5WCajN8jWN6fsn1s3Qp7YXWch8eIWWWIb1v4ZST7HIBeDck2QdO+UPLHdGiDxhmL4SE0zrNRK/j7RfLxfl3PfKmvsZ1dkiS3iF68m73dOzja8TLHljp8bjl+S7pyQJbZB2UZIfnFTltj6RSuyb47oc69YJVWFio9XlAM+fvw4OnXqJO5LFZuio7NKpn6s8ePHiypYryc4ZSZHvY+UwCTdPkRKWpJumZo3by5uHyIlbknJShUrVnzvc6SEqw/loknVsHbt2oV/IyVxvW7r1q3/+jdERERERERERERERERERERERJRLE6ukSkrSkH9ffvklvL298ddfioo8//zzD4oUyfm4uC1btsTDhw/FUHlFixaFnA4ePIgxY8ZkG5YwNylbtiyePJEvO5WIiIiIiIiIiIiIiIiIiIiIKL/IcWLV4sWL0adPHzH837Jly1C4cGEx/9ChQ/9aEep9Bg0ahNxg9mzF2Na5lZT4lZKSIu6bmZnJvThERERERERERERERERERERERHlWjhOrHB0dsX//2+NVz58/X1XLRO9RrFgxuReBiIiIiIiIiIiIiIiIiIiIiChf0JZ7AYiIiIiIiIiIiIiIiIiIiIiIiHIbJlYRERERERERERERERERERERERG9gYlVREREREREREREREREREREREREb2BiFRERERERERERERERERERERER0RuYWEVERERERERERERERERERERERPQGXXyE77//Hh9r165dH/1cIiIiIiIiIiIiIiIiIiIiIiKiz7Zilbm5ufJmZmaGEydO4MqVK8rHr169KuZJjxMREREREREREREREREREREREeWLilXr1q1T3h85ciTatWuH5cuXQ0dHR8xLS0tDnz59RNIVERERERERERERERERERERERFRvqhY9bq1a9di2LBhyqQqiXR/yJAh4jEiIiIiIiIiIiIiIiIiIiIiIqJ8l1iVmpqK+/fvvzVfmpeenq6q5SIiIiIiIiIiIiIiIiIiIiIiIsrdQwG+rmvXrujevTseP36MGjVqiHleXl6YMWOGeIyIiIiIiIiIiIiIiIiIiIiIiCjfJVbNmTMH9vb2mDt3LgICAsQ8BwcHDB8+HEOHDlXHMhIREREREREREREREREREREREeXuxCptbW2MGDFC3KKjo8U8MzMzdSwbERERERERERERERERERERERHR55FY9TomVBERERERERERERERERERERERUV6kndM/CAoKQseOHVGoUCHo6upCR0cn242IiIiIiIiIiIiIiIiIiIiIiCjfVazq0qULfH19MW7cODg4OEBLS0s9S0ZERERERERERERERERERERERPS5JFadO3cOZ8+eRaVKldSzRERERERERERERERERERERERERJ/bUIBFixZFRkaGepaGiIiIiIiIiIiIiIiIiIiIiIjoc0ys8vDwwKhRo/Ds2TP1LBEREREREREREREREREREREREdHnNhRg+/btER8fD2dnZxgbG0NPTy/b4+Hh4apcPiIiIiIiIiIiIiIiIiIiIiIiIo3TysjhuH4bNmz44OOdO3f+1GUiIiIiIiIiIiIiIiIiIiIiIiL6vBKriD43KaFPZImrZ+OEpHunZIlt4NYAST7HZIkt4pdrgoRDC2WJbdRiABJ2TZMn9vdjkHB0qSyxRfymfZBwYqU8sRv1RPLza5CLfrEqSAl+KEtsPdtSssQlovzVppArtjK+jNtYOd93IiIidUgJuCdbbD0Ht3y5X5e7TSViBz2QJ7adC5KfeEMu+k41kPTwgiyxDUp9IWtsufpoMvtp4pcPlCW2ce8FSNg/D3IxajUEid7bZYltWONHJL+8LUts/SLlZYutjC/TtkbazsjVLyn1SSa/uClLbBG/aMV8uW8T8e1cZGtTifaUnPt1/zuQi36hsvK+7zwHIAu5f+uJ1/bJEtuwSmtZ25JE9BkOBRgdHQ0zMzPl/Q/JfB4REREREREREREREREREREREVGeTqyytLREQEAAbG1tYWFhAS0trbeeIxW+kuanpaWpYzmJiIiIiIiIiIiIiIiIiIiIiIhyV2LVyZMnYWVlpbz/rsQqIiIiIiIiIiIiIiIiIiIiIiKifJVY9dVXX+Hp06coUaIE6tevr/6lIiIiIiIiIiIiIiIiIiIiIiIikpH2xz7R2dlZJFZ169YNGzduxMuXL9W7ZERERERERERERERERERERERERLm5YlXmEICenp7itmXLFiQnJ8PJyQkNGzZEgwYNxM3Ozk69S0tERERERERERERERERERERERJSbEqukIQAzhwFMTEzEhQsXlIlWGzZsQEpKClxdXXHnzh11Li8REREREREREREREREREREREVHuSax6naGhoahUVadOHVGp6tChQ1ixYgXu37+v+iUkIiIiIiIiIiIiIiIiIiIiIiLKzYlV0vB/ly5dwqlTp0SlKi8vLxQtWhT16tXD4sWL8dVXX6lvSYmIiIiIiIiIiIiIiIiIiIiIiHJbYpVUoUpKpCpRooRIoOrVqxc2b94MBwcH9S4hERERERERERERERERERERERFRbk2sOnv2rEiikhKs6tevL5KrrK2t1bt0REREREREREREREREREREREREMtD+2CdGRkZi5cqVMDY2xsyZM1GoUCGUL18e/fr1w44dOxASEqLeJSUiIiIiIiIiIiIiIiIiIiIiIsptFatMTEzQvHlzcZPExMTg3LlzOHXqFGbNmoUOHTqgVKlS8PHxUefyEhERERERERERERERERERERER5Z6KVe9KtLKyshI3S0tL6Orq4t69e6pdOiIiIiIiIiIiIiIiIiIiIiIiotxcsSo9PR1XrlyBp6enqFJ1/vx5xMXFoXDhwmjQoAGWLFki/iciIiIiIiIiIiIiIiIiIiIiIso3iVUWFhYikcre3l4kUM2fPx/169eHs7OzepeQiIiIiIiIiIiIiIiIiIiIiIgotyZWzZ49WyRUlS5dWr1LRERERERERERERERERERERERE9LkkVvXq1Uu9S0JERERERERERERERERERERERJRLaMu9AERERERERERERERERERERERERLkNE6uIiIiIiIiIiIiIiIiIiIiIiIhyW2JVWFgYbG1t8ezZM7kXJdcrXrw4tLS0xC0yMlLuxSEiIiIiIiIiIiIiIiIiIiIiyrNkT6yaOnUq2rRpI5KGMg0YMABVq1aFgYEBKlWq9NbfPHjwAA0aNICdnR0MDQ3h5OQEd3d3pKSkfDBWZlLS67etW7fmaHnPnDmDb775BoUKFRJ/v2fPng8+v3fv3uJ5Hh4eH3zexIkT31o2V1fXbM+5fPkydu7cmaPlJSIiIiIiIiIiIiIiIiIiIiKinNOFjOLj47FmzRocOXLkrce6desGLy8v3Lp1663H9PT00KlTJ1SpUgUWFha4efMmevTogfT0dEybNu2DMdetW4fmzZsrp6W/z4m4uDhUrFhRLN/333//wefu3r0bly5dEklYH6Ns2bI4fvy4clpXN/vHU7BgQVhZWeVoeSnnps1fBs9zl+AfGIwd6xbDtbSz2mIlJadgxJzVePIyAAb6erAyN4V771/g6GALn4fPMGvNNsQnJkELWhjWrS1qVsiebKcKvSYvRmhENLS1tWBsZIhR3drCzamo8vE9Jy9i/JJN8BjRAw1rVlRZ3Mi4RPRckpWYmJiSCr+waJz8vRvS0tPhvukEXoRGQV9XB2N+/ApVnT/ud/Sxzt5/iSXHriM9IwNp6RnoXLcsWlctifE7zuGeXzi0tABdbW0MbF4VNUs6QNWSU1Ixd/dZXLj/HAa6uihd2AbTOjd/73yVx951GhfuPoOBnhSjIKZ1/Rq9F+5AWHQctLS1YGKgj5HtGsC1qJ1KY09fsh6el67CPygU25dNh6uzIqm2Wcf+0NfTg4G+vpj+7ac2aF6/NtStx5BxCA2LEN9/E2MjjB7YC25q/M0TUf6iyTbFm5KSkjF8wgw8fuYLAwN9WFlYYPzwfnAsotr9aW7cxsr5vhMREalDZFQ0ug8Zr5xOTErGS/9AnNmzAeZmphpbjt0HjmHcjAVYMHUsGtVT//Fabti3y92uaNruN8WxssGrY+UObdGiUV21xEpKTsbwGUvwxNdf0UdlYYZx/brCsZAdwiKjMHbOCrwICIa+ni7G9u2CauVdVds/NmvZq9hS29UU7n06idiZvG7eRa9xczC0+0/o2KZpnogtRz/NzFN3cfpJMAKiE7G1wxdwsTUT859HxGH8kduITEhGAQNdTG5aHs42iu3L+WchWHL+IVLT02Goq4OxjcvCpaDi7z65b3D5fuV0YnIq/MKjcXJSJ5gbG4p53g/90HvFAQxpXQu/1qsAddhz5iomrNqN+QN/QcNqZdBhwnKkpKaKx1LT0vHYLxjbp/ZDaUd7lcWcvngNPC9cgX9QCLavmA3XkiUUv8Hf5+PJ85evjuHMMW5QDzgWVm2/5Ltif2h+XtnOyN0vOX3xWnhelGKHYPvyWXAtqYjdc+QUhIZHKo6bjYwwqm9XuJVS/Xufm/oLkpNTMHvJGpz3vi7e89Ili2PmuKH5ok0l57qf876GRWu2iO2bkYE+xg/pDRc1/M7f58ylK1i0ZrM4j5uWlo6uP32LNs0baiQ2zwHIQ5Pt2Nft8byMCSu2Yf6QzmhYvRxW7zmBfWeuwjcwFPMGdxLzVCk3tCWJKB8kVh08eFBUpapVq1a2+QsXLhT/h4SEvDOxSqpQJd0yFStWDJ6enjh79uy/xpQSqezt//tBUIsWLcTt3/j5+aF///4iaaxly5Yf9dpSItWnLBupRtMGddCtQ1t0+t8wjcRr27QO6lQtJ6qUbTlwChMX/4k1U4Zg0IzlmDKgM2pVdMMzvyD0nOCBfUsmwfBVI0RVZg/tBjMTY3H/hNdNjFu8ETvmjRbTfsFh2Hn8AiqUzqoopyoWJobYNuIn5fSGk9dx9bE/zE0MMWHzCZQvZoelvb+Bj28Qhqw5hAPjO0JPR0clsTMyMjB221ms7tEMpR2s4BcRi+/m7UajcsUwrGUNmBkp3uP7/mHoufooPN1/Eo1uVVqw77z4zPeN6yz+D42O++B8lcbeexbS2uyb2E0RI0oRY9ZvrWD2quPq5I2HGP/HEWwb20mlsZvUrYmu7b5B5yET33ps9tgByg4NTZk7aSTMTAuI+8fPXMDYafOxa/1ijS4DEeVdmm5TvKlt6+aoW7u62NZv3rEP42d4YP3iWXl+Gyv3+05ERKRqFuZm2LkmqxL6uq17cOWmj0aTqvwCgrBj/xFULOsCTZNz354b2hVzJg6Ha6msflB1atu8AepWr6hoP+47hgkeq7Fu1lh4rN2GCq4lsXzKCPg8eIKBv3vg8Pp50HvjotBPit3sK9SpVkHRP/b3cUxcuA5rZ4wSj8XExWPB+h2oU1U9iTVyxtZ0P03jUvboUs0JXbddyjZ/6ok7+KF8EbQuWwTH/gnE+KO3semXLxCdmIKxh25hzY81RKLVtZfhYnpHpzpQSd/g0LbK6Q2nbuLqE39lUlVMQhIWHPBCHbesC0BVzS8kArtOXUGFklkxNk3qrbx/zNsHy3efUmlSlaRJvdro2v5bdB7onm1+21ZNULdGZcVvcM8hTJi7DOvmTdZI7PfNz0vbGTn7JZvUq4Wu7dug86CspB7JnHGDYVbARNw/cc4b7rOXYufK2cjL/QXzV2wQcQ9sXq7Y5oVFIL+0qeRa96iYWIya6oH1HlNQsoQjrt66K6Z3r1ugkfjS+Rgp3jqPKXBxLi7ald906ofG9WqLRCd14zkA5It2rMQvJBy7TnqhQilH5bya5Uqhee1KItlKXeRuSxJRPhgKUEqEkob8+1SPHj3C4cOH8dVXX/3rc/v27QsbGxvUqFEDa9euFTt0VZMyrjt27Ijhw4eLKlQf6+HDh6K6lZQ01qFDB/j6+qp82ejfVatUHva2BTUSS7oyp2618mJnK6ng4gT/4DBExsQhIipWJFVJihe2g6mJMc5du6PyZchMqpLExiWISk2Z3+OJSzdjdPcfxVVC6rbn0j18W1OxvkdvPMKPXyp+O+Uc7VDQ3ARXH/mrNJ5UBSwmMVncj0tMhrmxAfR1tJVJVZKYxA8PL/pfJSSlYM+lu+jXqrbys7cxM3nvfJXHvuCDfq3rZMUwV8TI7KzL7LwSvXoqVq2CG+wLWiO3yDygksTGxivfEyKiz61N8SbparB6X9TIamOUdYV/QFC+2MbK+b4TERFpwq6Dx/H91401Fk/qH5gwcyHGDOotqshrmpz79vzUrpCusK9Xo5KyzVbR1VlUdZEcOeuFdl8rqkqUc3GCrbUlrty+r8LYespEC0kFKXawIrZk+vKN6PHTN7Awy2pf5oXYcvTTVC1iBTvTrNeVhMcn4W5QFL52U1SraVzKDkExifCNjMOLyHiYG+opq1dVKWKFwJgE3AuKgqrt8b6Pb2tkVSiasfs8ejSuoky0Use2bdKa3RjVqZWomP8uu09fxXdfffr5izdVq1Dmrf4x8RusWSXrN+hWCv6BIRqJ/aH5eWU7I3e/5Pve38ykqsyT75o4bJazvyA+IRG7DhzDgB4ds7Z51pbID20qOdddqsplYWYqkqokVSuUQUBwKO7+8xiaIq1zTKwicTg2PgEW5qYaOe8k4TmA/EHs11dux6gu30L/taTc8iUdUcROfdt+uduSRJRPKlY9f/78o4fJe5cvvvgC165dQ1JSEnr27InJkz989Yb0eMOGDWFsbIyjR4+iT58+iI2NxYABA6BKM2fOFNWncvK6NWvWxPr16+Hi4oKAgABMmjQJdevWhY+PD0xNPz5bXnovpNvrpKpg0o1yv01/n0T9mhVhaVYABS3NcOTcFTSrU00MCyhVrZKSrtRhzMI/cNnnH3F/ydj/if//+PskKrk6oYxzVma3utx4GoDohETUK1tclAGXymy/nlBUyMoUgRExKosnNXBm/lIPQzd6wkhfF9EJyZj7a33ovepEWXD4Ko7dfqaY36G+yqtVvQiNhJmxAdYcvQyvBy9EmffeX9eEZQGjd86v6aK6z+BFiBTbEGuOeMHrvq8iRsvaqOlaTDzuvv4QLv+jSOpc3PfDw52q2phZSyHlupZ3ccag7j+LcuCaMHrKXHhfvy3uL5v19hVrRER5wcbte9GgruaG7MnEbSwREZFqXfe5j+iYWHxVu7rGYm74aw8qlS+Dsi4lNRaTsoyeOh/IAMq5lcLg3p3F8GCasHHvUTSoXQWR0TFITU2DjZWF8rFCdjYIVFMflWTTvmOoX7OyuH/03GXRj9OgZmWcuHBVbTHlip0b+mkCYxJhY2IAXW3FNdjSOtubGiEwOhFudmaISkzBDf8IVCpkCc/HwYhLToN/dALc7FT3XbzxNBDRCUmoV0ax3sduPhHLUb9ccZy4/RTq8OehC6hUqhjKlCj8zscDwyJx9f4zTO2dVVVLkzbuOogGX2huWy8HObczuaVfUsSesRjeNxUXVC+dqhhJIq/2F7zwDxDVoVb9uR0Xr94Uo3P06fozalWtiLzeppJz3aUhRaXf2Q2f+6hUzhWnznsjLj5BJG+W0cCQeNL2fM74YRg0bgaMjAzF++4xeZRGE/bZP5X327F/HjyDSqWLo4xTEchJznYsEeXhilUJCQkwNPzvV5z89ddfIrFq8+bNOHDgAObMmfPB548bNw5ffvklKleujJEjR2LEiBGYPVu1ZVWvXr2KBQsWiCSpnGQ9S8ML/vjjj6hQoQKaNWsmhkmMjIzEtm05K004ffp0mJubZ7tJ8yj3W7X9EHwDgzGw43diesGYPth94gLaDZ6KTftPorKbM3R01POTnTagE46tnIJ+P7eCx5978dDXH8cv3UDPts2hCVK1qlbVXaGrpvV7k5S4terkLZFMdWhkW6zo3hTu284hIi5RPD6weVXsH/4DZv3yFeYfuoqU1DSVxk9Lz0BAeAyc7K2xecTPGNn2K4xcdwhJKWnvnB+mwuEA09LTERAerYgx6leMbNcAI9fsV8aY0qUFjkzrhb6t68Bjz78Pr6oq6+dOwK4Vs7Bt6TRxtcrY2cs0Fnu6+1Cc2LkeA37riPnL12ksLhGRpqzcsBUvXvpjUO8uGo/NbSwREZFq7Tp4DK2b1Yfue6qrqNrDJ89w/PR59OrcXiPxKLsNi6Zj9/pF2LZmPizNzTB2atbwReq0aus++PoHYWCXdhqJly32tv3w9Q/GwM5tERoRhVV//Y2RPTvk2di5tZ8mk6mBHma3qoRF5/7BL5su4NLzUDhZFYDOqyQsVVaralW1tOgbDI2Ox6rj1zDi2y+gLg9fBOH4lTvo0ab+e5+z9+x11KvkAktT1VaT/xirNu2Er18gBv6mme++HOTczuSmfknJtFH9cHzLMvTv2h7zV2/K0/0Faanp8A8MhlPxoti2ah5GD+iBYRNnITRcc8MBytWmknPdTQuYYN7E4fBYtRHteg7DhSs34VysqNrON71JSpxc8ec2ePw+Csf+WoXV8yZj9DQPRERGQ1PYP5W327EPXwTiuPdt9PhOc1V9c1s7lojyeMUqaUi+iIj/3mgoWlQx9nmZMmWQlpYmqlYNHToUOjo6H10l6vfffxcVnlRV0Uka3jA4OBiOjlkVZqRlk5bLw8MDz549+6jXsbCwQOnSpcUwhzkxevRoDBkyJNs8VqvK/dbvOYoTl65j5aRBMDJQDEXnUqIIlk/IqnrWpt9EOBf97xXePkabBrUwZeVfOOV9C/7B4fim3yQxPzQyGpNebEFIRDTaN6+r0pjxScli6L9NQ34U0xYmhqJBHxodp6xa5R8eA3tL1Y1z/iAgHCHRCahawl5MlytqA1szY9z3D0ftUlnvca2ShTAj2QsPgyJRprDqSoVK66KtpYWvq7uIadeitihkbSaqcr1r/kP/MFiraEhAe6tXsWsohl10LWqHQtbmeOgfmi1G61plMXXLcUTGJsCigPrHOXewtRH/6+nqouN3LdCqW/btmCa0adEIk+csQWRUNCzMNXdVGhGROq3bvAPHT1/A6gXTYPQJFzR8Km5jiYiIPl18fAKOnDqPrcs/fGGhKl29eRd+AcFo+XNPMS2d/Js0ezFCwiLw03dfa2w58isHu4JZx8o/tkbLDooq4+q0fscBHL9wBaumjYSRoYG4iWSX8EhlNRlp6C57W9UPqbJ+1yFxNf/KKcNF3Mu37yMkIgrtBowXj0dEx8LT6wYiomIwoNMPeSJ2buinsTc1RGhcElLT00XVqoyMDDHcn72Z4vihelFrcZMkp6aj8cqTcLJWXbJRfFIKjt58gk0DFReb3n0ZIpKr2s/dIaal6van7zxHRGwi+n9dQyUxrz94Bv+QCLQePl9Mh0bF4vHavQiNjEG7xjXFe7D3zDWM7dIamrZ+297/s3cfcFKU9//AvyC99yZSVUBEsYuxoMYWCybRn/pPFMXeULGjgKCAigq2WEDBGmPBkohRUQEjKvZesIBKBylSBAT+rxnCCQsqmLub8+795jUvduZ29/vM3uzs7rOfe54Y+Z9XY/CAXumxWBxleZ4pqv2SiU77dozLBw2OOXO/SwNexbG/IHldK126dBy0zx7pepvNW8bGDevH+C8mRp1aNYv1e6qs933HbdqlS2LJkqXR8c9domWzld+xFrSPP/syfe+4/dZt0/V2rTeL+nVrx0effRG7bN8+CpP+qeL5Pvatj79Y+bp+zlXp+sy538XnQx5Ov9v8v30KLqhdVN7HAiUgWJWMHHXvvffm29ypS5cuTf9f32DV22+/HTVr1szX4NHRRx8dv//9monYZASqZPtxxx233veTTFH4+eefp7fbEKb9++25+/GR8dSY12Nwn7OiWpVKedtnfDs36tZaOSzmw8+8mAaudtpqZeAmv8xbsDC+X7wk6v33A+vzr74T1atUjhP/vN8ao1V16Tko/nrgnrHXTvk/LO3Tb30WmzeqE83r//jhYZ+tN42HXvogTj1gx3j/q2kxfe6C2G7T/AuVNaheOWZ+tzC+mD4nWtSrEV/NnBfffPtdNK1TLb3cpM7KN9TvfT0jvp3/fTSulb9zHydT/u3YapMY+9HE2K1t85g0c25MnjUvtmrecJ3bmzeolY+1K8WOrZrE2A8nxG5btvhvjblpjelz5ke9Giv39fm3x0f1yhXSpTDml/9h2bKoVmVlp9yIF8ZG65bNCrxuMuTw94sXR706KztpnhvzctppkQzJDFAc3PXA8Hhq5OgYPKhfVKuav69lv8Q5FgDy31Mv/CdatWweLZoW3vQWSXhq9QDVsWdeFEcf3in23r3wpxguadLPyj/8kPc+bsRzY6LNZs0LtOZdw5+KEaNficH9Lsr7jJ7YZ7cd48ERz8dpf/1TvP/JFzE9+XK0Xet8rX33o0/HU6NfjcF9z8/rH9t9h61j1L3X513n0oFDolWLJnF0p32LTe2i0E9Tq1L5aF2vWoz4aHIc0rZxjBw/LepVqRBNaqw8BmbM/z7qVllZd/Crn6Uhq1U/yw9Pv/15bN6wdl7fYDId4PO9j8n7eY+/vxCtNq4df919q3yrmYSnkmWV4/sOib/st0vstf0W6fq4D79IRxPrsGXBT5G1urse+meMeP6lGDyg5xrPweIky/NMUeqXTMybvyC+/z753Lyy7/e5l8aln5mrV6tSbPsLataoFjttu1W8NO6t2L3D9vHN5Kkxacq0aNG0cAI+Wb6nynrfZ8z6NurWXnms3XrPQ7HTNu3SKQILQ4N6ddL6n0/8Oh0p66tvpsTXk6dG803WPRVrftI/VTLexybhqdUDVMf3uSX+csBusdcOW0ZhyPK9JFBCglVJ4CgZYSkZtSoJOK2SjNKUBIumTp2aTheYBKBWjUxVrly5uO+++9K5d9u1a5eGiF5//fX0fo444oi8OXkfffTRdNvHH3+crv/zn/+MadOmxc4775xOP/jss89Gv3794rzzztugNiftWn0UqS+//DJtX61atdJRqmrXrp0uq0va1KBBg2jV6sdQzN577x1//OMf44wzzkjXk3YcfPDB0bRp05g8eXL06tUrDYgdddRRv+qx5dfrffUNMWbsuPSvME/qdmlUrlQxnnrwzgKpNXXm7Lhm6MPRuH6dOP7SlX8hVbZsmbh/wEVpmGrEmHHpX0g1b9wwBl10ygZNL7k+5i/4Ps679o74fsmSKF2qdNSsViVu6p7/dX7Oo698FH/qsLLTYpWzD+kQl9w7Mg6+4t4oW6Z09Pvr76PsegYm10ftqhWjxx87xAX3j07/KnD5ihVx0SE7Rc3KFeKUO5+J+d8vjY1Kl4qK5crENX/pGNUq5n9Y8dIj9orL7h8Z1z/+UtqGS4/cK+rXqPKT2/O19v/7fVx2zzNx/WMvrqzx//aJZctWxPlDnojFS39ItyXhrxtO/WO+Hwu9Bw2JMePeilnfzomTL+6fPr9u639xdOszMO2wWrEionHDetHvgtOioM1fsDC69ewfixcvSfczmd/75qt6FerxDxRvhfmeItfU6TNiwI2Do3GjBtHlzIvSbeXKlY2/Dy6c6WOyPMdm+bgDQEEaPmJkHHZQyeuIz/K1Pcvas2bPiXN69I9ly5ZHJJ+VG9WPfpecU2D1ps74Nq4ZfH80blAvjr+oX7qtXNJHNah3nNPlyOg+4NY48Pjz0lEH+p9/Svp/vtWe+W1cc8cD0bhB3Tj+4qvy+lPvv65HvtUoirWz6Ke5YuT78eKXM2LWgiVx2qOvR+WyZeKJLrvHpXu3jZ7PvBd3jPsiKpcrE733WzmqSeKWlz+LtybNjmXLV8RWDWvEZfvk75eUj776cfxp54IP0GyIR0e/EZ122zYdXaYg9L7uthjz6hsr+8cuvCI9t9x5Xe+45ta7onHD+nH8uZf9+By8+coCrz3inpt+cntxOc9k3S/Ze+DtMebVN1fWvqhvVK5UIYYM6Bnn9rku/cPn5FhLpsq6+YqLCvxzc9b9BT3POy16XnVjDLz1rihVulT0Ovf0dPSikvCeKst9v3noA/HGux+lM+xs3bZV9L7g9CgsyUh0l513Wpx32YAolYyMuHx5XHLWiXkjGhUk3wFko7Dfx/6c24ePjIeeeyUdMeqzr6dG/2GPxT/6nx218inEWhTeSwKFo9SKJLWRoWQ6vi5dusTJJ5+ct61jx44xevTota6bhJiaNWsW//jHP+Lqq6+OTz/9NA2dJGGkv/71r3HOOeekoanEsGHD0hGiVu3ev//97zRolYSikm2bbrppnHrqqXHiiSfmfUBKpulr3rx5vPDCC2kb1mXUqFGx5557rrW9c+fOac11Sdp89tlnp8vq24499ti47LKVH5KOPPLIGDNmTMyaNSvq1q0bu+66a/Tt2zdatmy5zvpJGC2ZLpBftnTmF5nULVunRSz+6IVMapdvs2csfv/ZTGqn9bfcJxY9dUMmtSse0DUWDe+XTe0/dY9Fz/wtk9pp/X1Pi0XP3Z5N7b1PiiUT34yslGu6bSydPj6T2mXrbZZJXaBkvafIqnZe/QzPsVk+7gBQEJZO+Siz2mUbtimRr+tZv6dKa0/7JJva9VvFki/GRVbKtdgxFo8fm0nt8pvtkmntrPpoVvXTLLz1rExqVzrl+lj0r+siKxUP6hbfj3sok9oVdjw8lnzzXia1yzVul1ntvPoZnWuS80xW/ZJJn+SSr9/JpHZaf5OtS+RrW1q/fqvM3lOl76eyfF2f/EFkpVyjttk+7r4DyETWz/Xv33wik9oVtj0k0/eSQNGS6YhViZ49e8b555+/RsApCQ/9nGRkqmT5OUloKVlW2X///dPl5yTBrSSstPXWPz3dWRK42tAsWhLY+qVtDzzwwAbdJwAAAAAAAAAAUIyDVQceeGCMHz8+Jk2aFJtsUrjzKOcaMWJEdO/efY1pCYuStm3bxhdfZPeXfQAAAAAAAAAAUFJkHqxKrD5FXpYGDBgQRVkS/Fq6dGl6uVq1alk3BwAAAAAAAAAAiq0iEaxi/TRt2jTrJgAAAAAAAAAAQIlQOusGAAAAAAAAAAAAFDWCVQAAAAAAAAAAADkEqwAAAAAAAAAAAHIIVgEAAAAAAAAAAOQQrAIAAAAAAAAAAMghWAUAAAAAAAAAAJBDsAoAAAAAAAAAACCHYBUAAAAAAAAAAEAOwSoAAAAAAAAAAIAcglUAAAAAAAAAAAA5BKsAAAAAAAAAAAByCFYBAAAAAAAAAADkEKwCAAAAAAAAAADIIVgFAAAAAAAAAACQQ7AKAAAAAAAAAAAgh2AVAAAAAAAAAABADsEqAAAAAAAAAACAHIJVAAAAAAAAAAAAOQSrAAAAAAAAAAAAcpRasWLFityNAAAAAAAAAAAAJVmZrBsAxdmSb97LpG65xu1i8cejIyvlW+8R37/5RCa1K2x7SCwadWcmtSt27BLfv/ZIZKXCDn+ORQ9fkUntioddmvkxt3T6+Exql623WSZ1AQAAfo2lM7/IpG7ZOi2iJMvycV8y+YPISrlGbTPtH1s65aNMapdt2CYWf/qfyEr5zXeNRX/vlUntikf1ju9f+UdkpcLOR8SSCa9nUrtcs+0zfa5n1TeW1q+3WabPtyVfv5NJ7XKbbJ3Zfq/a96XTPsmmdv1WmR3vWb++pa9tGdbO+pjLct/JRtbP9Sy/b1z8/rOZ1C6/5T6ZP+7AmkwFCAAAAAAAAAAAkEOwCgAAAAAAAAAAIIdgFQAAAAAAAAAAQA7BKgAAAAAAAAAAgByCVQAAAAAAAAAAADkEqwAAAAAAAAAAAHIIVgEAAAAAAAAAAOQQrAIAAAAAAAAAAMghWAUAAAAAAAAAAJBDsAoAAAAAAAAAACCHYBUAAAAAAAAAAEAOwSoAAAAAAAAAAIAcglUAAAAAAAAAAAA5BKsAAAAAAAAAAAByCFYBAAAAAAAAAADkEKwCAAAAAAAAAADIIVgFAAAAAAAAAACQQ7AKAAAAAAA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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# # We start with the original timeseries, mapped onto the same time vector as the SCADA\n", - "df_les = df_les_raw_resampled.copy()\n", - "\n", - "# Load the timeseries dataframe into the class\n", - "from flasc.data_processing.timeseries_to_grid_solutions import ConvertTimeseriesToSolutionGrid\n", - "g = ConvertTimeseriesToSolutionGrid(df_timeseries=df_les)\n", - "\n", - "# Bin the LES data by wind directions and wind speeds (for now: not by TI)\n", - "df_binned = g.bin_timeseries(\n", - " wd_step=5.0,\n", - " ws_array=np.arange(3.5, np.ceil(df_fm_approx[\"ws\"].max()) + 0.01, 1.0),\n", - " ti_array=[0.0, 1.0], # Pour everything into a single TI bin\n", - " circular_cols=None,\n", - " plot=True,\n", - " verbose=True\n", - ")\n", - "\n", - "# Convert the binned data into the right formatting matching those of df_fm_approx\n", - "df_les_steadystate_table = g.convert_binned_dataframe_to_df_fi_approx(N_min=3) # At least 3 valid samples\n", - "\n", - "# Use this steady-state table to produce a new timeseries with identical inflow as SCADA\n", - "df_les_timeseries_inflowremapped = ftools.interpolate_floris_from_df_approx(\n", - " df=df_scada, df_approx=df_les_steadystate_table, method=\"linear\", verbose=True\n", - ")\n", - "\n", - "print(df_les_steadystate_table)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Next, we can compare this inflow-remapped timeseries directly to SCADA. This may change the absolute AEP errors substantially, but likely will leave the relative wake loss percentages mostly intact." - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "NaNs in df_scada power columns: 191035\n", - "NaNs in df_models power columns: [np.int64(191035), np.int64(191035), np.int64(191035)]\n", - " Absolute cumulative energy (MWh)\n", - "+-------------+---------------+-------------------------------+-------------------------------+-------------------+\n", - "| Selection | SCADA (MWh) | LES (original inflow) (MWh) | LES (inflow-remapped) (MWh) | FLORIS CC (MWh) |\n", - "|-------------+---------------+-------------------------------+-------------------------------+-------------------|\n", - "| Entire farm | 4418.49 | 4343.35 | 4714.99 | 4311.83 |\n", - "| Turbine 00 | 715.71 | 677.56 | 734.35 | 674.32 |\n", - "| Turbine 01 | 640.39 | 613.91 | 671.14 | 610.73 |\n", - "| Turbine 02 | 611.66 | 587.56 | 633.16 | 584.30 |\n", - "| Turbine 03 | 553.87 | 546.68 | 604.08 | 543.05 |\n", - "| Turbine 04 | 639.35 | 633.96 | 686.65 | 627.07 |\n", - "| Turbine 05 | 592.71 | 588.24 | 635.44 | 579.08 |\n", - "| Turbine 06 | 664.80 | 695.44 | 750.16 | 693.28 |\n", - "+-------------+---------------+-------------------------------+-------------------------------+-------------------+\n", - "\n", - "\n", - " Cumulative energy wake loss (%)\n", - "+-------------+-------------+-----------------------------+-----------------------------+-----------------+\n", - "| Selection | SCADA (%) | LES (original inflow) (%) | LES (inflow-remapped) (%) | FLORIS CC (%) |\n", - "|-------------+-------------+-----------------------------+-----------------------------+-----------------|\n", - "| Entire farm | 2.96 | 3.57 | 3.43 | 3.76 |\n", - "| Turbine 00 | -3.05 | 1.75 | 1.74 | 1.72 |\n", - "| Turbine 01 | -0.61 | 2.78 | 2.70 | 2.75 |\n", - "| Turbine 02 | -0.52 | 2.46 | 2.44 | 2.49 |\n", - "| Turbine 03 | 3.63 | 3.93 | 3.72 | 3.95 |\n", - "| Turbine 04 | 6.20 | 6.25 | 5.93 | 6.74 |\n", - "| Turbine 05 | 8.10 | 7.06 | 6.81 | 8.07 |\n", - "| Turbine 06 | 6.66 | 1.01 | 0.92 | 0.85 |\n", - "+-------------+-------------+-----------------------------+-----------------------------+-----------------+\n" - ] - } - ], - "source": [ - "# Perform comparison using this inflow-remapped LES dataframe\n", - "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(\n", - " df_scada,\n", - " [df_les, df_les_timeseries_inflowremapped, df_floris_timeseries],\n", - " model_tags=[\"LES (original inflow)\", \"LES (inflow-remapped)\", \"FLORIS CC\"],\n", - " print_values=True,\n", - " print_errors=False\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [] - }, - { - "cell_type": "code", - "execution_count": 21, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Calculating energy ratios with bootstrapping (N=20).\n", - "This may take a couple seconds...\n" - ] - }, - { - "data": { - "text/plain": [ - "Text(0.5, 1.0, 'Energy Ratios for Turbine 004')" - ] - }, - "execution_count": 21, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Let's also look at an energy ratio, for good measure\n", - "\n", - "# Specify upstream turbines in same fashion as for the SCADA data\n", - "df_les_timeseries_raw = dfm.set_pow_ref_by_upstream_turbines(df_les_timeseries_raw, df_upstream, exclude_turbs=exclude_turbs)\n", - "df_les_timeseries_inflowremapped = dfm.set_pow_ref_by_upstream_turbines(df_les_timeseries_inflowremapped, df_upstream, exclude_turbs=exclude_turbs)\n", - "df_floris_timeseries = dfm.set_pow_ref_by_upstream_turbines(df_floris_timeseries, df_upstream, exclude_turbs=exclude_turbs)\n", - "\n", - "# Initialize energy ratio analysis class and perform common operations. E.g., let's look at turbine 4.\n", - "a_in = AnalysisInput(\n", - " [df_scada, df_floris_timeseries, df_les_timeseries_raw, df_les_timeseries_inflowremapped],\n", - " [\"SCADA data\", f\"FLORIS: {wake_model}\", \"LES (original inflow)\", \"LES (inflow remapped)\"]\n", - ")\n", - "\n", - "N = 20\n", - "print(\"Calculating energy ratios with bootstrapping (N={}).\".format(N))\n", - "print(\"This may take a couple seconds...\")\n", - "np.random.seed(0)\n", - "er_out = er.compute_energy_ratio(\n", - " a_in,\n", - " test_turbines=[4],\n", - " use_predefined_ref=True,\n", - " use_predefined_wd=True,\n", - " use_predefined_ws=True,\n", - " wd_step=5.0,\n", - " wd_bin_overlap_radius=0.0,\n", - " ws_min=6.0,\n", - " ws_max=12.0,\n", - " N=N,\n", - " percentiles=[5.0, 95.0],\n", - ")\n", - "ax = er_out.plot_energy_ratios(overlay_frequency=True)\n", - "ax[0].set_title(\"Energy Ratios for Turbine 004\")" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Calculating energy ratios with bootstrapping (N=20).\n", - "This may take a couple seconds...