diff --git a/.gitignore b/.gitignore index c5ddeb51313f4def3b96dbd3d844ab7b9b3293db..e385dceba51eefdcdf61a82ce2f8a640be3f583c 100644 --- a/.gitignore +++ b/.gitignore @@ -10,4 +10,5 @@ dist tests/resources/test_output -/src/pythermogis/jvm/JVM17 \ No newline at end of file +/pythermogis/resources/JVM17 +**/test_output/** \ No newline at end of file diff --git a/docs/usage/customised_stochastic_simulations.md b/docs/usage/customised_stochastic_simulations.md index e6b994e4a93b7e68083b0c8d82a0d677a2c4dd82..f4027b5a19743f121f3126327f076bb4cbb5d865 100644 --- a/docs/usage/customised_stochastic_simulations.md +++ b/docs/usage/customised_stochastic_simulations.md @@ -11,16 +11,18 @@ Luckily, it is easy (and insightful) to use pythermogis to generate samples and Here is a simple example where you define probability distributions on your input parameters and then run simulations across random combinations of those input parameters before deriving statistics from those simulations: ```python -from pythermogis import calculate_doublet_performance, calculate_pos, plot_exceedance +from pythermogis.doublet import calculate_doublet_performance +from pythermogis.plot import plot_exceedance +from pythermogis.postprocess import calculate_pos import xarray as xr from matplotlib import pyplot as plt from pathlib import Path from os import path import numpy as np - # output directory to write output to -output_data_path = Path(path.dirname(__file__), "resources") / "test_output" / "exceedance_example" +output_data_path = Path(path.dirname(__file__), + "resources") / "test_output" / "exceedance_example" output_data_path.mkdir(parents=True, exist_ok=True) # generate simulation samples across desired reservoir properties @@ -42,41 +44,45 @@ reservoir_properties = xr.Dataset( ) # For every sample, run a doublet simulation store the output values -simulations = calculate_doublet_performance(reservoir_properties, print_execution_duration=True) +simulations = calculate_doublet_performance(reservoir_properties, + print_execution_duration=True) # post process the samples to calculate the percentiles of each variable -percentiles = np.arange(1,99) -results = simulations.quantile(q=percentiles/100, dim="sample") -results = results.assign_coords(quantile=("quantile", percentiles)) # Overwrite the 'quantile' coordinate with integer percentiles -results = results.rename({"quantile": "p_value"}) # Rename dimension to 'p_value' to match nomenclature in the rest of pythermogis +percentiles = np.arange(1, 99) +results = simulations.quantile(q=percentiles / 100, dim="sample") +results = results.assign_coords(quantile=("quantile", + percentiles)) # Overwrite the 'quantile' coordinate with integer percentiles +results = results.rename({ + "quantile": "p_value"}) # Rename dimension to 'p_value' to match nomenclature in the rest of pythermogis results["pos"] = calculate_pos(results) # plotting -fig, axes = plt.subplots(3,2, figsize=(10,15)) +fig, axes = plt.subplots(3, 2, figsize=(10, 15)) plt.suptitle("Reservoir Property Distributions") -reservoir_properties.thickness.plot.hist(ax=axes[0,0]) -reservoir_properties.porosity.plot.hist(ax=axes[0,1]) -reservoir_properties.ntg.plot.hist(ax=axes[1,0]) -reservoir_properties.depth.plot.hist(ax=axes[1,1]) -reservoir_properties.permeability.plot.hist(ax=axes[2,0]) -axes[2,1].set_visible(False) +reservoir_properties.thickness.plot.hist(ax=axes[0, 0]) +reservoir_properties.porosity.plot.hist(ax=axes[0, 1]) +reservoir_properties.ntg.plot.hist(ax=axes[1, 0]) +reservoir_properties.depth.plot.hist(ax=axes[1, 1]) +reservoir_properties.permeability.plot.hist(ax=axes[2, 0]) +axes[2, 1].set_visible(False) plt.savefig(output_data_path / "reservoir_distributions.png") -fig, axes = plt.subplots(2,2, figsize=(10,10)) +fig, axes = plt.subplots(2, 2, figsize=(10, 10)) plt.suptitle(f"Simulation results\nNo. of Samples: {Nsamples}") -simulations.plot.scatter(x="permeability", y="transmissivity", ax=axes[0,0]) -simulations.plot.scatter(x="permeability", y="utc", ax=axes[0,1]) -simulations.plot.scatter(x="permeability", y="power", ax=axes[1,0]) -simulations.plot.scatter(x="permeability", y="npv", ax=axes[1,1]) +simulations.plot.scatter(x="permeability", y="transmissivity", ax=axes[0, 0]) +simulations.plot.scatter(x="permeability", y="utc", ax=axes[0, 1]) +simulations.plot.scatter(x="permeability", y="power", ax=axes[1, 0]) +simulations.plot.scatter(x="permeability", y="npv", ax=axes[1, 1]) plt.savefig(output_data_path / "simulation_results.png") -fig, axes = plt.subplots(2,2, figsize=(10,10)) +fig, axes = plt.subplots(2, 2, figsize=(10, 10)) plt.suptitle(f"Exceedance probability curves\nNo. of Samples: {Nsamples}") -plot_exceedance(results["permeability"], ax=axes[0,0]) -plot_exceedance(results["utc"], ax=axes[0,1]) -plot_exceedance(results["power"], ax=axes[1,0]) -plot_exceedance(results["npv"], ax=axes[1,1]) -axes[1, 1].axhline(results["pos"], ls="--", c="tab:orange", label=f"POS: {results["pos"]:.1f}%") # add the probability of success +plot_exceedance(results["permeability"], ax=axes[0, 0]) +plot_exceedance(results["utc"], ax=axes[0, 1]) +plot_exceedance(results["power"], ax=axes[1, 0]) +plot_exceedance(results["npv"], ax=axes[1, 1]) +axes[1, 1].axhline(results["pos"], ls="--", c="tab:orange", + label=f"POS: {results["pos"]:.1f}%") # add the probability of success axes[1, 1].axvline(0, ls="--", c="tab:orange") # add the probability of success axes[1, 1].legend() plt.savefig(output_data_path / "exceedance_probabilities.png") diff --git a/docs/usage/customized_props.md b/docs/usage/customized_props.md index 64e0eb72d62e00182041f7da6a8731063d6c2916..24cdb0a7d24aa030b2c7391187e9d60f5eedd0f9 100644 --- a/docs/usage/customized_props.md +++ b/docs/usage/customized_props.md @@ -39,7 +39,8 @@ Here is an example, where the default utc_properties is used, but the UseHeatpum `utc_properties` themselves, with the `.setupUTCParameters()` method of the `thermogis_properties`. ```python -from pythermogis import calculate_doublet_performance, instantiate_thermogis_parameters +from pythermogis.doublet import calculate_doublet_performance +from pythermogis.properties import instantiate_thermogis_parameters import xarray as xr input_data = xr.Dataset({ @@ -67,7 +68,8 @@ The vast majority of the parameters in the xml are not used by this python API; unfortunately they are still needed in the xml file to enable parsing. ```python -from src.pythermogis import calculate_doublet_performance_stochastic, instantiate_thermogis_properties_from_file +from pythermogis.doublet import calculate_doublet_performance_stochastic +from pythermogis.properties import instantiate_thermogis_properties_from_file import xarray as xr input_data = xr.Dataset({ diff --git a/docs/usage/depth_optimization.md b/docs/usage/depth_optimization.md index 30105684632791c26942512cf1199fc585f54328..5f18a2bdb423a8fe71f46b29fff3c663ed5f5b63 100644 --- a/docs/usage/depth_optimization.md +++ b/docs/usage/depth_optimization.md @@ -25,7 +25,7 @@ import numpy as np import xarray as xr from matplotlib import pyplot as plt -from pythermogis import calculate_doublet_performance +from pythermogis.doublet import calculate_doublet_performance # output directory to write output to output_data_path = Path(__file__).parent.parent / "resources" / "test_output" / "example9" diff --git a/docs/usage/deterministic_doublet.md b/docs/usage/deterministic_doublet.md index 092a095bf0f0933bc9065b021aac1f4d0cd57e7a..0b0c7bacbb7adbdb5166181efca9c6e830fdd491 100644 --- a/docs/usage/deterministic_doublet.md +++ b/docs/usage/deterministic_doublet.md @@ -15,7 +15,7 @@ This example demonstrates how to run a deterministic doublet simulation using th The outcomes are deterministic, meaning there is no stochastic sampling or probabilities associated with this simulation, the results are printed to the console. ```python -from pythermogis import calculate_doublet_performance +from pythermogis.doublet import calculate_doublet_performance import xarray as xr input_data = xr.Dataset({ @@ -39,7 +39,7 @@ for a user defined 2-d grid of locations. The outcomes are deterministic, meaning there is no stochastic sampling or probabilities associated with this simulation, the results are printed to the console. ```python -from pythermogis import calculate_doublet_performance +from pythermogis.doublet import calculate_doublet_performance import xarray as xr import numpy as np diff --git a/docs/usage/maprun_analysis.md b/docs/usage/maprun_analysis.md index 7e4fb38c632ebb908311368f6211e563b72d4136..7f933843c07fadd0a168202ef9387187a0dbdfae 100644 --- a/docs/usage/maprun_analysis.md +++ b/docs/usage/maprun_analysis.md @@ -32,7 +32,8 @@ This example corresponds to test case `test_example6` in `test_doc_examples.py` directory of the repository. ```python -from pythermogis import calculate_doublet_performance_stochastic, calculate_pos +from pythermogis.doublet import calculate_doublet_performance_stochastic +from pythermogis.postprocess import calculate_pos from pygridsio import read_grid, plot_grid, resample_grid from matplotlib import pyplot as plt import numpy as np diff --git a/docs/usage/portfoliorun_analysis.md b/docs/usage/portfoliorun_analysis.md index e4516cbe67ef28bc9d9abdbe0a0275bd985a92d2..a5e9b3489880d75186cca4310ac79c0d7681a8a7 100644 --- a/docs/usage/portfoliorun_analysis.md +++ b/docs/usage/portfoliorun_analysis.md @@ -33,12 +33,12 @@ This example corresponds to test case `test_example6` in `test_doc_examples.py` directory of the repository. ```python -from pythermogis import calculate_doublet_performance_stochastic, calculate_pos +from pythermogis.doublet import calculate_doublet_performance_stochastic +from pythermogis.postprocess import calculate_pos from pygridsio import read_grid from matplotlib import pyplot as plt import xarray as xr from pathlib import Path -from os import path import numpy as np input_data_path = Path(__file__).parent.parent / "resources" / "test_input" / "example_data" diff --git a/docs/usage/stochastic_doublet.md b/docs/usage/stochastic_doublet.md index 5d5730f09694ea73b2151d8700f298007accbb92..11cd960f334a026e9d696af3286ee6df533913b2 100644 --- a/docs/usage/stochastic_doublet.md +++ b/docs/usage/stochastic_doublet.md @@ -23,7 +23,7 @@ The outcomes are stochastic, meaning that different output values can occur with This means that permeability mean and sd is in *log* space. A log-permeability of 5 is equal to 148.6mD natural-permability (for example). ```python -from pythermogis import calculate_doublet_performance_stochastic +from pythermogis.doublet import calculate_doublet_performance_stochastic import xarray as xr input_data = xr.Dataset({ @@ -48,11 +48,10 @@ The outcomes correspond to the p-value range of the transmissivity are presented This example corresponds to test case `test_example5` in `test_doc_examples.py` in the `tests` directory of the repository. ```python -from pythermogis import calculate_doublet_performance_stochastic +from pythermogis.doublet import calculate_doublet_performance_stochastic import xarray as xr from matplotlib import pyplot as plt from pathlib import Path -from os import path output_data_path = Path(__file__).parent.parent / "resources" / "test_output" / "example5" output_data_path.mkdir(parents=True, exist_ok=True) diff --git a/examples/01_example_simple_run.ipynb b/examples/01_example_simple_run.ipynb index 38cb4fc07dcbd7a5e2ac100ada2cd8119c0f092d..26da8c42bcef2c171c05cf87ca5582078d143d3a 100644 --- a/examples/01_example_simple_run.ipynb +++ b/examples/01_example_simple_run.ipynb @@ -2,80 +2,74 @@ "cells": [ { "cell_type": "code", + "execution_count": 1, "id": "initial_id", "metadata": { - "collapsed": true, "ExecuteTime": { - "end_time": "2026-03-03T13:22:23.618051700Z", - "start_time": "2026-03-03T13:22:20.903866Z" - } + "end_time": "2026-03-10T08:31:56.142628Z", + "start_time": "2026-03-10T08:31:52.288829Z" + }, + "collapsed": true }, - "source": [ - "from pythermogis import calculate_doublet_performance\n", - "import xarray as xr" - ], "outputs": [], - "execution_count": 1 + "source": [ + "from pythermogis.aquifer import Aquifer\n", + "from pythermogis.doublet import ThermoGISDoublet" + ] }, { + "cell_type": "code", + "execution_count": 2, + "id": "23cd5a9471611a5c", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:22:23.633825300Z", - "start_time": "2026-03-03T13:22:23.618051700Z" + "end_time": "2026-03-10T08:32:15.009158Z", + "start_time": "2026-03-10T08:32:14.997706Z" } }, - "cell_type": "code", - "source": [ - "input_data = xr.Dataset({\n", - " \"thickness\": 300,\n", - " \"ntg\": 0.5,\n", - " \"porosity\": 0.2,\n", - " \"depth\": 2000,\n", - " \"permeability\": 300,\n", - "})" - ], - "id": "23cd5a9471611a5c", "outputs": [], - "execution_count": 2 + "source": [ + "aquifer = Aquifer(\n", + " thickness=300,\n", + " ntg=0.5,\n", + " porosity=0.2,\n", + " depth=2000,\n", + " permeability=300,\n", + ")" + ] }, { + "cell_type": "code", + "execution_count": 3, + "id": "3c92c4f9d5890229", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:22:27.514036200Z", - "start_time": "2026-03-03T13:22:23.633825300Z" + "end_time": "2026-03-10T08:32:18.485820Z", + "start_time": "2026-03-10T08:32:17.744911Z" } }, - "cell_type": "code", - "source": "results = calculate_doublet_performance(input_data)", - "id": "3c92c4f9d5890229", "outputs": [], - "execution_count": 3 + "source": [ + "doublet = ThermoGISDoublet(aquifer=aquifer)\n", + "results = doublet.simulate()" + ] }, { + "cell_type": "code", + "execution_count": 5, + "id": "4f81387037e4ce1e", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:22:27.876200900Z", - "start_time": "2026-03-03T13:22:27.707017100Z" + "end_time": "2026-03-10T08:32:37.014657Z", + "start_time": "2026-03-10T08:32:35.933117Z" } }, - "cell_type": "code", - "source": "print(results.data_vars.keys())", - "id": "4f81387037e4ce1e", "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "KeysView(Data variables:\n", - " thickness int64 8B 300\n", - " ntg float64 8B 0.5\n", - " porosity float64 8B 0.2\n", - " depth int64 8B 2000\n", - " permeability int64 8B 300\n", - " mask float64 8B nan\n", - " temperature float64 8B 76.65\n", - " transmissivity int64 8B 90000\n", - " transmissivity_with_ntg float64 8B 45.0\n", " power float64 8B 19.75\n", " heat_pump_power float64 8B 0.0\n", " capex float64 8B 19.65\n", @@ -89,24 +83,31 @@ " flow_rate float64 8B 394.9\n", " welld float64 8B 1.193e+03\n", " inj_temp float64 8B 30.0\n", - " prd_temp float64 8B 75.84)\n" + " prd_temp float64 8B 75.84\n", + " transmissivity_with_ntg float64 8B 45.0\n", + " thickness int64 8B 300\n", + " transmissivity int64 8B 90000\n", + " permeability int64 8B 300\n", + " temperature float64 8B 76.65)\n" ] } ], - "execution_count": 4 + "source": [ + "print(results.to_dataset().data_vars.keys())" + ] }, { + "cell_type": "code", + "execution_count": 4, + "id": "e5e069faebb99ebd", "metadata": { "ExecuteTime": { "end_time": "2026-03-03T13:22:27.980204100Z", "start_time": "2026-03-03T13:22:27.949728300Z" } }, - "cell_type": "code", - "source": "", - "id": "e5e069faebb99ebd", "outputs": [], - "execution_count": 4 + "source": [] } ], "metadata": { diff --git a/examples/02_example_simple_xygrid.ipynb b/examples/02_example_simple_xygrid.ipynb index 744b64209546735bfb71a01b1e043e4ad803f2c8..822206edfccf77746c4130edd7207ecfefe8ef39 100644 --- a/examples/02_example_simple_xygrid.ipynb +++ b/examples/02_example_simple_xygrid.ipynb @@ -2,69 +2,83 @@ "cells": [ { "cell_type": "code", + "execution_count": 1, "id": "initial_id", "metadata": { - "collapsed": true, "ExecuteTime": { - "end_time": "2026-03-03T13:22:47.494405800Z", - "start_time": "2026-03-03T13:22:46.450498800Z" - } + "end_time": "2026-03-10T08:34:42.058326Z", + "start_time": "2026-03-10T08:34:40.443592Z" + }, + "collapsed": true }, + "outputs": [], "source": [ - "from pythermogis import calculate_doublet_performance\n", + "import numpy as np\n", "import xarray as xr\n", - "import numpy as np" - ], - "outputs": [], - "execution_count": 1 + "\n", + "from pythermogis.aquifer import Aquifer\n", + "from pythermogis.doublet import ThermoGISDoublet" + ] }, { + "cell_type": "code", + "execution_count": 6, + "id": "5eeb6f3673a3b7f1", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:22:47.517402100Z", - "start_time": "2026-03-03T13:22:47.496403100Z" + "end_time": "2026-03-10T08:42:12.405568Z", + "start_time": "2026-03-10T08:42:12.392588Z" } }, - "cell_type": "code", - "source": [ - "input_data = xr.Dataset({\n", - " \"thickness\": ((\"x\", \"y\"), np.array([[300, 300], [200, 200]])),\n", - " \"ntg\": ((\"x\", \"y\"), np.array([[0.5, 0.5], [0.25, 0.25]])),\n", - " \"porosity\": ((\"x\", \"y\"), np.array([[0.2, 0.2], [0.3, 0.3]])),\n", - " \"depth\": ((\"x\", \"y\"), np.array([[5000, 5000], [4500, 4500]])),\n", - " \"permeability\": ((\"x\", \"y\"), np.array([[300, 300], [450, 450]])),\n", - "}, coords={\"x\": [0, 1], \"y\": [10, 20]})" - ], - "id": "5eeb6f3673a3b7f1", "outputs": [], - "execution_count": 2 + "source": [ + "coords = {\"x\": [0, 1], \"y\": [10, 20]}\n", + "\n", + "aquifer = Aquifer(\n", + " thickness=xr.DataArray(\n", + " np.array([[300, 300], [200, 200]]), dims=(\"x\", \"y\"), coords=coords\n", + " ),\n", + " ntg=xr.DataArray(\n", + " np.array([[0.5, 0.5], [0.25, 0.25]]), dims=(\"x\", \"y\"), coords=coords\n", + " ),\n", + " porosity=xr.DataArray(\n", + " np.array([[0.2, 0.2], [0.3, 0.3]]), dims=(\"x\", \"y\"), coords=coords\n", + " ),\n", + " depth=xr.DataArray(\n", + " np.array([[5000, 5000], [4500, 4500]]), dims=(\"x\", \"y\"), coords=coords\n", + " ),\n", + " permeability=xr.DataArray(\n", + " np.array([[300, 300], [450, 450]]), dims=(\"x\", \"y\"), coords=coords\n", + " ),\n", + ")" + ] }, { + "cell_type": "code", + "execution_count": 7, + "id": "a166bdda1620353d", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:22:50.938005500Z", - "start_time": "2026-03-03T13:22:47.520496400Z" + "end_time": "2026-03-10T08:42:13.893253Z", + "start_time": "2026-03-10T08:42:13.545562Z" } }, - "cell_type": "code", - "source": "results = calculate_doublet_performance(input_data)", - "id": "a166bdda1620353d", "outputs": [], - "execution_count": 3 + "source": [ + "doublet = ThermoGISDoublet(aquifer=aquifer)\n", + "results = doublet.simulate().to_dataset()" + ] }, { + "cell_type": "code", + "execution_count": 8, + "id": "c0e146c5398a6e52", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:22:51.033768600Z", - "start_time": "2026-03-03T13:22:50.985813700Z" + "end_time": "2026-03-10T08:42:14.534531Z", + "start_time": "2026-03-10T08:42:14.527263Z" } }, - "cell_type": "code", - "source": [ - "print(results.coords)\n", - "print(results.data_vars.keys())\n" - ], - "id": "c0e146c5398a6e52", "outputs": [ { "name": "stdout", @@ -74,15 +88,6 @@ " * x (x) int64 16B 0 1\n", " * y (y) int64 16B 10 20\n", "KeysView(Data variables:\n", - " thickness (x, y) int64 32B 300 300 200 200\n", - " ntg (x, y) float64 32B 0.5 0.5 0.25 0.25\n", - " porosity (x, y) float64 32B 0.2 0.2 0.3 0.3\n", - " depth (x, y) int64 32B 5000 5000 4500 4500\n", - " permeability (x, y) int64 32B 300 300 450 450\n", - " mask float64 8B nan\n", - " temperature (x, y) float64 32B 169.7 169.7 152.6 152.6\n", - " transmissivity (x, y) int64 32B 90000 90000 90000 90000\n", - " transmissivity_with_ntg (x, y) float64 32B 45.0 45.0 22.5 22.5\n", " power (x, y) float64 32B 48.42 48.42 49.34 49.34\n", " heat_pump_power (x, y) float64 32B 0.0 0.0 0.0 0.0\n", " capex (x, y) float64 32B 53.33 53.33 49.56 49.56\n", @@ -96,63 +101,73 @@ " flow_rate (x, y) float64 32B 500.0 500.0 500.0 500.0\n", " welld (x, y) float64 32B 1.306e+03 ... 2.224e+03\n", " inj_temp (x, y) float64 32B 69.65 69.65 52.6 52.6\n", - " prd_temp (x, y) float64 32B 166.1 166.1 149.7 149.7)\n" + " prd_temp (x, y) float64 32B 166.1 166.1 149.7 149.7\n", + " transmissivity_with_ntg (x, y) float64 32B 45.0 45.0 22.5 22.5\n", + " thickness (x, y) int64 32B 300 300 200 200\n", + " transmissivity (x, y) int64 32B 90000 90000 90000 90000\n", + " permeability (x, y) int64 32B 300 300 450 450\n", + " temperature (x, y) float64 32B 169.7 169.7 152.6 152.6)\n" ] } ], - "execution_count": 4 + "source": [ + "print(results.coords)\n", + "print(results.data_vars.keys())" + ] }, { + "cell_type": "code", + "execution_count": 9, + "id": "147a4b3a919f8486", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:22:51.090906Z", - "start_time": "2026-03-03T13:22:51.045719300Z" + "end_time": "2026-03-10T08:42:24.594055Z", + "start_time": "2026-03-10T08:42:24.579959Z" } }, - "cell_type": "code", - "source": "print(results.sel(x=1, y=10))", - "id": "147a4b3a919f8486", "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - " Size: 200B\n", + " Size: 168B\n", "Dimensions: ()\n", "Coordinates:\n", " x int64 8B 1\n", " y int64 8B 10\n", - "Data variables: (12/23)\n", + "Data variables: (12/19)\n", + " power float64 8B 49.34\n", + " heat_pump_power float64 8B 0.0\n", + " capex float64 8B 49.56\n", + " opex float64 8B -7.835\n", + " utc float64 8B 4.9\n", + " npv float64 8B 26.97\n", + " ... ...\n", + " prd_temp float64 8B 149.7\n", + " transmissivity_with_ntg float64 8B 22.5\n", " thickness int64 8B 200\n", - " ntg float64 8B 0.25\n", - " porosity float64 8B 0.3\n", - " depth int64 8B 4500\n", + " transmissivity int64 8B 90000\n", " permeability int64 8B 450\n", - " mask float64 8B nan\n", - " ... ...\n", - " cophp float64 8B 0.0\n", - " pres float64 8B 120.5\n", - " flow_rate float64 8B 500.0\n", - " welld float64 8B 2.224e+03\n", - " inj_temp float64 8B 52.6\n", - " prd_temp float64 8B 149.7\n" + " temperature float64 8B 152.6\n" ] } ], - "execution_count": 5 + "source": [ + "print(results.sel(x=1, y=10))" + ] }, { + "cell_type": "code", + "execution_count": 5, + "id": "6885ec69a2f8d52d", "metadata": { "ExecuteTime": { "end_time": "2026-03-03T13:22:51.105709Z", "start_time": "2026-03-03T13:22:51.093008Z" } }, - "cell_type": "code", - "source": "", - "id": "6885ec69a2f8d52d", "outputs": [], - "execution_count": 5 + "source": [] } ], "metadata": { diff --git a/examples/03_example_utc_properties.ipynb b/examples/03_example_utc_properties.ipynb index 9b84dc82ea852e2897db889270697a832f28034e..3b10fa8d92fe78ed9a96c41e07b04d069528ca77 100644 --- a/examples/03_example_utc_properties.ipynb +++ b/examples/03_example_utc_properties.ipynb @@ -2,104 +2,97 @@ "cells": [ { "cell_type": "code", + "execution_count": 2, "id": "initial_id", "metadata": { - "collapsed": true, "ExecuteTime": { - "end_time": "2026-03-03T13:23:06.938204900Z", - "start_time": "2026-03-03T13:23:05.850170Z" - } + "end_time": "2026-03-10T08:46:49.497325Z", + "start_time": "2026-03-10T08:46:49.491285Z" + }, + "collapsed": true }, - "source": [ - "from pythermogis import calculate_doublet_performance\n", - "from pythermogis import instantiate_thermogis_parameters\n", - "import xarray as xr" - ], "outputs": [], - "execution_count": 1 + "source": [ + "from pythermogis.aquifer import Aquifer\n", + "from pythermogis.doublet import ThermoGISDoublet\n", + "from pythermogis.settings import UTCSettings" + ] }, { + "cell_type": "code", + "execution_count": 5, + "id": "d78e3e6f8909074d", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:23:06.962324400Z", - "start_time": "2026-03-03T13:23:06.940206400Z" + "end_time": "2026-03-10T08:46:54.157913Z", + "start_time": "2026-03-10T08:46:54.155202Z" } }, - "cell_type": "code", - "source": [ - "input_data = xr.Dataset({\n", - " \"thickness\": 300,\n", - " \"ntg\": 0.5,\n", - " \"porosity\": 0.2,\n", - " \"depth\": 2000,\n", - " \"permeability\": 300,\n", - "})" - ], - "id": "d78e3e6f8909074d", "outputs": [], - "execution_count": 2 + "source": [ + "aquifer = Aquifer(\n", + " thickness=300,\n", + " ntg=0.5,\n", + " porosity=0.2,\n", + " depth=2000,\n", + " permeability=300,\n", + ")" + ] }, { + "cell_type": "code", + "execution_count": 6, + "id": "59bb4943298aecec", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:23:07.371107800Z", - "start_time": "2026-03-03T13:23:06.967327100Z" + "end_time": "2026-03-10T08:46:55.739923Z", + "start_time": "2026-03-10T08:46:55.736329Z" } }, - "cell_type": "code", - "source": [ - "tg_properties = instantiate_thermogis_parameters()\n", - "tg_properties.setUseHeatpump(True)\n", - "tg_properties.setOpexPower(100)\n", - "tg_properties.setOpexBase(0)\n", - "tg_properties.setGoalTemperature(100)\n", - "tg_properties.setDhReturnTemp(50)\n", - "tg_properties.setUseKestinViscosity(True)\n", - "\n", - "utc_properties = tg_properties.setupUTCParameters()" - ], - "id": "59bb4943298aecec", "outputs": [], - "execution_count": 3 + "source": [ + "settings = UTCSettings(\n", + " use_heatpump=True,\n", + " opex_base=0,\n", + " opex_power=100,\n", + " goal_temperature=100,\n", + " dh_return_temp=50,\n", + " use_kestin_viscosity=True,\n", + ")" + ] }, { + "cell_type": "code", + "execution_count": 