\n" - ] - }, - { - "data": { - "text/plain": [ - "Text(0.5, 1.0, 'Energy Ratios for Turbine 004')" - ] - }, - "execution_count": 22, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Now re-do everything while enforcing same frequency distribution as SCADA.\n", - "# Q: Why does this not cause green and orange lines to collapse to the same?\n", - "\n", - "# df_freq variable is based on the first entry (here: SCADA)\n", - "df_freq = er_out.df_freq\n", - "df_freq = df_freq.rename(columns={\"wd_bin\": \"wd\", \"ws_bin\": \"ws\", \"weight\": \"freq_val\"})\n", - "\n", - "# Now replot everything with this df_freq\n", - "N = 20\n", - "print(\"Calculating energy ratios with bootstrapping (N={}).\".format(N))\n", - "print(\"This may take a couple seconds...\")\n", - "np.random.seed(0)\n", - "er_out = er.compute_energy_ratio(\n", - " a_in,\n", - " test_turbines=[4],\n", - " use_predefined_ref=True,\n", - " use_predefined_wd=True,\n", - " use_predefined_ws=True,\n", - " wd_step=5.0,\n", - " wd_bin_overlap_radius=0.0,\n", - " ws_min=6.0,\n", - " ws_max=12.0,\n", - " N=N,\n", - " percentiles=[5.0, 95.0],\n", - " df_freq=df_freq\n", - ")\n", - "ax = er_out.plot_energy_ratios(overlay_frequency=True)\n", - "ax[0].set_title(\"Energy Ratios for Turbine 004\")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "confide", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.12.11" - }, - "toc": { - "base_numbering": 1, - "nav_menu": {}, - "number_sections": true, - "sideBar": true, - "skip_h1_title": false, - "title_cell": "Table of Contents", - "title_sidebar": "Contents", - "toc_cell": false, - "toc_position": {}, - "toc_section_display": true, - "toc_window_display": false - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/examples_smarteole/12c_floris_les_scada_model_validation.ipynb b/examples_smarteole/12c_floris_les_scada_model_validation.ipynb new file mode 100644 index 00000000..1723ff04 --- /dev/null +++ b/examples_smarteole/12c_floris_les_scada_model_validation.ipynb @@ -0,0 +1,967 @@ +{ + "cells": [ + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Compare cumulative energy & cumulative energy wake loss between SCADA, a dynamic model (LES) and FLORIS\n", + "\n", + "In this notebook, we will demonstrate ..." + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [], + "source": [ + "from pathlib import Path\n", + "\n", + "import numpy as np\n", + "import pandas as pd\n", + "\n", + "from flasc.analysis import energy_ratio as er\n", + "from flasc.analysis.analysis_input import AnalysisInput\n", + "from flasc.data_processing import dataframe_manipulations as dfm\n", + "from flasc.data_processing import time_operations as tops\n", + "from flasc.utilities import floris_tools as ftools\n", + "from flasc.utilities.utilities_examples import load_floris_smarteole as load_floris\n", + "\n", + "# Suppress warnings\n", + "import warnings\n", + "warnings.filterwarnings(\"ignore\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 0: Specify user options, load FLORIS and define helper functions" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [], + "source": [ + "# Specify which turbines to include/exclude. Since it's all baseline operation, we use all turbines.\n", + "include_turbs = [0, 1, 2, 3, 4, 5, 6]\n", + "exclude_turbs = []\n", + "\n", + "# Load FLORIS model of site\n", + "fm, turbine_weights = load_floris()\n", + "\n", + "# Use FLORIS to identify upstream / unwaked turbines for each direction\n", + "df_upstream = ftools.get_upstream_turbs_floris(fm)\n", + "\n", + "# Introduce helper functions for calculating errors and generating plots/tables\n", + "def err(old_val, new_val):\n", + " return 100.0 * (new_val-old_val) / old_val\n", + "\n", + "# Introduce helper functions for calculating wake loss (%)\n", + "def wake_loss(aep_waked, aep_unwaked):\n", + " return 100.0 * (aep_unwaked-aep_waked) / aep_unwaked\n", + "\n", + "# A function to print table\n", + "def print_pretty_table(table_dict, title):\n", + " # Format title to be centered above the table, and print table in pretty format\n", + " df_table = pd.DataFrame(table_dict)\n", + " mrkdwn = df_table.to_markdown(headers='keys', tablefmt='psql', index=False, floatfmt=\".2f\")\n", + " spc = int(np.floor(len(mrkdwn.split(\"\\n\")[0]) / 2 - len(title) / 2))\n", + " mrkdwn = (\" \" * spc + title + \"\\n\") + mrkdwn\n", + " return print(mrkdwn)" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 1: Load processed data\n", + "\n", + "Load the processed SCADA data and assign reference wind directions, wind speeds and reference power productions by the upstream turbines" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of turbines in dataset: 7.\n", + "FlascDataFrame in FLASC format\n", + " time pow_000 pow_001 pow_002 pow_003 \\\n", + "0 2020-02-17 16:30:00 2023.746948 2045.376953 2031.724976 NaN \n", + "1 2020-02-17 16:31:00 1959.036011 2050.572998 2034.890991 NaN \n", + "2 2020-02-17 16:32:00 2053.658936 2032.191040 2011.870972 NaN \n", + "3 2020-02-17 16:33:00 2044.296997 2060.478027 1995.057983 NaN \n", + "4 2020-02-17 16:34:00 2058.281006 2042.703003 2031.723999 NaN \n", + "... ... ... ... ... ... \n", + "81949 2020-05-24 22:56:00 179.934006 157.003998 192.214996 188.412994 \n", + "81950 2020-05-24 22:57:00 181.414993 176.386002 191.845993 198.539993 \n", + "81951 2020-05-24 22:58:00 187.748001 181.809006 183.802994 179.539001 \n", + "81952 2020-05-24 22:59:00 175.552002 176.250000 183.923004 152.393005 \n", + "81953 2020-05-24 23:00:00 169.324997 179.944000 173.608002 136.597000 \n", + "\n", + " pow_004 pow_005 pow_006 ws_000 ws_001 ... \\\n", + "0 2028.063965 2032.461060 1983.390991 13.066 12.337 ... \n", + "1 2017.777954 1943.764038 2046.568970 12.091 13.057 ... \n", + "2 NaN 2052.092041 2039.948975 13.381 12.213 ... \n", + "3 NaN 2008.868042 2058.000000 14.345 13.141 ... \n", + "4 NaN 1819.896973 2059.760010 14.338 12.723 ... \n", + "... ... ... ... ... ... ... \n", + "81949 126.820000 123.959999 76.050003 5.999 5.425 ... \n", + "81950 112.936996 105.567001 77.943001 6.252 5.512 ... \n", + "81951 115.987000 101.077003 86.049004 5.908 5.512 ... \n", + "81952 117.514000 82.098000 84.855003 6.024 5.410 ... \n", + "81953 104.023003 69.424004 72.632004 5.979 5.454 ... \n", + "\n", + " target_yaw_offset_005 control_mode wd_smarteole ws_smarteole \\\n", + "0 -0.0 baseline 251.041656 12.582482 \n", + "1 -0.0 baseline 251.282669 12.823891 \n", + "2 -0.0 baseline 252.874146 12.859400 \n", + "3 -0.0 baseline 251.341522 13.426766 \n", + "4 -0.0 baseline 253.343018 13.225105 \n", + "... ... ... ... ... \n", + "81949 -0.0 baseline 298.199219 5.850310 \n", + "81950 -0.0 baseline 299.667358 5.886584 \n", + "81951 -0.0 baseline 300.943939 5.775875 \n", + "81952 -0.0 baseline 303.221344 5.821594 \n", + "81953 -0.0 baseline 302.326843 5.745269 \n", + "\n", + " pow_ref_smarteole ti wd ws pow_ref \\\n", + "0 2021.060059 0.11 251.377068 12.452667 2024.127482 \n", + "1 2022.767212 0.11 251.485048 12.776333 2008.768494 \n", + "2 2034.417480 0.11 253.473037 12.888800 2037.952393 \n", + "3 2039.458252 0.11 251.104001 13.468800 2033.340210 \n", + "4 2048.116943 0.11 255.679234 13.029600 2002.472998 \n", + "... ... ... ... ... ... \n", + "81949 151.300735 0.11 306.282002 5.361714 149.199428 \n", + "81950 156.897491 0.11 306.411418 5.309000 149.233426 \n", + "81951 159.852249 0.11 308.109904 5.296286 148.001716 \n", + "81952 155.144989 0.11 310.160703 5.219857 138.940716 \n", + "81953 148.877243 0.11 310.323495 5.178714 129.364716 \n", + "\n", + " n_turbs_available \n", + "0 6 \n", + "1 6 \n", + "2 5 \n", + "3 5 \n", + "4 5 \n", + "... ... \n", + "81949 7 \n", + "81950 7 \n", + "81951 7 \n", + "81952 7 \n", + "81953 7 \n", + "\n", + "[81954 rows x 40 columns]\n" + ] + } + ], + "source": [ + "def load_data():\n", + " root_path = Path.cwd()\n", + " f = root_path / \"postprocessed\" / \"df_scada_data_60s_filtered_and_northing_calibrated.pkl\"\n", + " df_scada = pd.read_pickle(f)\n", + "\n", + " return df_scada\n", + "\n", + "# Load the data\n", + "df_scada = load_data()\n", + "\n", + "# And calculate some helper variables\n", + "n_turbs = dfm.get_num_turbines(df_scada)\n", + "pow_cols = [f\"pow_{ti:03d}\" for ti in range(n_turbs)]\n", + "print(f\"Number of turbines in dataset: {n_turbs}.\")\n", + "\n", + "# The SCADA data set contains alternating 1-hour periods with baseline or wake steering control.\n", + "# For these examples, we'll limit the data to baseline operation. \n", + "df_scada = df_scada[df_scada.control_mode == \"baseline\"].reset_index(drop=True)\n", + "\n", + "# Set the wind direction as the average of all turbine averages\n", + "df_scada = dfm.set_wd_by_turbines(df_scada, include_turbs)\n", + "\n", + "# Set the wind speed to be the average of all upstream turbines\n", + "# (turbines not in a wake in a given direction)\n", + "# Except for SMV5\n", + "df_scada = dfm.set_ws_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=exclude_turbs)\n", + "\n", + "# Set the reference power to the average of all upstream turbines\n", + "# Except for SMV5\n", + "df_scada = dfm.set_pow_ref_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=exclude_turbs)\n", + "\n", + "# Determine number of turbines available at any given time\n", + "df_scada[\"n_turbs_available\"] = list(n_turbs - df_scada[pow_cols].isna().sum(axis=1))\n", + "\n", + "# Print information to console\n", + "print(df_scada)" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 2: Now calculate FLORIS model predictions for the SCADA dataset\n", + "\n", + "description..." + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2026-01-06 16:22:51\u001b[0m Identified the following grid type: 3d.\n", + "\u001b[32m2026-01-06 16:22:51\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", + "\u001b[32m2026-01-06 16:22:51\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", + "\u001b[32m2026-01-06 16:22:51\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", + "\u001b[32m2026-01-06 16:22:51\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", + "\u001b[32m2026-01-06 16:22:51\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", + "\u001b[32m2026-01-06 16:22:51\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", + "\u001b[32m2026-01-06 16:22:52\u001b[0m Interpolating pow for all turbines...\n", + "\u001b[32m2026-01-06 16:22:52\u001b[0m Finished interpolation in 0.103 seconds.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "FlascDataFrame in FLASC format\n", + " wd ws ti time pow_000 \\\n", + "0 251.377068 12.452667 0.11 2020-02-17 16:30:00 1.948538e+06 \n", + "1 251.485048 12.776333 0.11 2020-02-17 16:31:00 1.977804e+06 \n", + "2 253.473037 12.888800 0.11 2020-02-17 16:32:00 1.987973e+06 \n", + "3 251.104001 13.468800 0.11 2020-02-17 16:33:00 2.017250e+06 \n", + "4 255.679234 13.029600 0.11 2020-02-17 16:34:00 1.999241e+06 \n", + "... ... ... ... ... ... \n", + "81949 306.282002 5.361714 0.11 2020-05-24 22:56:00 2.139622e+05 \n", + "81950 306.411418 5.309000 0.11 2020-05-24 22:57:00 2.058329e+05 \n", + "81951 308.109904 5.296286 0.11 2020-05-24 22:58:00 2.038721e+05 \n", + "81952 310.160703 5.219857 0.11 2020-05-24 22:59:00 1.920857e+05 \n", + "81953 310.323495 5.178714 0.11 2020-05-24 23:00:00 1.857408e+05 \n", + "\n", + " pow_001 pow_002 pow_003 pow_004 pow_005 \\\n", + "0 1.948538e+06 1.948538e+06 NaN 1.948538e+06 1.948538e+06 \n", + "1 1.977804e+06 1.977804e+06 NaN 1.977804e+06 1.977804e+06 \n", + "2 1.987973e+06 1.987973e+06 NaN NaN 1.987973e+06 \n", + "3 2.017250e+06 2.017250e+06 NaN NaN 2.017250e+06 \n", + "4 1.999241e+06 1.999241e+06 NaN NaN 1.999241e+06 \n", + "... ... ... ... ... ... \n", + "81949 2.139622e+05 2.139622e+05 213962.226744 2.139622e+05 2.139622e+05 \n", + "81950 2.058329e+05 2.058329e+05 205832.874257 2.058329e+05 2.058329e+05 \n", + "81951 2.038721e+05 2.038721e+05 203872.133476 2.038721e+05 2.038721e+05 \n", + "81952 1.920857e+05 1.920857e+05 192085.701666 1.920857e+05 1.920857e+05 \n", + "81953 1.857408e+05 1.857408e+05 185740.835808 1.857408e+05 1.857408e+05 \n", + "\n", + " pow_006 \n", + "0 1.948538e+06 \n", + "1 1.977804e+06 \n", + "2 1.987973e+06 \n", + "3 2.017250e+06 \n", + "4 1.999241e+06 \n", + "... ... \n", + "81949 2.139622e+05 \n", + "81950 2.058329e+05 \n", + "81951 2.038721e+05 \n", + "81952 1.920857e+05 \n", + "81953 1.857408e+05 \n", + "\n", + "[81954 rows x 11 columns]\n" + ] + } + ], + "source": [ + "# Grab a FLORIS solution and turn it into a timeseries\n", + "wake_model = \"cc\"\n", + "fn = Path.cwd() / \"precalculated_floris_solutions\" / \"df_fi_approx_{:s}.ftr\".format(wake_model)\n", + "if fn.is_file():\n", + " df_fm_approx = pd.read_feather(fn)\n", + "else:\n", + " raise UserWarning(\n", + " \"Please run '01_precalculate_floris_solutions.ipynb' \"\n", + " \"for the appropriate wake models first.\"\n", + " )\n", + "\n", + "df_floris_timeseries = ftools.interpolate_floris_from_df_approx(\n", + " df=df_scada, df_approx=df_fm_approx, method=\"linear\", verbose=True\n", + ")\n", + "print(df_floris_timeseries)\n", + "df_floris_timeseries[pow_cols] *= 1.0e-3 # Scale results from [W] to [kW] in accordance to SCADA" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2026-01-06 16:22:53\u001b[0m Resampling column 'pow_000' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:22:53\u001b[0m Resampling column 'pow_001' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:22:53\u001b[0m Resampling column 'pow_002' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:22:53\u001b[0m Resampling column 'pow_003' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:22:53\u001b[0m Resampling column 'pow_004' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:22:54\u001b[0m Resampling column 'pow_005' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:22:54\u001b[0m Resampling column 'pow_006' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:22:54\u001b[0m Resampling column 'ws_000' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:22:54\u001b[0m Resampling column 'wd_000' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", + "\u001b[32m2026-01-06 16:22:54\u001b[0m Resampling column 'ws_001' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:22:54\u001b[0m Resampling column 'wd_001' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", + "\u001b[32m2026-01-06 16:22:55\u001b[0m Resampling column 'ws_002' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:22:55\u001b[0m Resampling column 'wd_002' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", + "\u001b[32m2026-01-06 16:22:55\u001b[0m Resampling column 'ws_003' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:22:55\u001b[0m Resampling column 'wd_003' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", + "\u001b[32m2026-01-06 16:22:55\u001b[0m Resampling column 'ws_004' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:22:55\u001b[0m Resampling column 'wd_004' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", + "\u001b[32m2026-01-06 16:22:56\u001b[0m Resampling column 'ws_005' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:22:56\u001b[0m Resampling column 'wd_005' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", + "\u001b[32m2026-01-06 16:22:56\u001b[0m Resampling column 'ws_006' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:22:56\u001b[0m Resampling column 'wd_006' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", + "\u001b[32m2026-01-06 16:22:56\u001b[0m Resampling column 'wd' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", + "\u001b[32m2026-01-06 16:22:57\u001b[0m Resampling column 'ws' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:22:57\u001b[0m Resampling column 'pow_ref' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:22:57\u001b[0m Resampling column 'ti' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n" + ] + } + ], + "source": [ + "########################################################################################################################################\n", + "###### Load LES timeseries in preparation for validation against SCADA. We will try various validation metrics and approaches... #######\n", + "########################################################################################################################################\n", + "\n", + "# Grab the raw LES timeseries\n", + "df_les_timeseries_raw = pd.read_csv(\"data/SMARTEOLE-LES-simulation-data/les_timeseries.csv\")\n", + "df_les_timeseries_raw[\"time\"] = pd.to_datetime(df_les_timeseries_raw[\"time\"])\n", + "\n", + "# Fix scaling in LES from [W] to [kW]\n", + "df_les_timeseries_raw[pow_cols] *= 1.0e-3\n", + "\n", + "# Assign freestream ambient conditions by the turbines\n", + "df_les_timeseries_raw = dfm.set_wd_by_turbines(df_les_timeseries_raw, include_turbs)\n", + "df_les_timeseries_raw = dfm.set_ws_by_upstream_turbines(df_les_timeseries_raw, df_upstream, exclude_turbs=exclude_turbs)\n", + "df_les_timeseries_raw = dfm.set_pow_ref_by_upstream_turbines(df_les_timeseries_raw, df_upstream, exclude_turbs=exclude_turbs)\n", + "df_les_timeseries_raw[\"ti\"] = 0.10 # Placeholder assumption for TI\n", + "\n", + "# Map raw LES directly to the SCADA timeseries using linear interpolation\n", + "df_les_raw_resampled = tops.df_resample_by_interpolation(\n", + " df=df_les_timeseries_raw,\n", + " time_array=pd.to_datetime(df_scada[\"time\"]),\n", + " circular_cols=[c for c in df_les_timeseries_raw.columns if c.startswith(\"wd\")],\n", + ")" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 3: Define helper function that calculates relevant AEP errors\n", + "\n", + "Description..." + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [], + "source": [ + "def compare_absolute_aep_and_relative_wake_loss(df_scada, df_model_list, model_tags=None, print_values=True, print_errors=True):\n", + " # Input formatting options\n", + " if isinstance(df_model_list, pd.DataFrame):\n", + " df_model_list = [df_model_list]\n", + "\n", + " if model_tags is None:\n", + " model_tags = [f\"Model {ti}\" for ti in range(len(df_model_list))]\n", + "\n", + " # Specify a unit conversion\n", + " unit_conversion = 1.0e-3 * np.nanmedian(df_scada[\"time\"].diff()) / np.timedelta64(3600, 's') # From sum of samples to MWh\n", + "\n", + " # Make local copies of dataframes that we can manipulate\n", + " df_scada = df_scada.copy()\n", + " df_model_list = [df.copy() for df in df_model_list]\n", + "\n", + " # First ensure consistent NaN mapping between modelled data and SCADA\n", + " n_turbs = dfm.get_num_turbines(df_scada)\n", + " for ti in range(n_turbs):\n", + " ids_nan = df_scada[f\"pow_{ti:03d}\"].isna()\n", + " for df_model in df_model_list:\n", + " ids_nan = ids_nan | df_model[f\"pow_{ti:03d}\"].isna()\n", + " ids_nan = np.where(ids_nan)[0]\n", + "\n", + " # Mirror NaNs across all model predictions and SCADA\n", + " df_scada.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", + " for df_model in df_model_list:\n", + " df_model.