7, + "id": "8a75abccf9d7e13e", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:23:12.083382500Z", - "start_time": "2026-03-03T13:23:07.390110900Z" + "end_time": "2026-03-10T08:46:57.621284Z", + "start_time": "2026-03-10T08:46:56.944402Z" } }, - "cell_type": "code", - "source": "results = calculate_doublet_performance(input_data, utc_properties=utc_properties)", - "id": "8a75abccf9d7e13e", "outputs": [], - "execution_count": 4 + "source": [ + "doublet = ThermoGISDoublet(aquifer=aquifer, settings=settings)\n", + "results = doublet.simulate().to_dataset()" + ] }, { + "cell_type": "code", + "execution_count": 8, + "id": "a01bab0bd12b4a7b", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:23:12.230510700Z", - "start_time": "2026-03-03T13:23:12.161105100Z" + "end_time": "2026-03-10T08:47:03.495799Z", + "start_time": "2026-03-10T08:47:03.489812Z" } }, - "cell_type": "code", - "source": "print(results.data_vars.keys())", - "id": "a01bab0bd12b4a7b", "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "KeysView(Data variables:\n", - " thickness int64 8B 300\n", - " ntg float64 8B 0.5\n", - " porosity float64 8B 0.2\n", - " depth int64 8B 2000\n", - " permeability int64 8B 300\n", - " mask float64 8B nan\n", - " temperature float64 8B 76.65\n", - " transmissivity int64 8B 90000\n", - " transmissivity_with_ntg float64 8B 45.0\n", " power float64 8B 22.12\n", " heat_pump_power float64 8B 10.56\n", " capex float64 8B 28.09\n", @@ -113,11 +106,18 @@ " flow_rate float64 8B 411.9\n", " welld float64 8B 1.216e+03\n", " inj_temp float64 8B 26.65\n", - " prd_temp float64 8B 75.87)\n" + " prd_temp float64 8B 75.87\n", + " transmissivity_with_ntg float64 8B 45.0\n", + " thickness int64 8B 300\n", + " transmissivity int64 8B 90000\n", + " permeability int64 8B 300\n", + " temperature float64 8B 76.65)\n" ] } ], - "execution_count": 5 + "source": [ + "print(results.data_vars.keys())" + ] } ], "metadata": { diff --git a/examples/04_example_p50.ipynb b/examples/04_example_p50.ipynb index 80ac871d925682914dac17693b8c3defe2500e38..e01a7f6a2fb3ce56e18f40e41129c11e9f17cd1f 100644 --- a/examples/04_example_p50.ipynb +++ b/examples/04_example_p50.ipynb @@ -2,83 +2,78 @@ "cells": [ { "cell_type": "code", + "execution_count": 1, "id": "initial_id", "metadata": { - "collapsed": true, "ExecuteTime": { - "end_time": "2026-03-03T13:25:34.952284400Z", - "start_time": "2026-03-03T13:25:33.907288200Z" - } + "end_time": "2026-03-10T08:48:13.277052Z", + "start_time": "2026-03-10T08:48:11.594249Z" + }, + "collapsed": true }, - "source": [ - "from pythermogis import calculate_doublet_performance_stochastic\n", - "import xarray as xr" - ], "outputs": [], - "execution_count": 1 + "source": [ + "from pythermogis.aquifer import StochasticAquifer\n", + "from pythermogis.doublet import ThermoGISDoublet" + ] }, { + "cell_type": "code", + "execution_count": 2, + "id": "537f0f900884962f", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:25:34.975309900Z", - "start_time": "2026-03-03T13:25:34.954285200Z" + "end_time": "2026-03-10T08:48:13.285424Z", + "start_time": "2026-03-10T08:48:13.281614Z" } }, - "cell_type": "code", - "source": [ - "input_data = xr.Dataset({\n", - " \"thickness_mean\": 300,\n", - " \"thickness_sd\": 50,\n", - " \"ntg\": 0.5,\n", - " \"porosity\": 0.2,\n", - " \"depth\": 2000,\n", - " \"ln_permeability_mean\": 4,\n", - " \"ln_permeability_sd\": 0.5,\n", - "})" - ], - "id": "537f0f900884962f", "outputs": [], - "execution_count": 2 + "source": [ + "aquifer = StochasticAquifer(\n", + " thickness_mean=300,\n", + " thickness_sd=50,\n", + " ntg=0.5,\n", + " porosity=0.2,\n", + " depth=2000,\n", + " ln_permeability_mean=4,\n", + " ln_permeability_sd=0.5,\n", + ")" + ] }, { + "cell_type": "code", + "execution_count": 4, + "id": "97c7b6db1a1d78a0", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:25:37.807072600Z", - "start_time": "2026-03-03T13:25:34.977309700Z" + "end_time": "2026-03-10T08:48:26.806966Z", + "start_time": "2026-03-10T08:48:26.172113Z" } }, - "cell_type": "code", - "source": "results = calculate_doublet_performance_stochastic(input_data)", - "id": "97c7b6db1a1d78a0", "outputs": [], - "execution_count": 3 + "source": [ + "doublet = ThermoGISDoublet(aquifer=aquifer)\n", + "results = doublet.simulate(p_values=[50]).to_dataset()" + ] }, { + "cell_type": "code", + "execution_count": 5, + "id": "2aaa8a00cde80f7c", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:25:37.899181900Z", - "start_time": "2026-03-03T13:25:37.851541400Z" + "end_time": "2026-03-10T08:48:31.263085Z", + "start_time": "2026-03-10T08:48:31.256043Z" } }, - "cell_type": "code", - "source": [ - "print(results.coords)\n", - "print(results.data_vars.keys())" - ], - "id": "2aaa8a00cde80f7c", "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Coordinates:\n", - " * p_value (p_value) float64 8B 50.0\n", + " * p_value (p_value) int64 8B 50\n", "KeysView(Data variables:\n", - " temperature (p_value) float64 8B 76.65\n", - " thickness (p_value) int64 8B 300\n", - " permeability (p_value) float64 8B 54.6\n", - " transmissivity (p_value) float64 8B 1.638e+04\n", - " transmissivity_with_ntg (p_value) float64 8B 8.19\n", " power (p_value) float64 8B 4.751\n", " heat_pump_power (p_value) float64 8B 0.0\n", " capex (p_value) float64 8B 14.11\n", @@ -92,11 +87,19 @@ " flow_rate (p_value) float64 8B 99.78\n", " welld (p_value) float64 8B 592.8\n", " inj_temp (p_value) float64 8B 30.0\n", - " prd_temp (p_value) float64 8B 73.61)\n" + " prd_temp (p_value) float64 8B 73.61\n", + " transmissivity_with_ntg (p_value) float64 8B 8.19\n", + " thickness (p_value) int64 8B 300\n", + " transmissivity (p_value) float64 8B 1.638e+04\n", + " permeability (p_value) float64 8B 54.6\n", + " temperature float64 8B 76.65)\n" ] } ], - "execution_count": 4 + "source": [ + "print(results.coords)\n", + "print(results.data_vars.keys())" + ] } ], "metadata": { diff --git a/examples/05_example_p1_99.ipynb b/examples/05_example_p1_99.ipynb index 19c1b51a6f472078af99895a0ff5cf924f2d47ca..66fa91435b7044423bea3273d89ae092f5143500 100644 --- a/examples/05_example_p1_99.ipynb +++ b/examples/05_example_p1_99.ipynb @@ -2,104 +2,113 @@ "cells": [ { "cell_type": "code", + "execution_count": 2, "id": "initial_id", "metadata": { - "collapsed": true, "ExecuteTime": { - "end_time": "2026-03-03T13:25:48.623752Z", - "start_time": "2026-03-03T13:25:47.569262900Z" - } + "end_time": "2026-03-10T08:52:57.359862Z", + "start_time": "2026-03-10T08:52:57.355312Z" + }, + "collapsed": true }, + "outputs": [], "source": [ - "from pythermogis import calculate_doublet_performance_stochastic\n", - "import xarray as xr\n", - "from matplotlib import pyplot as plt\n", "from pathlib import Path\n", - "from os import path\n", - "output_data_path = Path( \"test_output\") / \"example5\"\n", + "\n", + "from matplotlib import pyplot as plt\n", + "\n", + "from pythermogis.aquifer import StochasticAquifer\n", + "from pythermogis.doublet import ThermoGISDoublet\n", + "\n", + "output_data_path = Path(\"test_output\") / \"example5\"\n", "output_data_path.mkdir(parents=True, exist_ok=True)" - ], - "outputs": [], - "execution_count": 1 + ] }, { + "cell_type": "code", + "execution_count": 3, + "id": "cd51875a68545954", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:25:48.648200100Z", - "start_time": "2026-03-03T13:25:48.625745Z" + "end_time": "2026-03-10T08:52:57.513066Z", + "start_time": "2026-03-10T08:52:57.508979Z" } }, - "cell_type": "code", - "source": [ - "input_data = xr.Dataset({\n", - " \"thickness_mean\": 300,\n", - " \"thickness_sd\": 50,\n", - " \"ntg\": 0.5,\n", - " \"porosity\": 0.2,\n", - " \"depth\": 2000,\n", - " \"ln_permeability_mean\": 5,\n", - " \"ln_permeability_sd\": 0.5,\n", - "})" - ], - "id": "cd51875a68545954", "outputs": [], - "execution_count": 2 + "source": [ + "aquifer = StochasticAquifer(\n", + " thickness_mean=300,\n", + " thickness_sd=50,\n", + " ntg=0.5,\n", + " porosity=0.2,\n", + " depth=2000,\n", + " ln_permeability_mean=5,\n", + " ln_permeability_sd=0.5,\n", + ")" + ] }, { + "cell_type": "code", + "execution_count": 5, + "id": "aa082b2f4176ffd3", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:25:51.858822100Z", - "start_time": "2026-03-03T13:25:48.650199200Z" + "end_time": "2026-03-10T08:53:04.626348Z", + "start_time": "2026-03-10T08:53:04.548315Z" } }, - "cell_type": "code", - "source": "results = calculate_doublet_performance_stochastic(input_data, p_values=[1, 10, 20, 30, 40, 50, 60, 70, 80, 90, 99])", - "id": "aa082b2f4176ffd3", "outputs": [], - "execution_count": 3 + "source": [ + "doublet = ThermoGISDoublet(aquifer=aquifer)\n", + "results = doublet.simulate(\n", + " p_values=[1, 10, 20, 30, 40, 50, 60, 70, 80, 90, 99]\n", + ").to_dataset()" + ] }, { + "cell_type": "code", + "execution_count": 6, + "id": "59a48ea142719d55", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:25:52.285375100Z", - "start_time": "2026-03-03T13:25:51.903069300Z" + "end_time": "2026-03-10T08:53:37.050827Z", + "start_time": "2026-03-10T08:53:36.763564Z" } }, - "cell_type": "code", + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "fig, axe = plt.subplots(figsize=(10, 5))\n", "kh = results.transmissivity_with_ntg * 1.0\n", "kh.plot(y=\"p_value\", ax=axe)\n", - "axe.set_title(f\"Aquifer Net transmissivity\\n kH\")\n", - "temp = input_data.temperature\n", + "axe.set_title(\"Aquifer Net transmissivity\\n kH\")\n", + "temp = aquifer.temperature\n", "inj_temp = results.inj_temp.sel(p_value=50, method=\"nearest\")\n", "prd_temp = results.prd_temp.sel(p_value=50, method=\"nearest\")\n", - "axe.axhline(50.0, label=f\"TEMP res: {temp:.1f} inj: {inj_temp:.1f} prd: {prd_temp:.1f} \", ls=\"--\", c=\"tab:orange\")\n", + "axe.axhline(\n", + " 50.0,\n", + " label=f\"TEMP res: {temp:.1f} inj: {inj_temp:.1f} prd: {prd_temp:.1f} \",\n", + " ls=\"--\",\n", + " c=\"tab:orange\",\n", + ")\n", "# axes.axhline(pos, label=f\"probability of success: {pos:.1f}%\",ls=\"--\", c=\"tab:orange\")\n", "kh50 = kh.sel(p_value=50, method=\"nearest\")\n", - "axe.axvline(kh50, ls=\"--\", c=\"tab:orange\" )\n", + "axe.axvline(kh50, ls=\"--\", c=\"tab:orange\")\n", "axe.legend()\n", "axe.set_xlabel(\"kH [Dm]\")\n", "axe.set_ylabel(\"p-value [%]\")\n", "plt.savefig(output_data_path / \"kh.png\")" - ], - "id": "59a48ea142719d55", - "outputs": [ - { - "data": { - "text/plain": [ - "
" - ], - "image/png": 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" - }, - "metadata": {}, - "output_type": "display_data", - "jetTransient": { - "display_id": null - } - } - ], - "execution_count": 4 + ] } ], "metadata": { diff --git a/examples/06_example_maps_p10_90.ipynb b/examples/06_example_maps_p10_90.ipynb index 848c3d86c4f79fa6cbab3ae0ff202cd7e4af849d..8a43ec88f84caaeadf8f86e54569aa8f58f78ab2 100644 --- a/examples/06_example_maps_p10_90.ipynb +++ b/examples/06_example_maps_p10_90.ipynb @@ -2,132 +2,168 @@ "cells": [ { "cell_type": "code", + "execution_count": 2, "id": "initial_id", "metadata": { - "collapsed": true, "ExecuteTime": { - "end_time": "2026-03-03T13:32:24.520033Z", - "start_time": "2026-03-03T13:32:24.445288900Z" - } + "end_time": "2026-03-10T08:57:40.465406Z", + "start_time": "2026-03-10T08:57:40.460813Z" + }, + "collapsed": true }, + "outputs": [], "source": [ - "from pythermogis import calculate_doublet_performance_stochastic, calculate_pos\n", - "from pygridsio import read_grid, plot_grid, resample_grid\n", - "from matplotlib import pyplot as plt\n", + "from pathlib import Path\n", + "\n", "import numpy as np\n", "import xarray as xr\n", - "from pathlib import Path\n", - "from os import path\n", + "from matplotlib import pyplot as plt\n", + "from pygridsio import plot_grid, read_grid, resample_grid\n", + "\n", + "from pythermogis.aquifer import StochasticAquifer\n", + "from pythermogis.doublet import ThermoGISDoublet\n", + "from pythermogis.postprocess import calculate_pos\n", "\n", - "# the location of the input data: the data can be found in the resources/example_data directory of the repo\n", - "input_data_path = Path( \"test_input\" )/ \"example_data\"\n", + "# the location of the input data: the data can be found in the\n", + "# resources/example_data directory of the repo\n", + "input_data_path = Path(\"test_input\") / \"example_data\"\n", "\n", "# create a directory to write the output files to\n", "output_data_path = Path(\"test_output\") / \"example6\"\n", "output_data_path.mkdir(parents=True, exist_ok=True)" - ], - "outputs": [], - "execution_count": 11 + ] }, { + "cell_type": "code", + "execution_count": 3, + "id": "b557764663aff473", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:32:24.987354700Z", - "start_time": "2026-03-03T13:32:24.532230200Z" + "end_time": "2026-03-10T08:57:42.339536Z", + "start_time": "2026-03-10T08:57:41.937841Z" } }, - "cell_type": "code", + "outputs": [], "source": [ "# grids can be in .nc, .asc, .zmap or .tif format: see pygridsio package\n", - "new_cellsize = 5000 # in m, this sets the resolution of the model; to speed up calcualtions you can increase the cellsize\n", - "reservoir_properties = resample_grid(read_grid(input_data_path / \"ROSL_ROSLU__thick.zmap\"), new_cellsize=new_cellsize).to_dataset(name=\"thickness_mean\")\n", - "reservoir_properties[\"thickness_sd\"] = resample_grid(read_grid(input_data_path / \"ROSL_ROSLU__thick_sd.zmap\"), new_cellsize=new_cellsize)\n", - "reservoir_properties[\"ntg\"] = resample_grid(read_grid(input_data_path / \"ROSL_ROSLU__ntg.zmap\"), new_cellsize=new_cellsize)\n", - "reservoir_properties[\"porosity\"] = resample_grid(read_grid(input_data_path / \"ROSL_ROSLU__poro.zmap\"), new_cellsize=new_cellsize) / 100\n", - "reservoir_properties[\"depth\"] = resample_grid(read_grid(input_data_path / \"ROSL_ROSLU__top.zmap\"), new_cellsize=new_cellsize)\n", - "reservoir_properties[\"ln_permeability_mean\"] = np.log(resample_grid(read_grid(input_data_path / \"ROSL_ROSLU__perm.zmap\"), new_cellsize=new_cellsize))\n", - "reservoir_properties[\"ln_permeability_sd\"] = resample_grid(read_grid(input_data_path / \"ROSL_ROSLU__ln_perm_sd.zmap\"), new_cellsize=new_cellsize)" - ], - "id": "b557764663aff473", - "outputs": [], - "execution_count": 12 + "new_cellsize = 5000 # in m, this sets the resolution of the model;\n", + "# to speed up calcualtions you can increase the cellsize\n", + "thickness_mean = resample_grid(\n", + " read_grid(input_data_path / \"ROSL_ROSLU__thick.zmap\"), new_cellsize=new_cellsize\n", + ")\n", + "thickness_sd = resample_grid(\n", + " read_grid(input_data_path / \"ROSL_ROSLU__thick_sd.zmap\"), new_cellsize=new_cellsize\n", + ")\n", + "ntg = resample_grid(\n", + " read_grid(input_data_path / \"ROSL_ROSLU__ntg.zmap\"), new_cellsize=new_cellsize\n", + ")\n", + "porosity = (\n", + " resample_grid(\n", + " read_grid(input_data_path / \"ROSL_ROSLU__poro.zmap\"), new_cellsize=new_cellsize\n", + " )\n", + " / 100\n", + ")\n", + "depth = resample_grid(\n", + " read_grid(input_data_path / \"ROSL_ROSLU__top.zmap\"), new_cellsize=new_cellsize\n", + ")\n", + "ln_permeability_mean = np.log(\n", + " resample_grid(\n", + " read_grid(input_data_path / \"ROSL_ROSLU__perm.zmap\"), new_cellsize=new_cellsize\n", + " )\n", + ")\n", + "ln_permeability_sd = resample_grid(\n", + " read_grid(input_data_path / \"ROSL_ROSLU__ln_perm_sd.zmap\"),\n", + " new_cellsize=new_cellsize,\n", + ")\n", + "\n", + "aquifer = StochasticAquifer(\n", + " thickness_mean=thickness_mean,\n", + " thickness_sd=thickness_sd,\n", + " ntg=ntg,\n", + " porosity=porosity,\n", + " depth=depth,\n", + " ln_permeability_mean=ln_permeability_mean,\n", + " ln_permeability_sd=ln_permeability_sd,\n", + ")" + ] }, { + "cell_type": "code", + "execution_count": 5, + "id": "a4479c04b6298479", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:32:28.655862600Z", - "start_time": "2026-03-03T13:32:24.989363Z" + "end_time": "2026-03-10T08:58:08.044711Z", + "start_time": "2026-03-10T08:58:05.262017Z" } }, - "cell_type": "code", - "source": [ - "# output inputs\n", - "variables_to_plot = [\"depth\", \"thickness_mean\", \"thickness_sd\"]\n", - "fig, axes = plt.subplots(nrows=len(variables_to_plot), ncols=1, figsize=(7, 5*len(variables_to_plot)), sharex=True, sharey=True)\n", - "for i, variable in enumerate(variables_to_plot):\n", - " plot_grid(reservoir_properties[variable], axes=axes[i], add_netherlands_shapefile=True) # See documentation on plot_grid in pygridsio, you can also provide your own shapefile\n", - "plt.tight_layout() # ensure there is enough spacing\n", - "plt.savefig(output_data_path / \"input_maps_1.png\")\n", - "\n", - "variables_to_plot = [ \"porosity\", \"ln_permeability_mean\", \"ln_permeability_sd\"]\n", - "fig, axes = plt.subplots(nrows=len(variables_to_plot), ncols=1, figsize=(7, 5*len(variables_to_plot)), sharex=True, sharey=True)\n", - "for i, variable in enumerate(variables_to_plot):\n", - " plot_grid(reservoir_properties[variable], axes=axes[i], add_netherlands_shapefile=True) # See documentation on plot_grid in pygridsio, you can also provide your own shapefile\n", - "plt.tight_layout() # ensure there is enough spacing\n", - "plt.savefig(output_data_path / \"input_maps_2.png\")" - ], - "id": "a4479c04b6298479", "outputs": [ { "data": { + "image/png": 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", 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", 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GIOjEOMvLqNm1HVt+Lo6DRci2OnQaE6a4VKJ7DiUsrVcDZ93DSe40RhPdZtyBRm9osK42JARtaioAtTt2ULN9Gxq9AWOXNEzx8WiMJnRRUUg6zy1GURQcxUXUbtlG7d7d2A5kNdimMqVnkHDONIzJqY1eiyvMd7whKZH4yy5u8jPQGAwYo+IwRsURnnF0ycyCBcu2fEp+2U5tVgmWrR4FMLx/Kt1vnUhYZiLJYZUtWlej02BIjiH1zgvIn/O5T582PAR3dcvKThzPKG3gUCyJuuAtRig3AkEnQnG5sGVnU7duM3VZ+3AcbJjfwgnUleZTsXM1pthkek2/yyd6Rh8VB4Bst+GoKMOUkNxgjcNUr1tLyUcf+e3XRUWhi4rCWVGBu6rKty8yClNGN8x9+hGS2RODOaKZV9vxURQFt7UWd3kVrnILbosVfXw0zsJSatZuI3vLHu9YSach9eLRpF99YqtlQY48ZSCRpwxEccu4q2ux55dhSI6h6rfNHJzfeJZagaAjIJQbgaCD46qspHb7Dmo2b8a+fz/KkdEyGg0h6d0w9+iFPiaWqnWr0Lk0VOfsAsBWVog1fy/hab1QFJnqAzuwKdWEdu9Dzf6dFHz1HmmX3oQ+zFfxUFwurOvXU7LwE29bxAknYMvKwm21en1xXJWVuA6Hg2q1mDN7YerWndD+AzHEJ/heSCfeCZEddpzl5bgqy3FVVmLLPYC9IA9neRmKU8XB9xDp15xE/MR+mJIi20Q+SatBFxWGLspT4NO6fm+bnKcz40bC3eqWFmG5aSlCuREIOhiKLGPLPkDt9h3U7dyJIy/Pp18TFkZYr36E9umHKb0burBwXJZKsp55rNH1aoqy0YdFUblnA8VrfgQgJK07WnMY9pIi9r70CFpzGOF9BmGMicfmqMSyehWKzbN9Jel0JF13HSE9eyEd2jmq/PMPKn9bSuwZU0FR0ISGEtIjE4224RZXZ0JRFOx5OdjyDmDLzaEuNxvZVodcp77NowkPRa6u8R4be2cQ0q8HXU6KJ6J/KpK2/RxLFbdM7bYD7Xa+zoJb0eBuKjSu2QiH4pYilBuBIMhR3G7shXnUHciidt9ubDlZHifew0gSxvR0zAMGYB7QH31CAvo6DbaCPLKefhh9bBzOCt+sopE9BhGWmonlwE4qdq2jdNPvPtWxDTHxJE+5kMLFn1CXfwB3rZXK9St81tCYzUSMGUv05MlIWq1PX9RJJxN1UiO5VI4tGrxVcdvqcFSWYoxLAvTedsXtpm7/XhzFRejjEzBn9qKpHxnZYceyfjWVK//AWVba6BiNKQR9TCza8AiMySmY0jMwxCeg9DOiMXjOL9faQKf1Hkf6CQVvSxSXG2SRIUTQsRHKjUDQQvo+qJ6LpqmHuJDixtsVRaGq+CA1+3ZTm72Hmn27fZLageeH0pzZm7BefTFn9kEXFu7tc+SUsOfFp7zHh39s9bHxJEy9AFO/3oAnsZ3txT9wVpWgCQnxjtfHxBJ7xlS0oWGk3ng7tXt3Yd26EXdNDUgSGnMI5n79Ce03wOOrowCHdsJc0Y0nkDuMsUjlltOEBd6Ypp5DJCq03jqiKAo1uwox90hEo9dStKs+4aDbWkPVr8uo/v1PFIcTDuXo0YVHoLicyE4nck29FcWQlESPmacSOTSjwTmdlbXs/XAb1UtWItd4zi8ZDRh7Z6CLjsQ0sCeG8BS0kRFozeYG8wHGD9zq95pCtOpbVtVOk9++k+LUt5biTI37UjnrnBwONJ/29gRShyU0GPPSsI9V1z4ekZFaPRRcOBS3HKHcCARBgN1ShrVoP9W5O7EWZeGsqfTp15hCCEnLwNytJ+aMTAwpKX5T6LuqKhu0xYw7ndjxk5EkyevaotEbiL9gOrbcA5h796F25w6cJQeJHX8G2lCP74UkSYT27ENoz/ooI1nfYPmAIDtdKDYHst2JbV8BVfuzsO4sxFVdR112vfUk9tQ+uPQpaMJCcVVUYP1rDcqRli+Xy1O2wF7ibdKEhhLSrTt1+/biKCpix/2fED0mk/QbxhPSxZO1uOTnrWS9/COy3aPQ6eJjiDjjJEJPGo7GWL/9JlUFyQd2lOhD9CQOS6J4fRG//mctl308Ga1e2/REgSCIEMqNQBAAFEWhtiSPiv2bqMregr2qxHeARou5a3fMGZmYe/TGlNLFp56Tw1JBxYpl1B3Yj7OiHEWWkTQaJI0Gxd3QehJz4rhGI2xCuvcgpHsPAIxJKZ5TN+3f2u4oioJsc6DIMjXr91K9cjvWNbs8WyhNUPbbTmCnT5uhiyfc3JGX79uekkLsmWcR0iMTSavFXVtLxc8/YflrORV/7aVyXRaZ90ylfMUeypZ5kggauqYQcdY4zCP6d5qaTac+PYHPz/mEiiwL6+fvZOT1/ZuedJwjHIqDi4AqNwaDgeeee47Jkydjs9nYtGkTV155JZmZmcyfP5+4uDiqqqq45ppr2L7dk1SsvfsEgtbEaamkct1KLNs34Cw/wjdD0mCO70J4am/CUzORBnVtNL8MQG32XvI/fsfX74ZG6qhoNJi79yR23GQ0Rv/bF4FEURQqli8FSUP0iac2UMAUt5uaPTsp//1nbHk5jS+ikTCkxhE1MIWwPinIDjcFH69EkRW63jgeR6mVil1OXOXlKE4XESefgCYsjKIXPJWSQ/r2Ifma6xtV/rRmM3HnnkfGNb3J/t/PVG04wJ4nv/b2x502APNll3YapeYwpkgTCX2iKdhYyvZvsoRyI+hwBFS5efrpp1EUhV69egF4q42+8cYbvPnmm8yfP59p06Yxb948Ro0aFZA+gaA1kF0uir77FMvmNd42Sasnsms/oroNIiKtL1pDvQJS62cno2b/bvI+eAtkN4aEJGLHT8YQF4+kN6C43SC7kbQ6kCR04ZFoDMEdneSsKKf0528BqFq3kqgRY9HHxOEsL8VWkEvN7h3Idt/aS/rkGMLH9iNibD+M6Qmg9VisjvS5STp7qM8czS7fIp+5Dz0OgGQ0En/DNUgu9SfkkPRYej86jc03zcVWUIEpJZrMWWcT1iuZwqLOpdgcpuuJyRRsLCUyNSzQonQIRLRUcBGwwplms5nCwkK6dOniUxAsPj6evXv3EhMTg9vtMTkXFhZy0kknYbFY2rVv3759DeQ2GAwYjUbvcXh4OPn5+aKw2XFIcxyK9782G0epx4M4JL070cNPIC6yn49CcyS1f/P1lJ0OqjasomTJdyhOB6F9B5B0/mVoTc23yLib0Hea2pZS87k5WodiV42VytV/eqK/crNV52hDwwjrNwjzmARCB/dAFxPe6LgjlZu/U/Q35Sb7jvvA7SbyzNOJnnI6Wpu6chM/2FM81FFaTdXGA8Sc1ButyfNBFBZFqc5tyudm3Ji2cSjuF16gOnen1X9yRoDsTzfw+383kD42ifNeHefTFywOxcFUOPPX7BG4lZqmJzQDrRTKhIy14velBQTMctOjRw/Ky8t54IEHmDRpEnV1dTzyyCNUVlZSWFjoVTQAcnJySE9Pp6qqql37GlNuZs2axSOPPNLKn4agM2Pds92r2CRMPo+YUacAoPUTLXWY6u2bKPvzF+yFeSBJoHieQ8w9epN84ZVo9B3LURU820yVa1ZQtvSHBkUyzZm90egNOCsr0IWFY0xNI7RHb0xpXZE0GjQDLK0mh6TXobjduC3Nq+JsiAsnftKAVpMjmEkd7omSyl93EGedC32IcNFUwxMtJcovBAsB+7bqdDoyMjLYvn07s2bNYsiQIfz8889MnTo1UCIdFU899RRz5tQ/sR+23AgEjSG7XBQt/gyAiAHDvIrNkbiddkq2/YnicuKwVmIIj6Ysa52vT46ioA0NJ+akCUSPOhn0Hc9cbdu1l4K5n/nk3NHHxBI3aSphfQe1a6I6XVQUzqJi7HsbPsAIPMRmRmIM12OvdlK0pYy0UYlNTzqOkdHgbvVQ8I73dx4sBEy5ycnJwe1288EHHwCwceNGsrKy6Nq1K8nJyWi1Wq81JT09nZycHCwWS7v2NYbD4cDhcLTpZyMIHno96n/rydnE9o47RKH8m+9xWSrRhIQQdfE52MM91hdHQQHFBTtxlZVRvfIvv2tojEZCuvckfPBwwvoPQpIkFEDXhPXbHuN/t9kdor4Tra9Wv6EqOv/zw5MaWkLq9hRQtngNlb9u8rb1vGoEvWaMOkKhyWbzrnTV80rVRtX+mLBav32GVN8PLGLiQMo+KMZZVEz1yu+J6nWaqn+Sw+0/FLpnuroJzqRV36rbVNJ4oVCA8tLGt+AOMzzTfyZhk6R+XovKlhZAqTuUkLQY7NuL2bMH7H3jVccLBMFEwJSbsrIyfvnlFyZPnsz3339PRkYG3bp1Y/ny5axfv54rrrjC6+Cbl5fn3SJq7z6BoKU4CgqpWvobAHGXTEcb7vmhsuflUfDf5xuMN3bvjj4hHldZGe5KCzGnTCJi6Ih2lbk1kW0Odt/0Cq6KeoUndlgXuk0bRNLJ3QMoGUSfdyLln/+BUmen7KNfKOMXJL0efVw8idMuxeSnMvnxRmTvRCq3F2PNLm968HFOWzgUC8tNywnoJupNN93EO++8w+zZs5FlmRtvvJGCggJuvPFG5s2bxwMPPIDFYmHGjBneOe3dJxA0F3dtDShg+XM5yDIh/foSOngQ0FCxkfR69MlJxF5wPqaMrt52nbVj7rW76xzYs4txVdVQNPdnr2Jj6pFMyj+m0G9saIAl9KDRaEh/6joK53yGI8fjLKw4nTgKC8h9dQ4Z9zzkTWSo0R2/viYxQ1I58MVmshd5rG59bjkRjU4k9BMEPwGLluosBIO3vqDtUNuWkhvZxbBu3UzRB/MatEdOGIepe3eK337X26aLjSHtoQcbXbsp5SaQ21KyvuF8RVGo2bSJ8sVf4iqv/zvQhoeQeNVEYk4fBkBGtH8LQJPbUgb1hH2pyf7rMJVW+1eqZJeb2h9LqN25jcqVf3gKfZpDkWs9H7IuJpbI4amk3XYmGl3DzyYmxP92GDS9LZVf7b/S97FsS50UrV5+4ffynqr9DrcWV52T5f/4mJqcSgCiB6Uw4smp/HzWW6pz24tguP8eluG7rBNxtXK0lE4KZWq35eL3pQUcv48kAkEr466paVSxAaj6dRlVvy7zaUu+7da2F6odqNuzh/LFi7Hn1vupSTotsWeNIm7aiegiGq+pFCxodFpCe/QktEdPbLkHsOUe8Co2AK7yMsp+LqN86Va6zTqfqLG9Ayht+6IL0XPy3MsoXLqXbc8vo2JzQdAoNgKBGkK5EQhaCXddwyd4bUQEocOGYt+fhWyzYcrsQdSU09FFRARAwtZFttkofu896nZ5ShtIBgPx08YSfdpQtGEhaIwdL1Q9/twLyX3tBXC7MaZ0IWzQEGq2bcGWewDFJVP2y9bjSrkBj/KXelpvCn7aSclqP1miBbgVCbciQsGDBaHcCASthCEunsRLrqTs+2+8xSvdFgvmAf2JPe+cwArXisg2G5W//kLV8uXeApQhvXoRf+llRAyTAyzdsWFKTqXHI7ORbXXozJ6trJiTJ7D3kXtQnG6Mif63kDo7inBgUMUtQsGDCqHcCI5rMp9SzzLsMvi/ozcWGGEePQTz6CHYc3Ip+fQTYmdciDYqAjmiod+FxuTfF8MRom71cBvVnTq1Gf73/hWH+lyX3DDkWlEUbLv3UrNuAzUbNqLYPekQtLHRxEw/G/NQT2K7Gqt6Rt0tlV389uks6nIpGvX+fCnab1+PLgdV52aF/c0nJyIEF/WKmuLyvA/tnoBW8v1OFFer+8WYDeqfSZ3d//91ZIx6ksHn0r/w2/etta/q3MGRear9i/YP8TmOu+0iND+tp/z7dbjKfBMqpoxJIfPMTLpO6IrWoGXZ7l6qa+uz/Ieh73noTtW5AsHRIJQbgaANMKankfLYzECL0SrUrN9I5Y8/4yysz+eii48l8qxJhI4agqTt3NEz7tpar9kitHdKgKUJHLrIUBIuOpm4804grWQt+SvyKVhVQPnucgr+KqDgrwJiP4zl5MdO9ruG7HBSufAntFYDsZPO7FTfHVnRILdyKLgsLDctRig3AoGgUdyWaioW/4h1hSfJoGQ0Ejp8KKFjBmHs3aPRKtqdEXtOrvf93ic+Z+AbNwRQmsCj0WtJHp5M8vBkuA0sORZ2f7mbXV/uomxnGV9O/xJDj3VozCb0CTGY+nVHMhmp+WM9NX9t9q4T2rs/IRmBzXck6LwI5UYgaAayzYY9P5+azZtx11jRRkZiSEnBmJ6GIbHjp6dXFAXbvv1UfPM99v1ZnkZJIvK0CURMGIfWHIJi6th+Nc1FY66P9rLllFKxcg/RY9XDqI8nItIjGHH7CHqe25O1L68l7888HPs8CqENqP5lVYM52rBwjJ0sUaLwuQkuhHIjEBwFiqJg+eMPyhcvRnE27kMRc87ZRJxyMnW7duO2WNB2i0FjDkGfmtghrBzOojJK3/0S27b93jZ9UiIx559DSN/jK0LoSIpff9vnOCQjLkCSBDeRXSOZ+N+J1JbUsmRhHbK1FseBQhw5RUgGHc68er+n9FvvQWNUL6chEBwLQrkRCJrAUVRE6eefYztUkkMbEYE2IgJXZSWytd7hs27XLpwHS6j+y7dWVOR5pxF1zqR2lbm51G7ew8EXP0KxeaKfwk4YTdTk09BFRwVWsAAiyzLWVWuQaw45Z2skej16EaZk/47LAjDHm4k4bUiD9qpvfqPikx8xj+yP7lD2586EDK0eCq4J/meioEUoNwKBH9x1tZR+/R3Vq1aBLCPp9cScdRa6yEiKFyxo4Aypj4/3lFz4G7VrNge1cmPbdYCDc95Hcbow9s4gbvol6OOFdaLwuRdx5OV7jwe8dj0h6eJzaSmaMM/2nqvc0sTIjomMptUdgIVDccsRyo1A0AjWrZsp+eoz3IcsM+YBA4iaMAHr2rWUfXEo/NZgwJiagquykpCevXwVG0nyRtgYe3Vrb/GPGkdeMcX/XYDidBEypDeJd1wOVcGdUbg9kGXZR7EJH9xVKDbHiCPb83nWV4IXCNoOodwIOj3dnn/Ob5/i8D2WHXZKv/mK6tWerSV9XBxhg4fgqqqi8LXXUZyeCRFjxhI97Vw0ek+OErfVSt2ePbgrKw8trGAeO5ioC09HFxcNUkMnXEnT8qxoShPJf8PMdr99IZH1PkM7X/sBudZGWN8U+j92JlqTlXwaKZp1BBqd/xpPityEHb3Of+ivnOhfZgCNVv3zMqjIVWJV3wZJ6F3qc2wvsXC4atOA/83AHt+NSj8pZ9w56sVAa9VLYuEK9e+gXauSZwngml2X++0bGquex2ZM2D7V/icG+K9b9dKBCapz//5/pSgKdZv3ABBx2qgm65t1RNqiKrimldc7nhDKjUBwCGdZKUUL5uIoKvS2