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", + "\n", + " # Assert NaNs are identical between dataframes\n", + " n_scada = df_scada[pow_cols].isna().sum().sum()\n", + " n_models = [\n", + " df_model[pow_cols].isna().sum().sum()\n", + " for df_model in df_model_list\n", + " ]\n", + " print(f\"NaNs in df_scada power columns: {n_scada}\")\n", + " print(f\"NaNs in df_models power columns: {n_models}\")\n", + "\n", + " for df_model in df_model_list:\n", + " # Specify upstream power in the exact same way as with the SCADA data\n", + " df_model = dfm.set_pow_ref_by_upstream_turbines(df_model, df_upstream, exclude_turbs=exclude_turbs)\n", + "\n", + " # Determine number of turbines available at any given time, similar to SCADA\n", + " df_model[\"n_turbs_available\"] = (~df_model[pow_cols].isna()).sum(axis=1)\n", + "\n", + " # # Assert that number of turbines available at each timestamp is identical between SCADA and LES simulation\n", + " # all(df_model_list[0][\"n_turbs_available\"] == df_scada[\"n_turbs_available\"])\n", + "\n", + " #######################################################################################################################\n", + " ################## Compare absolute AEP directly between SCADA and simulated data (LES) ###############################\n", + " #######################################################################################################################\n", + "\n", + " # Absolute AEP for the entire farm and per turbine\n", + " aep_turbine_scada = [df_scada[pc].sum() * unit_conversion for pc in pow_cols]\n", + " aep_turbine_models = [\n", + " [df_model[pc].sum() * unit_conversion for pc in pow_cols]\n", + " for df_model in df_model_list\n", + " ]\n", + " aep_farm_scada = np.sum(aep_turbine_scada)\n", + " aep_farm_models = [np.sum(aep_tm) for aep_tm in aep_turbine_models]\n", + "\n", + " table_absolute_aep_dict = {\n", + " \"Selection\": [\"Entire farm\"] + [f\"Turbine {ti:02d}\" for ti in range(n_turbs)],\n", + " \"SCADA (MWh)\": [aep_farm_scada] + aep_turbine_scada,\n", + " }\n", + " for mii, model_tag in enumerate(model_tags):\n", + " if print_values:\n", + " table_absolute_aep_dict[f\"{model_tag} (MWh)\"] = [aep_farm_models[mii]] + aep_turbine_models[mii]\n", + " if print_errors:\n", + " table_absolute_aep_dict[f\"{model_tag} error (%)\"] = (\n", + " [err(aep_farm_scada, aep_farm_models[mii])] +\n", + " [err(x, y) for x, y in zip(aep_turbine_scada, aep_turbine_models[mii])]\n", + " )\n", + "\n", + " print_pretty_table(table_absolute_aep_dict, title=\"Absolute cumulative energy (MWh)\")\n", + " print(\"\\n\")\n", + "\n", + " #######################################################################################################################\n", + " ################ Now we do the same exercise, but with wake loss rather than absolute AEP #############################\n", + " #######################################################################################################################\n", + "\n", + " # Compare AEP wake loss relative to most upstream turbines\n", + " aep_turbine_scada_waked = np.array([None for _ in range(n_turbs)], dtype=float)\n", + " aep_turbine_scada_unwaked = np.array([None for _ in range(n_turbs)], dtype=float)\n", + " aep_turbine_models_waked = [np.array([None for _ in range(n_turbs)], dtype=float) for _ in df_model_list]\n", + " aep_turbine_models_unwaked = [np.array([None for _ in range(n_turbs)], dtype=float) for _ in df_model_list]\n", + "\n", + " for ti in range(n_turbs):\n", + " # First SCADA\n", + " p_test = np.array(df_scada[f\"pow_{ti:03d}\"], dtype=float, copy=True)\n", + " p_ref = np.array(df_scada[\"pow_ref\"], dtype=float, copy=True)\n", + " ids_non_nan = (~np.isnan(p_test)) & (~np.isnan(p_ref))\n", + " aep_turbine_scada_unwaked[ti] = np.sum(p_ref[ids_non_nan]) * unit_conversion\n", + " aep_turbine_scada_waked[ti] = np.sum(p_test[ids_non_nan]) * unit_conversion\n", + "\n", + " # Now LES and FLORIS\n", + " for dii, df_model in enumerate(df_model_list):\n", + " p_test = np.array(df_model[f\"pow_{ti:03d}\"], dtype=float, copy=True)\n", + " p_ref = np.array(df_model[\"pow_ref\"], dtype=float, copy=True)\n", + " ids_non_nan = (~np.isnan(p_test)) & (~np.isnan(p_ref))\n", + " aep_turbine_models_unwaked[dii][ti] = np.sum(p_ref[ids_non_nan]) * unit_conversion\n", + " aep_turbine_models_waked[dii][ti] = np.sum(p_test[ids_non_nan]) * unit_conversion\n", + "\n", + " aep_farm_scada_waked = np.sum(aep_turbine_scada_waked)\n", + " aep_farm_scada_unwaked = np.sum(aep_turbine_scada_unwaked)\n", + " aep_farm_models_waked = [np.sum(aep_tm_waked) for aep_tm_waked in aep_turbine_models_waked]\n", + " aep_farm_models_unwaked = [np.sum(aep_tm_unwaked) for aep_tm_unwaked in aep_turbine_models_unwaked]\n", + "\n", + " # Derive wake loss percentages and errors, and print as a pretty table\n", + " wake_losses_scada = np.hstack(\n", + " [\n", + " wake_loss(aep_farm_scada_waked, aep_farm_scada_unwaked),\n", + " wake_loss(aep_turbine_scada_waked, aep_turbine_scada_unwaked)\n", + " ]\n", + " )\n", + " wake_losses_models = [\n", + " np.hstack(\n", + " [\n", + " wake_loss(aep_farm_models_waked[dii], aep_farm_models_unwaked[dii]),\n", + " wake_loss(aep_turbine_models_waked[dii], aep_turbine_models_unwaked[dii])\n", + " ]\n", + " )\n", + " for dii in range(len(df_model_list))\n", + " ]\n", + "\n", + " table_wakeloss_aep_dict = {\n", + " \"Selection\": [\"Entire farm\"] + [f\"Turbine {ti:02d}\" for ti in range(n_turbs)],\n", + " \"SCADA (%)\": wake_losses_scada\n", + " }\n", + " for mii, model_tag in enumerate(model_tags):\n", + " if print_values:\n", + " table_wakeloss_aep_dict[f\"{model_tag} (%)\"] = wake_losses_models[mii]\n", + " if print_errors:\n", + " table_wakeloss_aep_dict[f\"{model_tag} error (p.p.)\"] = wake_losses_models[mii] - wake_losses_scada\n", + "\n", + " print_pretty_table(table_wakeloss_aep_dict, title=\"Cumulative energy wake loss (%)\")\n", + "\n", + " return table_absolute_aep_dict, table_wakeloss_aep_dict" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Option for validation 1: compare the two timeseries directly, assuming (hoping) that LES predicted the inflow conditions accurately.\n", + "\n", + "For this, we must ensure the NaNs in the SCADA also appear as NaNs in the LES timeseries. Assuming the same timezone format..." + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "NaNs in df_scada power columns: 457712\n", + "NaNs in df_models power columns: [np.int64(457712), np.int64(457712)]\n", + " Absolute cumulative energy (MWh)\n", + "+-------------+---------------+-------------+-----------------+-------------------+-----------------------+\n", + "| Selection | SCADA (MWh) | LES (MWh) | LES error (%) | FLORIS CC (MWh) | FLORIS CC error (%) |\n", + "|-------------+---------------+-------------+-----------------+-------------------+-----------------------|\n", + "| Entire farm | 1355.41 | 1287.20 | -5.03 | 1324.38 | -2.29 |\n", + "| Turbine 00 | 219.83 | 210.66 | -4.17 | 207.10 | -5.79 |\n", + "| Turbine 01 | 196.56 | 184.18 | -6.30 | 187.31 | -4.71 |\n", + "| Turbine 02 | 188.43 | 171.55 | -8.96 | 180.33 | -4.30 |\n", + "| Turbine 03 | 168.75 | 153.86 | -8.82 | 165.69 | -1.82 |\n", + "| Turbine 04 | 195.91 | 189.60 | -3.22 | 192.62 | -1.68 |\n", + "| Turbine 05 | 181.76 | 177.90 | -2.13 | 178.36 | -1.87 |\n", + "| Turbine 06 | 204.17 | 199.45 | -2.31 | 212.97 | 4.31 |\n", + "+-------------+---------------+-------------+-----------------+-------------------+-----------------------+\n", + "\n", + "\n", + " Cumulative energy wake loss (%)\n", + "+-------------+-------------+-----------+--------------------+-----------------+--------------------------+\n", + "| Selection | SCADA (%) | LES (%) | LES error (p.p.) | FLORIS CC (%) | FLORIS CC error (p.p.) |\n", + "|-------------+-------------+-----------+--------------------+-----------------+--------------------------|\n", + "| Entire farm | 3.00 | 2.92 | -0.08 | 3.75 | 0.76 |\n", + "| Turbine 00 | -3.09 | -3.75 | -0.67 | 1.73 | 4.81 |\n", + "| Turbine 01 | -0.74 | 0.36 | 1.11 | 2.76 | 3.51 |\n", + "| Turbine 02 | -0.35 | 3.09 | 3.43 | 2.56 | 2.90 |\n", + "| Turbine 03 | 3.70 | 7.34 | 3.64 | 4.01 | 0.31 |\n", + "| Turbine 04 | 6.28 | 4.86 | -1.42 | 6.66 | 0.37 |\n", + "| Turbine 05 | 8.31 | 5.42 | -2.89 | 7.96 | -0.35 |\n", + "| Turbine 06 | 6.63 | 4.00 | -2.63 | 0.88 | -5.75 |\n", + "+-------------+-------------+-----------+--------------------+-----------------+--------------------------+\n" + ] + } + ], + "source": [ + "# Now being on the same timeseries, map NaNs from SCADA to LES\n", + "df_les = df_les_raw_resampled.copy()\n", + "\n", + "# Perform comparison using this LES dataframe\n", + "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(\n", + " df_scada,\n", + " [df_les, df_floris_timeseries],\n", + " model_tags=[\"LES\", \"FLORIS CC\"]\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Option for validation 2: we re-map the LES timeseries onto the SCADA ambient wind directions and wind speeds. \n", + "\n", + "This ensures the ambient conditions are identical between the two datasets. We do this by turning the LES simulation into a steady-state table of solutions, basically identical to a FLORIS solutions table." + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "No circular columns specified. Automatically identified: ['wd_000', 'wd_001', 'wd_002', 'wd_003', 'wd_004', 'wd_005', 'wd_006'].\n", + "Applying regular averaging on entire dataframe (29 columns).\n", + "Applying circular averaging on 7 columns.\n", + "Flagged an additional 36 table entries as NaN because their sample pool is smaller than 3 (N_min).\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2026-01-06 16:22:59\u001b[0m Identified the following grid type: 2d.\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m \u001b[33mWarning: the values in df[wd] exceed the range in the precalculated solutions df_fi_approx[wd].\u001b[0m\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df: (0.035, 359.955)\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df: (0.035, 359.955)\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df_approx: (0.000, 355.000)\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df_approx: (4.000, 18.000)\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m \u001b[33mWarning: the values in df[ti] exceed the range in the precalculated solutions df_fi_approx[ti].\u001b[0m\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df_approx: (0.500, 0.500)\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m Interpolating pow for all turbines...\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m Interpolating ws for all turbines...\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m Interpolating wd for all turbines...\n", + "\u001b[32m2026-01-06 16:22:59\u001b[0m Finished interpolation in 0.150 seconds.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Approximate table contains 505 valid entries (46.76%) and 575 invalid entries (53.24%).\n", + " wd ws ti wd_000 wd_001 wd_002 wd_003 \\\n", + "0 0.0 4.0 0.5 358.867189 359.404097 359.077879 1.173013 \n", + "1 5.0 4.0 0.5 5.823989 6.555070 6.083463 9.914013 \n", + "2 10.0 4.0 0.5 8.194114 8.930340 9.225630 13.631851 \n", + "3 15.0 4.0 0.5 14.062022 14.001720 13.536481 16.904732 \n", + "4 20.0 4.0 0.5 18.492192 18.545229 17.918692 20.567461 \n", + "... ... ... ... ... ... ... ... \n", + "1075 335.0 18.0 NaN NaN NaN NaN NaN \n", + "1076 340.0 18.0 NaN NaN NaN NaN NaN \n", + "1077 345.0 18.0 NaN NaN NaN NaN NaN \n", + "1078 350.0 18.0 NaN NaN NaN NaN NaN \n", + "1079 355.0 18.0 NaN NaN NaN NaN NaN \n", + "\n", + " wd_004 wd_005 wd_006 ... ws_005 ws_006 pow_000 \\\n", + "0 0.959990 359.891041 0.090546 ... 3.978288 3.744922 116.781037 \n", + "1 4.389737 1.445360 4.316912 ... 3.495007 3.410669 107.960816 \n", + "2 11.336208 9.599651 10.710193 ... 3.131477 3.109811 94.112020 \n", + "3 15.347468 15.805888 16.292727 ... 3.144432 3.160935 94.800449 \n", + "4 18.669228 19.813904 19.730110 ... 3.396758 3.517685 91.207777 \n", + "... ... ... ... ... ... ... ... \n", + "1075 NaN NaN NaN ... NaN NaN NaN \n", + "1076 NaN NaN NaN ... NaN NaN NaN \n", + "1077 NaN NaN NaN ... NaN NaN NaN \n", + "1078 NaN NaN NaN ... NaN NaN NaN \n", + "1079 NaN NaN NaN ... NaN NaN NaN \n", + "\n", + " pow_001 pow_002 pow_003 pow_004 pow_005 pow_006 \\\n", + "0 95.235190 78.318820 81.475957 68.312026 84.534077 68.543712 \n", + "1 84.537560 63.915561 50.842175 43.957087 51.301329 40.556113 \n", + "2 73.824645 60.354132 33.337521 25.841587 17.907952 20.233585 \n", + "3 79.769003 68.239375 42.932311 47.881696 29.892931 34.032487 \n", + "4 82.944009 77.000292 49.779712 59.294348 44.615210 56.420778 \n", + "... ... ... ... ... ... ... \n", + "1075 NaN NaN NaN NaN NaN NaN \n", + "1076 NaN NaN NaN NaN NaN NaN \n", + "1077 NaN NaN NaN NaN NaN NaN \n", + "1078 NaN NaN NaN NaN NaN NaN \n", + "1079 NaN NaN NaN NaN NaN NaN \n", + "\n", + " pow_ref \n", + "0 116.722256 \n", + "1 107.960816 \n", + "2 94.088219 \n", + "3 94.740227 \n", + "4 91.100329 \n", + "... ... \n", + "1075 NaN \n", + "1076 NaN \n", + "1077 NaN \n", + "1078 NaN \n", + "1079 NaN \n", + "\n", + "[1080 rows x 25 columns]\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# # We start with the original timeseries, mapped onto the same time vector as the SCADA\n", + "df_les = df_les_raw_resampled.copy()\n", + "\n", + "# Load the timeseries dataframe into the class\n", + "from flasc.data_processing.timeseries_to_grid_solutions import ConvertTimeseriesToSolutionGrid\n", + "g = ConvertTimeseriesToSolutionGrid(df_timeseries=df_les)\n", + "\n", + "# Bin the LES data by wind directions and wind speeds (for now: not by TI)\n", + "df_binned = g.bin_timeseries(\n", + " wd_step=5.0,\n", + " ws_array=np.arange(3.5, np.ceil(df_fm_approx[\"ws\"].max()) + 0.01, 1.0),\n", + " ti_array=[0.0, 1.0], # Pour everything into a single TI bin\n", + " circular_cols=None,\n", + " plot=True,\n", + " verbose=True\n", + ")\n", + "\n", + "# Convert the binned data into the right formatting matching those of df_fm_approx\n", + "df_les_steadystate_table = g.convert_binned_dataframe_to_df_fi_approx(N_min=3) # At least 3 valid samples\n", + "\n", + "# Use this steady-state table to produce a new timeseries with identical inflow as SCADA\n", + "df_les_timeseries_inflowremapped = ftools.interpolate_floris_from_df_approx(\n", + " df=df_scada, df_approx=df_les_steadystate_table, method=\"linear\", verbose=True\n", + ")\n", + "\n", + "print(df_les_steadystate_table)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Next, we can compare this inflow-remapped timeseries directly to SCADA. This may change the absolute AEP errors substantially, but likely will leave the relative wake loss percentages mostly intact." + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "NaNs in df_scada power columns: 476293\n", + "NaNs in df_models power columns: [np.int64(476293), np.int64(476293), np.int64(476293)]\n", + " Absolute cumulative energy (MWh)\n", + "+-------------+---------------+-------------------------------+-------------------------------+-------------------+\n", + "| Selection | SCADA (MWh) | LES (original inflow) (MWh) | LES (inflow-remapped) (MWh) | FLORIS CC (MWh) |\n", + "|-------------+---------------+-------------------------------+-------------------------------+-------------------|\n", + "| Entire farm | 948.90 | 939.61 | 1050.00 | 925.80 |\n", + "| Turbine 00 | 155.87 | 155.15 | 172.45 | 145.77 |\n", + "| Turbine 01 | 143.00 | 139.20 | 155.69 | 135.72 |\n", + "| Turbine 02 | 130.48 | 122.36 | 137.44 | 124.09 |\n", + "| Turbine 03 | 126.85 | 120.29 | 134.87 | 124.64 |\n", + "| Turbine 04 | 132.06 | 134.38 | 151.35 | 129.98 |\n", + "| Turbine 05 | 124.12 | 128.17 | 141.79 | 120.72 |\n", + "| Turbine 06 | 136.52 | 140.05 | 156.40 | 144.88 |\n", + "+-------------+---------------+-------------------------------+-------------------------------+-------------------+\n", + "\n", + "\n", + " Cumulative energy wake loss (%)\n", + "+-------------+-------------+-----------------------------+-----------------------------+-----------------+\n", + "| Selection | SCADA (%) | LES (original inflow) (%) | LES (inflow-remapped) (%) | FLORIS CC (%) |\n", + "|-------------+-------------+-----------------------------+-----------------------------+-----------------|\n", + "| Entire farm | 3.10 | 3.11 | 2.69 | 3.85 |\n", + "| Turbine 00 | -4.47 | -4.71 | -4.26 | 1.09 |\n", + "| Turbine 01 | -1.86 | -0.11 | -0.08 | 2.02 |\n", + "| Turbine 02 | -1.75 | 2.96 | 2.61 | 1.68 |\n", + "| Turbine 03 | 3.06 | 7.41 | 6.96 | 3.27 |\n", + "| Turbine 04 | 7.85 | 5.70 | 4.39 | 8.05 |\n", + "| Turbine 05 | 10.10 | 6.30 | 5.58 | 10.15 |\n", + "| Turbine 06 | 8.51 | 4.93 | 4.36 | 0.91 |\n", + "+-------------+-------------+-----------------------------+-----------------------------+-----------------+\n" + ] + } + ], + "source": [ + "# Perform comparison using this inflow-remapped LES dataframe\n", + "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(\n", + " df_scada,\n", + " [df_les, df_les_timeseries_inflowremapped, df_floris_timeseries],\n", + " model_tags=[\"LES (original inflow)\", \"LES (inflow-remapped)\", \"FLORIS CC\"],\n", + " print_values=True,\n", + " print_errors=False\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating energy ratios with bootstrapping (N=20).\n", + "This may take a couple seconds...\n" + ] + }, + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Energy Ratios for turbines [0, 1, 2, 3, 4, 5, 6]')" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Let's also look at an energy ratio, for good measure\n", + "\n", + "# Specify upstream turbines in same fashion as for the SCADA data\n", + "df_les_timeseries_raw = dfm.set_pow_ref_by_upstream_turbines(df_les_timeseries_raw, df_upstream, exclude_turbs=exclude_turbs)\n", + "df_les_timeseries_inflowremapped = dfm.set_pow_ref_by_upstream_turbines(df_les_timeseries_inflowremapped, df_upstream, exclude_turbs=exclude_turbs)\n", + "df_floris_timeseries = dfm.set_pow_ref_by_upstream_turbines(df_floris_timeseries, df_upstream, exclude_turbs=exclude_turbs)\n", + "\n", + "# Initialize energy ratio analysis class and perform common operations. E.g., let's look at turbine 4.\n", + "a_in = AnalysisInput(\n", + " [df_scada, df_floris_timeseries, df_les_timeseries_raw, df_les_timeseries_inflowremapped],\n", + " [\"SCADA data\", f\"FLORIS: {wake_model}\", \"LES (original inflow)\", \"LES (inflow remapped)\"]\n", + ")\n", + "\n", + "N = 20\n", + "print(\"Calculating energy ratios with bootstrapping (N={}).\".format(N))\n", + "print(\"This may take a couple seconds...\")\n", + "np.random.seed(0)\n", + "er_out = er.compute_energy_ratio(\n", + " a_in,\n", + " test_turbines=include_turbs,\n", + " use_predefined_ref=True,\n", + " use_predefined_wd=True,\n", + " use_predefined_ws=True,\n", + " wd_step=5.0,\n", + " wd_bin_overlap_radius=0.0,\n", + " ws_min=6.0,\n", + " ws_max=12.0,\n", + " N=N,\n", + " percentiles=[5.0, 95.0],\n", + ")\n", + "ax = er_out.plot_energy_ratios(overlay_frequency=True)\n", + "ax[0].set_title(f\"Energy Ratios for turbines {include_turbs}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating energy ratios with bootstrapping (N=20).\n", + "This may take a couple seconds...\n" + ] + }, + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Energy Ratios for turbines [0, 1, 2, 3, 4, 5, 6]')" + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Now re-do everything while enforcing same frequency distribution as SCADA.\n", + "# Q: Why does this not cause green and orange lines to collapse to the same?\n", + "\n", + "# df_freq variable is based on the first entry (here: SCADA)\n", + "df_freq = er_out.df_freq\n", + "df_freq = df_freq.rename(columns={\"wd_bin\": \"wd\", \"ws_bin\": \"ws\", \"weight\": \"freq_val\"})\n", + "\n", + "# Now replot everything with this df_freq\n", + "N = 20\n", + "print(\"Calculating energy ratios with bootstrapping (N={}).\".format(N))\n", + "print(\"This may take a couple seconds...