uWtrqfhliffY2CWNmDOnYs7siXyEgqENCyPxumso/XghistN5PhTMZ8xJKgdia17iyn/czcAPW4/Da2p45VLaCtcVXXe93VZJWjig9f61iFQFFyllQBIGvGDLWh7hHIjEACO4mIK3vwfbqtv5V25thaN2UzYwEGEDRuOKaObX4XFmJZG6j131c+VHI2OCwase4rYfv9CACIGdMHcPSHAEgUPssPFjvs+9B6X/7WHuFGjAihRx0fSaDB0TcKRXUjJ64uwn3gQc58+IEmYunUDSQrqB4GjQUZCbuVaUK293vGEUG4Exz32gnwK33mzgWJj7tuP8OEjCO3XH0nXef5UHGVWtj/wGa5qz3ZU70fO7/A/LK3J7kcX4a7xbJFpw0ykXXMqdU3METRN0t1XUPDo27hKKqhatpSqZUu9fbq4OOIvvAhdVFTgBBR0KjrPHVsgaAG1u3dR/P58ZLsNQ3IyoQMGU/HzDwDEn3chuui2LZSouFyUffAjsrUO87DemIf3QWNou+2h6k3Z5L3yHa6qWswZcfR78iJ0oSLfyGFctQ6q1h1KXqiVGPHZTADqqv3PERwdutgo0p6bSen8b6ldtcPrrA/gKi2l8PXXAijdsSN8boILodwIjksUt5uK7xZTtXQZAKZu3Um6+joUh92r3FSt/JPYM6e2qRzWv7Zi+X6l5/0fGzGP7EvSXf6dRFuKu9ZOwdxfKV28HgBDQgR9HjlfKDZ/o/jrdd73USNEaYDWRtLriL/+PDjjEhRFQa6twVVeQeXSX6ndtctbZb4j0hYZijUiFLzFCOVGcNzhKCig5JOFOA7VDIoYcwJxZ5+HpNPhctTfXLXtkGhMn+QbXtzahQQVRcGydh+5r36Ps8STXyRuQj+63TIRfURIq56ro1OxZh95837zHmf88/QAStP5kSQJbWgY2tAwEq+6GtnpRK6rI+exRwMtmqATIJQbwXGDoihUr1hJ2RdfgtuNxhxC/LSLCRswCEVRqFi6hMqlvwKgj08gYtSYNpfJlNmF5Ievx5lbjHl4H3SxrbcNpigKBXOXcnCRxzJkSIwi/V9TSRjRuWr6tBa7H/rU+14bZsKY0LZbkgJfNHq9N7VCR0RWJORWzlDc2usdTwjlRtDhSX/rGdV+pU7BXVtL+cLPqVm/EYCQAf2IvegCdNFROO11lH30qbdPn5hA/DVXoEQbcOM/H0f27Xcfk9xdX38WAENybwzJntpN7kpPn7Za3Rytcarf9MqLI6j8/EeqvvUoNqEnjSDmkrNwmkPIz1fPMaKxqN8W3GH+z60PU48QU3T+z50cV6k6Ny1Mvb+wJsJvX2xIrepck9bJkeUdh906nB5R9blvyixd/c7VpKmv7c5TT4qot/i31jljXKpzU8Oq/Pbl1aqXifjWPli1v9Lh37JXZPH/WQNERdao9peXiO1QQdsilBtBp0Zxuqj88Xeqliz17OdrNESffSYRE05FkiRkp5Oil1/3bFFpNMRccC7hJ43t0Lk4FEXBsmQ5Vd96rFBR508m4qzxIiKqCTIv6Mvez3cAsPOjrfQ8r2+AJRJ0JOQ28LnRCp+bFiOUG0GnpvyDL6hZvgYAfXIS0WedgT4lGcXlwl1dTdmir3Dk5KIxm0m4YQamHh0/WVvZ999Q+ecyAMInnSgUm6Nk1L0nUrKpiKp9FVQf8G8REQgEwY9QbgSdFrnORs2qDQDETDuPuu07OPjW3IYDJYm4qy7rFIpNze6dXsUmavqZREw+RSg2zcBWfiijjfjIBM1EVjTIrRy63drrHU8I5UbQabHv3g8uj89C7Zat2Hbv9XRoteD2FPzRxccRd8lFmHr2CJSYrYYiy5Qt/grwWGwip5waYIk6FkVrC7BX2ADocrJ/H5tjxVFSQtXPS6jbtQu0GhIvugJtqBljYnKbnVPQ9riRcLeyVtza6x1PCOVG0GlR5PqChIcVm5C+vUm48TrkOhsakxE0mk5j2bBl78dxsBiN0UTkuZMCLU6HQZZlVjy+jOwfPN8RSSMx5v9ObvXzWFasoPKXX3FXVPi0F7z1qve9Kb0riZdehT5K3RlYIPDHLbfcwj333ENSUhKbNm3itttuY82aNY2Ovf7667nqqqsYMGAAAOvWreOBBx5oMP7RRx/lhhtuICoqiuXLl3PzzTezd+9eb390dDQvv/wyZ599NrIss2jRIv71r39RU6PuWN6WCJuXoNNiHjqA6MvPxzx4ILq4WEL69SH2sulIGg3aUDOSVttpFBuAypV/AhA2cDDaUPUIHUE9ez7Y6FVsAE597nQMEaZWP0/ZZ4u8io2k00Ej3z1bzgHy/vdiq59b0PYc3pZq7VdzmD59OnPmzOHRRx9l2LBhbNq0iR9//JH4+PhGx48bN46PPvqI8ePHM3bsWHJzc/npp59ISUnxjrn33nu5/fbbuemmmxg9ejQ1NTX8+OOPGI31EW8ffPAB/fv357TTTuOss87ilFNO4c0332zZB9lKCMuNoMOTc8O9qv19HppTf+AASuoPbfFyg/FHIsW2YcZUo9tvl75QPZmf9m/Fjlx1NdRs3wpA3MBTMOz3ny/E3sQ100RuDa3Jf3jyyd32qc7dVuZ/66VreIXfPgCNSlg+QKXNf+hypNHmt2/Px5u87ye9eDopY1IB388oKsx/uHdUiHrlqR1FLkrmvOM9jpg6nuhpUwCo2bAdKhzUbd/hTUXgrrbgNnvOrwl3qq5dafd/zWmh6p/nmoPpqv0hev/nttUZVOfW7VcPFTdYO89DRTBx55138tZbbzFv3jwAbrrpJqZOncq1117L7NmzG4y/4oorfI6vv/56pk2bxsSJE3nvvfcAmDlzJk888QRff/01AFdddRXFxcWcd955fPLJJ/Tp04czzjiDESNGsG6dJ8P3bbfdxuLFi7n77rspLCxswyv2j7DcCDo9e55/mKLvF/lsU3UmFNnNwWXfgiJjTEjBFC98N44WS1YZjkqP4tP30v6kjOnSamtXbitgzT8/Jn/mYziy8wDQJcR6FRuA0KH9CB85nISrryD1vvqK8ln/upvSz79qNVkEbY+ber+b1nt5CA8P93kZDA2VS71ez/Dhw1myZIm3TVEUlixZwtixY4/qGsxmM3q9nvLycgC6detGcnKyz5oWi4VVq1Z51xw7diwVFRVexQZgyZIlyLLM6NGjm/kpth5CuRF0etzWairXLqdq46qmB3dAipd9S+UWz7VF9R8RYGk6Fsuu/tj7fuTM1rsR28prWHvrQqq2F4HssTjpuySR/NhMv3MMKckYu2V4j6t/+wNXldXveMHxQ35+PhaLxfuaNWtWgzFxcXHodDqKi4t92ouLi0lKSjqq88yePZuCggKvMnN4ntqaSUlJHDx40Kff7XZTXl5+1OdtC8S2lKDTEzN2HOUrl1H801eYu2ZiiG18/7kjUr5hOeVrPfWQooecQMyIUwIsUcdBlmUO73TFD05o1bWLf97pfa9Liifxnn+gi1bfqgFIuv0Wch96DPlQxeySlz8m8e6rwKBD04ETSx4PtGUoeGpqKtXV9aXp7W1QYPS+++7jkksuYdy4cW2yfnsj/loEnZ74CVMxxCehOB0UfvtJoMVpVRR3vd+OMT4ZSRJ/0kfLzjf+8r4/8aHWUwodFht7Xv8DAG2IntQn7z4qxQZAo9HQ9T+PEDZ6JAC27VkcuPZRDlzxUKvJJ2gb3IqmTV4A1dXVPi+Ho2GZk9LSUlwuF4mJiT7tiYmJFBUVqcp+1113cf/993P66aezZcsWb/vheWprFhUVkZDg+3Cg1WqJiYlp8rxtibgTCjo9kkaLOSMTgLqc/SiKumNqRyJm+EkY4zymX+u+7QGWpmNRta8MAFNCGBFpR6d8HA2/n/u6933G5SNbtEbEySc2aKv85o8WyyTo/DidTtatW8fEiRO9bZIkMXHiRFauXOl33j333MNDDz3ElClTfPxmALKysigsLPRZMzw8nNGjR3vXXLlyJdHR0QwbNsw7ZsKECWg0GlatCpwrgFBuBMcFkQOHe98Xfbew0yg4kqQhrEc/ALTmsABL07GQHYcSOZpbrxL1hvu+8L4P7RZLt8tHtWgdY1oXNGFhPuHilsV/HrN8grZDQUJu5ZfSzCR+c+bM4YYbbuCqq66iT58+vPbaa4SGhjJ3ricz+/z583nyySe94++9914ef/xxrr32WrKzs0lMTCQxMZHQ0FDvmBdeeIH/+7//4+yzz2bAgAEsWLCAgoICvvzySwB27tzJ999/z1tvvcXIkSM54YQTeOWVV/j4448DFikFQrkRHCeYkrpgiPdYOKo2rKJqw19NzOg4OCo81atNiakBlqRjITs8Ie0avXrYfXMoX5fjfT/23SuPaa2u/3mEbh88gWTyRMa4q6zk3PaMx1dIIGiEhQsXcvfdd/PYY4+xceNGhgwZwpQpU7wOv+np6SQn10dT3nzzzRiNRhYtWkRRUZH3dffdd3vHPPPMM7z88su8+eabrFmzhrCwMKZMmeLjl3P55Zezc+dOfvnlFxYvXsyff/7JP/7xj/a78EaQoInkEQJVwsPDsVgsRERE+Dh8CToG3Z5/TrVfDvWfi8YUq57fpKk/LFu5/xwl+nJ1X/+QI7ay9y98hdr8/aSdeSWRvYcCoFVJj2JNV5fMZW5C8jD/eW50Iep5WQwG/3N7x5f47QPoHV6s2r/P6t9RfHtJYoO2fXe+gX1/EaaeKYx7+0LVtU1a/3J3Can0vn9lxIegQPeJaZz5jCfLcXZNjOraW7JUlFKrjsoffqHqmx+8Tbr4OJL/7y40Oh26av+KmVE9zQ2uUPV+e6L/a0av/h0JyVK3hmn9px1i27N3qs49kmC4/x6W4Yltl2GX1e8JzcWoCeH/+n8ofl9agLDcCAQdHHedJ8W5NkRsSzULl0dxtWcfbGLg0ZG7usir0Y7+x4BWWRMgaspEEu+4GY3Zk3XaVVJK0dMvtNr6AkFnRCg3AkEHx1XnCRvWhTTxKC7wwV3jMasrThf53x+7M/badzwZok2RBmIzW7c2lCmzO2nPPuo9dhYW48graHSsbLMhu1SsLoI2QVakNnkJWobIcyMQdGBcthqv5UYXHhlgaToW6Y9cwf7b/gfAlqeXEDUgmdC0liklsixTuNHj+9R9fFqryfh3Uh69n4KHnwag8NmX6fbY02g0GhxlJRS++xZybQ1y3d+2RiQNWqOJbjPuxhAR1WayCQTBhFBuBIIOjDV7FwDGmER0JmG5aQ6mtHi6v3Qz+29/DYDlMz6kyzkDMKdGEjeyKwBV2wqR3TI9zu6lmkSvbHcVssvj6DvqpoFtJrM+LhZD9wwc+7PB5aLs2y+p2bwJt1XFH0ORcdtq2fvaY2RccTvm1Iw2k+94xo0GdytvhrT2escTQrkRCDoodSX5FC//DoCIzLb7Qe3MmNITSHvgEnKf+hjZ6SZn0aZGx21/bim9Z4ygz4zG89YUbyv1vg+Lb9uK7JGTJ1Dy2rsAWFb4hoebunUnatwktGFhaA/WoDidlG9cQc1+T8bk7Pdfote/nkBnElXjW5u22EYS21ItRyg3AkEHpHjlD5T89RMAhqg44kaMD7BEHZfwUb0Z8sgZbH/xN1xWuzf/zZEossLOd9ZQk1fF8Icm+fS5HC6WPbkGAI2+7Z+0zQP6oo2Jwl1eCYCk0xMxeiwxk89Ec0RBReMh/SW85wAKflhI5SZP+oN9bz1NzxsfgFBTm8sqEAQKodwIjmvcEeqOl5LGf8hrU6HedqtRfW2D/3wlrnj/IdWyw+lVbLSx0STcdTO1kQag/kdZY/f/Iysbm8iTEuY//B3AYG6Y+v0wLqd6zhi37F+uvWVxqnMrbP5D5wEkyf//iFGv/v9cM2AMGW+N8R67rHVIGgmt2YSjpJL8x9/DmV9K7o+7KSuB+BlnYEiOBWD7r/Xp6uPGdmN3tW9IusOt/plIFv9h06aDjX9eXc67htwP3yAkoQsZ59+ARqODv4V+y0ecNvW06ejDoihZ/gPuWit733yKzOtmoTX4V3C0dv8/D7Y49W9/XaL6d0xv6XzbLTIa5FbeRmrt9Y4nhHIjEHQwNAY9mvAw5Gor0eeciTay9UoHCDzowuoVKUN8FOnP3cL+GbNR6uzUrt/NgfW70YQYiTprLHUrPMqNuUsUQx47q13kC0lNp9c9/0HfjKLhCWNPR9JoOfjHd7hqqtn77mx6XjvLx9ojEHQWhFooEHQwyj/4Crna86tmSBNZidsDjU5HxqszCR3V19sm19kp/3QZdfmVAHQ5J/j9nuJHTyT+xCkAuKxV7Jn7NLLLvyVOcPS4FalNXoKWIZQbgaADUfrWJ1T/ssJ77K6pCaA0xxe6iFCSZl4IR0ZNHfrtkbQa0s8bFBjBmknC2NOJH3s6AK7qSva+O1soOIJOh9iWEgiCGFelhcpPv6duy07QaJAtvvsQ1j//wtQ9IzDCHYc4D1bCEbWdJIMeU3QI3WeMRmPoOLfThBOnoMgypauW4LRUsPfdZ8i89n40uo5zDcGGiJYKLoTlRiAIQhS3G9vOfeTf+R9qVq5HttY2UGwAalatw1VR2f4CHqcYu8QTfcEpaA755Ch2J3VFFrY99TNLz3mDHS8u6zCFLRNPPpPYkZ4oO6elnL1zZ4vMxseAomiQW/mlKOInuqUINV0gCDKql62mfO7nRz3ecSAXXXRU2wkk8CHusknEXTYJW3Yh5QuXUbd5D7LNhdNiI/eLTYQkR5AxfVigxTwqkk49GxSFsrXLcFaVsW/eM/S49l5P9JVA0IERaqFAEESUzf1cVbGJv+2qBm2uQ/lOBO2LKSOZlHsvZdIP/2T4f8/3tkuajrWVkDTuHGKGnQKAo7KUffP+iywLC05zcSO1yUvQMoR6LjiuybnuPtX+rgueavHaWoN6vhidof4HRHHLHLjrNRy59RWqe8y+itB+ach1DrZOfxZjehzJp6dR9q4R+VDRR4CKRV8Tc/4gNKb6kF6NSs6XpvbxHdXqocFOlfwnTSb/UcHuUL8dFTjUa2e53f6f1RS3+jUnxllU+0sq/Vdc35WdDHHJwBcAlGkzsGUn15/bpX5ug9W/3C711D7UpvtXQkyF6p+nuaj+ffqY89A43JRuXY6j/CD75z5H92vv8VtywlChfk2yUb1fa1PtFgiOGaHcCAQBRrY72HvZf3za+n98lzfXitZsZPC3/+ftk7QNf3DsB4oI6Z3etoIK/CLX1HrfG7okBlCSltPllGkoskzZ9pXYK4rZP/+/dL/6btWaWoJ6ZKX1HYDlY3hYON4R31qBIIC4Kqp9FRuthsyPH/JJIvd3YicPbdBmWbaxDaQTHC3O0krve210x63OnjbuImL6jgbAXlrE/vfmdBgHaYHgSIRyIxAECNv+AvZf/1/vsXlgd3p+8m80enWDqj4mvEGb5ee1rS6f4OhxV1R533f0cOr08RcT3XsEAPaDBWS9/4JQcI6C1o6UOvwStAzxyQkEAcC6cgs597zhPY6ZdgpdHrkaSWrarB0zZRjx17dPmn/B0SEdoZDW/LUxcIK0El0nXkZEX0/El604j6wPXxIKThPISG3yErQModwIBO2IIsuUffA9B1/62NuWfOdFxF028ajX0Oi1RE0ZReTpI71tkWeMblU5Bc0jpH9PtNGeGl+l73yGbOv4GX/TzrqCiN5DALAV5pD90StCwRF0GIRyIxC0E3KtjazLH6Lq2z+9benP3kj4iQNatF7EhPpcKh0t/LgzknDnDM8bp4uSl98LrDCtRNo5VxHey1NWoq4gmwOf/C/AEgUvorZUcCGUG4GgHVCcLrKve9ynrctjMzB1T2nxmsaMJO/72i1ZLV5H0DoY0pIJGzcKANu2PdRt3hVgiVqH9HOvITzTo4DX5u0nSyg4gg5Ax/Z8E3QYMl7+r2p/9m13t5MkzePAVbPabO3UUYlAXcsmmzz/RJ7cj6o/toPLidlUvxUSZfK/bp+oYtWllx7oqdqv2dDQofkwtRlO1bnR8f7zyXSLLFOdW2oLVe3PKY/222cKVZcrI6Jctb/MonJue/0zYvTFF1C7ZityTS0l//uQLs89jLaJ4Cl3iP/bcEih+pO7pPifu/vfd6qfuIXU5uxl12Nts3ZHpi0cgIVDccsRn5xA0EFR3DKWlR7rgCktLsDSCAA0Gg3xt1wDgGKzU/rWh4EVSCA4ThHKjUDQQXGWWVBcnizICReeEGBpBIcxZWZgHjkEgLqNW6nbsT+wAgnaBRnJWxm81V4iWqrFCOVGIOigGBKivO91EebACSJoQOw105FCPHuHJS98IKKMjgOUNggDV4Ry02KEciMQdGAMiR6HDsvaPQGWRHAkGp2O+H9cAYBcU0fZW0df5V0gEBw7QrkRCDow+niPclO9bl+AJRH8nZB+vTAN7ANAzR/rsWfnB1giQVvS6ltSh16CliGUG4GgAxMxIhOA6vX7URRRZS/YiP/HFRzeWSh9/dPACiMQHEeIUHBBu2AsUdeju775DAClcz+hZuU6IqaMo27zTpwFRe0hXkBYNeVpv32jf7hfdW6I3hPanHJGfwrn/QqAa3c2EQO6AJBotvqdOzZC3cozfdhq1f5Xk/xnU95bHqs6Nzakxm/fxJgdqnPzHDGq/cXVg/32WarUfZK2KUmq/Y5yk9++1G6lfvtcNgd5gAJkZMAVg1c2GLMo27/cddXq17znQRGSHSyIUPDgQnxygqBCn5IIgOWHZTgLitBG+s+pIgBdeP2PrnWH2PYINrJeWYKiABKc+7h/JUYgELQuQrkRBBXhp4zB1K+X9zjqwqkBlCb4KfujPguu4hYROcGEq9ZByZJtAPQ6JZHwOP/WH0HHR/jcBBcBVW6ysrLYuXMnGzZsYMOGDUyfPl21HSAzM5Ply5eza9cuVq9eTb9+/dq0T9C+aEJMJNx+LYl33UjivbcQNnpY05OOY0J7Jnrfh/VODqAkgr+z/8UfQFaQJDhPWG06PaIqeHARcJ+biy++mE2bNh11+xtvvMGbb77J/PnzmTZtGvPmzWPUqFFt1idofySNBlPvHoEWI+hRZIU9j3/pPdaGCctAsOCy2ij9zWNV6zMxmdBoY4AlEgiOLzrUtlR8fDwjRozg/fffB2DRokWkpaXRo0ePNulrDIPBQHh4uM9LIAgENXuKqM0q8R6Hdk8IoDSCI9n99LcgK6CROPfRQYEWR9AOiG2p4CLglpsFCxYgSRKrV6/m/vvvp7S01G97WloahYWFuN1u7/ycnBzS09Opqqpq9b59+xpGlcyaNYtHHnmkDT4JgaB5mHskEJIeS11OGWF9U5C0HepZpUNQsXQLVX9uQ9ZFoo2ORBcThS4+FmP3dDQGQ4PxssPFtlkLqd6SB0DcqX0IiWg4TiAQtC0BVW5OOeUUcnNz0el0PPHEE8yfP5+pU6f6bQ8GnnrqKebMmeM9Dg8PJz9fRKkI2h+NTkvk8G7U5ZRh3VEQaHE6HbnPfUnlb1sa79RqSbzzRkyZGd6mmqwStt71EW6rDYCQ9Fgy7zoDENmjjwfawtIiLDctJ6DKTW5uLgAul4sXXniB3bt3N9menJyMVqv1WlrS09PJycnBYrG0el9jOBwOHA5HG30inZddj6nn4+j2/HN+++L+cQWlb76PMTODpHtuaThAr3DwpXnUbdyBedQg4m+63Kf7wLX3tUjmQKKWAwdgzI+ea4oe3YOiL9YC4KyqRR/pyedywBLtd+6HDnV/slvTflXtn5awzm/f63WnqM4dGOVfCTNr1P+unLJWtV+S/Ccx7JpUpjp3VNwBn+MtX2Wz5ZBiozNpUQxGZLsTxenybDe53RQ/9zrpj1/N2NE1rP9wDyv/uwHlUMDaoIt6cNqDw4E8Nlm6qJ5bNQdPpHoEXM/H5/jt01erTmX7MyJHjqDzEjA7ttlsJjIy0nt86aWXsmHDBr/tACUlJaxfv54rrvDUbJk2bRp5eXns27evTfoEwYFc7UlIpwkL9TsmfMJYAGpXb6b6t1XtIlcwYO5RHy2lON0qIwVHy5avsvnhYY/CqA/R8q8/z6XX/Hvo8/ED9F30bzJmXw9aDcgyOQ/NY+7537P0GY9io9VrOO+FEw8pNoLjCeFzE1wEzHKTmJjIokWL0Gq1SJLE/v37ueqqq/y2H+bGG29k3rx5PPDAA1gsFmbMmNGmfYLAI9vsAGhCQvyOMfXr6X1fPv9zNEYj5tGDkaTOe3NwWW0c/G6j91gXJSqDHys2q4Ofn1gPgClCz9WfnoZG5/sMGNIrlYynryP7/nfALVOe5TGRRKaGctl7EzHHiKi14xGxLRVcBEy5ycrKYtiwxnOY+GsH2L17NyeccEK79QkCj2L3bFdojP4dMyWNhuSHb6f4uXeQrTWUvvkRxqUrCTulc4b0l/66nez//Yyr2uPfYeoSg0anvm0jaJpF/1yO2ymDBJe/N4GIxMYVxpDMFDKeuZ4D972D4nLT96yuTHlsJBqNcOoWCIKBgEdLCQRNcdhyI5nUc4UYuqbS5blZVP3wO5bvlmLfk419T3Y7SNj+7J39jfe9pNPQ5z8XBVCazsH2xQco2OTxzRl5VS9iuqqneQjpnkyv9+5lQuI2Ya0RoECrJ90TpXBbjlBuBEGPXOexTmiaUG4AJL2eqLMnEjZ2KMX/fRvXQXVH0o6KZNCRMn00KReNQmsSocbHyncPrGb7Yk8QQXhiCOPuOLrcNBqTQSg2AkEQIpQbQdDjrqwCQBtx9AkTdXExpD59L7WbdlDy4rw2kixw9LhjCnET+gdajA5PbX4FW2Z9jq2g0ts27X8nBU4gQYdF+NwEF2KDWBDUKIqCI9cTPny4YnhzMA/u29oiBQXGxMimBwlU2f/W76y55l2vYhPTLZybfzqT+B7isxV0XG655RaysrKoq6vjr7/+YuTIkX7H9uvXj88++4ysrCwUReFf//pXgzGH+/7+euWVV7xjli5d2qD/tddea5PrO1qE5UYQFBgqG39CcZSVIFtrQKvFGN0FTW1Dp9nQ7lWqa5/5221++xaf+nLzBA0Stt35QYvnjvx+lmr/dxXqRR7vSPjFb1+/qCLVuV0M5X77Tg5pPLfUYXoailX7lxX39Nv3aI+vve9rrTK3XZRL7k6Po7pOD9Me7MVJF6cCdYdevtgORPhd+5stY1Tlcoape06ElLb86VxSS4PTxKProNv958gB2PySyIPTHILBcjN9+nTmzJnDTTfdxKpVq5g5cyY//vgjvXv3pqSkpMF4s9nM/v37+fTTT3n++ecbXXPkyJFotfX33QEDBrBkyRI+/fRTn3Fvvvkm//73v73HtbW1zZK9tRHKjSCoqc3aC4ApIwONQR9gaQQdnW3r6rjrqnxstR6Fo+9gI8++l0qWPjXAkgkE/vl7DUO73d5oMtk777yTt956i3nz5gFw0003MXXqVK699lpmz57dYPzatWtZu9aT0+nppxtPHHq4JNJh7r//fvbu3ctvv/3m015bW0txsfoDSHsitqUEQU1tzn4ATD26B1iS4xO3082ub/ex/u0t2KrsgRbnmJj/Uhm3XpTnUWwkuOq2aF77Mp2wcBFCLzh22jKJX35+PhaLxfuaNauh9VWv1zN8+HCWLFnibVMUhSVLljB27NhWuUa9Xs8VV1zBu+++26Dv8ssvp6SkhC1btvDkk08SopKXrD0QlhtB0KIoCrVZnro8pszGq7QLWh+nzYXL5qK2pI6lD6+gbHcFADu+3Mt58yZDBys+7iir5uIZWRTnuwAwhkg8MzeFwaNF0kNB69GW21KpqalUV9fX07DbGz5oxMXFodPpGlhPiouL6dOnT6vIc9555xEVFeW1DB3mww8/5MCBAxQUFDBo0CBmz55N7969mTZtWquctyUI5UYQtNgPFuK2ViPp9Zi6dQu0OJ2eylV7KPhkJev2FiI76505tAYNboeMtaiGrZ/sovY+mRqrQkysBq02eKM5ZFlm33M/UPLLNk89qEPM+zGN5LSm0woIBMFCdXW1j3ITKK677jq+//57CgsLfdrfeust7/utW7dSWFjIr7/+Svfu3dm/f397iwkI5UYQxNTs3QmAKTMTSSe+qq2FrbACU7JvYU3Z5Wbf7K+R63z38ZOGxHPa06fw5XU/Up1vZePcbQyb67veuEkGNq5zEhOrJfKkDQy4rG+r5355+y0rb75dQli4hne/SsJkanxH3V5ioew3z/fmwLw/URweaw0S3oxoLz5SytPvCB8bQeuiKBJKK1tumrNeaWkpLpeLxETfqNLExESKitQd/Y+G9PR0Jk2axAUXXNDk2FWrPPX9MjMzhXIjEPyd2v2eavAhfXoHWJLOxZbr3yDmpD4knDuCsL6eH/myX7Yi1zmQdBqmfzyV8JQwqgtriOgShkarYdBlfVn+7JpG11u2xKMQVVa4YO82NszfxsTHTyRzSsutbQ6HzGOPVrNmtZMdO1xH9Lh5/O4y/vNKfIM5B979jfyPGxZNDR/YhQ8W6HnkliLWr6zjr19rWTSvkmnXRLVYPoEg2HA6naxbt46JEyfy1VdfASBJEhMnTvQJ224pM2bM4ODBg3z33XdNjh0yZAhAAwtPeyKUG0FQIP8tya7sdFKXmwVASI9M1TzkDpe6Q6jN7f9rfvqyhnkdjuSncS+q9ndIZIXy33dQ/vuOBl2KS+aTC79pZFI9WqMWrVGHw9KIg/EhC8kvDy1H0mrocVpXn+40lVDw18vqnR6fHPyF33G/Ljdw0eJbG7SX/Pqcb4NGS/zks4geeyq3b7Uh3ySj3fkM7goLLz9awgdZo4k47YR6uVXQ2vwP0FnV52oc6ouH5/j/cltT1OfKKrtrpiaSc4cWiiryrYmM1OrlF5q73pw5c5g/fz5r165l9erVzJw5k9DQUObO9Zhb58+fT35+Pg888ADgcRDu168fAAaDgdTUVAYPHozVamXfvn3edSVJYsaMGcyfPx+32/d70717dy677DIWL15MWVkZgwYN4vnnn+e3335jy5Ytx3L5x4RQbgRBiS0nC8XpRBsegT45KdDiCI7AbXfjtjf8YdToNFyw4Ay+vO5HXHUuljzwBxqdRLfx6c1a3+XwTd5ijjZQW+nA1Lsntp17cJdXUvHNT0SeMYHa9Ztx5hUQPmkckr5eQ+5+zyPown1z02g0GpKfuJW8fz4JQPmCb9EnxRMy0H9+HIGgI7Fw4ULi4+N57LHHSEpKYuPGjUyZMoWDBw8Cnq0lWa7/+0pJSWHjxo3e43vuuYd77rmHZcuWMX78eG/7pEmT6Nq1a6NRUg6Hg0mTJnkVqdzcXBYtWsQTTzzRdhd6FAjlRhCU1O7z5Lcx9+iJJAWv0+rxyLjZEwhLCSc0KQxDuAFJknA5XGh0GkL1LqZ/ehYLL/wGl83NT/f+zpQ54+h6chcs+dV881UJZ1wRi07nPwvFl/et9r7vNT6ZC1/wJMn7YMUJ5Nz+AIrTiWXxz1gW/+wdZ/n5iJwbkoTsbtwqoYsII+7m6ZS+thCA4mfmEn/7ZYSOGnAsH4lAEBRJ/ABeffVVXn311Ub7jlRYAA4cOHBU99eff/7Z77i8vDzGjRvXbDnbGpHnRhCU1B1K3hfSLTPAkgj+Tvq4DGJ6xWKMMHpveDqDDo3GczsJTwrjok/OQmvUggJLHviT9e9u4aPzvuKdxwu4fMhWVv3cMKu07JL5/J7V7P7Vs08fkxHGeU+P8BkTfcl5qrJpQkLoeuu9GKKi/Y4JO2EIKU/e7j0ueelDrMs3Hs2lCwR+OexQ3NovQcsQyo0g6JDtNmx5nlT85u5CuemIRKSGM+UFz1Oiq87Fmv9t8vpN2esUnropm/MzN3Hb5J2s+rmKkgIHC675nZ0/5QNgitBz01enoTP5GpfDTxhF0qx/oYkIx9SnJ6nPPoo+LQW0GiJHnUD3ex7FGN90DTJDWhLxd17pPS594zOcJRWtdPUCgSDQiG0pQdBRs3snyDL62Dj0MbG41LyJBUFLl5G+vlLm+BDGn2HmuwUeT1dFgdy9dp66KdtnXHiCiRkf+5rPj8SY3oW02fU1bFIeuMPTXtK8TMOhQ/tieO5u8u+ZA7JM0aOvk/rSfV4LlEDQHIJlW0rgQfwVC4IO67bNAIT1GxhgSQTHStLQ+pBtQ5iBGx7uwglneKpua//2aCVpJDJPSeKGLyYSFtu6eXL8oU+IIfZ6T94Od2U1JS9+2C7nFQgEbYuw3AiCCtnhoGbndgDCBqhXpxYEP+e+NZl1b29m7eubqcyq4s5zd/PfLzK91hGXS+aLNw6y4Q8rI28fTuqg2HaXMfzkYZS98zm4ZWxb97b7+QWdg0An8RP4IpQbQbvQ7YXnVPudcTYAalZvQXE60MZGoTkhHqdkIzP1oOrcKpt6gbYIg/+CjxNjG+Z6OZI9H/zHb1/W5Q+qzu2sLBjdMBz0aNm/tY4LetbnvogZmUGfO88i6awIlu1KgRX+5xoPqm872TP8/z8bQlx++8oW/Q5uT3hs1MQhmMwNqy3buvg/b61KH4CmSL3Uw+r37/LbN/ifc1Tn6sr8b9mG5zjV5XKIPDeCzovYlhIEDYrLTeVnnoq2YScOESHgxwHla7JZcfm75H+9OSDnr/p1PeUfeb5z+oQo4q+dEhA5BB0fpQ0qggvLTcsRlhtB0GD9bS3OghI04WYipp4caHEEbUDPW8dhjAujalsBtiILpSv2o7hldr3wCyFDikm48ep2k8WWXcjB/30JgCbURNc5NwlnYkGLUfA4ybf2moKWIZQbQVCgyDJVi/8EIOrc8WhD1beaBB2TtAuGApBwiicrsL3cytqbP8JeYqVu41aK/vsqCXfe3OZKRvWKrRQ970nkJ+l1dHvxFnTm9nFiFggEbY9QbgRBgX1XNq7iMiSTkbBxI5qeIOgUGGPCOPGTG1j7z4+w7CjCvi+b3NsfIObi8wg/eUyrnqt2WxYlc7/HmV+K4qz3wYm78nT0MREqMwWCpgmG2lKCeoQNVhAU1G7YCYB5RD80JnUHTEHnY8Srl2Lq28tz4HZT/uEirKvWtdr61at3kP/wXBzZRV7FRhMRStozNxF1ZusqUQKBIPAIy40gKLBt2w9AyOBeAZZEECgSb7+BmnWbKFvwCYrDSdm8jzFkpGNIjG96chNUfuXZ8kSCiEkjiD7nRAzJ7R92Lui8iFDw4EJYbgQBR3Y4cOQWAWDq1TXA0ggCSejwwaQ8eh9oPWHfFZ9+1SrrGroeypasQPzVU4RiIxB0coTlRtAuGNOr/fbVbM0CWUYbHYE2JrJB/8lx+1TXXl7WXbXfJfvX4ZdXqteuumbQX377tq24sdH2tbN/Z/9XDfPnRPaI4bS5F6DReX64F57whuq5OyOPdPvab9+NVVd43iRpsZ4ykKqlG7Ht2IMpzoJGp6FWCVNd+8DVs45Khn1XPNGgre8XD6vOiYmx+u1LCbOozv32ileOSq7GCC2WVfsj/srx36lTzwvkToxqgUQCf4jyC8GFsNwIAo4jtwQAQ/fUTpHbZvi9DcPYw7tGccJ/TvMqNgJ1Emac5nkjy1T+tDawwggER4GitM1L0DKE5UYQcJwHKwHQxUYFVI7WQpIkpq+4kZJNhWi0GhzVduKHpaAzij+3o0UXbkafHIOzsJzKn9cTc+aoQIskEAg6EOJuKwg4bmsdANpI9W2Hjkb84ORAi9ChCR/dh/IvV2A/ZNkTCIIZ4VAcXIhtKUHAORyaK+n1AZZEEExEH7bWuGXynv4ksMIIBIIOhVBuBAFHtnkK/EkGYUgU1GOIj0SfEAVA9aqdlH38RWAFEghUOGy5ae2XoGUI5UYQcA5vS2lEyQXB3+j+8j+9762/r8BV7T/qTiAQCA4jHpUF7UJ4iN1vn1zlCaXt0dNBbFphg/73d41UXduVG6raf/nEP/z2RepqVef2M+Wr9qtxUtgu1f5em8/zOVYUhf8Mbp28LsHKKd38h/W/vOP3Rtsf6xpCyQGPAuz4fC4jnzu70XHdfrnT79rLJs5RlWvH+Y+q9g/8+iG/fdkVMapzM176r2q/xu7/6byoicfPFZ+95Lfv9GH/Vp2rrN6ivrigWYhQ8OBCWG4EAUVRFJylnhwipvjO5VDcHNxOmVXvqefzOV7pPTba+162u1RGCgSBQ4SCBxfCciMIKIrTjWz3+NwYIo+/bamc9WUsums1NWX+LVvHM/vWVPDnxwXe44xzBwRQGoFA0FEQyo0goNjyygDQGLToQg0Blqb9+WXOVqHY+KFoXw0vXr3Re9z72pGkndYzcAIFENnlom77dqwbN2LLzsZdXY02smE2b0Hg8FhaWjsUvFWXO64Qyo0goNTuKwYgql8Skub4218uz6kBYMLMfoy5uierFuzll+e3BViq4OC1Gzd7b+6n35iG+Up136u2ZMs5j6OPi0AfH0nC9BMp+XIVNZuyQKchfGgPuv7fpa1+TlteHhVLfsKRk4O7EUdqd0VFq59TIOgsCOVGEFDqcjyWm/Bu6k6ZnZHyA1bqKh0gweDzuqLRSoyd0ZPRV2Xy5NDO7Vh8NFgrHN73P72RC2/8j/DuMYx/5yI0+vYvY+EsteAstZD96Mf1jS6Z6jV7KP3mL+LOHtNq5yr9YhGWFSsatGvMZgwpKRgSE6nZvl0oOEGESOIXXAjlRhBQbLmlAIR2Pf6Um6xVnsy7XUfEERpj9LZrtOKGBjDm/GT++Cgf5YjakdX7y/l6/BucvuhKzInhgRPub1T8tKHVlJvi9xdQs2mT50CrJaRnT0IHDiRs2DA0hvqt27gLLmD/XXf5Xaekag/xkY1v47ncdvKVvVipQosOIyGk0g0rFg6Shwn1CESBINgRyo0goNgKKwEI7RIVUDkCwe6lnrD3tGGxAZYkOLno/3px4YM9ObDZwq8Lcti0tBK5zhMt9dO094jqE8+gmScTMyCpzWXp+cpNWDdlYc8vpXrdPqJO6U/MaUPZ9Q9PxW97TgnbL5tNn3l3oWlhMkpZlil87X/Ys7MA0CckknrHTB+Fpjls2PcRGknL4O7TiY/sibWuhDW75+F01zU6fg+bW3QegQfl0Ku11xS0DAnx+R0T4eHhWCwWIiIiqBYJxvxy1aprG23/aPx7OGud3L/4BBIyGn9aLHepP0V+vn+war+tzv+Pw5D0PNW5ankmsirVrU2hBkej7faDFvY9/wOV67JBgilzzyOmT5zPmA/HvK26dmdk4d5hqv0r8pN44dTFPm0arcSlb5xI15Hx/JTfx+/c6jqT6tq7pj189II2k24vque50Vd6MnLkvfcmtXt3AhCS0YPUq28mtFQ9W0dEjm9ovMNRS9b2bykr3IrbZTsGqTsGwXD/PSzDsK+fpsbV+N98SwnVGVh/zv3i96UFiDw3goDhsDpw1nrCwCMT1H98ggHZ6abwzyyK/8pBURSsWw+QPftzihf+edRrFH27gQ3Xvk3lumwkjcSQm0c2UGwEjbP0BY+jdXxmBGEJJnRGDbJb4eNbllOeYw2wdMeOo8yzTakNCydtxj/RaJp/ezYYzPQeMp30XhNbWzxBE4jyC8GF2JYSBIzag55IIX2oHqO5/R1Em0PlzoOsfXwJ1gOVDfqq/tiO4pZJuvSURucqikL11jzyP11NxV+eRH2hmYmMe/wkIrtFNzpH4KEw28aK7ypYubiCnF0eS8SUBweTs76M317eDoDbofD62T8zZOEAdGHBryT7QxsaiquiDG3osSezjEnoR9b271pBKsFRI/alggqh3AgCRlV2FQAR6cGdr2PHO6vZNXet6pjiD36n7Lt1GLvEkn7HORgSowBwWW3sfPhzLFvqt7/iJ/Yj896pREaKSJfGOJhrZ8XiClZ+V0HW9nr/EK1ew7jb+pHQO5LtPzYsi1G1Zi+x44MzyV/l0t+o+OpbdLExpM66B2SZqmW/o4uMJKb3aAD04VHYycFdq14S5GgoKxbpBATHN0K5EQSMin3lAET1CF7rReXuEq9iEzskhdhByexesA4ATYiBAR/fTeG8Xyn54i9clTW4KmvIeuwT0u85n5qcfAo+XU1tVgkak56o4RkY4sJJu/wEJEmYm//Ot+8W89sX5RzYUa/QaLTQf0w4dTVu9IlRlOdYee6Eb739mackIkkSyQOisZ7o3+cmkGTf8wCKw+OL4Sotw7pyFRWLf0Cu9VxnmeELokadCFrPNpRsb9zhtznEJvUne8fipgcKWo+22EYS21ItRig3goBRU+jxk4hIiwiwJP6p2O5JMhg/sgsnPn8OAL2uGoZsd5OvpACQfO1EjF1isazeg2XVbmwHSth965veNXThJvo/cwmhPRLa/wI6EAuerLfG9BhoZuLFcUTF63n1nmxqLG7A16Jx7tMj6H9Gmvf4p/zgvJ0dVmwOU/bZFw36K/5cWn/sdB7zOc1h8ce8hkDQkQnOu4HguKC2xPNjZU4wB1gS/xy2sGh09c6dOpMeTHqorB8TO3koESMz2b5mD8iHNso1EuaMODLvPEMoNs1k35ZaCrPzqK2uT3ITkx5KUv9ojKE6hkzLILlf8Fr8GkMymVBsjUQwaTS+VRJFzv0OSVsUuhRfhZYjlBtBu/Dbur4N2kpzPQ6Pe8r7MH9/ot+5Fot6Qc3kuCrV/oo1/n16iuPUnTcrI7sCUL6vir1lvlFNJr3vE7Y+zkyvJy/FUWIhalQmPbvUHrH91FDGolr/SegGffN/qnLZHPoGbYUvfU71b5tU5wHM2z1Wtf+aXiubXKM9OKzYRHWLZMrz49goD0UG6oCVAM0ooq4W0g+Q8d6Tqv3ZVz5w9Cf7G/HXXU3o4IEAWH5fTuUPPyFpdcRcPI3QAf0Iy/IozgdX/ohl7xYi+w7DUHlo7kZ1/5sly9W/JwLB8YpQbgQBQVEUXGUenxtdbPA+getjPAqI82AVjpIqDPHqzs8Rg7p630vSsftO/B3FLVO9YT8Vy/dgHtaT8NH1SmPSrecdlXKjRkVR4Ip43rj2CgBcNhebP9yB1qAl49Q0ItMOKYE5ARPtmDis2ABEnHIiEaec2Oi4hLGTSRg7ub3EErQyovxCcCGUG0FAkKutKA4nSBK66GigJtAiNYohqV7xqtl6AMP4QQGTpW5/Efv/7wPc1R6lqWrJOrSPzcDcPwMASaOhy2MzyPv33Gatm73VyvIvS9i2vIqCfa2vkDUXnUnHsGsHNj1QIAgmFKn1HYCFctNiRBI/QUA4bLXRRkYg6YNYxz4iqklralka/NbCuuWAV7GRDsmS9++5uKrqFUNz/wy00Udfc+mXD4p4dNoWfl5QRMG+OkQQl0Ag6AwI5UYQEFylh7ak4oK7rpKkkQjplQpA1Z+BzR2ii6ovQ5F063ne97kPvI1sr4/I6fbK7Ue13oqvSnjv0SwUBUZMjuGfL/fi5VUjWk3e5qII70lBB+awQ3FrvwQtQyg3goDgLC0DQBcXvP42h4k925NkzfLXjoDKETawK2g8ppXC/y4k/BTPFpmzqJzKxau84zRNWJiyt1q5ptdK3rxnLwCnXZXEP1/qxcjJsYRFNXRUbi9Wv7IxYOcWCASdC6HcCAKCq6QUCH7LDUDYkO4ggeKScRysDJgc+phwUq47zXvsLCrHPLQnANbVO496nUcu2OJ9f8K5cVz6QEZQJBV02V1NDxIIghWljV6CFiGUG0FAcBZ7igTqk4I//4suwowmxAiAM4DKDUDcOaNIv+8CAGy786jdsMfT0UL79bVP9kCjCbxiAzB25vBAiyAQCDoJQezJKehMGEvrC2MqsoyrwJP5N9SYjLFUS228/60URVb/8c3fp56NNb7A/w9/0bpk1bmDT/YoD1nRRmpq7ZTPX8yg189Ha9SxpUB9br5ePfPywSr/jr9pMf7rTsVN7ooS+Q9yH6jPghx5xhgUWUJxy+y/4Rmf8Re/PIaepyaRs66Uj25eidPm5sxJZj57OxmjsbzB+u8suVtV7ryt/q87a+ZdqnPVOGBT/3+sq2qiKKbK18QQ5vDfCRjMx54V2B/Zt6t/nj2enuO3r7KXeo6nQcMazi3663tKN/2B7GgkYaCgzQiWUPBbbrmFe+65h6SkJDZt2sRtt93GmjVrGh3br18/HnvsMYYPH05GRgYzZ87kxRdf9Bnz8MMP88gjj/i07dy5k75969NQGI1GnnvuOS655BKMRiM//vgjt9xyCwcPHmy2/K2FsNwI2h1nZQWy3Y6k1WKIC37LDcCwWeORdBqqdpdS+Ed2oMXB1LMLqQ9dTcz08cRdM4WIkwcDkPt/byFX1yd+Sx8eizFcz5Zvc/n4n3/htLk5fZyZT99KxmgUf/6dDbfDxsE1PwvFJlAEeEtq+vTpzJkzh0cffZRhw4axadMmfvzxR+LjG39wMJvN7N+/n/vvv5/CwkK/627dupWkpCTv66STTvLpf/755zn77LO56KKLOPXUU0lJSeHzzz9v/gW0IsJyI2h3HMUFABgSkpC02iZGBwfxQ1Poeclgdr+/gZ3z15E6oUegRcI8qAfmQfVyyHV27Hs99ZkkDSgy5KwrY8E1f3jHZIyK4/N3IzGZhGLTGdHojYEWQRBA7rzzTt566y3mzZsHwE033cTUqVO59tprmT17doPxa9euZe1aT2Hgp59+2u+6LpeL4uLiRvsiIiK47rrruOyyy1i61FMjbcaMGezcuZPRo0ezatWqRue1NeIOJ2h37MWeJwRjovq2TrDR6/KhaEN0WPaXU7g8O9DiNODgW/XVspVDJZnM0Qai00NJ6hvJmKsyufjlMYSEiD/7zookSWScdX2gxTguObwt1dovgPDwcJ+XwdBwG1+v1zN8+HCWLFlyhEwKS5YsYexY9ZIrTdGzZ0/y8/PZt28f77//Pmlp9QVrhw8fjsFg8Dnvrl27OHDgwDGf91gQlhtBu3NYuTEkdCzlxhBhJDw9mspdJZSsy0cTeOOND9V/+JZeiOpi5tbFpwdIGkGgCM/oiyk+FVtJftODBR2C/Hzf/8tHHnmERx991KctLi4OnU7XwMJSXFxMnz59WnzuVatWcc0117Br1y6Sk5N5+OGH+eOPPxgwYABWq5WkpCTsdjtVVb7184qLi0lKSmrxeY8VodwI2h17oecP1ZicGmBJmk+XiT2o3FVC3pK9dDnb7o2iCjSuMkuDtsn3Ba5UhCBwSJJEwohJ5Hw/P9CiHF+0Rej2ofVSU1Oprq72Ntvt7VcD7ocffvC+37JlC6tWreLAgQNMnz6dd999t93kaC7CPi1oV9w2G85yT44bU1JKgKVpPj0uGoQ5KRx7RR3lX/7R9IR2ourXdT7HKQOi6HFix3DWPoyrVj2iSXD0RPYQtbk6E9XV1T4vh6Ph30ppaSkul4vExESf9sTERIqKilpNlqqqKnbv3k1mZiYARUVFGI1GIiN9iwq39nmbi1BuBO2KvSAXAF1kFNrQsABL03y0Bi09LhwAQMXnv+OqqG5iRvvgLPIN6b7s9RPQ6DrWn/evZ75GzlebAy1Gp0CSOtb/fedAaqPX0eF0Olm3bh0TJ06sl0iSmDhxIitXrjzGa6snNDSUHj16eKOr1q1bh8Ph8Dlvr1696Nq1a6uet7mIbSlBq9D9v8+p9isZVgBqt+0CwDQgDaWf1dvfNbZhvpXD7Dmgvm+rtarfyB3h/m8QIU2kYVi3tVuDNnd6HGhWgSxT+NyXJP7zH41m+M0vMquurRhkv337atWtLqERvqG+CRedSPXv9T43v+9LxNyl8dIWZ5R3VV27tDpUtV82+Ze77wP+c7YAuI74SEp//IaKP5b69O98fil2/anowhvJEZTaeC4a2eXCVVKBISXO73kd5eo5ckyx6tXQu334H799WZc9qDq3KXQqp7Z0U/9x01lVuwXtSRtuSx0tc+bMYf78+axdu5bVq1czc+ZMQkNDmTt3LgDz588nPz+fBx54APA4Iffr1w8Ag8FAamoqgwcPxmq1sm/fPgCeffZZvvnmGw4cOEBKSgqPPvoobrebjz76CACLxcI777zDnDlzKC8vx2Kx8PLLL7NixYqARUqBUG4E7YxtVw4AIX3SAyxJy9FGhhNx2ilYflyGbdce7Nk5mLqpKwxtjSEllohTB2L5zVNaQdIG/5O7LS/X+z6ke0/q9nsSJua+/jxd73oIjaYJpbWgmMpPv8e2cx+K3YFkNBBx1niizhrfpnILBMHKwoULiY+P57HHHiMpKYmNGzcyZcoUbzK99PR0ZLn+4SQlJYWNGzd6j++55x7uueceli1bxvjxnr+jLl268NFHHxEbG0tJSQl//vknY8aMobS01DvvjjvuQJZlFi1a5JPEL5AI5UbQbihuN7bdnh+0kL6BVQaOlajzz8CRnY9t1x5qN20OqHIj253svPhJ73H8ZeMJSY5UmRF4FEXBUVIf1ZF8yVVUb95IybeLcFmqKP7sfZKnX+V3vj07j6LHXvZd0+6gatGP2LbtIeGe65tUjgSCViUILDcAr776Kq+++mqjfYcVlsMcOHCgybpyl156aZPntNvt3Hrrrdx6661HL2gbE9C//qysLHbu3MmGDRvYsGED06dPByAzM5Ply5eza9cuVq9e7TWbBaJP0HrUrN+DXGtHGxGKIa1jObs2QJax7Tpc1ylwYrhrbBz49wLvccy5Y4mffkrgBDpKXJYq3FaPv5IhMRmtOZSo0ScS2tfjCGvdstGbMqDB3PJKip56zactZMRAdCkeR0r7zv1UfvRtY1OPG9x2kaFYcHwT8Eebiy++mKFDhzJ06FAWLlwIwBtvvMGbb75J7969mT17tjfbYiD6BK1H9W8bAQg/dXCH2DbxR9323eTc9n/eY31yErKtfX9MnKUWSj/7g+wH51G3Kw/JoCP+klNJvGJi05ODgNpdO7zvo8ae7H2fNP1KJIMnvP7gV582mOcqq6DgwefA6QJJIuG+G+n67mwSbrmC1P/cgSHTY0Gz/rG2ja8guHFZq5oeJGhdFKltXoIWEXS/MPHx8YwYMYL3338fgEWLFpGWlkaPHj3ava8xDAZDg2yRgqZxVVmxrvU4E0ecOiSwwhwDittN6dsfgtvtbSv74BPKFrZPHRVFUbAu38C+2//Hwfd/xZ5djCbMRMbT1xJ/yTgkffCXs5CdTsqW/eQ5kCQiho/29ml0OqJGnQCALTcbV42Vok/fZ++j95L7r8coeOA5FLsnDDb2hosJ6d3dZ+2YK84FPFtUJW98jOxytcMVBR+6sODelhQI2pqAKzcLFixg8+bNvP3228TFxZGWlkZhYSHuI348cnJySE9Pb/e+xpg1axYWi8X7+nvmSEHjVH73F7jcGDNTcVtqqNm4F9ne8fKauMorkWs8hSnjr70S8yBPWHjNmvVtfm53dQ2lr3xI2RsLkWvtmLolEX/5BHq8dAsh3TtOtufKFb/jtngsC4aklAZ7/jETz4BD/jJZT/+b6s3rUVwu5OoaFKcnYir+9qsJGzO0wdrGrikYuntSw9f+tZHcfzxE+ftfteXlBCVaYxMV1AWtjqK0zet44ZFHHvH7u9sSAupQfMopp5Cbm4tOp+OJJ55g/vz5PPTQQ4EUqUmeeuop5sypD3cNDw8XCg5Al4bxrLZ9eRQ+8jaSXodc69m2se/NJ/+x+sypXV55Ao3RwO4q/z/Okkb9L9wd7j80GaCqv//5mrDGw4sPY9gf4ju+uv5YX+gkrveJ5Gze6jneYUUfVh/CrDTx11WrlsPQ5PY5rN24k/J3P8ddVQ1aDV0uO5GUS8Yesb139BlLfxr3omr/jWuvUO3/obq/3z5bvPrzktNRTflvP3uPjb274Yj2XGtMRqW3PbRPCjXb87zHkkGH4vBYYcKGDyc8fRD8LXuAlOZROlMfv5ai2e9Tt3kfKArVv6xEUdzEXXueX7lMRvXvgVqqgm6/3qE699cJz6v2a4b430KSZfXPs8bqP0N219eeBcBRUETV4iXUrvOkCjCkpRJ17hQOvvKO6tqCZhIkDsUdlXPPPZcHH3yQ3377jXfeeYdFixY1mqzwaAmo5SY31xM543K5eOGFFzj55JPJzc0lOTkZ7RHVotPT08nJyWn3vsZwOBwNskUKGlK7fhcFD76O4nR5FZtG6SCPJtXbNrHn4bvJeuYRb9vBP74ntGum9zjva4/SprTiNck2O2Vzv6Dk+fm4q6rRpySQ9NAtpF5+Yof0Wzr45jyUI25YIf16Nzou+YpTQeOx6ESM7smgRfcQ0qcvEaeOI+HSy1TPodHpSHnwGrrNfRBDV0+OJOuvq5FtHc9S2BoYUpKIv/4K4m64Eo05BEduvlBsBEHH0KFDGTlyJNu2bePFF1+kqKiI//3vf4wYMaJF6wXs7mg2m33SNV966aVs2LCBkpIS1q9fzxVXeJ4ep02bRl5eHvv27Wv3PkHLKXrmvSbHxF57MRpTcNRmaoqiTxaA7GshMiWmImnqleK6vCy2P3MnO569i12v/PuYz2nbnU3h/72EddlqAMInn0jSo7di7NbxanIBOEtKcezL9mkz9c5sdGz44AyGfvMAQ797kB7/no5GoyH5+uuJO/vsoz6fxmwi9ckbvcf2rDyV0Z2f0GGDSH7oLsJOHoMmouNlBw96hEPxMbNx40b+9a9/kZKSwnXXXUeXLl1Yvnw5mzZt4vbbbyciopHknn4I2LZUYmIiixYtQqvVIkkS+/fv56qrPHktbrzxRubNm8cDDzyAxWJhxowZ3nnt3SdoG/TpKYSOHR5oMY6a8MHDqd5YH4ETdcKpJJ9wNvbykkbHu2ut2EuKMMY3vyquIstUffULVV/8AoqCNjaKuBsuxNQ3yMqQNwNFlsl78imftvgbrkLSte0tSKPTefx3ZBnngUJC+nZvelInRhcVSexl04i55Hxy/nlfoMURCBpFkiT0ej0GgwFJkqioqODWW2/l8ccf54YbbvBGVqsRMOUmKyuLYcOGNdq3e/duTjjhhKDoE7SMjAUPc/D5j6ndsMvbFvuPy6hc9D1IEnE3qG8tBBuJ51/io9zEjJ+M5NRQtGRRo+PjTjgdQ2zzc/m4yisoXfAR9r37AQg9YSgxV56DxtyxHURrN2/xOQ4bfxLmIe1T3FHSaVAcMu7qmnY5X0dAEgkOWx1J8bxae83jiWHDhjFjxgwuvfRS7HY7CxYs4J///Kd3J+XWW2/lpZdeCm7lRtC50Rj0JN13JY7cYvLu8WSS1ScmkPr0rABL1jIkjYaUq2+kYP4bSAYjWpMJnFCTvds7xpSQSsKpUwnN6IUkaVCa8fuhKAo1azdQvvBzlDobktFAzFXnEHZSx7Fu+UNxu6n44UeftrAxI9vv/E6Pw7KzqLSJkQKBIFBs3ryZPn368NNPP3HdddfxzTff+JSKAPjoo4948UX1gIjDCOVG0KYcaXHQJcQEUJJjR6PXA6A47Ox56E6Mcb5bThmX3YrG0HwfIndtLeUffUbtBk9FbENGOnG3TEefGHvsQgcYRVGoWPw9zuJi0GrB7UYTFYGxi1qoWOui75KAM7eY2lVbKYv8htirjt5vRyA4akS01DGxcOFC3n33XQoKCvyOKSsr8wn+UUPYJgVtij3L80XVpyahMXXsrRVDYjL6uPqtJntpkfd9/ElTmq3YKIpCzfqNFD75nEex0WiIPGsKSXf8s3MoNrJM2aLPqfr1UOVvtxs0GhJvub5d5ejyxD/QRHgqnVcv+atdzy04jhAOxcfEYd+av2MymVqUIkZYbgRtiuOARwEwdktEF+4/FFer85+rxpVvVj2HbFB/vDHGN8zBc5gMlfwlANZ4X4Ul8eSrsWzOYf9LP1OXVz835JpTqdH45kqRrP6fMGSnk7L/fUDNjkM5cmLjSbrockxd0qEatE3soJQVqPvzSJlWv309Pnlcde5Pu9WfeTRlBr990ds9N2OXzUr2sg+pzt3p0x9zzlmYElKhkbQylXvULXtyrHouGkpC/HSEoIuPxWGpAVlBtjf8fwnRq69d4/R/zcnmY0sHkRZd6bfP4VZ/Ss2y+v8eaOrU/x9HXvWcan/sGv9fwrwz4lXnbp1zp2q/QPB3Hn74YV5//XXq6nzv12azmYcffpjHH1e/b/0dodwI2pSatZ4aQsZerZd5MpBIGonIIV19FJsuLz181A6aiizjrrJQ9esyanZsRdJqiT5lItGnTECj9/8DGuy4q6uR7XYUJZbKrC3krfwCZ60FJMmTy0jSkHbC+ejGBchxX/YowJpIUS5F0EaIbaljQpKkRnOEDR48mPJy9YfQxhDKjaDNcOQdxJFVAFoNYWMGBFqcVqF06Q6y31rmPY676TK0YeqWpcPUbt1O+Rdf4yqpfyJOuOASIgZ3XKdhR3Exld//SM0mT/bbIzPJSBodiuwCSUPGuEuJyRxORYDu1q4KTxZgfWrzQ/MFAkHbUV5ejqIoKIrC7t27fRQcrVZLWFgYr7/+erPXFcqNoM2w/OxJPmce2hvtIZ+HjkzFmv3sfuob77GxRzqhowY3Oc95sITyz7+ibnv9Fo3GHELMyRMJH9R4OoRgx3mwhIqffqJm/YZDlhnJJ9u0pNWhuF1ojWa6T7qG8JTGk/W1F4frgTnzipoYKRC0EGG5aREzZ85EkiTeffddHn74Yaqq6suROBwOsrOz+euv5vvKCeVG0CbIdgfVv28AIOL00U2MDn7yPlpJztw/AAjrk0z8hH44eqhfl+xwUvXTEqp+WeZxptVqiRh3MlGTJ6ExmdBbOp4/v7OojMoPf8e6bp1XmTEP6E/0GWegT0zA+vbnlO1eg+J2YYyMp8fk6zFFqvtntAtOT10q2VJN/r1Pk/zEnWgMHXcbUCDoLCxYsADw5L5bsWIFLperVdYVyo2gTahZtQ2lzo4uIZqQAR07K6x1b7FXsYkem0mPmZMxRIeSnxepOq/8sy+w/uWxXoX07U3MBeeiT2x+Yr9gQJFlKhYuoerbP7xlKEL69SN6yukY09Jw19RQ8tEn1OxcB0BoYjd6TL4OnfHotuzamoRZN3PwqdcAcJdVYN+dRciAxutaCQQtQlhumk14eLi3PuOGDRsICfEXFECz6zgK5UbQJlh+WQNA+PjhHT4basnPnoim6DE96PvoBU2OV1wuLEuWY13l+QxiL76QsBNGI0kdM6xTtjsoefkTatd7ttVC+vYhevJkjF09TuKOwiKK5871+hLF9hpF+skX+dTdCjSmzAzMY4ZS+5fHmmjs03FLWQgEnYWKigqSk5MpKSmhsrKyUYfiw47GumaWahHKjaDVceQWY9+VAxoN4eM6hrOs7JLJ/WITkf2TierncTpVFIUD7/5O4Rcea0TM2J5NrlO3dRflH3yNq9jzQx/Sr0+HVmycxeUcfPEjHNkFSHodcTdeQNih7TjF5aLsq6+p/nM5ANqoSLqOmkZU1+B0HteEeML6pRCTp+aUQNCatEVemk6e52bChAneSKjx48e36triL1xw1HR/TiUvRn79W8tXnqdjc//+6GoToBZcEW7VtZMzGi9ACVClV9+DtTvUv8YGnf9zF1o8VWZ33/I/7Hll3vb46SdR9u0a5Fo7APrEaKRBAym31m+zSAbfdS0/rqD8vW8B0ESEEn3hmYSeMAw0cqPWZUeYymfiUr+p6crVr1mz3X/VZ6mveo0ludLji+IsOkjRs/9DrqtDE2om/oarMPXqQfH8D7Dv3g+HwtoBTP37EHf1dLTOKNSMx+4w//+Xkq0JS4+zifw70faG1+JwUPHpL9h27PPmXNKGGtGH+eZcqnXoVddOCPOfN2hjvnqV9im/3a7a3z+y0G/ftir16K7hmQf89uXER6nOrbKq+0KtWfCU/84dqlOPS0Rtqebz+++/N/q+NRDKjaBVcdfVUb3a42cSMXZsgKVpBn/bOitZ+KfPcfp/ZqCLVI/4qlnlKQ5pHjOQuGvPR9J13Agxxe2mdMHHyHV16LukkHDTDLTRkVR8/QO1q9Z7x2kjI4i57ALMg/t7Gsr8LNjOyLJM4UOv4cj+Wyp3jUT8zU1vLQoEgvZl8uTJWK1Wli/3WIJvueUWbrjhBrZv384///lPKisrm7WeUG4ErYp1zRoUhwN9UhIhvXoFWpyjJmJkT0pyGrcemQdk+BwrLjdVv21G06UrhrT6J2t9Uhz23QeQq6xIIcZGs/AGI9V/bqZm7U7CThiAeVAP6nbkcPDlt7z9mlAzJW8twHEg19tmyMwgaspETL0zkfTBdxuxLlnlo9joEqIJHdGHqPNPRdcJ0hIIghDhUHxMPPvss9x3330ADBgwgDlz5vDcc88xfvx45syZw7XXXtus9YLvriTosCiKgmXVKgAiTzyxQ/mZVK3Y2Wh79NljMHaJRx8T4W2zrt2NNjwE2/48H+Um8vwJ1Py1GduOLGxb9mDq07fN5T5WrCu3UvzyZ6AoWFdsaXSMfdfe+gNJIubicwkfd2I7SdgybLvrt2skg57k+6/EkBoEIekCgaBRunXrxvbt2wGYNm0a33zzDQ8++CBDhw5l8eLFzV6vY4exCIIKe24uzqIiJJ2O0KFDAy1Os0i/t/GtiorvVlH02jccXPAT7jqPT4exWxJhI3ujjYrwGauPjyZkWB/Ak5052Kndup+iQ4pNSP9u3kSL2siIRscbMtKJv/HqoFdsAGKuPMv7XnE4KZ37bQClEQgETeFwODCbPT6NkyZN4qeffgI8GYwjIhq/J6nRbMvNvHnzeOedd/jjjz+afTJB58a6di0A5oED0arkKwhGQnok02fuTHbOeMG341BNovIvV1C7JZv0J67BkBgNgHlw/babu6YOjdmENtTzxynX2dpF7pbiPFhB4bMfgstN6Oh+JN1xMSgKbmsdsiOWnH/e6x2rMYeQ8sh9aMM6znZO2dyvfY7DTmo6k7RAIAgcf/75J3PmzGH58uWMGjWKiy++GIBevXqRl5fXxOyGNNtyExkZyZIlS9i9ezezZs0iJSWl2ScVdD7ctbVUH1JuwkeODLA0LUMfG87Arx+i2xNXNtrvrLIi2+qjbOQ6O7LDSe2GnZTP+4rSNxfhKvekDpdr/FciDwaql29GqbNjSEsg8bYLkTQaJK0WXWQYuNzoEuIAiJg8gbT/PtahFBsAxVkflZU6+3YixnXMMheCjoNEfcRUq70CfVHtyK233orL5eLCCy/k5ptvpqDA4zN3xhln8MMPPzR7vWZbbs4//3zi4uK48sorufrqq3n00UdZsmQJ77zzDl999VWrpU4WBB9uo3/vtqoffkex2zEkJxPSs1cDRzhdpXqYb35xtN++7in+w8QBahxG1f4yi/8fZl0jYeLGfj1IufsiCv77qU+7u9RC1h1voEuIBY0G+64sACSjAcVmR5cUi6vIEy5Ut2EnTPPcmhS3G3tWLo7cfCSNhpAh/dFFRnDy4F1+5Tpg9f95AOSHq/fLWf4tZ7FfhiBnxVIOOHIPEv2lHp3BM152O9n914e4Dpai0RvJiB+Hbr3v/11dov/zutX/K9DU+v8e6JLUFUJHlfriSll9vzO/voqwPiQdc0hVY1O8GFXSBQDUufyHineJrVCdG6ZzqPZrkP32FVjUzfHRIf4/M53W/7oAzszgVsA7HCLPzTGRm5vL2Wef3aD9zjvvbNF6LXIoLi0t5fnnn+f5559n6NChzJgxg/feew+r1cr777/P//73P/bu3dv0QoJOgexyUb3Gk403bOSoDuVI7I+IE/oT8mYXrFk11G3djeWbZQC4K6txV/pmclFsh3LhJMXiKqkAt4yrpILKr35EcbmwrlyHXH1EnpQPvwBAPrUrPS/oQ+KwZLT69s3mG53a3/t+3WcPEZ02iNQBk8hatZCa8jwkjZbuE69BZ/KfLyeYcZV4FGLJZAqwJAKB4GjRaDScd9559O3rCcbYtm0bX3/9NbKsrqg3xjFFSyUlJXHaaadx2mmn4Xa7Wbx4MQMHDmT79u3ce++9vPDCC8eyvKCDULN6He5DOQjKv/4K6/p1xF0wDVN6emAFO0b0cZGYjAnoUxNwFZVSu347oWMGY+rTHXeVFVP/buhiIqn8ainWX1dTt3G3z/yqxb9432tCzRi7d6VuS332s9zfDpD72wGMkUa6Tcmk5wV9iOwa1S7X9veaT7bqErb//Cqyy45Gb6LHaTMIT2k6I3OwY0hJDrQIguMFEQp+TPTo0YPFixeTmprKrl0eq/asWbPIzc1l6tSp7N+/v1nrNVu50el0nHPOOcyYMYPTTz+dzZs388ILL/Dhhx96C1udd955vPvuu0K5OQ5QFAXrnyt92hx5eRS89CIak4noM6cSPmwYhe++g/2IL2fYiBHEnXs+mg7wZK0NDyX+1ssbtEtaz50ndsa5hAzogfW39dRt8t1qChnQh7CTRxMysA+SVourrIL8BzyZX1NPTKNsRym28jp2frKNnZ9sI318BoP+MQzi1bedWoOuw8/jwLovAair9GTJDY/vRvqEyzCGx7b5+duKyp/qlUp3lfp2lEAgCA5eeukl9u3bx5gxY6io8Gz1xsTE8P777/PSSy9x1llnNbGCL81WbgoLC9FoNHz00UeMGjWKTZs2NRizdOnSZmcTFHRMbLv24MjJQ9LrSbt/FtWrVlH5+28oNhuyzUbZ54so+3xRg3nWtWuxrl9P+sOPojMHR+XoliJJEqGjBhI6aiCO/IMU3PeCty/+piuR9PX+GrrYaNJfn41SZ2Ng7AYq91ew69Pt6EP1FK0uIGdpNrm/HyDlvGF0nXESWpN6WYBjITLZtyp2SGQifcb/A3d4E44zQY6rot4HxlVWTvWqNYRndJyEkoIOirDcHBOnnnqqj2IDnjDw+++/35u1uDk0W7m54447+PTTT7HbG9ZxOUxVVRXdu3dvtjCCjkfVoafk8NFj0EVGEn366USffjrVa9dSvvg73BaL/8myjFxdBR1cuTkSQ2oCkedPoOqLXwHIufVB0l54jNpN26hethJcLpwlZSg2O7l/m3vCv08hZ1k2eb/nkL9oHaXL99LngalE9GubiMTcTb6JsXqefDUanR5119rgJ+bcs1BsdmrWeWqcVf+5Ei4Wyo1AEMzY7XbCw8MbtIeFheFwqDvlN0azQ8Hff/99VcVGcPxgzzqAffc+0GiIOvVUn77wESPo+u+HSbzuerQRERhSUsn4z1NkPP4fOORwbOzWHUNi8PpEVPywhgNXz+LANbM4+ML8o55nHuJrEcmd+W/K5n6CIysHR26B1wHZFO27Jbfisd+p3FfBsNtGog3RYy+qYtPtH1L887Zjv5hGcNnrC2iao5IJiUhok/O0NxqTifir67cRHQdy2HbpM9RlFwdQKkFnp9XDwNugEGcw8+233/Lmm28yatQob9vo0aN5/fXX+frrr1VmNo4ovyBoMVU/eawToaOGo4tu3EcktG9fQv/9sNe8WvK5JyMukkTiNTPaS9Rm4ygso/jN7zwHCtRt9B+2/XeMPdJInXM3lYt+o27zDuRqKxpzCKZ+vTAPG4g+ORFdXDSnjsxCURR2L9pBztJsKvaUYc2vZv3La3zW2z37e5wWG12mDW+165PdTmori7zH6cPOabW1gwV9chLOQs81yjV2cmYvovdrtwRYKkGnRWxLHRO333478+fPZ+XKlTidnsJ8Op2Or7/+mn/961/NXk8oNwIvfR6ao9rvPiKdh724kLot20CSiBs1EXeMen6jA9fe59ugKOQ8/NBRyaW89qxqf0hijWq/LPsPTXc4fP8EHPkl5N//qk8SOI8QCsbq/dTtK6bsx/XEnjGcqFMH+T9pRAjR956BokxBrrGhMZuQNEfK4fDmsjFNOZFeU07EXedg1zPfU/bHngbLZb22lFiljGHXDUSSJGocBtVrru7pf3Op2hJG+brVuB21AGjMYUgjelJ9qDK6vtrvVABqU/yvbUhUz52i5kEUH2FV6QVHWK1qf0mpb06YpKduo2L+V1j/WA8uF46CMgxF2YT3aFhjqrxWfWs00uT/uhJC1OWOM6j3lzv952EaEF/ktw/A6vTvH1Vap554sRNkbBB0IiIiIrjkkktITU31hoLv2LGDffv2tWg9odwIWkT5sp8BCOs3CEN8Ao6OUgL7CGRZxr4rB2PPLmh0OixL1lD69le+gzSStwTD7lvrK2XXbs9DdivETFBP6y9JEtqwpktRuKw2qncX0+u+M9iwvwRbfiUhMSbqyuvLOKx9fTOOGidjbj/2bLvFS+trLUX2HoSk6Xxl5jQaDbEzzifyvIkU3DkbxS2T88Eq+v+7eVEXAsFRISw3LUaSJPbu3Uv//v3Zu3dvixWaIxHKjaDZ2AvzsW7d6KkQPe60QIvTIhyFpeTd8YLffl18NJqwEOImDaDgrZ8aHVP29eomlZujZc3V7+Cq8rUO2CrtnPHyeCqzLNirHax/awub39uB0+rEdG0akrZlConscvo8tof3GnhMsgc7uugI9FFmHGVWXNbgrvklEByPKIrCnj17iI2NbbUEwJ3vcU3Q5pQt9fzYhw0YgjGp6UgeV5l6evpAYNuR7bcv+aFrSX/5Lro8dQuxZ/i3ksScPqRVZCn4cn0DxQZAkRV+mfUn+5fkUFtax8ibByNpYMcXe8n+79corubFNck2B9bVO8j7fC6K0xN9IBlMhKZntsp1BDNhPT1bURXrcij8fkuApRF0RoRD8bFx//338+yzz9K/f/+mBx8FwnIjaBb24iJqdmxpltWm5PWP2liq5nNkAUxDtxT0KXFojAYip56IIbXeJ8OWV+ozz5AUReIlJxMxpjcac+tUPs+e58nhEJIeQ49bJlC1JY/aNbso212Bw+qkeHMJxZt962tV/LYd2eak26zz0Rj8/xm7qqzUrN+NdeU26rbsb6AQxQwdi6Rt39IPgaDfQ1NZdfm7OCtrOfDhapLP6NzWKoGgo7FgwQLMZjObNm3C4XBQV+f7wBcb27zEokK5ERw1iqJQ+oPHJyWs70CMCUlHNzHIHBdll4vyD3/0HEiQcOtFPgrNkZi7J3n9bjQmPX3fvrV+neaXO2lAwVcbcFs9oeE975pCZP8Uokdk0O+OTGyVdvJWFZL3VyH5a4uoKa5Fkesf5apW7SHnle/pesdZPvW8nOVWKpdtpuTtbxuc70gkvYG4MROO/SI6ADqTgcRJfcj7bD22gipKl+8l7sTOb7EStCOicOYxMXPmzFZdTyg3gqOmds9OavfuQtLpiD196lHPk3SB/ZqVzv2G2g27kevsaCPDPNaLQxaM8Emj/Co2hzH3TKF2Vz6yzcm2K56n74J/oWklB9wDR1htIvv7bvGZooxkTs4gc3IGAG6HG2eti/mT6quVly/ZgmXdftL/OYW6rINUrdlL7e7CRs8lGfVoI0NxV9Si0elJOu18tCHqETWdiYi+9TmVLLuKhXIjaF2EQ/ExsWDBglZdTyg3gqNCkd2U/vgNAJGjT8IQq64QHIm7vLKNpFLHUVhG7hMf4Cws97bJ1fXhxJqwEOKvazq/S+yZw6ndlQ+Aq7KGmi0HCB/c7Zjlq9iQg6va4+CaefukJsdrDVq0Bi2Xf3c+n9+2grr9nqR0rooa9j/RsMTFkcRdeTpRZ5+IJEno13XMSt/HinVf/dZezgeryPlwFRH9Uhj20iWtdg6XzYWzxsGWt9eTuyybxGHJRMZqQYaY7hEMvkRkShYI/BE0VcEFnQtz4w/8AJTtXo/jYBFao5mM9Ino9vk+UjhK/GcwySn3lGCIGHcKsec3rkxk/etuv/M1DnXTrHNPRIM22eUi68FHGp8gadBHRNN9+q3YatVrN5mirKRM7kflrxup3pQDQMX3a4gfnkZJRcNU4UcyKC1ftX/xK396xAkxUZ04hOojPv+c/DjVufGzhlE293NqVmxo0KeNi0KflIBcW0fk1AmEDOyFpNPhPJRuRYlUXZqabuo5izD4v9FomvCA1Gr9z11x+jPq522C05f5T/RVaIkg5LSx6H7Ygav8UCIfBSzbCiirCSU5QqVMCJAU4j/5j8Vpwl5Zx69Xf4K9zDcXT84vWT7H7hAzmVOP3mIUqVfPG/ThmLf99o38fpbq3PBw9bUFzaMtHICPJ4fi1q4KLqKlBE3idtopXP8DAMkDJ6AzHn0tqLqSfBSXJweOedCAFp2/6rc/sOfmHfV4l6WK7Icf8B4bohMYeMec+tfM/9Ln2gcxhDXxK38E/WZfhiHeo8xU/Lmbmr3qydWawppbieNAAQARU09q9nzJoCfuxouR9PXPJ6Z+mSQ+eBOp/72PxDuvI/n/bsU8tF/AtwWDBUNsBH3nzSTylPpoDENyNFWrdrHmzkXkfLERANnhwrK3xM8qILtkaop9E/N9f9bcBooNgKTToDPXf/4b3miojAoErcktt9xCVlYWdXV1/PXXX4wcOdLv2H79+vHZZ5+RleXJlt5YJuD777+f1atXY7FYKC4u5osvvqBXL18L5NKlS1EUxef12muvNUvuw1XB09LSGD58OMOHDyc9PZ2srCxeeumlZq0FwnIjOAqKNvyEw1qBITSa+D4nHvU8e2UJez46lPVYkjB2y2jR+cs/9zgxa0LNdH3yMW+7q6KCih9+RmcKJ6RnLxwHi7Ht30fNtq0g10cF9Zj+zxad90hkl4yjrP4Hbcd9H9H17X+3eL2Nzy4DQNLriDx7XMtkkmVv9FPUJVOJPOPkFstzPGHdVG9NcRRWkPOfhQBUrM9j54u/NRgvaSUUt4LWoAWNhNvmsWxpdBpG/GsU+Zt8I+omvH8p5qRwdCbP7TXKUMsPN/1A0foiaopqKNlaQvyAo9/WFXQQgsDnZvr06cyZM4ebbrqJVatWMXPmTH788Ud69+5NSUlDhd1sNrN//34+/fRTnn/++UbXPPXUU3n11VdZs2YNOp2OJ598kp9++ol+/fpRW1uv0L/55pv8+9/198Qj+46GgFcFFxxf1JUXUrzFc8NPH3M+Wp162v8jKVz+LYf/OqNOm+jXCVduQcVXV3U1uU/MBpfnh6Zy2S8NxpgyupF8w83oSo/9a77mLN8tk+Rpo/yMbBpbeS2l6z1Wm7BxI1vsnGzftsdTpwsIP6X16k51dtLuOI/sRz486vGK2/MZux2+YfSyS+b/2bvv8DaqrIHDP1VXuXfHLb33EEKAkAQWQofQe29L77C7tGUp+0FYel8IdYGEDiEQSoD03qvj3rvkJlma+f4QkSNsjRPHjmT7vM+jJ9LcmatrxZaObjl35dPLvY4d/n8nEZHZdp+1E145gfenv09LQwu/Pfwbp394OnqjdJyL/fPn3bLtdnu7O2XffvvtvP7667z99tsAXHfddZx00klcccUVPPnkk23OX716NatXrwbgiSeeaPe5Z82a5fX4sssuo6KiggkTJvDbb795jjc2NlJW1vnNaf2+K7joO1RVpWDpfFAVIjNGEpV2YMmVQhPTPfetvy8l57a7ybnjXkpf/y+21Wtp2LCRyvmfk3fX/Rq1QMhQ9y7bOr0eR0UFpa+8TsFDj3oCGy86PcH9B5B6062kXn8T+m4Ykpn05Z2kXrD/PVh/tvW1FZ770ecd3+l6GlZs9Nyv+2YxSnuvh2jDMn4Asad6B6fhWbGEJEcQe1gGIanu4UpTRDAhyRFeqQwMZgODTh+M3qRHZ9ChN+oxhJgIz4wm7fjBJExK8/m8Iy50//1Y86zMO20eTof8f/Uq3ZHA74+em6KiIqxWq+d2331t51OZTCYmTJjAokWLWpukqixatIgpU6Z02Y8ZGen++6iurvY6fuGFF1JRUcGmTZt47LHHCAk5sDxgsiu4OGSqd62mvnQPeqOZtClnHPD1ceOnU7n+V5yNNpS9XZSKQtPmrTRt3rrf9TjKygFw2eopenSfbx86HdGnnEjNV9+CqqIzGun/r4OblLo/tJLm7Y+Gglp3PeGh6M373xP2Z6661mEy6zeLqV+8iuRHbsYYG3VQ7esLUq46nugZY9h9q3u/sJCUSMb96xSf5/95QvGU+1rnSVlbgvfrOcdeNZbanFpyf8ilsaKRBVcv4JS5vp9T9DDdOCyVmpqKzdb6O2i329ucGhcXh9FobNN7UlZWxtChQ7ukOTqdjv/85z/8/vvvbNmyxXP8gw8+IC8vj+LiYkaPHs2TTz7JkCFDmD179n7X3d6u4CaTiS+++EJ2BRddp6XRRuHyzwBIGnss5vBocB7YX65er2foFf+gducGaso3Y0qIo6WqmsZNW1BbWtwBicmEKTEBR6HvlUVqO12S5vR+xJxxGiH9s1Bq6qn7bTFqN/VcOKo62Cb7ANny3GPKhsiDW5Ide+25lD7wHK6qWgCU+kaKbn+CkEmjiLv2gi7LxdNbhfRPIvWWU7HnlTPu1smH5DmP+dcx/Gb8jewF2VRtq2L5/y1nzJVjCInpmmzXoney2WxewY2/vPjii4wcOZIjj/ReBPH6662bCm/evJmSkhJ++ukn+vfvv9+rnOrq6jj99NMZMGAAw4cPB2Dr1q2yK7jo2Oib5miWR21u3VRw587vcDmasYSnMDhsCvrsZmxpQT6vtcf4KjESFjeBKOs+c0KmtT1L0fpNdChs/U/rUvEh1zyEKfyP5d95ULmndQ118f/NYejs270uVzU+40OitJfD5ny8jvL/LvQ8Du6fjLXJ/Toclpmree22qsQ2x1pq63HUul/n2FljCY9ofyPHxkbfrzWAUhGEiQhS/3E/1Z98RktxCfYcd3uaVm2iYO3fyHih7Rg7QOQu7SBV79TejqFugO//rOb4DrZyCO6CtM4+fH/Msz7Lhsx/uN3j4UdPIByIMGnkQQDCjG2/Ke+l1x3YzzT1wank/pSLy+5i+yfb2f3lTh5YdXy7wWhBc9v5O/u6cc0FPst22rQndGq9XqIT/DyhuLKyEqfTSWKi9/tOYmIipaUHt7oT4Pnnn+fkk0/m6KOPpqhIO83FihXuofeBAwce0BLuK664gttuu41BgwYBsGvXLv7zn//w5ptvHnB75audaKOpqZqi4pUADBhwAnq9f/ce0uv1DL/5CSwDR5F+2pWtgc0f4ke1rhJqqixk2yf/12XPvW9gA+Csazio+vKfdq/8wqAn5viJB1UXuF+buHNnk3zbjcReeG5rgdLV77Kiq+j1eqbc2zoHwmlXUGT6jThILS0trFmzhpkzZ3qO6XQ6Zs6cybJlyw6q7ueff54zzjiDGTNmkJub2+H5Y8eOBaCkRPtLw74efvhhnn32Wb766ivOPvtszj77bL766iueeeYZHn64/S8nWiS4EV5UVWXnrq9QVRcx0YOIiQmMFPV6o5mMUy8nYkDbSc2RGSPoN/VMdH8EYc3VJeT/+kmb8zpjyPx/eD0OSu/8Et7moirq17mXIcceP/ag5+78mWXyJAx/TPYzZ6V3cLbwp4EnDeS871szI3