\")\n", + "np.random.seed(0)\n", + "er_out = er.compute_energy_ratio(\n", + " a_in,\n", + " test_turbines=include_turbs,\n", + " use_predefined_ref=True,\n", + " use_predefined_wd=True,\n", + " use_predefined_ws=True,\n", + " wd_step=5.0,\n", + " wd_bin_overlap_radius=0.0,\n", + " ws_min=6.0,\n", + " ws_max=12.0,\n", + " N=N,\n", + " percentiles=[5.0, 95.0],\n", + " df_freq=df_freq\n", + ")\n", + "ax = er_out.plot_energy_ratios(overlay_frequency=True)\n", + "ax[0].set_title(f\"Energy Ratios for turbines {include_turbs}\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "confide", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.11" + }, + "toc": { + "base_numbering": 1, + "nav_menu": {}, + "number_sections": true, + "sideBar": true, + "skip_h1_title": false, + "title_cell": "Table of Contents", + "title_sidebar": "Contents", + "toc_cell": false, + "toc_position": {}, + "toc_section_display": true, + "toc_window_display": false + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/examples_smarteole/data/SMARTEOLE-LES-simulation-data/import_aspire_les_data.py b/examples_smarteole/data/SMARTEOLE-LES-simulation-data/import_aspire_les_data.py new file mode 100644 index 00000000..70909307 --- /dev/null +++ b/examples_smarteole/data/SMARTEOLE-LES-simulation-data/import_aspire_les_data.py @@ -0,0 +1,238 @@ +import os +import glob + +import matplotlib.pyplot as plt +import numpy as np +import pandas as pd +import io +from time import perf_counter as timerpc + +from datetime import timedelta as td + +import tarfile +import xarray as xr + +from floris.utilities import wrap_360 +from flasc.data_processing.time_operations import ( + df_downsample, + df_resample_by_interpolation +) +from flasc.visualization import plot_with_wrapping + + +class AspireTimeseriesReader(): + """This class is used to read the output .tar.gz files from Whiffle and export + them in various formats. + """ + def __init__(self, aspire_metmast_filelist=[], aspire_turbine_filelist=[], verbose=False): + """Initialize the class. + + Args: + aspire_filelist (list): List of strings, where each entry of the list defines the + path to one of the ASPIRE nc files. + """ + self.metmast_files = aspire_metmast_filelist + self.turbine_files = aspire_turbine_filelist + self.turbine_datasets = None + self.metmast_datasets = None + self.verbose = verbose + + # Private functions + def _read_member_as_xarray(self, fn): + """Read the contents of one of the files within the .tar.gz file as an xarray DataSet. + + Args: + fn (str): Filename refering to a turbine ASPIRE datafile. + + Returns: + dataset (xarray.Dataset): Contents of the HDF5 file imported as an xarray Dataset. + """ + # Now read the turbine .nc (HDF5) data file as an xarray and convert to a Pandas DataFrame + dataset = xr.open_dataset(fn).load() # Load it into xarray format + dataset.close() # Close dataset after reading to avoid conflicts + + if self.verbose: + print(f"Successfully imported the contents of {os.path.basename(fn)}.") + + return dataset + + def _concatenate_dataframes_and_remove_startup_time(self, df_list): + """Typically, ASPIRE simulations are performed one day at a time, including several hours of + simulation start-up. This means that each day runs for about 26 hours, and that means there + is an overlap window of about 2 hours between simulations. The start-up period, usually the + first two hours of the simulation, must be removed so that each datafile contains exactly + 24 hours of data. This script removes the startup periods and concatenates the Pandas + DataFrames into a single file. + + Args: + df_list (list): List where each entry is a Pandas DataFrame containing the simulation data + for one day from ASPIRE. These datasets typically start about 2 hours before the actual + day of simulation. These 2 hours will be removed so that it perfectly connects with the + simulation data of the previous day. + + Returns: + df_out (pd.DataFrame): Pandas DataFrame containing multiple days of simulation data, + with the start-up periods and overlapping measurement times removed. + """ + # Now stitch dataframes together while removing start-up periods + for ii, df in enumerate(df_list): + if ii == 0: + # The dataset usually starts a couple hours before midnight in the day before the actual day + # of the simulation. That is the start-up period. We must remove that period from the dataset. + first_day_change = np.where(np.diff([t.day for t in df["time"]]) != 0)[0][0] + 2 + df = df.loc[first_day_change::] # Remove start-up period from first file + else: + # For every file besides the first, we can see where the previous simulation ended and make sure + # we remove measurement data of this simulation that happens *before* the latest simulation time + # of the previous file. Namely, that period is considered the start-up period for this file and + # should be removed. + dt = df["time"].diff().median() # Average duration between timesteps + df = df.loc[df["time"] > t_end_prev_simulation + 0.5 * dt] # Only keep timesteps at least 5 minutes past the last measurement from the previous dataset + + # Update the dataframe with the start-up measurements removed + df_list[ii] = df + t_end_prev_simulation = df.iloc[-1]["time"] + + # Collect all the outputs together into a single DataFrame and sort it chronologically + df_out = pd.concat(df_list, axis=0).sort_values(by="time").reset_index(drop=True) + return df_out + + def get_turbine_hub_heights(self): + """Extract the turbine hub heights from the imported turbine data files. + + Returns: + hub_heights (np.array): Array with length equal to the number of turbines, containing the hub height + value for each wind turbine in the ASPIRE simulation. + """ + if self.turbine_datasets is None: + raise UserWarning("Cannot extract turbine hub heights. Please read the files first using get_turbine_data_as_xarrays().") + + # Extract hub heights from the first file + hub_heights = np.array(self.turbine_datasets[0]["ztur"], dtype=float) + return hub_heights + + def get_turbine_data_as_xarrays(self): + """Import the turbine HDF5 file from each .tar.gz file and format them as xarray Datasets. + + Returns: + turbine_datasets: List of xarray Datasets, one for each tarball file, containing + the turbine simulation output data. + """ + turbine_datasets = [] + for fn in self.turbine_files: + # Now read the turbine .nc (HDF5) data file as an xarray + turbine_dataset = self._read_member_as_xarray(fn) + turbine_datasets.append(turbine_dataset) + + self.turbine_datasets = turbine_datasets + return turbine_datasets + + def get_turbine_data_as_dataframe(self, variables=None): + """Convert the turbine data that is formatted as xarray Datasets to a single Pandas DataFrame + that is easy to investigate and do analysis with. + + Args: + variables (list, optional): List of turbine measurement variables that should be exported + from the simulation file. Defaults to ["ptur", "ufsf", "vfsf"]. + + Returns: + df_out (pd.DataFrame): Pandas DataFrame containing the turbine measurement data in a + wide table format, where there is one column for each turbine and for each variable. + Each rows depicts the timestamp of one set of measurements. The overlapping time windows + of about 2 hours between each day of ASPIRE simulation has been removed so that the + start-up periods are removed and the dataset is monotonically increasing with 10-minute + timesteps. + """ + # Load the turbine data files, if we haven't done that yet + if self.turbine_datasets is None: + self.get_turbine_data_as_xarrays() # Get all turbine data as xarrays + + # Default options: + if variables is None: + if "ufsf" in list(self.turbine_datasets[0].data_vars): + variables = ["ptur", "ufsf", "vfsf"] + print(f"WARNING: Using legacy variable naming convention from GRASP, '{variables}'") + elif "Mdfs" in list(self.turbine_datasets[0].data_vars): + variables = ["ptur", "Mdfs", "cosangle", "sinangle"] + else: + raise UserWarning("Unfamiliar variable naming convention in GRASP datafiles.") + + # Convert files one by one to Pandas DataFrames + df_list = [] + num_turbines = len(self.turbine_datasets[0].turbine) + for turbine_dataset in self.turbine_datasets: + # Convert the data from each file into a 'wide' Pandas DataFrame + df_turbine = turbine_dataset[variables].to_dataframe().unstack() + + # Update column names in wide format following FLASC format + columns = [] + for var in variables: + columns = columns + [f"{var:s}_{ti:03d}" for ti in range(num_turbines)] + df_turbine.columns = columns + df_turbine = df_turbine.reset_index() + + # Finally, append it to a list that we will stitch together later + df_list.append(df_turbine) + + # Concatenate all the individual dataframes and deal with overlap in timeseries entries + df_out = self._concatenate_dataframes_and_remove_startup_time(df_list) + return df_out + + def construct_flasc_timeseries(self): + """ + + """ + # First, get the turbine information, if we dont have those in memory yet + self.get_turbine_data_as_dataframe() + df_tot = self.get_turbine_data_as_dataframe() + + # Calculate turbine wind speed and wind direction, if variables available + n_turbines = len([c for c in df_tot.columns if c.startswith("ptur_")]) + df_tot.columns = [c.replace("ptur_", "pow_") for c in df_tot.columns] + + dict_out = {} + for ti in range(n_turbines): + u = df_tot[f"cosangle_{ti:03d}"] * df_tot[f"Mdfs_{ti:03d}"] + v = df_tot[f"sinangle_{ti:03d}"] * df_tot[f"Mdfs_{ti:03d}"] + dict_out[f"ws_{ti:03d}"] = np.sqrt(u**2.0 + v**2.0) + dict_out[f"wd_{ti:03d}"] = wrap_360(180.0 + np.rad2deg(np.arctan2(u, v))) + + # Append local wind speed and direction measurements to the dataframe + df_tot = pd.concat([df_tot, pd.DataFrame(dict_out)], axis=1) + df_tot = df_tot.drop(columns=[c for c in df_tot.columns if c.startswith("cosangle_")]) + df_tot = df_tot.drop(columns=[c for c in df_tot.columns if c.startswith("sinangle_")]) + df_tot = df_tot.drop(columns=[c for c in df_tot.columns if c.startswith("Mdfs_")]) + + return df_tot + + +if __name__ == "__main__": + root_path = os.path.dirname(os.path.abspath(__file__)) + les_path = os.path.join(root_path, "data", "SMARTEOLE-LES-simulation-data") + aspire_turbine_files = glob.glob(os.path.join(les_path, "les_output", "2020", "*", "*", "00", "turbinesOut.les.nc")) + aspire_turbine_files = np.sort(aspire_turbine_files) + + # Load them one at a time + atr = AspireTimeseriesReader( + aspire_turbine_filelist=aspire_turbine_files, + verbose=True + ) + df_turbine = atr.get_turbine_data_as_dataframe() + df_les_timeseries = atr.construct_flasc_timeseries() + + # Resample to 10 min steps + t0 = str(df_les_timeseries["time"].iloc[0])[0:17] + "00" # Create time array rounded to nearest 10-min averages + t1 = str(df_les_timeseries["time"].iloc[-1])[0:17] + "00" + time_array = pd.date_range(start=t0, end=t1, freq="10min").tolist() + df_les_timeseries = df_resample_by_interpolation( + df=df_les_timeseries, + time_array=time_array, # Interpolate onto the same timeseries that df_metmast uses + circular_cols=[c for c in df_les_timeseries.columns if c.startswith("wd_")], # No variables in turbine measurement dataset that require circular averaging + interp_method="linear", # Use linear interpolation + max_gap=td(minutes=20), # Do not interpolate over gaps larger than 20 minutes between measurements + verbose=False + ) + + # Save as .csv + fout = os.path.join(les_path, "les_timeseries.csv") + df_les_timeseries.to_csv(fout, index=False, float_format="%.3f") diff --git a/examples_smarteole/data/SMARTEOLE-LES-simulation-data/les_timeseries.csv b/examples_smarteole/data/SMARTEOLE-LES-simulation-data/les_timeseries.csv new file mode 100644 index 00000000..bbf380a8 --- /dev/null +++ b/examples_smarteole/data/SMARTEOLE-LES-simulation-data/les_timeseries.csv @@ -0,0 +1,14257 @@ +time,pow_000,pow_001,pow_002,pow_003,pow_004,pow_005,pow_006,ws_000,wd_000,ws_001,wd_001,ws_002,wd_002,ws_003,wd_003,ws_004,wd_004,ws_005,wd_005,ws_006,wd_006 +2020-02-17 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23:30:00,220647.512,201487.649,224789.201,196954.732,215920.224,228124.532,205670.299,5.124,60.394,4.924,59.862,5.140,61.551,4.874,58.333,4.964,54.163,5.118,58.115,4.818,58.472 +2020-05-25 23:40:00,226151.249,210207.050,225575.159,192811.858,200107.058,208958.744,185786.840,5.183,60.637,4.998,61.578,5.119,63.118,4.922,59.486,4.739,56.889,4.781,59.506,4.607,60.446 +2020-05-25 23:50:00,219217.591,215694.841,221228.719,180800.832,183896.549,189748.445,173567.761,5.050,63.138,5.027,63.740,5.088,64.221,4.663,61.417,4.555,55.633,4.614,60.651,4.583,61.572 +2020-05-26 00:00:00,212935.032,214418.412,200400.937,161721.312,156116.719,165139.973,164220.144,5.054,66.327,5.053,64.084,4.834,64.870,4.449,63.879,4.248,59.553,4.436,62.074,4.472,65.077 From 2f186f833390fd6e1d1dad7092085cef4a916671 Mon Sep 17 00:00:00 2001 From: Bart Doekemeijer Date: Tue, 6 Jan 2026 16:52:34 +0100 Subject: [PATCH 9/9] Update jupyter notebook with last modifications, clean-up --- .../12_model_les_wake_loss_validation.ipynb | 818 +++++++++++++++ ...2c_floris_les_scada_model_validation.ipynb | 967 ------------------ 2 files changed, 818 insertions(+), 967 deletions(-) create mode 100644 examples_smarteole/12_model_les_wake_loss_validation.ipynb delete mode 100644 examples_smarteole/12c_floris_les_scada_model_validation.ipynb diff --git a/examples_smarteole/12_model_les_wake_loss_validation.ipynb b/examples_smarteole/12_model_les_wake_loss_validation.ipynb new file mode 100644 index 00000000..220a1ba4 --- /dev/null +++ b/examples_smarteole/12_model_les_wake_loss_validation.ipynb @@ -0,0 +1,818 @@ +{ + "cells": [ + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Compare cumulative energy & cumulative energy wake loss between SCADA, a dynamic model (LES) and FLORIS\n", + "\n", + "In this notebook, we will demonstrate ..." + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "metadata": {}, + "outputs": [], + "source": [ + "from pathlib import Path\n", + "\n", + "import numpy as np\n", + "import pandas as pd\n", + "\n", + "from flasc.analysis import energy_ratio as er\n", + "from flasc.analysis.analysis_input import AnalysisInput\n", + "from flasc.data_processing import dataframe_manipulations as dfm\n", + "from flasc.data_processing import time_operations as tops\n", + "from flasc.utilities import floris_tools as ftools\n", + "from flasc.utilities.utilities_examples import load_floris_smarteole as load_floris\n", + "\n", + "# Suppress warnings\n", + "import warnings\n", + "warnings.filterwarnings(\"ignore\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 0: Specify user options, load FLORIS and define helper functions" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "metadata": {}, + "outputs": [], + "source": [ + "# Specify which turbines to include/exclude. Since it's all baseline operation, we use all turbines.\n", + "include_turbs = [0, 1, 2, 3, 4, 5, 6]\n", + "exclude_turbs = []\n", + "\n", + "# Load FLORIS model of site\n", + "fm, turbine_weights = load_floris()\n", + "\n", + "# Use FLORIS to identify upstream / unwaked turbines for each direction\n", + "df_upstream = ftools.get_upstream_turbs_floris(fm)\n", + "\n", + "# Introduce helper functions for calculating errors and generating plots/tables\n", + "def err(old_val, new_val):\n", + " return 100.0 * (new_val-old_val) / old_val\n", + "\n", + "# Introduce helper functions for calculating wake loss (%)\n", + "def wake_loss(aep_waked, aep_unwaked):\n", + " return 100.0 * (aep_unwaked-aep_waked) / aep_unwaked\n", + "\n", + "# A function to print table\n", + "def print_pretty_table(table_dict, title):\n", + " # Format title to be centered above the table, and print table in pretty format\n", + " df_table = pd.DataFrame(table_dict)\n", + " mrkdwn = df_table.to_markdown(headers='keys', tablefmt='psql', index=False, floatfmt=\".2f\")\n", + " spc = int(np.floor(len(mrkdwn.split(\"\\n\")[0]) / 2 - len(title) / 2))\n", + " mrkdwn = (\" \" * spc + title + \"\\n\") + mrkdwn\n", + " return print(mrkdwn)" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 1: Load processed data\n", + "\n", + "Load the processed SCADA data and assign reference wind directions, wind speeds and reference power productions by the upstream turbines" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of turbines in dataset: 7.\n", + "FlascDataFrame in FLASC format\n", + " time pow_000 pow_001 pow_002 pow_003 \\\n", + "0 2020-02-17 16:30:00 2023.746948 2045.376953 2031.724976 NaN \n", + "1 2020-02-17 16:31:00 1959.036011 2050.572998 2034.890991 NaN \n", + "2 2020-02-17 16:32:00 2053.658936 2032.191040 2011.870972 NaN \n", + "3 2020-02-17 16:33:00 2044.296997 2060.478027 1995.057983 NaN \n", + "4 2020-02-17 16:34:00 2058.281006 2042.703003 2031.723999 NaN \n", + "... ... ... ... ... ... \n", + "81949 2020-05-24 22:56:00 179.934006 157.003998 192.214996 188.412994 \n", + "81950 2020-05-24 22:57:00 181.414993 176.386002 191.845993 198.539993 \n", + "81951 2020-05-24 22:58:00 187.748001 181.809006 183.802994 179.539001 \n", + "81952 2020-05-24 22:59:00 175.552002 176.250000 183.923004 152.393005 \n", + "81953 2020-05-24 23:00:00 169.324997 179.944000 173.608002 136.597000 \n", + "\n", + " pow_004 pow_005 pow_006 ws_000 ws_001 ... \\\n", + "0 2028.063965 2032.461060 1983.390991 13.066 12.337 ... \n", + "1 2017.777954 1943.764038 2046.568970 12.091 13.057 ... \n", + "2 NaN 2052.092041 2039.948975 13.381 12.213 ... \n", + "3 NaN 2008.868042 2058.000000 14.345 13.141 ... \n", + "4 NaN 1819.896973 2059.760010 14.338 12.723 ... \n", + "... ... ... ... ... ... ... \n", + "81949 126.820000 123.959999 76.050003 5.999 5.425 ... \n", + "81950 112.936996 105.567001 77.943001 6.252 5.512 ... \n", + "81951 115.987000 101.077003 86.049004 5.908 5.512 ... \n", + "81952 117.514000 82.098000 84.855003 6.024 5.410 ... \n", + "81953 104.023003 69.424004 72.632004 5.979 5.454 ... \n", + "\n", + " target_yaw_offset_005 control_mode wd_smarteole ws_smarteole \\\n", + "0 -0.0 baseline 251.041656 12.582482 \n", + "1 -0.0 baseline 251.282669 12.823891 \n", + "2 -0.0 baseline 252.874146 12.859400 \n", + "3 -0.0 baseline 251.341522 13.426766 \n", + "4 -0.0 baseline 253.343018 13.225105 \n", + "... ... ... ... ... \n", + "81949 -0.0 baseline 298.199219 5.850310 \n", + "81950 -0.0 baseline 299.667358 5.886584 \n", + "81951 -0.0 baseline 300.943939 5.775875 \n", + "81952 -0.0 baseline 303.221344 5.821594 \n", + "81953 -0.0 baseline 302.326843 5.745269 \n", + "\n", + " pow_ref_smarteole ti wd ws pow_ref \\\n", + "0 2021.060059 0.11 251.377068 12.452667 2024.127482 \n", + "1 2022.767212 0.11 251.485048 12.776333 2008.768494 \n", + "2 2034.417480 0.11 253.473037 12.888800 2037.952393 \n", + "3 2039.458252 0.11 251.104001 13.468800 2033.340210 \n", + "4 2048.116943 0.11 255.679234 13.029600 2002.472998 \n", + "... ... ... ... ... ... \n", + "81949 151.300735 0.11 306.282002 5.361714 149.199428 \n", + "81950 156.897491 0.11 306.411418 5.309000 149.233426 \n", + "81951 159.852249 0.11 308.109904 5.296286 148.001716 \n", + "81952 155.144989 0.11 310.160703 5.219857 138.940716 \n", + "81953 148.877243 0.11 310.323495 5.178714 129.364716 \n", + "\n", + " n_turbs_available \n", + "0 6 \n", + "1 6 \n", + "2 5 \n", + "3 5 \n", + "4 5 \n", + "... ... \n", + "81949 7 \n", + "81950 7 \n", + "81951 7 \n", + "81952 7 \n", + "81953 7 \n", + "\n", + "[81954 rows x 40 columns]\n" + ] + } + ], + "source": [ + "def load_data():\n", + " root_path = Path.cwd()\n", + " f = root_path / \"postprocessed\" / \"df_scada_data_60s_filtered_and_northing_calibrated.pkl\"\n", + " df_scada = pd.read_pickle(f)\n", + "\n", + " return df_scada\n", + "\n", + "# Load the data\n", + "df_scada = load_data()\n", + "\n", + "# And calculate some helper variables\n", + "n_turbs = dfm.get_num_turbines(df_scada)\n", + "pow_cols = [f\"pow_{ti:03d}\" for ti in range(n_turbs)]\n", + "print(f\"Number of turbines in dataset: {n_turbs}.\")\n", + "\n", + "# The SCADA data set contains alternating 1-hour periods with baseline or wake steering control.\n", + "# For these examples, we'll limit the data to baseline operation. \n", + "df_scada = df_scada[df_scada.control_mode == \"baseline\"].reset_index(drop=True)\n", + "\n", + "# Set the wind direction as the average of all turbine averages\n", + "df_scada = dfm.set_wd_by_turbines(df_scada, include_turbs)\n", + "\n", + "# Set the wind speed to be the average of all upstream turbines\n", + "# (turbines not in a wake in a given direction)\n", + "# Except for SMV5\n", + "df_scada = dfm.set_ws_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=exclude_turbs)\n", + "\n", + "# Set the reference power to the average of all upstream turbines\n", + "# Except for SMV5\n", + "df_scada = dfm.set_pow_ref_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=exclude_turbs)\n", + "\n", + "# Determine number of turbines available at any given time\n", + "df_scada[\"n_turbs_available\"] = list(n_turbs - df_scada[pow_cols].isna().sum(axis=1))\n", + "\n", + "# Print information to console\n", + "print(df_scada)" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 2: Now calculate FLORIS model predictions for the SCADA dataset\n", + "\n", + "description..." + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2026-01-06 16:48:42\u001b[0m Identified the following grid type: 3d.\n", + "\u001b[32m2026-01-06 16:48:42\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", + "\u001b[32m2026-01-06 16:48:42\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", + "\u001b[32m2026-01-06 16:48:42\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", + "\u001b[32m2026-01-06 16:48:42\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", + "\u001b[32m2026-01-06 16:48:42\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", + "\u001b[32m2026-01-06 16:48:42\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", + "\u001b[32m2026-01-06 16:48:42\u001b[0m Interpolating pow for all turbines...\n", + "\u001b[32m2026-01-06 16:48:42\u001b[0m Finished interpolation in 0.085 seconds.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "FlascDataFrame in FLASC format\n", + " wd ws ti time pow_000 \\\n", + "0 251.377068 12.452667 0.11 2020-02-17 16:30:00 1.948538e+06 \n", + "1 251.485048 12.776333 0.11 2020-02-17 16:31:00 1.977804e+06 \n", + "2 253.473037 12.888800 0.11 2020-02-17 16:32:00 1.987973e+06 \n", + "3 251.104001 13.468800 0.11 2020-02-17 16:33:00 2.017250e+06 \n", + "4 255.679234 13.029600 0.11 2020-02-17 16:34:00 1.999241e+06 \n", + "... ... ... ... ... ... \n", + "81949 306.282002 5.361714 0.11 2020-05-24 22:56:00 2.139622e+05 \n", + "81950 306.411418 5.309000 0.11 2020-05-24 22:57:00 2.058329e+05 \n", + "81951 308.109904 5.296286 0.11 2020-05-24 22:58:00 2.038721e+05 \n", + "81952 310.160703 5.219857 0.11 2020-05-24 22:59:00 1.920857e+05 \n", + "81953 310.323495 5.178714 0.11 2020-05-24 23:00:00 1.857408e+05 \n", + "\n", + " pow_001 pow_002 pow_003 pow_004 pow_005 \\\n", + "0 1.948538e+06 1.948538e+06 NaN 1.948538e+06 1.948538e+06 \n", + "1 1.977804e+06 1.977804e+06 NaN 1.977804e+06 1.977804e+06 \n", + "2 1.987973e+06 1.987973e+06 NaN NaN 1.987973e+06 \n", + "3 2.017250e+06 2.017250e+06 NaN NaN 2.017250e+06 \n", + "4 1.999241e+06 1.999241e+06 NaN NaN 1.999241e+06 \n", + "... ... ... ... ... ... \n", + "81949 2.139622e+05 2.139622e+05 213962.226744 2.139622e+05 2.139622e+05 \n", + "81950 2.058329e+05 2.058329e+05 205832.874257 2.058329e+05 2.058329e+05 \n", + "81951 2.038721e+05 2.038721e+05 203872.133476 2.038721e+05 2.038721e+05 \n", + "81952 1.920857e+05 1.920857e+05 192085.701666 1.920857e+05 1.920857e+05 \n", + "81953 1.857408e+05 1.857408e+05 185740.835808 1.857408e+05 1.857408e+05 \n", + "\n", + " pow_006 \n", + "0 1.948538e+06 \n", + "1 1.977804e+06 \n", + "2 1.987973e+06 \n", + "3 2.017250e+06 \n", + "4 1.999241e+06 \n", + "... ... \n", + "81949 2.139622e+05 \n", + "81950 2.058329e+05 \n", + "81951 2.038721e+05 \n", + "81952 1.920857e+05 \n", + "81953 1.857408e+05 \n", + "\n", + "[81954 rows x 11 columns]\n" + ] + } + ], + "source": [ + "# Grab a FLORIS solution and turn it into a timeseries\n", + "wake_model = \"cc\"\n", + "fn = Path.cwd() / \"precalculated_floris_solutions\" / \"df_fi_approx_{:s}.ftr\".format(wake_model)\n", + "if fn.is_file():\n", + " df_fm_approx = pd.read_feather(fn)\n", + "else:\n", + " raise UserWarning(\n", + " \"Please run '01_precalculate_floris_solutions.ipynb' \"\n", + " \"for the appropriate wake models first.\"\n", + " )\n", + "\n", + "df_floris_timeseries = ftools.interpolate_floris_from_df_approx(\n", + " df=df_scada, df_approx=df_fm_approx, method=\"linear\", verbose=True\n", + ")\n", + "print(df_floris_timeseries)\n", + "df_floris_timeseries[pow_cols] *= 1.0e-3 # Scale results from [W] to [kW] in accordance to SCADA" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2026-01-06 16:48:43\u001b[0m Resampling column 'pow_000' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:48:43\u001b[0m Resampling column 'pow_001' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:48:43\u001b[0m Resampling column 'pow_002' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:48:44\u001b[0m Resampling column 'pow_003' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:48:44\u001b[0m Resampling column 'pow_004' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:48:44\u001b[0m Resampling column 'pow_005' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:48:44\u001b[0m Resampling column 'pow_006' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:48:44\u001b[0m Resampling column 'ws_000' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:48:44\u001b[0m Resampling column 'wd_000' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", + "\u001b[32m2026-01-06 16:48:44\u001b[0m Resampling column 'ws_001' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:48:45\u001b[0m Resampling column 'wd_001' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", + "\u001b[32m2026-01-06 16:48:45\u001b[0m Resampling column 'ws_002' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:48:45\u001b[0m Resampling column 'wd_002' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", + "\u001b[32m2026-01-06 16:48:45\u001b[0m Resampling column 'ws_003' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:48:45\u001b[0m Resampling column 'wd_003' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", + "\u001b[32m2026-01-06 16:48:45\u001b[0m Resampling column 'ws_004' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:48:46\u001b[0m Resampling column 'wd_004' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", + "\u001b[32m2026-01-06 16:48:46\u001b[0m Resampling column 'ws_005' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:48:46\u001b[0m Resampling column 'wd_005' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", + "\u001b[32m2026-01-06 16:48:46\u001b[0m Resampling column 'ws_006' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:48:47\u001b[0m Resampling column 'wd_006' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", + "\u001b[32m2026-01-06 16:48:47\u001b[0m Resampling column 'wd' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", + "\u001b[32m2026-01-06 16:48:47\u001b[0m Resampling column 'ws' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:48:47\u001b[0m Resampling column 'pow_ref' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", + "\u001b[32m2026-01-06 16:48:48\u001b[0m Resampling column 'ti' with median timestep 600.000 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n" + ] + } + ], + "source": [ + "# Load LES timeseries in preparation for validation against SCADA. We will try various validation metrics and approaches...\n", + "\n", + "# Grab the raw LES timeseries\n", + "df_les_timeseries_raw = pd.read_csv(\"data/SMARTEOLE-LES-simulation-data/les_timeseries.csv\")\n", + "df_les_timeseries_raw[\"time\"] = pd.to_datetime(df_les_timeseries_raw[\"time\"])\n", + "\n", + "# Change unit in LES from [W] to [kW]\n", + "df_les_timeseries_raw[pow_cols] *= 1.0e-3\n", + "\n", + "# Assign freestream ambient conditions in the same fashion as we did for the SCADA\n", + "df_les_timeseries_raw = dfm.set_wd_by_turbines(df_les_timeseries_raw, turbine_numbers=include_turbs)\n", + "df_les_timeseries_raw = dfm.set_ws_by_upstream_turbines(df_les_timeseries_raw, df_upstream, exclude_turbs=exclude_turbs)\n", + "df_les_timeseries_raw = dfm.set_pow_ref_by_upstream_turbines(df_les_timeseries_raw, df_upstream, exclude_turbs=exclude_turbs)\n", + "df_les_timeseries_raw[\"ti\"] = 0.10 # Placeholder assumption for TI\n", + "\n", + "# Map raw LES timeseries directly to the SCADA timeseries using linear interpolation\n", + "df_les_raw_resampled = tops.df_resample_by_interpolation(\n", + " df=df_les_timeseries_raw,\n", + " time_array=pd.to_datetime(df_scada[\"time\"]),\n", + " circular_cols=[c for c in df_les_timeseries_raw.columns if c.startswith(\"wd\")],\n", + ")" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Step 3: Define helper function that calculates relevant AEP errors\n", + "\n", + "Since we will be looking at the same metrics in different configurations, we define this \"cost\" or \"analysis\" function once." + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "metadata": {}, + "outputs": [], + "source": [ + "def compare_absolute_aep_and_relative_wake_loss(df_scada, df_model_list, model_tags=None, print_values=True, print_errors=True):\n", + " # Input formatting options\n", + " if isinstance(df_model_list, pd.DataFrame):\n", + " df_model_list = [df_model_list]\n", + "\n", + " if model_tags is None:\n", + " model_tags = [f\"Model {ti}\" for ti in range(len(df_model_list))]\n", + "\n", + " # Specify a unit conversion\n", + " unit_conversion = 1.0e-3 * np.nanmedian(df_scada[\"time\"].diff()) / np.timedelta64(3600, 's') # From a series of 10-min samples in kW to a single summed MWh\n", + "\n", + " # Make local copies of dataframes that we can manipulate\n", + " df_scada = df_scada.copy()\n", + " df_model_list = [df.copy() for df in df_model_list]\n", + "\n", + " # First ensure consistent NaN mapping between modelled data and SCADA\n", + " n_turbs = dfm.get_num_turbines(df_scada)\n", + " for ti in range(n_turbs):\n", + " ids_nan = df_scada[f\"pow_{ti:03d}\"].isna()\n", + " for df_model in df_model_list:\n", + " ids_nan = ids_nan | df_model[f\"pow_{ti:03d}\"].isna()\n", + " ids_nan = np.where(ids_nan)[0]\n", + "\n", + " # Mirror NaNs across all model predictions and SCADA\n", + " df_scada.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", + " for df_model in df_model_list:\n", + " df_model.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", + "\n", + " # # Assert NaNs are identical between dataframes\n", + " # n_scada = df_scada[pow_cols].isna().sum().sum()\n", + " # n_models = [\n", + " # df_model[pow_cols].isna().sum().sum()\n", + " # for df_model in df_model_list\n", + " # ]\n", + " # print(f\"NaNs in df_scada power columns: {n_scada}\")\n", + " # print(f\"NaNs in df_models power columns: {n_models}\")\n", + "\n", + " for df_model in df_model_list:\n", + " # Specify upstream power in the exact same way as with the SCADA data\n", + " df_model = dfm.set_pow_ref_by_upstream_turbines(df_model, df_upstream, exclude_turbs=exclude_turbs)\n", + "\n", + " # Determine number of turbines available at any given time, similar to SCADA\n", + " df_model[\"n_turbs_available\"] = (~df_model[pow_cols].isna()).sum(axis=1)\n", + "\n", + " # # Assert that number of turbines available at each timestamp is identical between SCADA and LES simulation\n", + " # all(df_model_list[0][\"n_turbs_available\"] == df_scada[\"n_turbs_available\"])\n", + "\n", + " #######################################################################################################################\n", + " ################## Compare absolute AEP directly between SCADA and simulated data (LES) ###############################\n", + " #######################################################################################################################\n", + "\n", + " # Absolute AEP for the entire farm and per turbine\n", + " aep_turbine_scada = [df_scada[pc].sum() * unit_conversion for pc in pow_cols]\n", + " aep_turbine_models = [\n", + " [df_model[pc].sum() * unit_conversion for pc in pow_cols]\n", + " for df_model in df_model_list\n", + " ]\n", + " aep_farm_scada = np.sum(aep_turbine_scada)\n", + " aep_farm_models = [np.sum(aep_tm) for aep_tm in aep_turbine_models]\n", + "\n", + " table_absolute_aep_dict = {\n", + " \"Selection\": [\"Entire farm\"] + [f\"Turbine {ti:02d}\" for ti in range(n_turbs)],\n", + " \"SCADA (MWh)\": [aep_farm_scada] + aep_turbine_scada,\n", + " }\n", + " for mii, model_tag in enumerate(model_tags):\n", + " if print_values:\n", + " table_absolute_aep_dict[f\"{model_tag} (MWh)\"] = [aep_farm_models[mii]] + aep_turbine_models[mii]\n", + " if print_errors:\n", + " table_absolute_aep_dict[f\"{model_tag} error (%)\"] = (\n", + " [err(aep_farm_scada, aep_farm_models[mii])] +\n", + " [err(x, y) for x, y in zip(aep_turbine_scada, aep_turbine_models[mii])]\n", + " )\n", + "\n", + " print_pretty_table(table_absolute_aep_dict, title=\"Absolute cumulative energy (MWh)\")\n", + " print(\"\\n\")\n", + "\n", + " #######################################################################################################################\n", + " ################ Now we do the same exercise, but with wake loss rather than absolute AEP #############################\n", + " #######################################################################################################################\n", + "\n", + " # Compare AEP wake loss relative to most upstream turbines\n", + " aep_turbine_scada_waked = np.array([None for _ in range(n_turbs)], dtype=float)\n", + " aep_turbine_scada_unwaked = np.array([None for _ in range(n_turbs)], dtype=float)\n", + " aep_turbine_models_waked = [np.array([None for _ in range(n_turbs)], dtype=float) for _ in df_model_list]\n", + " aep_turbine_models_unwaked = [np.array([None for _ in range(n_turbs)], dtype=float) for _ in df_model_list]\n", + "\n", + " for ti in range(n_turbs):\n", + " # First SCADA\n", + " p_test = np.array(df_scada[f\"pow_{ti:03d}\"], dtype=float, copy=True)\n", + " p_ref = np.array(df_scada[\"pow_ref\"], dtype=float, copy=True)\n", + " ids_non_nan = (~np.isnan(p_test)) & (~np.isnan(p_ref))\n", + " aep_turbine_scada_unwaked[ti] = np.sum(p_ref[ids_non_nan]) * unit_conversion\n", + " aep_turbine_scada_waked[ti] = np.sum(p_test[ids_non_nan]) * unit_conversion\n", + "\n", + " # Now LES and FLORIS\n", + " for dii, df_model in enumerate(df_model_list):\n", + " p_test = np.array(df_model[f\"pow_{ti:03d}\"], dtype=float, copy=True)\n", + " p_ref = np.array(df_model[\"pow_ref\"], dtype=float, copy=True)\n", + " ids_non_nan = (~np.isnan(p_test)) & (~np.isnan(p_ref))\n", + " aep_turbine_models_unwaked[dii][ti] = np.sum(p_ref[ids_non_nan]) * unit_conversion\n", + " aep_turbine_models_waked[dii][ti] = np.sum(p_test[ids_non_nan]) * unit_conversion\n", + "\n", + " aep_farm_scada_waked = np.sum(aep_turbine_scada_waked)\n", + " aep_farm_scada_unwaked = np.sum(aep_turbine_scada_unwaked)\n", + " aep_farm_models_waked = [np.sum(aep_tm_waked) for aep_tm_waked in aep_turbine_models_waked]\n", + " aep_farm_models_unwaked = [np.sum(aep_tm_unwaked) for aep_tm_unwaked in aep_turbine_models_unwaked]\n", + "\n", + " # Derive wake loss percentages and errors, and print as a pretty table\n", + " wake_losses_scada = np.hstack(\n", + " [\n", + " wake_loss(aep_farm_scada_waked, aep_farm_scada_unwaked),\n", + " wake_loss(aep_turbine_scada_waked, aep_turbine_scada_unwaked)\n", + " ]\n", + " )\n", + " wake_losses_models = [\n", + " np.hstack(\n", + " [\n", + " wake_loss(aep_farm_models_waked[dii], aep_farm_models_unwaked[dii]),\n", + " wake_loss(aep_turbine_models_waked[dii], aep_turbine_models_unwaked[dii])\n", + " ]\n", + " )\n", + " for dii in range(len(df_model_list))\n", + " ]\n", + "\n", + " table_wakeloss_aep_dict = {\n", + " \"Selection\": [\"Entire farm\"] + [f\"Turbine {ti:02d}\" for ti in range(n_turbs)],\n", + " \"SCADA (%)\": wake_losses_scada\n", + " }\n", + " for mii, model_tag in enumerate(model_tags):\n", + " if print_values:\n", + " table_wakeloss_aep_dict[f\"{model_tag} (%)\"] = wake_losses_models[mii]\n", + " if print_errors:\n", + " table_wakeloss_aep_dict[f\"{model_tag} error (p.p.)\"] = wake_losses_models[mii] - wake_losses_scada\n", + "\n", + " print_pretty_table(table_wakeloss_aep_dict, title=\"Cumulative energy wake loss (%)\")\n", + "\n", + " return table_absolute_aep_dict, table_wakeloss_aep_dict" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Option for validation 1: compare the two timeseries directly, assuming (hoping) that LES predicted the inflow conditions accurately.\n", + "\n", + "Since we have already aligned the time arrays between LES and SCADA using interpolation, we can directly insert the dataframes in the above function." + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Absolute cumulative energy (MWh)\n", + "+-------------+---------------+-------------+-----------------+-------------------+-----------------------+\n", + "| Selection | SCADA (MWh) | LES (MWh) | LES error (%) | FLORIS CC (MWh) | FLORIS CC error (%) |\n", + "|-------------+---------------+-------------+-----------------+-------------------+-----------------------|\n", + "| Entire farm | 1355.41 | 1287.20 | -5.03 | 1324.38 | -2.29 |\n", + "| Turbine 00 | 219.83 | 210.66 | -4.17 | 207.10 | -5.79 |\n", + "| Turbine 01 | 196.56 | 184.18 | -6.30 | 187.31 | -4.71 |\n", + "| Turbine 02 | 188.43 | 171.55 | -8.96 | 180.33 | -4.30 |\n", + "| Turbine 03 | 168.75 | 153.86 | -8.82 | 165.69 | -1.82 |\n", + "| Turbine 04 | 195.91 | 189.60 | -3.22 | 192.62 | -1.68 |\n", + "| Turbine 05 | 181.76 | 177.90 | -2.13 | 178.36 | -1.87 |\n", + "| Turbine 06 | 204.17 | 199.45 | -2.31 | 212.97 | 4.31 |\n", + "+-------------+---------------+-------------+-----------------+-------------------+-----------------------+\n", + "\n", + "\n", + " Cumulative energy wake loss (%)\n", + "+-------------+-------------+-----------+--------------------+-----------------+--------------------------+\n", + "| Selection | SCADA (%) | LES (%) | LES error (p.p.) | FLORIS CC (%) | FLORIS CC error (p.p.) |\n", + "|-------------+-------------+-----------+--------------------+-----------------+--------------------------|\n", + "| Entire farm | 3.00 | 2.92 | -0.08 | 3.75 | 0.76 |\n", + "| Turbine 00 | -3.09 | -3.75 | -0.67 | 1.73 | 4.81 |\n", + "| Turbine 01 | -0.74 | 0.36 | 1.11 | 2.76 | 3.51 |\n", + "| Turbine 02 | -0.35 | 3.09 | 3.43 | 2.56 | 2.90 |\n", + "| Turbine 03 | 3.70 | 7.34 | 3.64 | 4.01 | 0.31 |\n", + "| Turbine 04 | 6.28 | 4.86 | -1.42 | 6.66 | 0.37 |\n", + "| Turbine 05 | 8.31 | 5.42 | -2.89 | 7.96 | -0.35 |\n", + "| Turbine 06 | 6.63 | 4.00 | -2.63 | 0.88 | -5.75 |\n", + "+-------------+-------------+-----------+--------------------+-----------------+--------------------------+\n" + ] + } + ], + "source": [ + "# Now being on the same timeseries, map NaNs from SCADA to LES\n", + "df_les = df_les_raw_resampled.copy()\n", + "\n", + "# Perform comparison using this LES dataframe\n", + "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(\n", + " df_scada,\n", + " [df_les, df_floris_timeseries],\n", + " model_tags=[\"LES\", \"FLORIS CC\"]\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Option for validation 2: we re-map the LES timeseries onto the SCADA ambient wind directions and wind speeds. \n", + "\n", + "This ensures the ambient conditions are identical between the two datasets. We do this by turning the LES simulation into a steady-state table of solutions, basically identical to a FLORIS solutions table." + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "No circular columns specified. Automatically identified: ['wd_000', 'wd_001', 'wd_002', 'wd_003', 'wd_004', 'wd_005', 'wd_006'].\n", + "Applying regular averaging on entire dataframe (29 columns).\n", + "Applying circular averaging on 7 columns.\n", + "Flagged an additional 36 table entries as NaN because their sample pool is smaller than 3 (N_min).\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m2026-01-06 16:48:51\u001b[0m \u001b[33mWarning: the values in df[wd] exceed the range in the precalculated solutions df_fi_approx[wd].\u001b[0m\n", + "\u001b[32m2026-01-06 16:48:51\u001b[0m minimum/maximum value in df: (0.035, 359.955)\n", + "\u001b[32m2026-01-06 16:48:51\u001b[0m minimum/maximum value in df: (0.035, 359.955)\n", + "\u001b[32m2026-01-06 16:48:51\u001b[0m minimum/maximum value in df_approx: (0.000, 355.000)\n", + "\u001b[32m2026-01-06 16:48:51\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", + "\u001b[32m2026-01-06 16:48:51\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", + "\u001b[32m2026-01-06 16:48:51\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", + "\u001b[32m2026-01-06 16:48:51\u001b[0m minimum/maximum value in df_approx: (4.000, 18.000)\n", + "\u001b[32m2026-01-06 16:48:51\u001b[0m \u001b[33mWarning: the values in df[ti] exceed the range in the precalculated solutions df_fi_approx[ti].\u001b[0m\n", + "\u001b[32m2026-01-06 16:48:51\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", + "\u001b[32m2026-01-06 16:48:51\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", + "\u001b[32m2026-01-06 16:48:51\u001b[0m minimum/maximum value in df_approx: (0.500, 0.500)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Approximate table contains 505 valid entries (46.76%) and 575 invalid entries (53.24%).\n", + "\n", + "\n", + " Absolute cumulative energy (MWh)\n", + "+-------------+---------------+-----------------------------------+----------------------------------------+-------------------+\n", + "| Selection | SCADA (MWh) | LES (original LES inflow) (MWh) | LES (inflow remapped to SCADA) (MWh) | FLORIS CC (MWh) |\n", + "|-------------+---------------+-----------------------------------+----------------------------------------+-------------------|\n", + "| Entire farm | 948.90 | 939.61 | 1050.07 | 925.80 |\n", + "| Turbine 00 | 155.87 | 155.15 | 172.46 | 145.77 |\n", + "| Turbine 01 | 143.00 | 139.20 | 155.70 | 135.72 |\n", + "| Turbine 02 | 130.48 | 122.36 | 137.45 | 124.09 |\n", + "| Turbine 03 | 126.85 | 120.29 | 134.88 | 124.64 |\n", + "| Turbine 04 | 132.06 | 134.38 | 151.36 | 129.98 |\n", + "| Turbine 05 | 124.12 | 128.17 | 141.80 | 120.72 |\n", + "| Turbine 06 | 136.52 | 140.05 | 156.41 | 144.88 |\n", + "+-------------+---------------+-----------------------------------+----------------------------------------+-------------------+\n", + "\n", + "\n", + " Cumulative energy wake loss (%)\n", + "+-------------+-------------+---------------------------------+--------------------------------------+-----------------+\n", + "| Selection | SCADA (%) | LES (original LES inflow) (%) | LES (inflow remapped to SCADA) (%) | FLORIS CC (%) |\n", + "|-------------+-------------+---------------------------------+--------------------------------------+-----------------|\n", + "| Entire farm | 3.10 | 3.11 | 2.69 | 3.85 |\n", + "| Turbine 00 | -4.47 | -4.71 | -4.26 | 1.09 |\n", + "| Turbine 01 | -1.86 | -0.11 | -0.08 | 2.02 |\n", + "| Turbine 02 | -1.75 | 2.96 | 2.61 | 1.68 |\n", + "| Turbine 03 | 3.06 | 7.41 | 6.96 | 3.27 |\n", + "| Turbine 04 | 7.85 | 5.70 | 4.39 | 8.05 |\n", + "| Turbine 05 | 10.10 | 6.30 | 5.58 | 10.15 |\n", + "| Turbine 06 | 8.51 | 4.93 | 4.36 | 0.91 |\n", + "+-------------+-------------+---------------------------------+--------------------------------------+-----------------+\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# # We start with the original timeseries, mapped onto the same time vector as the SCADA\n", + "df_les = df_les_raw_resampled.copy()\n", + "\n", + "# Load the timeseries dataframe into the class\n", + "from flasc.data_processing.timeseries_to_grid_solutions import ConvertTimeseriesToSolutionGrid\n", + "g = ConvertTimeseriesToSolutionGrid(df_timeseries=df_les)\n", + "\n", + "# Bin the LES data by wind directions and wind speeds (for now: not by TI)\n", + "df_binned = g.bin_timeseries(\n", + " wd_step=5.0,\n", + " ws_array=np.arange(3.5, np.ceil(df_fm_approx[\"ws\"].max()) + 0.01, 1.0),\n", + " ti_array=[0.0, 1.0], # Pour everything into a single TI bin\n", + " circular_cols=None,\n", + " plot=True,\n", + " verbose=True\n", + ")\n", + "\n", + "# Convert the binned data into the right formatting matching those of df_fm_approx\n", + "df_les_steadystate_table = g.convert_binned_dataframe_to_df_fi_approx(N_min=3) # At least 3 valid samples\n", + "\n", + "# Use this steady-state table to produce a new timeseries with identical inflow as SCADA\n", + "df_les_timeseries_inflowremapped = ftools.interpolate_floris_from_df_approx(\n", + " df=df_scada, df_approx=df_les_steadystate_table, method=\"linear\", verbose=False\n", + ")\n", + "# print(df_les_steadystate_table)\n", + "\n", + "# And finally, we can compare this inflow-remapped timeseries directly to SCADA.\n", + "# This may change the absolute AEP errors substantially, but likely will leave the relative wake loss percentages mostly intact.\n", + "print(\"\\n\")\n", + "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(\n", + " df_scada,\n", + " [df_les, df_les_timeseries_inflowremapped, df_floris_timeseries],\n", + " model_tags=[\"LES (original LES inflow)\", \"LES (inflow remapped to SCADA)\", \"FLORIS CC\"],\n", + " print_values=True,\n", + " print_errors=False\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Let's also look at an energy ratio, for good measure" + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calculating energy ratios with bootstrapping (N=20).\n", + "This may take a couple seconds...\n" + ] + }, + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Energy Ratios for turbines [0, 1, 2, 3, 4, 5, 6]')" + ] + }, + "execution_count": 74, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Specify upstream turbines in same fashion as for the SCADA data\n", + "df_les_timeseries_raw = dfm.set_pow_ref_by_upstream_turbines(df_les_timeseries_raw, df_upstream, exclude_turbs=exclude_turbs)\n", + "df_les_timeseries_inflowremapped = dfm.set_pow_ref_by_upstream_turbines(df_les_timeseries_inflowremapped, df_upstream, exclude_turbs=exclude_turbs)\n", + "df_floris_timeseries = dfm.set_pow_ref_by_upstream_turbines(df_floris_timeseries, df_upstream, exclude_turbs=exclude_turbs)\n", + "\n", + "# Initialize energy ratio analysis class and perform common operations. E.g., let's look at turbine 4.\n", + "a_in = AnalysisInput(\n", + " [df_scada, df_floris_timeseries, df_les_timeseries_raw, df_les_timeseries_inflowremapped],\n", + " [\"SCADA data\", f\"FLORIS: {wake_model}\", \"LES (original LES inflow)\", \"LES (inflow remapped to SCADA)\"]\n", + ")\n", + "\n", + "N = 20\n", + "print(\"Calculating energy ratios with bootstrapping (N={}).\".format(N))\n", + "print(\"This may take a couple seconds...\")\n", + "np.random.seed(0)\n", + "er_out = er.compute_energy_ratio(\n", + " a_in,\n", + " test_turbines=include_turbs,\n", + " use_predefined_ref=True,\n", + " use_predefined_wd=True,\n", + " use_predefined_ws=True,\n", + " wd_step=5.0,\n", + " wd_bin_overlap_radius=0.0,\n", + " ws_min=6.0,\n", + " ws_max=12.0,\n", + " N=N,\n", + " percentiles=[5.0, 95.0],\n", + ")\n", + "ax = er_out.plot_energy_ratios(overlay_frequency=True)\n", + "ax[0].set_title(f\"Energy Ratios for turbines {include_turbs}\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "confide", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.11" + }, + "toc": { + "base_numbering": 1, + "nav_menu": {}, + "number_sections": true, + "sideBar": true, + "skip_h1_title": false, + "title_cell": "Table of Contents", + "title_sidebar": "Contents", + "toc_cell": false, + "toc_position": {}, + "toc_section_display": true, + "toc_window_display": false + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/examples_smarteole/12c_floris_les_scada_model_validation.ipynb b/examples_smarteole/12c_floris_les_scada_model_validation.ipynb deleted file mode 100644 index 1723ff04..00000000 --- a/examples_smarteole/12c_floris_les_scada_model_validation.ipynb +++ /dev/null @@ -1,967 +0,0 @@ -{ - "cells": [ - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Compare cumulative energy & cumulative energy wake loss between SCADA, a dynamic model (LES) and FLORIS\n", - "\n", - "In this notebook, we will demonstrate ..." - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "metadata": {}, - "outputs": [], - "source": [ - "from pathlib import Path\n", - "\n", - "import numpy as np\n", - "import pandas as pd\n", - "\n", - "from flasc.analysis import energy_ratio as er\n", - "from flasc.analysis.analysis_input import AnalysisInput\n", - "from flasc.data_processing import dataframe_manipulations as dfm\n", - "from flasc.data_processing import time_operations as tops\n", - "from flasc.utilities import floris_tools as ftools\n", - "from flasc.utilities.utilities_examples import load_floris_smarteole as load_floris\n", - "\n", - "# Suppress warnings\n", - "import warnings\n", - "warnings.filterwarnings(\"ignore\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Step 0: Specify user options, load FLORIS and define helper functions" - ] - }, - { - "cell_type": "code", - "execution_count": 31, - "metadata": {}, - "outputs": [], - "source": [ - "# Specify which turbines to include/exclude. Since it's all baseline operation, we use all turbines.\n", - "include_turbs = [0, 1, 2, 3, 4, 5, 6]\n", - "exclude_turbs = []\n", - "\n", - "# Load FLORIS model of site\n", - "fm, turbine_weights = load_floris()\n", - "\n", - "# Use FLORIS to identify upstream / unwaked turbines for each direction\n", - "df_upstream = ftools.get_upstream_turbs_floris(fm)\n", - "\n", - "# Introduce helper functions for calculating errors and generating plots/tables\n", - "def err(old_val, new_val):\n", - " return 100.0 * (new_val-old_val) / old_val\n", - "\n", - "# Introduce helper functions for calculating wake loss (%)\n", - "def wake_loss(aep_waked, aep_unwaked):\n", - " return 100.0 * (aep_unwaked-aep_waked) / aep_unwaked\n", - "\n", - "# A function to print table\n", - "def print_pretty_table(table_dict, title):\n", - " # Format title to be centered above the table, and print table in pretty format\n", - " df_table = pd.DataFrame(table_dict)\n", - " mrkdwn = df_table.to_markdown(headers='keys', tablefmt='psql', index=False, floatfmt=\".2f\")\n", - " spc = int(np.floor(len(mrkdwn.split(\"\\n\")[0]) / 2 - len(title) / 2))\n", - " mrkdwn = (\" \" * spc + title + \"\\n\") + mrkdwn\n", - " return print(mrkdwn)" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Step 1: Load processed data\n", - "\n", - "Load the processed SCADA data and assign reference wind directions, wind speeds and reference power productions by the upstream turbines" - ] - }, - { - "cell_type": "code", - "execution_count": 32, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Number of turbines in dataset: 7.\n", - "FlascDataFrame in FLASC format\n", - " time pow_000 pow_001 pow_002 pow_003 \\\n", - "0 2020-02-17 16:30:00 2023.746948 2045.376953 2031.724976 NaN \n", - "1 2020-02-17 16:31:00 1959.036011 2050.572998 2034.890991 NaN \n", - "2 2020-02-17 16:32:00 2053.658936 2032.191040 2011.870972 NaN \n", - "3 2020-02-17 16:33:00 2044.296997 2060.478027 1995.057983 NaN \n", - "4 2020-02-17 16:34:00 2058.281006 2042.703003 2031.723999 NaN \n", - "... ... ... ... ... ... \n", - "81949 2020-05-24 22:56:00 179.934006 157.003998 192.214996 188.412994 \n", - "81950 2020-05-24 22:57:00 181.414993 176.386002 191.845993 198.539993 \n", - "81951 2020-05-24 22:58:00 187.748001 181.809006 183.802994 179.539001 \n", - "81952 2020-05-24 22:59:00 175.552002 176.250000 183.923004 152.393005 \n", - "81953 2020-05-24 23:00:00 169.324997 179.944000 173.608002 136.597000 \n", - "\n", - " pow_004 pow_005 pow_006 ws_000 ws_001 ... \\\n", - "0 2028.063965 2032.461060 1983.390991 13.066 12.337 ... \n", - "1 2017.777954 1943.764038 2046.568970 12.091 13.057 ... \n", - "2 NaN 2052.092041 2039.948975 13.381 12.213 ... \n", - "3 NaN 2008.868042 2058.000000 14.345 13.141 ... \n", - "4 NaN 1819.896973 2059.760010 14.338 12.723 ... \n", - "... ... ... ... ... ... ... \n", - "81949 126.820000 123.959999 76.050003 5.999 5.425 ... \n", - "81950 112.936996 105.567001 77.943001 6.252 5.512 ... \n", - "81951 115.987000 101.077003 86.049004 5.908 5.512 ... \n", - "81952 117.514000 82.098000 84.855003 6.024 5.410 ... \n", - "81953 104.023003 69.424004 72.632004 5.979 5.454 ... \n", - "\n", - " target_yaw_offset_005 control_mode wd_smarteole ws_smarteole \\\n", - "0 -0.0 baseline 251.041656 12.582482 \n", - "1 -0.0 baseline 251.282669 12.823891 \n", - "2 -0.0 baseline 252.874146 12.859400 \n", - "3 -0.0 baseline 251.341522 13.426766 \n", - "4 -0.0 baseline 253.343018 13.225105 \n", - "... ... ... ... ... \n", - "81949 -0.0 baseline 298.199219 5.850310 \n", - "81950 -0.0 baseline 299.667358 5.886584 \n", - "81951 -0.0 baseline 300.943939 5.775875 \n", - "81952 -0.0 baseline 303.221344 5.821594 \n", - "81953 -0.0 baseline 302.326843 5.745269 \n", - "\n", - " pow_ref_smarteole ti wd ws pow_ref \\\n", - "0 2021.060059 0.11 251.377068 12.452667 2024.127482 \n", - "1 2022.767212 0.11 251.485048 12.776333 2008.768494 \n", - "2 2034.417480 0.11 253.473037 12.888800 2037.952393 \n", - "3 2039.458252 0.11 251.104001 13.468800 2033.340210 \n", - "4 2048.116943 0.11 255.679234 13.029600 2002.472998 \n", - "... ... ... ... ... ... \n", - "81949 151.300735 0.11 306.282002 5.361714 149.199428 \n", - "81950 156.897491 0.11 306.411418 5.309000 149.233426 \n", - "81951 159.852249 0.11 308.109904 5.296286 148.001716 \n", - "81952 155.144989 0.11 310.160703 5.219857 138.940716 \n", - "81953 148.877243 0.11 310.323495 5.178714 129.364716 \n", - "\n", - " n_turbs_available \n", - "0 6 \n", - "1 6 \n", - "2 5 \n", - "3 5 \n", - "4 5 \n", - "... ... \n", - "81949 7 \n", - "81950 7 \n", - "81951 7 \n", - "81952 7 \n", - "81953 7 \n", - "\n", - "[81954 rows x 40 columns]\n" - ] - } - ], - "source": [ - "def load_data():\n", - " root_path = Path.cwd()\n", - " f = root_path / \"postprocessed\" / \"df_scada_data_60s_filtered_and_northing_calibrated.pkl\"\n", - " df_scada = pd.read_pickle(f)\n", - "\n", - " return df_scada\n", - "\n", - "# Load the data\n", - "df_scada = load_data()\n", - "\n", - "# And calculate some helper variables\n", - "n_turbs = dfm.get_num_turbines(df_scada)\n", - "pow_cols = [f\"pow_{ti:03d}\" for ti in range(n_turbs)]\n", - "print(f\"Number of turbines in dataset: {n_turbs}.\")\n", - "\n", - "# The SCADA data set contains alternating 1-hour periods with baseline or wake steering control.\n", - "# For these examples, we'll limit the data to baseline operation. \n", - "df_scada = df_scada[df_scada.control_mode == \"baseline\"].reset_index(drop=True)\n", - "\n", - "# Set the wind direction as the average of all turbine averages\n", - "df_scada = dfm.set_wd_by_turbines(df_scada, include_turbs)\n", - "\n", - "# Set the wind speed to be the average of all upstream turbines\n", - "# (turbines not in a wake in a given direction)\n", - "# Except for SMV5\n", - "df_scada = dfm.set_ws_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=exclude_turbs)\n", - "\n", - "# Set the reference power to the average of all upstream turbines\n", - "# Except for SMV5\n", - "df_scada = dfm.set_pow_ref_by_upstream_turbines(df_scada, df_upstream, exclude_turbs=exclude_turbs)\n", - "\n", - "# Determine number of turbines available at any given time\n", - "df_scada[\"n_turbs_available\"] = list(n_turbs - df_scada[pow_cols].isna().sum(axis=1))\n", - "\n", - "# Print information to console\n", - "print(df_scada)" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Step 2: Now calculate FLORIS model predictions for the SCADA dataset\n", - "\n", - "description..." - ] - }, - { - "cell_type": "code", - "execution_count": 33, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[32m2026-01-06 16:22:51\u001b[0m Identified the following grid type: 3d.\n", - "\u001b[32m2026-01-06 16:22:51\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", - "\u001b[32m2026-01-06 16:22:51\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", - "\u001b[32m2026-01-06 16:22:51\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", - "\u001b[32m2026-01-06 16:22:51\u001b[0m minimum/maximum value in df_approx: (1.000, 30.000)\n", - "\u001b[32m2026-01-06 16:22:51\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", - "\u001b[32m2026-01-06 16:22:51\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", - "\u001b[32m2026-01-06 16:22:52\u001b[0m Interpolating pow for all turbines...\n", - "\u001b[32m2026-01-06 16:22:52\u001b[0m Finished interpolation in 0.103 seconds.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "FlascDataFrame in FLASC format\n", - " wd ws ti time pow_000 \\\n", - "0 251.377068 12.452667 0.11 2020-02-17 16:30:00 1.948538e+06 \n", - "1 251.485048 12.776333 0.11 2020-02-17 16:31:00 1.977804e+06 \n", - "2 253.473037 12.888800 0.11 2020-02-17 16:32:00 1.987973e+06 \n", - "3 251.104001 13.468800 0.11 2020-02-17 16:33:00 2.017250e+06 \n", - "4 255.679234 13.029600 0.11 2020-02-17 16:34:00 1.999241e+06 \n", - "... ... ... ... ... ... \n", - "81949 306.282002 5.361714 0.11 2020-05-24 22:56:00 2.139622e+05 \n", - "81950 306.411418 5.309000 0.11 2020-05-24 22:57:00 2.058329e+05 \n", - "81951 308.109904 5.296286 0.11 2020-05-24 22:58:00 2.038721e+05 \n", - "81952 310.160703 5.219857 0.11 2020-05-24 22:59:00 1.920857e+05 \n", - "81953 310.323495 5.178714 0.11 2020-05-24 23:00:00 1.857408e+05 \n", - "\n", - " pow_001 pow_002 pow_003 pow_004 pow_005 \\\n", - "0 1.948538e+06 1.948538e+06 NaN 1.948538e+06 1.948538e+06 \n", - "1 1.977804e+06 1.977804e+06 NaN 1.977804e+06 1.977804e+06 \n", - "2 1.987973e+06 1.987973e+06 NaN NaN 1.987973e+06 \n", - "3 2.017250e+06 2.017250e+06 NaN NaN 2.017250e+06 \n", - "4 1.999241e+06 1.999241e+06 NaN NaN 1.999241e+06 \n", - "... ... ... ... ... ... \n", - "81949 2.139622e+05 2.139622e+05 213962.226744 2.139622e+05 2.139622e+05 \n", - "81950 2.058329e+05 2.058329e+05 205832.874257 2.058329e+05 2.058329e+05 \n", - "81951 2.038721e+05 2.038721e+05 203872.133476 2.038721e+05 2.038721e+05 \n", - "81952 1.920857e+05 1.920857e+05 192085.701666 1.920857e+05 1.920857e+05 \n", - "81953 1.857408e+05 1.857408e+05 185740.835808 1.857408e+05 1.857408e+05 \n", - "\n", - " pow_006 \n", - "0 1.948538e+06 \n", - "1 1.977804e+06 \n", - "2 1.987973e+06 \n", - "3 2.017250e+06 \n", - "4 1.999241e+06 \n", - "... ... \n", - "81949 2.139622e+05 \n", - "81950 2.058329e+05 \n", - "81951 2.038721e+05 \n", - "81952 1.920857e+05 \n", - "81953 1.857408e+05 \n", - "\n", - "[81954 rows x 11 columns]\n" - ] - } - ], - "source": [ - "# Grab a FLORIS solution and turn it into a timeseries\n", - "wake_model = \"cc\"\n", - "fn = Path.cwd() / \"precalculated_floris_solutions\" / \"df_fi_approx_{:s}.ftr\".format(wake_model)\n", - "if fn.is_file():\n", - " df_fm_approx = pd.read_feather(fn)\n", - "else:\n", - " raise UserWarning(\n", - " \"Please run '01_precalculate_floris_solutions.ipynb' \"\n", - " \"for the appropriate wake models first.\"\n", - " )\n", - "\n", - "df_floris_timeseries = ftools.interpolate_floris_from_df_approx(\n", - " df=df_scada, df_approx=df_fm_approx, method=\"linear\", verbose=True\n", - ")\n", - "print(df_floris_timeseries)\n", - "df_floris_timeseries[pow_cols] *= 1.0e-3 # Scale results from [W] to [kW] in accordance to SCADA" - ] - }, - { - "cell_type": "code", - "execution_count": 34, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[32m2026-01-06 16:22:53\u001b[0m Resampling column 'pow_000' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2026-01-06 16:22:53\u001b[0m Resampling column 'pow_001' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2026-01-06 16:22:53\u001b[0m Resampling column 'pow_002' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2026-01-06 16:22:53\u001b[0m Resampling column 'pow_003' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2026-01-06 16:22:53\u001b[0m Resampling column 'pow_004' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2026-01-06 16:22:54\u001b[0m Resampling column 'pow_005' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2026-01-06 16:22:54\u001b[0m Resampling column 'pow_006' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2026-01-06 16:22:54\u001b[0m Resampling column 'ws_000' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2026-01-06 16:22:54\u001b[0m Resampling column 'wd_000' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", - "\u001b[32m2026-01-06 16:22:54\u001b[0m Resampling column 'ws_001' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2026-01-06 16:22:54\u001b[0m Resampling column 'wd_001' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", - "\u001b[32m2026-01-06 16:22:55\u001b[0m Resampling column 'ws_002' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2026-01-06 16:22:55\u001b[0m Resampling column 'wd_002' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", - "\u001b[32m2026-01-06 16:22:55\u001b[0m Resampling column 'ws_003' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2026-01-06 16:22:55\u001b[0m Resampling column 'wd_003' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", - "\u001b[32m2026-01-06 16:22:55\u001b[0m Resampling column 'ws_004' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2026-01-06 16:22:55\u001b[0m Resampling column 'wd_004' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", - "\u001b[32m2026-01-06 16:22:56\u001b[0m Resampling column 'ws_005' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2026-01-06 16:22:56\u001b[0m Resampling column 'wd_005' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", - "\u001b[32m2026-01-06 16:22:56\u001b[0m Resampling column 'ws_006' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2026-01-06 16:22:56\u001b[0m Resampling column 'wd_006' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", - "\u001b[32m2026-01-06 16:22:56\u001b[0m Resampling column 'wd' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=True\n", - "\u001b[32m2026-01-06 16:22:57\u001b[0m Resampling column 'ws' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2026-01-06 16:22:57\u001b[0m Resampling column 'pow_ref' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n", - "\u001b[32m2026-01-06 16:22:57\u001b[0m Resampling column 'ti' with median timestep 600.012 s onto a prespecified time array with kind=linear, max_gap=90.0s, and wrap_around_360=False\n" - ] - } - ], - "source": [ - "########################################################################################################################################\n", - "###### Load LES timeseries in preparation for validation against SCADA. We will try various validation metrics and approaches... #######\n", - "########################################################################################################################################\n", - "\n", - "# Grab the raw LES timeseries\n", - "df_les_timeseries_raw = pd.read_csv(\"data/SMARTEOLE-LES-simulation-data/les_timeseries.csv\")\n", - "df_les_timeseries_raw[\"time\"] = pd.to_datetime(df_les_timeseries_raw[\"time\"])\n", - "\n", - "# Fix scaling in LES from [W] to [kW]\n", - "df_les_timeseries_raw[pow_cols] *= 1.0e-3\n", - "\n", - "# Assign freestream ambient conditions by the turbines\n", - "df_les_timeseries_raw = dfm.set_wd_by_turbines(df_les_timeseries_raw, include_turbs)\n", - "df_les_timeseries_raw = dfm.set_ws_by_upstream_turbines(df_les_timeseries_raw, df_upstream, exclude_turbs=exclude_turbs)\n", - "df_les_timeseries_raw = dfm.set_pow_ref_by_upstream_turbines(df_les_timeseries_raw, df_upstream, exclude_turbs=exclude_turbs)\n", - "df_les_timeseries_raw[\"ti\"] = 0.10 # Placeholder assumption for TI\n", - "\n", - "# Map raw LES directly to the SCADA timeseries using linear interpolation\n", - "df_les_raw_resampled = tops.df_resample_by_interpolation(\n", - " df=df_les_timeseries_raw,\n", - " time_array=pd.to_datetime(df_scada[\"time\"]),\n", - " circular_cols=[c for c in df_les_timeseries_raw.columns if c.startswith(\"wd\")],\n", - ")" - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Step 3: Define helper function that calculates relevant AEP errors\n", - "\n", - "Description..." - ] - }, - { - "cell_type": "code", - "execution_count": 35, - "metadata": {}, - "outputs": [], - "source": [ - "def compare_absolute_aep_and_relative_wake_loss(df_scada, df_model_list, model_tags=None, print_values=True, print_errors=True):\n", - " # Input formatting options\n", - " if isinstance(df_model_list, pd.DataFrame):\n", - " df_model_list = [df_model_list]\n", - "\n", - " if model_tags is None:\n", - " model_tags = [f\"Model {ti}\" for ti in range(len(df_model_list))]\n", - "\n", - " # Specify a unit conversion\n", - " unit_conversion = 1.0e-3 * np.nanmedian(df_scada[\"time\"].diff()) / np.timedelta64(3600, 's') # From sum of samples to MWh\n", - "\n", - " # Make local copies of dataframes that we can manipulate\n", - " df_scada = df_scada.copy()\n", - " df_model_list = [df.copy() for df in df_model_list]\n", - "\n", - " # First ensure consistent NaN mapping between modelled data and SCADA\n", - " n_turbs = dfm.get_num_turbines(df_scada)\n", - " for ti in range(n_turbs):\n", - " ids_nan = df_scada[f\"pow_{ti:03d}\"].isna()\n", - " for df_model in df_model_list:\n", - " ids_nan = ids_nan | df_model[f\"pow_{ti:03d}\"].isna()\n", - " ids_nan = np.where(ids_nan)[0]\n", - "\n", - " # Mirror NaNs across all model predictions and SCADA\n", - " df_scada.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", - " for df_model in df_model_list:\n", - " df_model.loc[ids_nan, f\"pow_{ti:03d}\"] = None\n", - "\n", - " # Assert NaNs are identical between dataframes\n", - " n_scada = df_scada[pow_cols].isna().sum().sum()\n", - " n_models = [\n", - " df_model[pow_cols].isna().sum().sum()\n", - " for df_model in df_model_list\n", - " ]\n", - " print(f\"NaNs in df_scada power columns: {n_scada}\")\n", - " print(f\"NaNs in df_models power columns: {n_models}\")\n", - "\n", - " for df_model in df_model_list:\n", - " # Specify upstream power in the exact same way as with the SCADA data\n", - " df_model = dfm.set_pow_ref_by_upstream_turbines(df_model, df_upstream, exclude_turbs=exclude_turbs)\n", - "\n", - " # Determine number of turbines available at any given time, similar to SCADA\n", - " df_model[\"n_turbs_available\"] = (~df_model[pow_cols].isna()).sum(axis=1)\n", - "\n", - " # # Assert that number of turbines available at each timestamp is identical between SCADA and LES simulation\n", - " # all(df_model_list[0][\"n_turbs_available\"] == df_scada[\"n_turbs_available\"])\n", - "\n", - " #######################################################################################################################\n", - " ################## Compare absolute AEP directly between SCADA and simulated data (LES) ###############################\n", - " #######################################################################################################################\n", - "\n", - " # Absolute AEP for the entire farm and per turbine\n", - " aep_turbine_scada = [df_scada[pc].sum() * unit_conversion for pc in pow_cols]\n", - " aep_turbine_models = [\n", - " [df_model[pc].sum() * unit_conversion for pc in pow_cols]\n", - " for df_model in df_model_list\n", - " ]\n", - " aep_farm_scada = np.sum(aep_turbine_scada)\n", - " aep_farm_models = [np.sum(aep_tm) for aep_tm in aep_turbine_models]\n", - "\n", - " table_absolute_aep_dict = {\n", - " \"Selection\": [\"Entire farm\"] + [f\"Turbine {ti:02d}\" for ti in range(n_turbs)],\n", - " \"SCADA (MWh)\": [aep_farm_scada] + aep_turbine_scada,\n", - " }\n", - " for mii, model_tag in enumerate(model_tags):\n", - " if print_values:\n", - " table_absolute_aep_dict[f\"{model_tag} (MWh)\"] = [aep_farm_models[mii]] + aep_turbine_models[mii]\n", - " if print_errors:\n", - " table_absolute_aep_dict[f\"{model_tag} error (%)\"] = (\n", - " [err(aep_farm_scada, aep_farm_models[mii])] +\n", - " [err(x, y) for x, y in zip(aep_turbine_scada, aep_turbine_models[mii])]\n", - " )\n", - "\n", - " print_pretty_table(table_absolute_aep_dict, title=\"Absolute cumulative energy (MWh)\")\n", - " print(\"\\n\")\n", - "\n", - " #######################################################################################################################\n", - " ################ Now we do the same exercise, but with wake loss rather than absolute AEP #############################\n", - " #######################################################################################################################\n", - "\n", - " # Compare AEP wake loss relative to most upstream turbines\n", - " aep_turbine_scada_waked = np.array([None for _ in range(n_turbs)], dtype=float)\n", - " aep_turbine_scada_unwaked = np.array([None for _ in range(n_turbs)], dtype=float)\n", - " aep_turbine_models_waked = [np.array([None for _ in range(n_turbs)], dtype=float) for _ in df_model_list]\n", - " aep_turbine_models_unwaked = [np.array([None for _ in range(n_turbs)], dtype=float) for _ in df_model_list]\n", - "\n", - " for ti in range(n_turbs):\n", - " # First SCADA\n", - " p_test = np.array(df_scada[f\"pow_{ti:03d}\"], dtype=float, copy=True)\n", - " p_ref = np.array(df_scada[\"pow_ref\"], dtype=float, copy=True)\n", - " ids_non_nan = (~np.isnan(p_test)) & (~np.isnan(p_ref))\n", - " aep_turbine_scada_unwaked[ti] = np.sum(p_ref[ids_non_nan]) * unit_conversion\n", - " aep_turbine_scada_waked[ti] = np.sum(p_test[ids_non_nan]) * unit_conversion\n", - "\n", - " # Now LES and FLORIS\n", - " for dii, df_model in enumerate(df_model_list):\n", - " p_test = np.array(df_model[f\"pow_{ti:03d}\"], dtype=float, copy=True)\n", - " p_ref = np.array(df_model[\"pow_ref\"], dtype=float, copy=True)\n", - " ids_non_nan = (~np.isnan(p_test)) & (~np.isnan(p_ref))\n", - " aep_turbine_models_unwaked[dii][ti] = np.sum(p_ref[ids_non_nan]) * unit_conversion\n", - " aep_turbine_models_waked[dii][ti] = np.sum(p_test[ids_non_nan]) * unit_conversion\n", - "\n", - " aep_farm_scada_waked = np.sum(aep_turbine_scada_waked)\n", - " aep_farm_scada_unwaked = np.sum(aep_turbine_scada_unwaked)\n", - " aep_farm_models_waked = [np.sum(aep_tm_waked) for aep_tm_waked in aep_turbine_models_waked]\n", - " aep_farm_models_unwaked = [np.sum(aep_tm_unwaked) for aep_tm_unwaked in aep_turbine_models_unwaked]\n", - "\n", - " # Derive wake loss percentages and errors, and print as a pretty table\n", - " wake_losses_scada = np.hstack(\n", - " [\n", - " wake_loss(aep_farm_scada_waked, aep_farm_scada_unwaked),\n", - " wake_loss(aep_turbine_scada_waked, aep_turbine_scada_unwaked)\n", - " ]\n", - " )\n", - " wake_losses_models = [\n", - " np.hstack(\n", - " [\n", - " wake_loss(aep_farm_models_waked[dii], aep_farm_models_unwaked[dii]),\n", - " wake_loss(aep_turbine_models_waked[dii], aep_turbine_models_unwaked[dii])\n", - " ]\n", - " )\n", - " for dii in range(len(df_model_list))\n", - " ]\n", - "\n", - " table_wakeloss_aep_dict = {\n", - " \"Selection\": [\"Entire farm\"] + [f\"Turbine {ti:02d}\" for ti in range(n_turbs)],\n", - " \"SCADA (%)\": wake_losses_scada\n", - " }\n", - " for mii, model_tag in enumerate(model_tags):\n", - " if print_values:\n", - " table_wakeloss_aep_dict[f\"{model_tag} (%)\"] = wake_losses_models[mii]\n", - " if print_errors:\n", - " table_wakeloss_aep_dict[f\"{model_tag} error (p.p.)\"] = wake_losses_models[mii] - wake_losses_scada\n", - "\n", - " print_pretty_table(table_wakeloss_aep_dict, title=\"Cumulative energy wake loss (%)\")\n", - "\n", - " return table_absolute_aep_dict, table_wakeloss_aep_dict" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Option for validation 1: compare the two timeseries directly, assuming (hoping) that LES predicted the inflow conditions accurately.\n", - "\n", - "For this, we must ensure the NaNs in the SCADA also appear as NaNs in the LES timeseries. Assuming the same timezone format..." - ] - }, - { - "cell_type": "code", - "execution_count": 36, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "NaNs in df_scada power columns: 457712\n", - "NaNs in df_models power columns: [np.int64(457712), np.int64(457712)]\n", - " Absolute cumulative energy (MWh)\n", - "+-------------+---------------+-------------+-----------------+-------------------+-----------------------+\n", - "| Selection | SCADA (MWh) | LES (MWh) | LES error (%) | FLORIS CC (MWh) | FLORIS CC error (%) |\n", - "|-------------+---------------+-------------+-----------------+-------------------+-----------------------|\n", - "| Entire farm | 1355.41 | 1287.20 | -5.03 | 1324.38 | -2.29 |\n", - "| Turbine 00 | 219.83 | 210.66 | -4.17 | 207.10 | -5.79 |\n", - "| Turbine 01 | 196.56 | 184.18 | -6.30 | 187.31 | -4.71 |\n", - "| Turbine 02 | 188.43 | 171.55 | -8.96 | 180.33 | -4.30 |\n", - "| Turbine 03 | 168.75 | 153.86 | -8.82 | 165.69 | -1.82 |\n", - "| Turbine 04 | 195.91 | 189.60 | -3.22 | 192.62 | -1.68 |\n", - "| Turbine 05 | 181.76 | 177.90 | -2.13 | 178.36 | -1.87 |\n", - "| Turbine 06 | 204.17 | 199.45 | -2.31 | 212.97 | 4.31 |\n", - "+-------------+---------------+-------------+-----------------+-------------------+-----------------------+\n", - "\n", - "\n", - " Cumulative energy wake loss (%)\n", - "+-------------+-------------+-----------+--------------------+-----------------+--------------------------+\n", - "| Selection | SCADA (%) | LES (%) | LES error (p.p.) | FLORIS CC (%) | FLORIS CC error (p.p.) |\n", - "|-------------+-------------+-----------+--------------------+-----------------+--------------------------|\n", - "| Entire farm | 3.00 | 2.92 | -0.08 | 3.75 | 0.76 |\n", - "| Turbine 00 | -3.09 | -3.75 | -0.67 | 1.73 | 4.81 |\n", - "| Turbine 01 | -0.74 | 0.36 | 1.11 | 2.76 | 3.51 |\n", - "| Turbine 02 | -0.35 | 3.09 | 3.43 | 2.56 | 2.90 |\n", - "| Turbine 03 | 3.70 | 7.34 | 3.64 | 4.01 | 0.31 |\n", - "| Turbine 04 | 6.28 | 4.86 | -1.42 | 6.66 | 0.37 |\n", - "| Turbine 05 | 8.31 | 5.42 | -2.89 | 7.96 | -0.35 |\n", - "| Turbine 06 | 6.63 | 4.00 | -2.63 | 0.88 | -5.75 |\n", - "+-------------+-------------+-----------+--------------------+-----------------+--------------------------+\n" - ] - } - ], - "source": [ - "# Now being on the same timeseries, map NaNs from SCADA to LES\n", - "df_les = df_les_raw_resampled.copy()\n", - "\n", - "# Perform comparison using this LES dataframe\n", - "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(\n", - " df_scada,\n", - " [df_les, df_floris_timeseries],\n", - " model_tags=[\"LES\", \"FLORIS CC\"]\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Option for validation 2: we re-map the LES timeseries onto the SCADA ambient wind directions and wind speeds. \n", - "\n", - "This ensures the ambient conditions are identical between the two datasets. We do this by turning the LES simulation into a steady-state table of solutions, basically identical to a FLORIS solutions table." - ] - }, - { - "cell_type": "code", - "execution_count": 37, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "No circular columns specified. Automatically identified: ['wd_000', 'wd_001', 'wd_002', 'wd_003', 'wd_004', 'wd_005', 'wd_006'].\n", - "Applying regular averaging on entire dataframe (29 columns).\n", - "Applying circular averaging on 7 columns.\n", - "Flagged an additional 36 table entries as NaN because their sample pool is smaller than 3 (N_min).\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[32m2026-01-06 16:22:59\u001b[0m Identified the following grid type: 2d.\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m \u001b[33mWarning: the values in df[wd] exceed the range in the precalculated solutions df_fi_approx[wd].\u001b[0m\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df: (0.035, 359.955)\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df: (0.035, 359.955)\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df_approx: (0.000, 355.000)\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m \u001b[33mWarning: the values in df[ws] exceed the range in the precalculated solutions df_fi_approx[ws].\u001b[0m\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df: (0.250, 19.557)\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df_approx: (4.000, 18.000)\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m \u001b[33mWarning: the values in df[ti] exceed the range in the precalculated solutions df_fi_approx[ti].\u001b[0m\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df: (0.110, 0.110)\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m minimum/maximum value in df_approx: (0.500, 0.500)\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m Mapping the precalculated solutions from FLORIS to the dataframe...\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m Creating a gridded interpolant with interpolation method 'linear'.\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m Interpolating pow for all turbines...\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m Interpolating ws for all turbines...\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m Interpolating wd for all turbines...\n", - "\u001b[32m2026-01-06 16:22:59\u001b[0m Finished interpolation in 0.150 seconds.\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Approximate table contains 505 valid entries (46.76%) and 575 invalid entries (53.24%).\n", - " wd ws ti wd_000 wd_001 wd_002 wd_003 \\\n", - "0 0.0 4.0 0.5 358.867189 359.404097 359.077879 1.173013 \n", - "1 5.0 4.0 0.5 5.823989 6.555070 6.083463 9.914013 \n", - "2 10.0 4.0 0.5 8.194114 8.930340 9.225630 13.631851 \n", - "3 15.0 4.0 0.5 14.062022 14.001720 13.536481 16.904732 \n", - "4 20.0 4.0 0.5 18.492192 18.545229 17.918692 20.567461 \n", - "... ... ... ... ... ... ... ... \n", - "1075 335.0 18.0 NaN NaN NaN NaN NaN \n", - "1076 340.0 18.0 NaN NaN NaN NaN NaN \n", - "1077 345.0 18.0 NaN NaN NaN NaN NaN \n", - "1078 350.0 18.0 NaN NaN NaN NaN NaN \n", - "1079 355.0 18.0 NaN NaN NaN NaN NaN \n", - "\n", - " wd_004 wd_005 wd_006 ... ws_005 ws_006 pow_000 \\\n", - "0 0.959990 359.891041 0.090546 ... 3.978288 3.744922 116.781037 \n", - "1 4.389737 1.445360 4.316912 ... 3.495007 3.410669 107.960816 \n", - "2 11.336208 9.599651 10.710193 ... 3.131477 3.109811 94.112020 \n", - "3 15.347468 15.805888 16.292727 ... 3.144432 3.160935 94.800449 \n", - "4 18.669228 19.813904 19.730110 ... 3.396758 3.517685 91.207777 \n", - "... ... ... ... ... ... ... ... \n", - "1075 NaN NaN NaN ... NaN NaN NaN \n", - "1076 NaN NaN NaN ... NaN NaN NaN \n", - "1077 NaN NaN NaN ... NaN NaN NaN \n", - "1078 NaN NaN NaN ... NaN NaN NaN \n", - "1079 NaN NaN NaN ... NaN NaN NaN \n", - "\n", - " pow_001 pow_002 pow_003 pow_004 pow_005 pow_006 \\\n", - "0 95.235190 78.318820 81.475957 68.312026 84.534077 68.543712 \n", - "1 84.537560 63.915561 50.842175 43.957087 51.301329 40.556113 \n", - "2 73.824645 60.354132 33.337521 25.841587 17.907952 20.233585 \n", - "3 79.769003 68.239375 42.932311 47.881696 29.892931 34.032487 \n", - "4 82.944009 77.000292 49.779712 59.294348 44.615210 56.420778 \n", - "... ... ... ... ... ... ... \n", - "1075 NaN NaN NaN NaN NaN NaN \n", - "1076 NaN NaN NaN NaN NaN NaN \n", - "1077 NaN NaN NaN NaN NaN NaN \n", - "1078 NaN NaN NaN NaN NaN NaN \n", - "1079 NaN NaN NaN NaN NaN NaN \n", - "\n", - " pow_ref \n", - "0 116.722256 \n", - "1 107.960816 \n", - "2 94.088219 \n", - "3 94.740227 \n", - "4 91.100329 \n", - "... ... \n", - "1075 NaN \n", - "1076 NaN \n", - "1077 NaN \n", - "1078 NaN \n", - "1079 NaN \n", - "\n", - "[1080 rows x 25 columns]\n" - ] - }, - { - "data": { - "image/png": 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8ukn+vr7KniWTxndPvo72b25TXG2+lyucV8u2/qmRs1cqPj5BF+Lj1equ6mpWu6JbY783aqIWr9qgI8dD9N2oASpXsthVh7vT+2O+0uI1G137mWG9k/Yz97R9Q35+vgr0d10faftoU93ToKY8Zcbq39Xn6581uM29uqNKCY1bsE4/rNmpAyFn9NGzrmHudqX5u//wMXUfNFpnzp5T5uBMeue1DipVzL3HVaPDR18m72NNe+rJe+w+9v3JP2nJxp06Ehqmb/u0Vzk3nTPdKNub4+eNDsVOaca6XeozdaUGP3W77qhYRFsOntTAH9bYdq5pVzarXkrPNqzk1phOnzM72o4dN0WL127WkZOnNOWjbipX3NWOXbZ+qz7+6gd7jDt/4YJaP9hYzW+v7dbYTh5bnW7HOnne6PS0dxw5PXm6zbnLIw1tm2LF9n0aOftXxV24YNeHHo/fobKF8mS4tuyNeH3M08v9/U+/1eI1m1z7mcHd7fnymbPhatdraNJnomNjdehYiBZPHKRsWYIz1LXojkO+VmhYim39ica2/XKl4W5d5sO+cK3v5rieLbO6P2fW99zqOeob/f7nIdvO8vXx0ctPNlWtyu69PuVkO9a4d9hsuz0lHUPrl1OTikXU8cslCg2Pds13f1+9ec/NKlcghzzl3SGfaPHyVTpy7IS+nzBC5Tx07+FKlq7eoBETvlV8QrwuXIhX68ceUPO7G3kkltPXo1ONS0ysXu/9vvbsO6CAAH/lzJ5dvV5/QUUK3eSxmP9V//rEqjlz5iggIEC1a1/a0P3kk09slapevXpp7ty51/T/TCJV/vzXtzM3O6h/8j9MIlX27NnllLvq1VDrR5qqddcBqYYP6va8smZ2HdwXrVynnoM/1fcj33F7/MOnzmraqu2qUjS5QW2Tqx5rJF8fby3dtk+vT5yvuT2fcm/goMwKav2GIoe8rvijB+RTsqICn31Dke90UtzGlYqePEyKj5dPpZoKeu5tRfRs7ebYrytyyBuKP3YxdqvXFfluZwU0f1YX9u1U1Khe8i5SWkHteiqi97NS/AX3xY8KV/S4nklvfWvdK5+i5aToCPs+dsFkXfhjg/vipY39yVvJsevdL59i5aWoCAV0fk0x0z9R/N6t8spVQIGtuitqeBeb7PNPRS5YprAJU1Tg8yGphp+bOkdRy9fY37P8r7ly935Vx57rat8ffeqlpM9luquBcnR8+h8lVRnRi5co/KuvlWvUx9c03Mje622FvthF5/fslU/+fMozeZKilyxVQlSU/rFMmRXUrpsiP3hV8Uf2y6d0JQW1f0sRvdrL/64W8i5UQhG92kkXzssr6/U3sH6fs0YrR89W6+97JQ0LzJpJDw7rrEmP9tfJXYdV+Nay9v2Yu5PXh4AsQbrjzf9p9y8bryt+xPxlOvPZdyo46aNUw4+/NkDx51zrefCddZV3QFcderiTfZ+n98s6+90cnZu5QMGN6yvvgNd0+H/J68I/NWzpTpk021nPNbLHiZDwaDv8nflb9HDVImpeqbAW7DyqXnM36aun6193vLQeblRD9auUtrG/XrBafT+bqXFvPasuw79W/3YtVLtiSe07FqIOH0zUzA9eso1Bdzp86pymrd6hKmmSY89FxWrYnLWqX851McvtnNzPSXrkrrqqf3MF13yfu1R9Rn+tz/q+pNqVy+reereo16ivlF4+6vumsmbJbH9fuHSlur87RNM+H+GxeA/fXkP1q5a5uM6tUt9x0zW++3Oa3Ldj0mcWrNmq0dN/cfsF6ofvqKX61cq6Ys9bqb6fTtX4nh3s315/6gHdcat7b4CldTj0rKat3KYqxZKna9islapcLL9GdW6urfuP69VxP+rHPq3k5+M64c0w2/rpcE1bt1tVCrtOIs0F4lcnL1G/h+uqdqkC2h9yVh0+W6AZXZor0M/Xzcu83MVlvkJ9x36n8b1c+/VzkVEa9s0c1b+5nNvi3Ujz3a/+Q1KCFD3hYsJ6pqxSQCYF3PucoqcMUkLoEXkXLK2Aps8pelIfudvA9s2V9eKNl59/+0O9Jv6oKT3b2PfmRv+05ZtUpbhnTuSHL98pc3Cd2bqB69gaEWOHP1S5sOoXy22HfbNxv/ot2Kpxj9Zye/wPWtRUufypz9+G/bJN5rmaWZ3uTnW894TLxb/acHe5q94tav1QE7XuNjDV8KETp9lp/uGT/q5pPx3mkfgDn7s/eZ3buEu9Js3TlO7PaNjMZa62Vp82rvhhrmO9p7f18d3aqP/ns9S5xR1qdEs5hYVHqvlbH+u2amVV0o0JRvZ8/eF71fqNdy/52+HjIZo6b4mqlPXcRctBnR9V1uAg+/ui9b+r17gZ+q5/J/Wf+IMebljd3pBYsHabHf5V7/YeG4/s2bLo+7EfJr3/fMpMrdu03e1JVYkevquO6t9c3rXMf1qmvqO/1fg+L+jOmpXVu8Nj9sL8kvXb9PqQzzV3ZPI5j7sMbHtfivV9t3p9MU9T3n5aU95Ovi4yceE6rd91yG1JVYkevr1mcltu/q/qO26axvdop6/mrdQfB49p2vsvy8/XVyFnzskTnGpTXGm+f9vtKXWfOFfjXnnUJm4eDg1Ti34TdWe10vbmkLs0blBTzz56v1q91u+ahrvTXfWqq/XD96j1m5dW7x/0RsdLEjo91o7+NfW1wVplCuuem0ur99c/eyzuleZvv2Hj9UjT2/Xg3Q01f9lq9fhojL75uL/b4w/q9EjSOrdo/Q71Gj9L3/XroMY1yuvZe+uq9XsT5ElObm+Onjc6GDtpvq/dpSqFk5Mp+k//VZ3vqqZGFYooLDJGDw6eodvKFVLJfNkz1DmzY+3YOjfbpKnW3ZOvE5r1vduwz/VZv1dUplghHT4RquYv9tVdtaspOCjjHFudbMc6fd7o5LQPfLapsmYKsL//vGm3en25QONeflhvT5yn8a88olIFcmnD7sN6e9I8TU3Rvssobdkb7fpYeiz3u+reotYt7lbrboOShmXPmlnfDU0uMvD5jPlat3WXW5OqbpRr0QM7tEje1jfsVK8JP2pK77ZXHO729T3x2uBPy9V3zBSN791Zr7dqnnQuaxKs2vcfrSXj+tliIhmhHZvog4drq1z+1Pf0Bj5SR1kvnqv8vOOQes1aoykdmnhsHO6+vb7atHxEz3Ry3WNNT/Z4/v7H+uyjPipboqgOHzuhZs920V31a9mHzD3B6evRKT3S7B41qHOrHZevvp+lXu8P1ecjUl+3w/X713cFuGzZMlWvXv2S4du3b7fVpyZNmvS3do6m679cuXLp5ptv1qBBg3T+4tMpf0d4eLiKFi2qwoUL2y4Kt227tko71apVU4ECBdS4cWOtWLFC6a1G5XLKnzvnJcMTk6qM8Iioa67A9XeYp/36fbtYb7VoIL+LGbVGo0rFbVKVUbloPp0Mi7BPCrmTd54CSog4a5OqjAt7tsk7R155Fy6pC1tW26QqO45/7pBX9lyu6kFujX3OJlWlil2opHxvaaC4ZXNcsQ/sUkJYqHxKu7mSSxp+1Rrq/MYlHo1xxdi33K7z63+RMmWRV3BWm1RlJIQetQkQPqWrXdf/j96wRRdOhKQalhAbl5RUZcRs/l2+NyU3elLK0uIenZt+bQmalxO7abPiT4Zc83DXCCbIO7MrCcIrOFjxZ8OUEPfPk8sM7zw3KSH8rE2qMi7s2irvnHnlXaSU/Js8qpip42xSlQ1/9rSu14E1O3Tu2KlUw3IUzaeo0+E2qco4uHanst2UW/lTVDC6p19rLf94hv3c9Yhev1UXjl86fxOTqgxvs49LSLC/++TMpoCKpXVu9iL7PmLBcvnmzyPfwtd3Ym+e8Jyx5aBeaOC6aGXkzhyoUxEx2n4sTPdVcD2Vc1eZ/Dp+NloHTrv3RqB5QqXBxQs3RpVShXQk5IzOhEfq9LkIe8PfKJY/t30qcfnmXe7fx3+3VG89WDfVPt54f8YKtbvzZmW7eJHB09JzP2fn+y0Vk+d7mWL2aSWjcumiKpQv+emF9JCYVGWEh7uewPfotF+8SGtUKVnYrnNpTV+yXi0aVnd/7JvLJccuXURHTl7//uxvre9fL9JbjzRMtb7P/223Hq3vetK4UtF8ypMtWOt3X1tF1X/Vtj79V711/61J034mMkanI6LtDRmjaO6syhLorxV/uKpDum+Zuy4UGlVKpV7m702YofYP3qnsmTO5LeYNM999/eVbqb7iVkxPHhZ5Vt7Z8yghOsImVRnxh3fJK0tOeeV1/w3RxAtjxrkok9jklbw+fDFXb/2vsfz83HuB1IiKO68Z2w7phbrJ8z53cIB9Oq9B8TxJwyrnz64jZ68jKf3vHu837tMLjSqmOt5nNDUqllF+U/kzhcjoGE1fuEIvPvVg8rTn8EzF5UvWOS8pKiZOM1Zu1QvN6ifHzxacLtt60rhEupLozLiYfWC2ixdu3aVGpbKXPV+Pj49Xn+ET1K3jU/J3883ulBIvRBvhkdF2Sw89G67tfx7RfXVdTzvfVaOCjoWG6cDxUKWXaXN/Vot77/RgW851U8KoUrpoUluuUY1K9kZU4vATp8JshYv02semNGPlNj1Yt5Jn23KlTFvOdWz9/Mdlevnxe+yNXyN3dvcntTnVpvir+W7mx7lIVxJvRHSsTWYzT4a7U43K5ZU/T65rHp4e+5n04ro2+Iveejj1tUFzPbBQbs9W8b/c/A09E6Ztu/bq/jtdDz41rl9Tx06G6sDhYx5d58KjTFUB1+/VyxZVvpzJvRt4gpPbm+PnjQ7FTprvU1fqrWa15OebfK3ZS146Fx2X1Lb08/F2+/USp8+ZnVSjYulL2rGJ8/1shOucISIyStmzBNvKURnl2Op0O9bJ80anpz0xqcrGioq1k30wJMy2IUxSlXFLqYI6dvqcfj94IkO1ZW/E62PpsdyvtJ9JafrClXrornrKiNeiL93Wrz7cY9cGU6zvac9lM1o79moSk6oMV/vCc/cDjBrVKit/XvdW3/s7bDsq3HVvLdwcz7Nmlr+fex8qvlGuR6calwB/3Va3ZvK4VCynI0ePezzuf9G/vmLV/v37ddNNqW94x8TE6IknnrCJUUWKFNHeva6un/7KSy+9pFtuuUU5c+bUypUr1a1bNx09elSDBw++5vEpW7asPvvsM9v9YFhYmD788EPVrVvXJlcVKnT50rUmmWr06NGqUaOGHfdx48apUaNGWr16tR2fv8N837xSMhW9rtfbH47R2s077O8j+74qd/tiySZVLZ5fFVI8oZPWV8u2qH75IkmJVu4Sf+KwTeTxLlFe8Xt/l0/lWvIKyiTvXPkUfzC5Wza/25vr/Na1SYlW7oudRd7Fyyv+zxSxc+eXvH2VcC55Jxx/6oTtvspTvAuWkgIz6cKu5ApB/rc/JjV8WPEhRxT7yxQlnDnpmdiFy0iBwa6qMfHxSjh3Rj4Va+vCtlXyvqmEvHLf5NFpT5StZQtFLv71kuE++fIosHoVnez+gdLT6d79lGNAP8VHR8k7Sxad7t5L+gfJninFnzgkr8xZ5VOygi7s2S7fqnXkFRQsn4LFbIUq32p15VfDVZIyZv5UnV/r/gSUU/uOKShHZhWqXlqH1u+yXQWaClXZC+XWsa37VL5pTSXEx+uPhRtU7h73d52TyHT3F1Szqv39aCfXEyM++fPovGlwp0jgPH/0pPwK5EnqIvKfOHgmUlkD/TR+1R6tNt0V+XqrY70yyhLgZ28C+15M2LQVD7MG6tjZKBXJ4f4nVhJNnr9KjW4upxxZgpUnexbNW71VTWpVsl1WmYoqiRd23OWLpVtUtVh+VUhT0nrB5r12mhtVLKpFW/5ZNbh/y37OmPzjYjWq4dkE2b/S7Z2PtOa3Lfb3Twa6v3LNlUyev1KNbimfatix0DNav2OfBnR8xLOxf1quRtUrJL0f9s1cjfx+vkoUzGsvXBbK594bVF/88puqliigCimqs52JiLIXqHJnTd6ub8qZVcdOXV/y6A23ra/YrqpF8qpCweR5miM4ULmzBGneln1qUrmY7VJkX8hZHbnOxNm/XOY1XE9YL1i92Zb6Nu8XrXWt+56WnvPd62IClV/NpvIuUt5W94z7dZbij++XV2CwvAuUVPzRPfIpUVVeAUHyzppLF06k7nrXHXpMmK21O13/d8SLj9qfXyxco6olC6pCUc90WXPwTJTr2Lpmj1YfCFWgr4861CmlWkVSb9Nf/7ZfjUpcPnH+evX8YZ3Nza50Uw69dHslW50qa5C/xq/YqdV/nlCAn486NiivWsXzpkv8nMEBVx3uSYeOnbRP2477bq5WbfpdAQF+6vS/B1S7aup9v7v0+Hyu1v5xcZ17/iEdPHnGXqgdP2+1Vu84YLsC7HhfHdUq55ku7FNu60a/51rolWFfacTURTahsmfrZh5JNrmcSTPmqVqFUqpQyv3dgqXVfew0rd2xz/4+sktLHT911k5n4k0Z25bNlU1HQ8NsNxuetnHbDp09F6GGddx/w/tyJs9Zam9CXW64eSo8cT64W4+JP2ntHwft7yM6t0j1t417j+hsZLRuq+SZLiUSTZ7nasuZGxGnzoZr8frtWrDW9TDU0/fW1z21q2S4NkXa+W7W7w/aNNVrn/6gIH8/nY2K0Uft7r/kwZGMqvuQ8fYp8MpliuvlVo8oZzb37+O+WLzx4rVBz3Un+nccO3lKeXLmSLWPK5Anl46eDFWRgu5v33T/dEaKfewTSi83wvZ2Q5w3pnPsL5ZvU9Wiqee70feReuryxc8aOf83m9zWo0Uduywy0jnzjdaONdv2oNfa6tWBYxUUEKCzEZEa8kZ72wVqRjq23gjtWCfOG2+Eae8xaZ7W7jpkfx/Rqbnt1jksItq246qVuEmLt+y1CdtHQs+qvAePgendlr0Rr485fe5mbNyxR2fDI3XbrZ6/RuzUtege43/Q2p2uB/tHvPTYXw73hMlzl6Va34d+NVsLVm228/6jV1u7vVrVjdCO7TljjSlor0o35dRLd1ZWzosVjXvMWK21+1yJmyOe8Fx3dE6zx/Mer6hLn48UFBigs+ERGtL7NY8fz2+U69EpffndTN3eoE66x/0v+NcnVkVFRSkwMPVTwCYhqnz58nrqqb9XOvPVV5MThkxilL+/vzp06KD33nvvmpOT6tSpY1+JTFKVGZcxY8aof//+V0zGMq+U39mzZ4+GDBmiL7744m9NgxnXvn37phrWu3dvdXv6Hl2Pd7u6SgHPXLhcQydM0ah+r8lddh8N1aLNezX+heZX/MyP6/7Q/I279dkLD8rtoiMVNW6A7XrPKyBQF/b+rgtH9ishRYa+b83b5Vf9NkUOft0Dsd9VQLPWrth/7tCFo/ulgPR/st3XVHHZskJKcCWUxMwco4Rzroxu3xp3KfCxVxU1tptnYptqVZuWJiWtxXw1SH53Pym/25or4cQhxR/YmSrRxROytX3CViUK6f/GJX/L0vxuRS5drfgzZ5VufLyVudXTNpnKVLXyK1dWOd4foJOt2igh7DrGIypSUaP6KeDhtq51bs/vunDYdeHOyzwV5R+giAEvyStXPgW/PUyRRw8q/tC1Jadeq5hzUfq+03Dd8cbj8g8O1KENu3Tyj0OKPx+v4DzZVP+FBzXpf+7vbjStE2+7yvFmaXaXcnZpq2Odk7uLc7cLCQk6ejZKJXJl1ssNy2nH8TB1/G61Pn7Ic4ljVzLuhyU6eDxUPd90dWs69OUnNXTKfI2fvdSWPL65TBH5eLvvRHr3sVM2aWp85wdSDQ85G6lPF/6mcZ3u139hP2f6sT9wLESf9v6fnPReD9fxe+bcRRoyeoI+GZS6zeAJ42Yt1sHjp9TzrdTH+ZnLfrOltk3yicdiz/hZB4+Fqmf3h+z7AZ0fV/5c2e1NoW/m/6oXP/xc0we5sU1zJFSLNu3R+Jdd8ZyU7tv68dNatO2Axre7tJz00Kcaadi83/TZkq0qmTe7bi6aVz7ennlCatyMRTp4PEQ9n+ugkDNn9en0hRrX01WCOSPOd3n7yDtbbsWFHlXc8mnyylNYgY90UdTE3oqZPVp+DVrIyy9QF47usQmk7nxAIKV3nnXty2f9ukVDpy1Wl4caadGGPzT+9SflKRfi43X0bLTr2NqgrHacOKtOU9fq+2fqK9fFGzAm6epAWITG3FXT7fE/e/o2FciWSXEX4jVyyXZ7E+iFhhV0NCxSJXJn0ct3VNKOY2fU8avlmtr+LuVyc+Wqy8Uf+b96Vxzuaebi+JEToSpRuIBeafWQft97QB16DdH0EX2VK7v7K2280/pe+3PWqm0aOmOZXnigno6eOqsS+XPp5Qdv046Dx9Vx+Pea2rO1cqW4aO+pbf2zH5fppUcbq2mdKjp04pTavPeZKhS/ye1dqKS1a98hLVyxXhM+SO5S25MGtHcd32Yt36ih3y3Q8w/dISdNm/OzmjVu6LGEppTGTVugg8dC1LNX51TDZy9dp/m/btSEvi96LPY7re5Jtb6PfD45ucpUaru/Vnm3P4CW0riZpi0Xqp7d2io27rytIh4dF6fJfTvr8MnTatV3tIoXyKOyRV2VbTJKmyLtfB/Wsbk+/WmNPmr3gKqXLqSt+4/pldEz9V33Z5Qjs2eTHpw24b03VSBvLsWdP68RX05XjyHjNarPK26NYa8Nmnb0S6mTB/9LBrRzXfOctWKThn63SCO7eK4ddaNtb46fN6Zz7N3HTmvR1gMa3+HS6/UTlmzRi01uUdNqJXTo1Dm1HfuTTb5yd1eATp0z36jt2LHfz9XgN9rbSjNbd+3TS++N1tShPZQja3Ll73/zsfVGacc6cd54I0z7O8+49rGzVm/X0JnLNbLTg/qwbVN9/MNKRcbE2W7ySuTPKR9PtufSuS17I18fc+rcLdH0BSv0QKNaHj+HcfJa9DttXfcBZq3crKFTf9HIlx+/6nB3Gzd9oWt975ncte8rT95vX6s2/6Ghk2drYv8XkqoEZoR27Getb1eBbMGuY+gvW9Rz5hqNfPI2+7d3Hqxlf87atE9DF21OGp7R2OP55Gka0uc11ahSQVt37NaLvQZq2qcfKkc2z1aAdfp6dEpjJ36jg4eOqPfw9xyJn9H96xOrcufOrdOnUz/1/fPPP2vLli36/vvv7XtzIpD42e7du1+SeHQltWrVsl0B7tu3L1Xi09/h5+dnuxXcvXv33/pezZo1tXz58r8dzySVpUwQM2xS2KHf5A7N76qvd0Z8rjNnw20JPXfYsPeojpw6p2bvfm3fh56LVP/vFivkbIQeq1dJ837brdHz12lspweUK4tnSuZd+GOzov64mFDj66fM709O6p7Pt/ptCmjaUpHDutlKSm6PvWuzooZtvhjbV5nfnWwrCSn+gryy5EiqWmW6a0s47aFKKn4B8i1fU1ETkquXJCYbGOfXLZT/nf+TgjJLUW5+esA/QL6VaitqTPekQfHHDyjmi/eT3ge9+JHiT7qe6vCErM88ouA76+tYhzeUEH1pGdLMzZsodMBwpSe/UqXkkzuXTaoy4nbs1IWTJ+VXurRi162/rv99YecmRQ68eFHE109ZBn+r83u2KyE6UnG/LrSDE0KP68LubfIpXtbtiVXG/l+3a9Kv2+3vPv6+6rJulO0asEDl4sqcN7vaz3nX/i1Tziwq0/gWBefKol8GfSdPODdroXL3ekne2bLowrGT8s2T0ya2JSbz+RbIo7ij17ft5c8SJHP9senFLv/K5cumm7Jlsl0ThUTE6Hx8vK1aZY5Xx85GK39Wz1yYnzhnuRat+11j3miloABXGdiyRfLrk67PJH3mwbeGq1RB91WI27D3mI6cPqdmH3xr34eei1L/75epQ+NbFHIuSo8PmWaHn4mI1pLtB3Q6PFov3ntrhtrPfT5rkRat3qSxvZ5Pmu9Oa37vner34UidCTur7B48sZj4o1nntmvMm8+mmnazrs9cukHdWzfzXOzZS7Ro7VaNebtdUmxzgTjxCZYnmtTV4K9+1JlzEbbMvzts2HNER06dVbP+rsT40LOR6v/NKXW6t5a9QGbaNolP5ZnP5c+ZOeNs6/tO6MjpCDUbPMO+Dw2PUv8ZZ+x2/litshrVOrmbphZDZ3rkxsDE2Yu1aM1Wjene3k732m17dPL0OT3+1hD7d/MkonkK+PS5cL34+L0ZYr4nnD1lqzxe2LHK9f7kQcWHhco7dyHFH/hdMQd3uj7o4yvfDh8q/pT7u0tKqVmdyhoweb5+2bRLR0LD1KznWDs8NCxC/Y/OU0hYhB5reLNbYpljpT22lnNVLy6XN6tuyhakXSHnbGLVpHV/atGu4xrz8K0K8kCXEuamj2G6Z2l5a0k1H71A+bNlco1TJVeXi+XyZ9dN2TNp18mzbk+sulz8qw33tAJ5csrb20v3NXRdsCtfoogK5sttE39yVUuugOBuzWpX1ICvFypv9sz2acCmNV2VJsoVzqebcmXTriMhbk+sSrutm33Lz+t/18DOriduC+XNabsT2rjrgMcvzm/Y/oeOnAjRA+1diVUhp8PUd8TnOnn6jB5v6rmkp2b1q+mdibOVL0dWhZw5Zy9gmhsDti0bGqYCuTzf1UFkVJTmLVmpr0d5vqrwxFm/aNGazRrTs3Oq9sxPK3/TmO/naWyvzsqVDk+52/X9m0U6Ex6l7JmDFBkdq/kb/tDkNzx3M3Lij8u0aN02jXmrjZ1288oU6K/767n25QXz5FC1MkW1be8ht938vRHaFJeb778fOK6TYeE2qcqoVDS/8mbPoh0HT6hOec9Vx7sRmKQqw9x8eqpZYz3Q8W23x9iw56jrvPGdycnXBqeYa4OReuxid0HpLX+enDp56nSqfZypVmWqVnlSs3pV9c6kH2230p7uOuRG2d4cPW90IPaGfcd15Ey4mn04LXm+T//VJlz9vO2APniioR1eKGcWVS6cRxv3n/DQ+VP6nzPfiO3YnX8e0slTYTapyqhUupjy5cquHXsPqk618hni2HqjtWPT87zxRpr2ZrUqaMC3P9uqTbeWKWxfhkmuu7P7OJtclVHasjfq9TEnz92MyKhozVuxXl9/6JkHe2+0a9HN6lbRgC/nXdKmudJwd5j4g1nft2hMj46XnfbaVcrovQnTtOvAUVUo4doGM0I71iRVJR1Da5VR85FzL/lMs6rFNODH9bbL5+xu7mb4RrBz9z6dDD1tk6qMSuVKKV/uXPp99z7Vre65KpBOX49OacJX32vhkpUaN+xdBaUpSgT3+NcnVpmkpS+//DLVsKlTp9pKVonWrl2rNm3aaNmyZSpZsuQ1/++NGzfacoB58/7zA+qFCxdsklfTpk3/1vdMbNNF4N9lkqguV13rn/ZYa0rlRcfEKm8uV5/AP69cr2xZMttuHtzFJE+ZV6K2I2eq5W1VdEfl4pq3cbdGzF2jMR0fUIEcnrtQabpASzjrSmDyv/cJnd+5SQknj8r3lgYKeOAZRQ5/22NJTali3/Okzv+xWQkhR3X+t2Xya9BUsXMmy7tIaXllz6ULuzxTMtC3Qi3FnziohNCjF0fKW8qUWYpwVUbyKVtDCeZ3dydVmdiV6ir+2H4lmCoKF3llzq6EcFcSm2/1O5QQG634va5SyO6W9emHlfne23Ws/ZuKP+fqezelwJo3y8vHR1G/Xl8y09914cRJeefKJd+iRXR+/wH5FLxJvgVv0vmDrq4IrodXtpxKCHMllAQ80FLnd2xUwokjilv9i3wr36q4X36QgrPYpKqYn6bIE0zyVPgJ1zJu8FIL7Vu5Taf3H7evITWSn5xp9mEHHdu+X2s++8ltsb2zBMsrMEAXLvaxnemOOrYaWXzYOfs+5vfdynL/nTo3c4GCG9fX+eMh19UNoJEjk79qFsmtlftOqkGJvDp8JlJHwiJVrWBOlcuXVT9uP6zmlQpr4R/HlC9LoEe6AZz00wrNXbVFY99snapf8ZNnztmuqoypi9fZxl/NCu7rSuSxuhXsK1HbT2arZYNKuqNSMf2vnqs0qtHzm8UqWzCXnmpQOUPt5yb98LPmLl+vT3u9oKzBnu9P+0rOngtXdEyM8uZ23QRYtPRXZc+WRdmyeu7YOmmuWec2a+xbz6Za54w12/faajN1KpX0TOwfl2ruyk0a+/ZzSbHNDZGw8EjluthtycI1W5QrW2a3XiB+rEFl+0rUdvg0tWxUVXdUKakt+4/pu+Vb1alpLW3df1wnwiJUvZQr2TJDbOu1ytpXorbj5qtl3XK6o0IRnTwbqTxZXev/1LW7FOTnq5ol3Fvmf9KPSzR35UaNfbt90nTfdkt5/TKmd9Jnen7yjcoWLainmjbIMPNd0eE2gcq7WEXF/7lVXllzyztbLiWcOioFZ5MiwuzH/GrdrwsHd7i9u1PT/VR0bJy9sWz8vPEPZQsO1HP31lG7pnWTPtf2o6/U8s4auqNaGbfFzhHkr5qFc2nl/hA1KJ5Hh8PMsdVVHfKL9X/qp51HNfrhW5Ul0E/uFhV7XnHx8coa6LpI99P2QzZpOkemANUsllcr9x5Xg1L5dfhMhI6ciVTxXFnSJf6VhqeHHFmzqFaVclr52zY1qFFZh46H6PDxEBUvXMAD69x5m0hl/Lxxl13ncmbJpJpli2jl9n1qUKmEDoeE2Zs0xd18c+Jy27r5abbt1dv3qlaFEvai2ZY9h/T0PZ4vu26Sp1ImULV563091fxu3VHnFrfGORsR5drWc7iSsc3NiGyZg5Qza7DKFy2gH1duVvMGN2vhuu3KlzNrunQD+NMvK1W2ZDGVKOL+Y2lKk2Yv1twVGzS2Z6dU+/d5K3/TyG/maEzPTiqQ23W9xN0uWd837Va24CC7zttx2PCHyhTM4/b1PNGkOcs199dNGtutbappv7dOVa3Y9Iceb1zbtq227jmkVvc1yDBtiivN95tyZbU3evceC7XV8Q6cOKNDIWdULJ9nlv+NIjI6RufPX1DWize95i5drXIlXAnE7mRuOqW88dT24+lq2dC0oz3bzeXV5MqeTeVLFdfsRcv14N0NtWD5GuXLndPt3QDadS7G7GMvtqc27LD7WLPeeZrT25vj540OxX6sdjn7SmSqUrWsV0ENyxfSlyu2a82eo6pZsoDtCnDrwRA9Xb9ChjlnvhHbsflz59DJ02Hae+ioShQqoANHT9iqE8UK5sswx1an27FOnjc6Oe1nI2NsJbK82RLbFHtcbblMgToZFqE8FxMhxs5bo5plCqlInuwZpi17o14fc/Lczfhp+XqVLV5IxQt5rutLJ69FX7Kt/2a2dfNQnJdOnDl3yXB3t3UmzV6iuSs2amyPDknLPO78BR0NOa0i+XPb91t2H9CpsHAVuvjgQEZox15yDN16wD7odzY6VtFxF5T3YpfCP+84rGxB/vaVEeXLm8s+FLF3/yGVKFpIBw4f08Gjx1S8kOuBTE9w+np0ShO/maa5C5fo06HvKmsWzySrIgMkVjVp0sRWaTJVq3LkcDUA0iZPhYSE2J+mS77s2V2NkzVr1uiZZ57RokWLVLBgQf36669avXq1br/9dmXJksW+79Kli+1OMPH/Xot+/fqpdu3aKlWqlM6cOaNBgwZp//79eu6555I+Y8b38OHDmjRpkn0/dOhQFS9eXBUrVlR0dLTGjRtnq27Nnz/fLfPomsf94wlaumaTQk+HqWPPDxUcFKhP331TXd8bYU/wzRPIObJl0Yg+XexTK+mh+5eLlCtrkF75LDm7dmynZsp+8UKiu/jf/7R8SlWSl7ePLvz5u6K/HGqHBz77hk16CurQK+mzkcO7SRHn3Bf7vqflU7KiTd4xXQFGT3bFjpk5QYHPdFVwr0+VcOG8oid+aKtYeax7rN8Wpxjgq8DHX5OXj6+r4lvkOcVMGeK5bgDXL0o9rMad8q1SX/KS4k8eVszXg687Tq6eLytTg1ryyZVT+T95T/ERkTratqtyde2ouINHlH/ch/ZzCXGxOvrUS0nfy9LiHp2bOc88qnZd8bO+/qoC69SWd86cyjl4oBIio3Tyf09dcXj86dMKG/iRsvfr7Yrt5aWwIcMVf9zVF/L1CHiwlXxKu9b383t/V9SEj+zwmKnjFdjmdfnf7irJGjP3W8X/ebHSxT/U9N02Kn3HzcqcJ5uenPSmYiOiNLLha2r46iMqcmtZeft669CG3frhjU/lCaYSVfBtNeWTO6cKjH1XCRFROtL2TeUb3ENe5omFhARdOBWmo88nb+Mn+w5X3ndeU/Z2/7PryckervlzvXrcXVl9ftqkYUt22GoWPRpXtklUPe+urF5zNmn8qj3K7O+rvve6P3v++KkwffT1PBXKk0PPvT/BDvPz9dHk3h009Zd1+vFXUxktwZYZH/LSE+m2j09PTuznjoWe1oeTZqhQvlxq2+djO8z06f3Ve69p7NR5mjJ/uU6fDdfug0f17vjvNGXgG8p58QKmu4VHROrVXu8pJibWLt+c2bNp5Ae9Pbas7Tr31VwVyptDz707PukJ98l9XSWYpy9Zr+YNbnF7f/Y2dugZfTT5R/vU2XMDxibF/rR7e70wcIJiz1+wJ/TZs2TSsNdaKb280qyeun8xXw/0nyQ/Hx+9+/Td9ud/YVs3N2LmbPpT5khaIk82DW7ZyK2x7TL/crZrmb8zOnl9eyf5eO5JTs/32EVfyv/uVvJq8LA9rsUu/NImqPs3flreBUvb7gLjj+xR7PyJcrfwqBi9PnamYmIvnitkzqThLzySfucKd1ZU3wVbNXzZThuz+10VbbNp8NKdKpQtSO2+X2M/5+/jrS+ecN+F0tCIGL02dZXiExJsvELZg9W/WQ37tx733qw+P67XsJ+32n1Nj6Y3K5+bK1FeKf7Vxsud+o36QkvXbVHo6bPq2GeoPW/8ccwA9ez0lHp/PFFDJk2Vt5e3enZ+SvkuPqDjLuFRsXp93A+KiTtv56/pfmt4pxZ2+fd48i71+WK+hs1Y5pr3TzZWPjc+eX21bX3Q849pyDfz7A1Y05VLyya1VbWUexMP+o34XEvXbnadr/f6yDXfP/V8tabEbb3ryCnJ8z1LJn38ypN2vvds/YB6jpu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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# # We start with the original timeseries, mapped onto the same time vector as the SCADA\n", - "df_les = df_les_raw_resampled.copy()\n", - "\n", - "# Load the timeseries dataframe into the class\n", - "from flasc.data_processing.timeseries_to_grid_solutions import ConvertTimeseriesToSolutionGrid\n", - "g = ConvertTimeseriesToSolutionGrid(df_timeseries=df_les)\n", - "\n", - "# Bin the LES data by wind directions and wind speeds (for now: not by TI)\n", - "df_binned = g.bin_timeseries(\n", - " wd_step=5.0,\n", - " ws_array=np.arange(3.5, np.ceil(df_fm_approx[\"ws\"].max()) + 0.01, 1.0),\n", - " ti_array=[0.0, 1.0], # Pour everything into a single TI bin\n", - " circular_cols=None,\n", - " plot=True,\n", - " verbose=True\n", - ")\n", - "\n", - "# Convert the binned data into the right formatting matching those of df_fm_approx\n", - "df_les_steadystate_table = g.convert_binned_dataframe_to_df_fi_approx(N_min=3) # At least 3 valid samples\n", - "\n", - "# Use this steady-state table to produce a new timeseries with identical inflow as SCADA\n", - "df_les_timeseries_inflowremapped = ftools.interpolate_floris_from_df_approx(\n", - " df=df_scada, df_approx=df_les_steadystate_table, method=\"linear\", verbose=True\n", - ")\n", - "\n", - "print(df_les_steadystate_table)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Next, we can compare this inflow-remapped timeseries directly to SCADA. This may change the absolute AEP errors substantially, but likely will leave the relative wake loss percentages mostly intact." - ] - }, - { - "cell_type": "code", - "execution_count": 38, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "NaNs in df_scada power columns: 476293\n", - "NaNs in df_models power columns: [np.int64(476293), np.int64(476293), np.int64(476293)]\n", - " Absolute cumulative energy (MWh)\n", - "+-------------+---------------+-------------------------------+-------------------------------+-------------------+\n", - "| Selection | SCADA (MWh) | LES (original inflow) (MWh) | LES (inflow-remapped) (MWh) | FLORIS CC (MWh) |\n", - "|-------------+---------------+-------------------------------+-------------------------------+-------------------|\n", - "| Entire farm | 948.90 | 939.61 | 1050.00 | 925.80 |\n", - "| Turbine 00 | 155.87 | 155.15 | 172.45 | 145.77 |\n", - "| Turbine 01 | 143.00 | 139.20 | 155.69 | 135.72 |\n", - "| Turbine 02 | 130.48 | 122.36 | 137.44 | 124.09 |\n", - "| Turbine 03 | 126.85 | 120.29 | 134.87 | 124.64 |\n", - "| Turbine 04 | 132.06 | 134.38 | 151.35 | 129.98 |\n", - "| Turbine 05 | 124.12 | 128.17 | 141.79 | 120.72 |\n", - "| Turbine 06 | 136.52 | 140.05 | 156.40 | 144.88 |\n", - "+-------------+---------------+-------------------------------+-------------------------------+-------------------+\n", - "\n", - "\n", - " Cumulative energy wake loss (%)\n", - "+-------------+-------------+-----------------------------+-----------------------------+-----------------+\n", - "| Selection | SCADA (%) | LES (original inflow) (%) | LES (inflow-remapped) (%) | FLORIS CC (%) |\n", - "|-------------+-------------+-----------------------------+-----------------------------+-----------------|\n", - "| Entire farm | 3.10 | 3.11 | 2.69 | 3.85 |\n", - "| Turbine 00 | -4.47 | -4.71 | -4.26 | 1.09 |\n", - "| Turbine 01 | -1.86 | -0.11 | -0.08 | 2.02 |\n", - "| Turbine 02 | -1.75 | 2.96 | 2.61 | 1.68 |\n", - "| Turbine 03 | 3.06 | 7.41 | 6.96 | 3.27 |\n", - "| Turbine 04 | 7.85 | 5.70 | 4.39 | 8.05 |\n", - "| Turbine 05 | 10.10 | 6.30 | 5.58 | 10.15 |\n", - "| Turbine 06 | 8.51 | 4.93 | 4.36 | 0.91 |\n", - "+-------------+-------------+-----------------------------+-----------------------------+-----------------+\n" - ] - } - ], - "source": [ - "# Perform comparison using this inflow-remapped LES dataframe\n", - "table_absolute_aep_dict, table_wakeloss_aep_dict = compare_absolute_aep_and_relative_wake_loss(\n", - " df_scada,\n", - " [df_les, df_les_timeseries_inflowremapped, df_floris_timeseries],\n", - " model_tags=[\"LES (original inflow)\", \"LES (inflow-remapped)\", \"FLORIS CC\"],\n", - " print_values=True,\n", - " print_errors=False\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [] - }, - { - "cell_type": "code", - "execution_count": 39, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Calculating energy ratios with bootstrapping (N=20).\n", - "This may take a couple seconds...\n" - ] - }, - { - "data": { - "text/plain": [ - "Text(0.5, 1.0, 'Energy Ratios for turbines [0, 1, 2, 3, 4, 5, 6]')" - ] - }, - "execution_count": 39, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Let's also look at an energy ratio, for good measure\n", - "\n", - "# Specify upstream turbines in same fashion as for the SCADA data\n", - "df_les_timeseries_raw = dfm.set_pow_ref_by_upstream_turbines(df_les_timeseries_raw, df_upstream, exclude_turbs=exclude_turbs)\n", - "df_les_timeseries_inflowremapped = dfm.set_pow_ref_by_upstream_turbines(df_les_timeseries_inflowremapped, df_upstream, exclude_turbs=exclude_turbs)\n", - "df_floris_timeseries = dfm.set_pow_ref_by_upstream_turbines(df_floris_timeseries, df_upstream, exclude_turbs=exclude_turbs)\n", - "\n", - "# Initialize energy ratio analysis class and perform common operations. E.g., let's look at turbine 4.\n", - "a_in = AnalysisInput(\n", - " [df_scada, df_floris_timeseries, df_les_timeseries_raw, df_les_timeseries_inflowremapped],\n", - " [\"SCADA data\", f\"FLORIS: {wake_model}\", \"LES (original inflow)\", \"LES (inflow remapped)\"]\n", - ")\n", - "\n", - "N = 20\n", - "print(\"Calculating energy ratios with bootstrapping (N={}).\".format(N))\n", - "print(\"This may take a couple seconds...\")\n", - "np.random.seed(0)\n", - "er_out = er.compute_energy_ratio(\n", - " a_in,\n", - " test_turbines=include_turbs,\n", - " use_predefined_ref=True,\n", - " use_predefined_wd=True,\n", - " use_predefined_ws=True,\n", - " wd_step=5.0,\n", - " wd_bin_overlap_radius=0.0,\n", - " ws_min=6.0,\n", - " ws_max=12.0,\n", - " N=N,\n", - " percentiles=[5.0, 95.0],\n", - ")\n", - "ax = er_out.plot_energy_ratios(overlay_frequency=True)\n", - "ax[0].set_title(f\"Energy Ratios for turbines {include_turbs}\")" - ] - }, - { - "cell_type": "code", - "execution_count": 40, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Calculating energy ratios with bootstrapping (N=20).\n", - "This may take a couple seconds...\n" - ] - }, - { - "data": { - "text/plain": [ - "Text(0.5, 1.0, 'Energy Ratios for turbines [0, 1, 2, 3, 4, 5, 6]')" - ] - }, - "execution_count": 40, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Now re-do everything while enforcing same frequency distribution as SCADA.\n", - "# Q: Why does this not cause green and orange lines to collapse to the same?\n", - "\n", - "# df_freq variable is based on the first entry (here: SCADA)\n", - "df_freq = er_out.df_freq\n", - "df_freq = df_freq.rename(columns={\"wd_bin\": \"wd\", \"ws_bin\": \"ws\", \"weight\": \"freq_val\"})\n", - "\n", - "# Now replot everything with this df_freq\n", - "N = 20\n", - "print(\"Calculating energy ratios with bootstrapping (N={}).\".format(N))\n", - "print(\"This may take a couple seconds...\")\n", - "np.random.seed(0)\n", - "er_out = er.compute_energy_ratio(\n", - " a_in,\n", - " test_turbines=include_turbs,\n", - " use_predefined_ref=True,\n", - " use_predefined_wd=True,\n", - " use_predefined_ws=True,\n", - " wd_step=5.0,\n", - " wd_bin_overlap_radius=0.0,\n", - " ws_min=6.0,\n", - " ws_max=12.0,\n", - " N=N,\n", - " percentiles=[5.0, 95.0],\n", - " df_freq=df_freq\n", - ")\n", - "ax = er_out.plot_energy_ratios(overlay_frequency=True)\n", - "ax[0].set_title(f\"Energy Ratios for turbines {include_turbs}\")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "confide", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.12.11" - }, - "toc": { - "base_numbering": 1, - "nav_menu": {}, - "number_sections": true, - "sideBar": true, - "skip_h1_title": false, - "title_cell": "Table of Contents", - "title_sidebar": "Contents", - "toc_cell": false, - "toc_position": {}, - "toc_section_display": true, - "toc_window_display": false - } - }, - "nbformat": 4, - "nbformat_minor": 2 -}