/69w2e+1rZWKuza1k/dwu20nqf5wj/CIRdwefMmcPVV1/NJZdcwtChQ3n55ZcJCwvjrbfeAmDu3Lk89thjnvNNJhNjxoxhzJgxmM1mUlNTGTNmDAMGDPCc8+KLL3LRRRdxwQUXYLPZSExMJDExkeBg91yz/v378/e//53x48eTkZHBKaecwjvvvMPixYvZtGnTfrf9+uuv5+qrr+b+++/nq6++4quvvuL+++/nmmuu4YYbbjiwFwIZlhJ/Ula+gaqqHeh0BgYN2v/9o/wtfuSRxI88ks3vPUxLQx1V25ZhCo0geWLnVyOB+1v2kA/uY8cFjwOgtvj+iu1sduKwNhMcF9ruEEP+v91zmHRmIynXnNAt28bsTZioWOXDL9AFRwVj6WfBVmhj47fFbP2xFFVRcbW4fzPMYQaCY0KI6GfBXuegNreOlkb379+K59dxymvHkTFB8uWIVh9//DHx8fE88sgjJCUlsX79ek444QTKy92LMtLT072C55SUFNavX+95fNddd3HXXXfxyy+/MH36dABPYLF4sXcOqMsuu4y5c+ficDg49thjufXWWwkLC6OgoID58+fz6KOPHlDbTSaTZ1n6vtasWYOxE6teJbgRHk1NNezc6d4/KjNzOmFhCX5u0YEbes49bHn/ERRHM6VrFlK69geSJh1P0oTjOl1nc0G5537jlnyvsrrcGnZ8tJmSpQU0lf9pyMqgR282og8JQmfU01JeB0DCOVPRG/W4vNOmdAmlwT3PwhC9/9mXhf+c8t4pfHz8/3DaFZx27x4bR4MLR0M91oL2A9WvrvmBkWcPYvMnuzzH4oZEM/OBw4kfqj1XR/ReL774Ii+++GK7ZXsDlr3y8vLQ6bS3t+movLCwkGOOOeaA2tied999l+uvv5477rjD6/g111zD+++/f8D1SXAjAFCcLWze8gFOZxMRln5kpB/t7yZ1itEczLCz72bH/KdxNjeAqlC6cgH1Rbvof/I16PUH/isfOrgfkceOo27ROlBVmnPLqPp8CbtXb6elocX3hS4FpcmB0tS62ksfFkTCOZ3PkbO/DJFt99sSgcccauaBVcfz5T83s+GrYqL7hTD5vAzsDS7y11djtemwFtZjDDGQNCaeIacMoHhtGatedA9j7RvYAFTuqOGjCxegM+iY+cONsmLuUAqADMU93ZVXXslf/vIXli93J8ecPHky6enpvPPOOzz99NOe8/4cALVHghsBQPGvn2GzFWEyhTJy5AWdCgIChTk8ilGX/pP60lzyfvkAR10l9UW72TL3IQacej2hsakHXGfStSe7gxsg57ZXvMr0ZgMxQ+Pof/JgEg/rR8X6UlSXQkFFMI7SWhwVdTirbKguhdSrj+veDxy9HhSFxtXrKczOQWlowpzRj7hLz8UY63NJm/AjvV7P6Q+O5vQHR/+pZEC7q6WiMiM8wY0vqktl+39+YfjtM7qwpUJ0n5EjR7J27VoAz5yfyspKKisrGTmydV9CVd2/iK/nfoKJLlOzfTXVW5YDOoYPP5fg4Ch/N6lLhCdlMuK8+8lb/D+qt6/E1dzIzo+fZvjFD2AOjzqguvRGPbogE6rd3VOjMxsJjQ/hiEdmEDvce/gu7Hj3JOzmdpaCd7fQsaNpXLseAFeNexjMvmsPxY/OIf2ZAxsDF4EpODKY5AmJlKxxJ2s78emjsCSFE5YQgjnUyCtT3XtlVa3K82cz+xzZFfzgzJjRtYG4BDe9zJCHfOeysWxoO8mj0VpG0S/ulUWZGdOJjR7ksyvUZfY99qp0sFrcEaVdbtBIN9PSUX6zDt4AGqoKvB43KbXo/ghu7Llt9zLZlzG9dR5N4l/PoH7ZFiKmjyVs/BDCQ+xUApXV7V9rd2j/ecVafC8rPzVTe5XB7gYf86EmTqZqaxab5mVTvWQnTps7j47abCcxsQBjeDDW3Umadbs6SLirjvA9WVmt1c7PozN0X56brA/+5bOsuVw7E/QmkrXrjvN9/eyktZrX/lClvW3J0qr+Pssywtv/5Tr9tWMBMOl8T9xyVDeQECwTy0XfJAOyfZjL6WDHqvdQXC1Exg8kK7N3dGErDofXigBHtXs3XJ3BQL/TLiU0JbNT9VqOGEnyHecSNn5IVzSz28QOT2Dg7Sdw2PybSZ7dmksn+z8LuzzbsghcYcnagbvoBmoX30SnSc9NH6WqCrvWfEijtRRTUDiDJ56Prqlnx7pFP35CzcbWZFVhaYNIO/Ei+GO2f9yU44gcPMZfzfOLxBNGUzLfvbyy6tcdNJfVkXXy3X5uleguTocTg0mPq0UhND7U380Rwm969qeZ6LT8bd9TVbwZnd7AkMMuxhzcs1fX5H/9tldgA9BQsIvtrz7oyf2itmisbOqlQjPiyLzmGM/jhh2lbHn2Hv81SHSrn/+1BleLu9dy2AUjOzhbdKmu7rWR3puDIj03fVBJ9hIKd/wIwMBxZxEZ53vMv6ew7trY4TmWgdpzH3qrlLMOw1HXRPFH7v1eVGcLzVVlBMce+gnPonvlL2/dQ+jX+34iND6U+NGJjL/pMIKj9m/3ciF6Awlu+hBVVSjY8SMF274HIHXQMSSkH/z+Rv7kbG5k9ytPeB6HpQ0k6yx3Rk17TQV1uzagDw4mevRh6I3ak0p7s5JPvTN/mqNj/dQS0Z1mPjCJHx5YQVONHVezE1uBFVuBlT3f7iIoMhiH1Y6qqBiC5a2/q8lqqcAiv+F9hOpysX3Fu1SXbAag35BjSR/2Fz+36uCVf/sZrqbWFSGpx7fukhwUHU/CYceiym85akvrqprkGWf26DxGwrfMqSlc/eMZlGyoYNP3ZVRtraByczmqS8Ve27oDvatZdurscpLEL6DIO1wfoCoKpV98hLXEPcdmwJgzScw8zN/N6hKh6VnYNq3xPC5d/AX9TrxYMrPuY/21b3k9rt22hthxR/qpNeJQSB4TT9CwTMC959nmdzZgy6ujucadc6FsfZnsHC96NQluepjpxz6uWd640zuPSPHWnyhY/63ncf8ZlxCZMZLmP18INMdo5yhpjvNdFpGj/UbZHKu9P0mLxqpVo0aqjtgRRxAXOpidXz9PS5MN664N7Hojl5Hn3O/pnVBMGvl5NHL3ALTYw32W2VTfZQDBI2o1y7MsPhLkAPUu7f8Lo157Y6qjErM995fmVHiVhcQ1M/hMd9r+ut1VmCxmQhNb/wM+nfqyZt0HI+Ol//Nd9o7273ZHXA2+ky2ZbNrBrt1i6vTzLqkbqFle36I9HLq92HfeofAMh88ygNgg338cTvWPnznIzMirJ3mV/XTjN5SvKdasWxwYGZYKLBLc9HL7BjYAURm9bwVFcEQsI897gO1fzKGpuoSWhjqaaysIjdFOzNYXZR2RyLB7T2D5/d9RvDjHc/zkhVdiDu+7c5L6kt2fbZPARvR60nffizVbvb+xmy29dxKpXq8nafRMz2MJbNo69p7RnPPykQTHhnoFNgBbXlnup1aJQ8nZ7GT1v3/3dzN6J1kKHlCk56aXarE3sOPX1rkW/UYdT8LEY/3YokPAM89Ge6ipr1AUhddP/d7z2KixQqZ6U6nPMtF7GIIMmMJM2rvZC9ELSHDTCymuFnb88ibN1nLMoZEM/8tNBIVG4dT37g99c1jkH/dUFMXZp1cEKYrCUxM/R3W5v/oZTHrSJrgnTW14tu0397rdVYe0feLQa2lwULKsQAKb7iKrpQJK333376VUxUX20g9pqMrHYA5hyPSrCQqN8nezDonQmBTP/epda4gbMtmPrfGv+Tcv9QQ2YXHBXPP18ZRsqvbqyQEIjgulubIRgKotZcSOkMR+vUnJ8gLyF+2hbE0xjaWtk4+TJvejdEWhH1vW+8iE4sAiwU0voqoK2cs/obpgIzq9gUFHXkJopPYO0L3Jvkn68n7/mLrCbRiDwjBFxRE9YCxBETF+bN2hpThb3xWddhfzb15K/krvOVhhqREc97/z+fyoVwEoX5EvwU0v0lBaz293f4/S0rqCMig6mKTD+jHpniOZN+Nt/zVOiG4mwU2AOeyipzXLlYq2Xcqq4qK4YAW7t38JgE6nZ/CUi4mOGwT75OpSDNrDUqYm7a8JIeW+y/Ud5AQLqtUub0zxXXdwRQfDaT4urc3d5LlfsuIbxl7xZJuhKsX36mEAzDW+y0I1Xg+AqpBIzfLyyDqfZcWN2nt9DYqo0Cy/4eVR/PvUpVTmN2G3tbQJbAYcmci5z02mImen59i4w8z0t5QwfOPpmnVvtqb4LLM6tJew51W0l4TAzVUWonltSJr2jubmGN/L4+uCtTeR1B3EV+TChijNcnMHy/Zjo3wv595Q4vu1BpiRudNn2VdnfNjmmL2mmbyFu8lbuFuzXtEJMiwVUCS46eFUVeHXH/7mdaz/hLOISe19S773R+ygSVTtWtW2QEefmoNjNOu5/7sjeffOjWz4vhxVUYmID2L4MfHM/FvrlhvRqWGe+5ZE2XtICNE79J13+16qonST1+P4jAkk9O8d2Yc7I33qOTTXVdBQnut1PGXiSf5pkJ9d/NRoLv7Tsep9etlqiho89y1xEtwI0WnScxNQAiLPzWWXXYaqqpx22mkA/Pzzz+zZs4d169axbt06br31Vs+58fHxLFiwgJ07d7Jp0yaOOuqobi0LZKqqUpj7m+fxwKGnMnDy+X5skf/l/PKuV2ATlpDF8LPvI2nMDP81KoCVbKn13F/xXrbvE4UQogfxe89NRkYGV199NcuWLfM6ftttt/HFF1+0Of+JJ55g+fLlzJo1i4kTJ/LZZ5+RlZWF0+nslrJAVlu9G5u1EJ3eyOHT7sVsDkc7WXvv1myt8ppnM+aChzEGh6P28iXwB8PR0Po7/tsrOxh6bAqJg7XnCgkh2pLVUoHFrz03Op2ON954g5tuugm73b5f15xzzjm88sorAKxevZri4mKmTZvWbWV/ZjabsVgsXjd/cNht7Ng8H4DkfpMwm7X3OertHI02dn33MqCi0xsYc9G/MAb37ddkf0w8P4uYjNbX6eOblpO3utKPLRKih5IMxQHFr8HN7bffzpIlS1i7dm2bsieeeIKNGzfyv//9j6ysLABiYmIwmUyUlZV5zsvNzSU9Pb1bytpz3333YbVaPbeioqKDfh0OlOJqYdPat7E31xIcEkPWoOMPeRsCzZZ5j+Gody9tSp14EkazzB/ZH3q9ntMem+B5XFfSxLtX/E7FHqsfWyWEEAfHb8HNiBEjmD17No8++mibsosvvphhw4YxevRofvvtN77++ms/tLB9jz/+OBEREZ5bamrqIW9D9o5vqbcWYTKFMWrCFRiNffuDvGzrbyhO94CcKSyKxJHt97qJ9qWOiub+taeSMal12/em2r48wCnEgds7LNXVN9E5fptzc9RRR5GZmcmuXbsASEpK4rXXXiM5OdkzRATw4osv8tRTTxETE0N1dTVOp5PExERPT0tmZib5+fndUtYeh8OBw3Fwb/xTz/g/n2Vhm33nPgHIDtpBcYF7ftKAI87HkJzEvgN6wVW+5wm1hJo0624J056b0hLmuyy4SvuvUNF+anJuu0P7hP0UYo6meNEn2OoKcbY0MXbKjTQO9z2HRNFOy6K5TVVDivbrZdb+r2TnxjSfZRnDSzSvfXXie9qVH6R3LvO9ueJ5y672WZbTqJ0ocVSq758rLzxa89rqgijN8uC0Wp9lZ49q2zu8r9oW7Tw4QRqJnPQ6xWcZQLVD4w8HqGj0PXzaXKHdrpdnv69ZLkRf5beem1deeYWUlBSysrLIyspi+fLlXHPNNbz++uskJCR4zjvzzDMpKyujuroagE8++YTrrrsOgIkTJ5KamsrixYu7rSyQVNly2LPaPc8mdfhMopKH+rlFAULX+mtsrcmhJH859XWFNDdWsXrxv/3YMCFEnyFzbgKK31dL/VlQUBDffPMNQUFBKIpCZWUlp556qqf8nnvu4d1332Xnzp04HA4uuugiz6qm7igLFLUNBazL+R+q4iQ6dST9Rsk8m736DzmRPdtbhy71BjOKy9275nQ24WxuxNhBhlohhBC9R8AEN9OnT/fcnzRpks/zysvLOf749j/Yu6MsENTU57Eu5yMUpYXIpCEMOuJCdLqASFEUEPplHUVkTH9KCpZTWrDSE9jsVbNtJfHjjvFL24QQfYQk8QsoARPc9CW5m7/BVp2HwRRMREwmOr2B4NAYYlJat0xocTbRYK+i2VHH5vwvUFQnUWFpDDryEvSGDiaw9EGWyFQ2rtzQ5rjRGELsiCP80CIhRF+iQ3OKXqfrFJ0jwY0fFO36xXO/pnSb574pKJxhSceTEDWUtXs+pK6x0FMWE57FuP7n0WDsaAZs3xUdO4jKss0AJPY7jEEjzkCv11NrlmBQCCH6EhnbCCAt9no25s1n6baXaW7xzjNSXZ/Djxsfp6VZe2fkvmzo2Asx/LEsvqxwFaC9ikUIIbqMTCgOKNJzE4AaHe6VYSHpWdgrylCaGj1lW399neGn+142XTPE7LPM1EFcFFqu/ZfkMvvuJLUUai+Pb0jy3a6DVTG+tWcmNe4K8t9/CVBZ+vMjDLnrcc0Yp6PXRGv5e0i59rXOEI2y5mZK33mTlvJyQgYPIf7s89DrW79r5OQl+L4YOObH270eV6/OZdPfPkd1dn9A978pr/ss+8+2mZrXLqoY5rNsWspuzWsbErR7LetafL/go0ILNK9dYh2kWT4yrNBnWbVLe6l3g0u73akW3zkDHP0MmtdOWHK972td2td+ffQLmuVC9GQS3ASwpvycNseis8Ye+ob0IGGZA4kYMR7rlrUoDjv5H7xCv3Ou8QocAsGe/z2Lo9qdV6l+7WpcjQ2kXO47fwyA4nRS//NyXDVW6k5KBoOO7JcWY9tR2hrU6HVkXT6VnDd956kRQnQ92VsqsEhw08MkDD/S300IeMmnXkBTYS4tddU05OykcN6bpJ+jHTh0p4Jv3qWprIC0ky4hJLEfTWWFnsDGGBOLs7qKpu3byP3ng8TPPoeQoW17NxwlZZQ98jyqowWAdQvbPo8xIpgRD51K9Jh+EtwIIfo0CW56gLgZJ9KUv4fwYaMxmGRCcUf0ej0Db/w72a88gaOqnIbsbTistZgjog55W+p2b6ZuxzoAst+fQ1i/ATSVu4c4dEFBpN11H0XPP4OjuAhXvY3SuW+6LzQaMGf0I+HWK8BspPyJVzyBDWYT/HHfEGom4ZjBpJw2FstA7aEsIUQ3kqXgAUWCmwBntEQQM3U6uqOOdR8okN/2/ZV1zZ3sePxuAEoXfEz6udd4lSsOBwZT980FAij+4SOvxw2F2Z778bPPQa/Xk3bLHdStWEb1wm9RGhrchU4Xjuw8Cm96EExGaHEnlYy97kLCJo0mPaEAVVEwhfftfcWECCjy9hwwJLgJcE6bFUdlBUEJSf5uSo+j1xsJTupHc2khDbk7vcqKvngX69Z1oNMz/J6nuuX5a7evxdXkDlbSTr0CW/YmGgp2ozcFkTTtVIxjWrfPiJw8hcjJU1Cam2nak411+xoaV6x3F/4R2FhmHUPYpNEAGEO7NygTQoieTIKbAKczmTHHxfu7GT1W8snnk/PG/4GiULthBfaqchrzd9Nc8sfqGVXBumMjEUNGd/lzl/z8OQAmSzSRA0cSOXCkV3lTO9fog4MJGz4C89GDsf/laKwLfkYfHITlhKMxJyd2eRuFEF1DJhQHFgluAljkuMkknnw2ugBb6dOTBCcmozMYUV1OSr79qN1zSn/8gvBBw9Hru+7PoWTVd7ia6gFInnFmp+oIykwl/vqLuqxNQgjRV0hwE2DCjzgcy+GTMGeko9PpcGePac1dom/RDnTMvlNmEJnr0n7uNb5zeQBYJ6f5LNO1aOdXWfme79w8HRl16xzNcmcH3250JhOqq3UjVFNsAmGZA2kuLaS5KB+ntYbt/76bUbe1fR693Xe9vnLgNFeVUbb6ewCCk9MIGz6C9l55S55Gm7O1syoXF/XTLPeXW4f9qFn+8e4an2VfVo7TvDbE0KJZbtb73ux2Uc0IzWv1Ou3fX4NGuV3R/r+KMrXXR9eqoCHKZ9mx/Xb6LAN4euzHmuXiEJIJxQFFgpsAEzZuNEGZGf5uRq8y+K5/0VRSiCk6xmt38IrF39FclO957KirxhwZc9DPV/jNe577KadccND1CSGEODAy3hFgrD//6u8m9Eohyf28AhuA2CkzCIptncdSvWXFQT+PLXsr9vIi93P2y/SqXwjRe+2dc9PVtwN1ww03kJOTQ1NTE8uXL2fSpEk+zx0+fDjz5s0jJycHVVW55ZZbOlVnUFAQL7zwApWVldhsNubNm0dCgn9TU0hwE2BMybIq6lDRm80MvuQezNHuCdsVK36gesuqg6oz/7M3PPfTL7zhoOoSQvQgAbC31DnnnMOcOXN4+OGHGT9+PBs2bGDhwoXEx7e/KCU0NJQ9e/Zw7733UlJS0uk6n3nmGU455RTOPvtspk2bRkpKCp9++umBNb6LSXATYKJOOM7fTehz4sYd7blf9P2H1Bdo73HkS/WGZZ77IcnpXTpBWXQtVVUpXlHEbw/8wo5Pt/u7OZ2iqjIho6+wWCxeN7O5/VQQt99+O6+//jpvv/0227Zt47rrrqOxsZErrrii3fNXr17N3XffzUcffYTd3v4Ew47qjIiI4Morr+T222/n559/Zu3atVx++eVMnTqVyZMnd80L0Any7htg9EGSgfhQix0zFeueLdTnuj/kcua9BDod4WmDyJx93X7XU/bbNwDojCbSz/Tfdg+ifTs+3c6KJ5cCYAo10dLonqCcs3APK55cymkfnkb0gGh/NnG/lG6uZtdPhez+ucjfTRH76M6l4EVF3v/XDz30EA8//LDXMZPJxIQJE3j88cc9x1RVZdGiRUyZMqVTz78/dU6YMAGz2cyiRYs85+zYsYO8vDymTJnCihUHP9zfGRLcCAFknXEN2994hBZbrfuAqlKfr71SZV+F376P0uzevT39zKswhoRpbUYuDrHC3/M9gQ3gCWz29e1V3zLs7GGMvXYsekPgdWrXVzSxeM4Gti/I7/hk0aukpqZis9k8j9vrZYmLi8NoNFJWVuZ1vKysjKFDh7Y5f3/sT51JSUnY7Xbq6uranJOU5L9pFhLcCPEHc1R8a3AD6PQGzfOdzc0UffMOAPU52z3XhKcP6rY2is5Z8s+2G4nO/vJczBFmlj++hJyFe2hpaGHj2xuxpFkYdEpg/B9WZdfx9uw/7ZKqg8HH9mPg9FS+vd8/34pFO7pxKbjNZvMKbkTHJLgJMDqXTrPcHq391+MM8319SKX2t1ElUbtL3lznO4+IuUz7D+/w87W3OKgZ5LttHaTQIWq39glNcb7rdu2ToiTjzGtx1FTQWJpH8ff/Q1VcNIc205C9E2N4BCHpmV7X7nnycZwN3j93+KARqH/8VTXHa/9fma2+/6/0HbxJOkN75nyLoeYyn2U/dJDHpsYRqlmu4Pv1PPyuySz+22KvY99f/y2zP5vNtH8eTc7CPZ7jS/65hCX/XOJ17tsaz3vH+nM029VRLpoTF9/U7nHrrgrevqqd7d9V2PlDITt/0M5LJfqWyspKnE4niYneKzQTExMpLS3ttjpLS0sJCgoiMjLSq/fmYJ63KwRe36sQfqLX6wmOTSQoMtZzbPe/7qfkf29T8MZznmOKoqAoCi5Ha9ewPigYc3QcqZLXJiBlHZfFZSsv45Jll3DM48cAYCuyUbm1sluft2qP9YCvseVWs/LOL/j9qv91Q4tEt/HzaqmWlhbWrFnDzJkzPcd0Oh0zZ85k2bJlGlceXJ1r1qzB4XB4nTN48GAyMjI6/bxdQXpuAoy9qIig1FR/N6NPK1n8RduDej0uu538l5+mpdr7AzH9vGsJzxxyiFonDobeoCdzZibp09LJX5zPjvk7iBse123P9+lfDyxv1aanf6bgy83d1BrR282ZM4e5c+eyevVqVq5cya233kpYWBhvvfUWAHPnzqWoqIj7778fcE8YHj58OABms5nU1FTGjBlDfX092dnZ+1Wn1WrlzTffZM6cOVRXV2O1Wnn++edZunSp3yYTgwQ3Aafqk/kk33yj7CflR0HR8TSXe3f5G8MjqPppQZvAJmLoWAlsAtDujzbQUGJj6GUTCIoKaVMelujeO2PXV7swhnTf22BLs/aWJwCu5hYMwSbqdlZ4AhtDiIkRt05j4+OLOrhaBIpA2Djz448/Jj4+nkceeYSkpCTWr1/PCSecQHl5OQDp6ekoSuswfkpKCuvXr/c8vuuuu7jrrrv45ZdfmD59+n7VCXDbbbehKArz588nKCiIhQsXcsMN/s3zJcFNgLHn5dGwbh3hEyb4uyl9Vli/AdTtWOeeYNxkRbXbcVprqV3VutrGGBVN/0tuwxga7seWivbkfLmVjc+5/6+Kft7D4U+cQMRoi9c5Y68dS9mGMqp3VLPt420H9XxNtXZCotpP4aB0NGEM+P6k19CbDLiaWuccTXv/YoJjwyS46UkCZG+pF198kRdffLHdsr0By155eXnodNrzPDuqE9yrt2688UZuvPHGA2tsN5LugQBU8+13kqDLj+p2rAPAUVuBuu+SS2frhGqnzSqBTQBqKLGy7snWicPNlQ38dtMXZC/IRlVa/6aCLEGc/NbJ9Jt68BuQvnLsV3x2y+98cdsSFj68ig3zsmlpcv+uTLtzTIfXq07FE9gkHpnF1NfPJTjWx66sQoj9Ij03AchZXU3Dhg2Ejx3r76b0SQlHzCLn4xcA0BmNqE4n6PWg04FLQWcwEDPjBD+3UuxLaXFRl1fHqkdaezrG3HYkJb/lUr66kN8e/I1Vz67CkmJBVVRMYSaiB0ZjCNJe7r9fz+1U2LO42PN482c5rHxzG+e/M5NRp/fn+4dWa14fPzkDY6iJrHPHEzVM9iLrqXSqiq6Lv5R2dX19iQ7ZVP2gWCwWrFYrERERhyQPQcaL/6dZrovwvZxWbdKOZVMWaXfkhec1+CxrTmg7r2Ff9Snaz92Q4rtM10HPfvJSh2Z57aD2U5UDOH00e/PTt3vuB2f2J7hfOrHHnYje2PpzKB18LgZXaZe3WLTKOviz7GCtuBLpe9l+3mX3atfdjV7fcaTPskhDo+a15wxc29XNET3coX7/1WrDtBtfoKFZ+73oQIUFm1n8wo1+/fl6Kum5EaIDzbl7aM7dg9LUSOKZ5/m7OUKIQBQgc26EmwQ3PYw9x5163RARjjE2xs+t6blsxdk0luWjCw8mYvA4jMHBXuVDr3+Y4kXzaLZV4Sh1Dzn01B5iR2kFtR8tQG1xEnHSNH83p1NKcpv93QQhRA8iwU0PU/rU8577xrgYUh66d79muwtQnA4KFs+jdvd6VFfrsE3xD5+gM5owR8VhyRpK1IjDCI5NJP3Uy7HHwK6/uYeoTLHdlw/lYDitVpSGRszJbfdxcVbUUHL/M/DH8s/mzfu/X1agqK918sTV2f5uhhCaAmEpuGglwU0P5qysxrZ4CRHH+J7HINwqNy+l6PfPUJXWvCM6vQFVUQAV1dmCvbIEe2UJlat+breOsIGDD1Fr91/V519h/dm9OsiUlEjKPXeg3ydHUs2879yBjV6HLigItann9YB88VoZJTltNwoUIqDIsFRAkeCmh0m48SqChwyi9ssFWH/4hdovvsWUnETwoP6S+M+H/J8/pnrbcs/jiIzhpB51JkERMTiCFBoL92DL3kx9/k4c1RVeAdC+zCkHv2y4KzkbGrH+0poBt6W0jKqP5xF7zlkoikJLfgnNm9w9NUEDMki44woKb/4nqkN7D6dAM+6YCL54zfeeVEII8WcS3PQwIcPc2XCjTp2Fo6CI5u27KH/uVQwRFsKPPoKos45EZzj45a29xZaNH1JdtgEAY1gkg864iaCI1rlKer2e8PSBhKcP9BxzWGtoKM6l6Jt3PcfiTz/bq0fE3xSnk+L/e8Y9EUinw5zWD0d+AfXLVlK/bGWb8y0nHo0+2EzSIzdTcu/Tfmhx58mwq+gJZFgqsEhw00Pp9Hrir7qYsudew5FfiMtqo+7rhTgK84j/67nog9vPmNrbNBXksmnd9zTb6zAagomI7EdkVBYNDeUUFyzHbq8FIDg2hcFn34pe3/GvvDkiGnNENPU526jb6s5RUvHlfOo3riPhtLMxx8V354+0XyrmvoerpgaA6FNOJOKoqZQ8/xKOfO9tI3RBZiJPn0nYuD/2j0nyf9sP1LBJ4Uw9JZolX9X4uylCiB5CgpseJu+vd2mWN63fTunDL9HvbxdhSojyKmsxan8NKDrOpFme+LvvjLzGRu266wZpl5tsvr+dG5raHrPu2kzp95/gbPDO/VBXm0NB3m9exyLiBzBs2rXoq/WAd9KcmsG+e2OSz7wAc7CFirU/g6LQtGc3ec88Tr9jzydm2CSCrNo/U0iF71wzAPUpvl/vmhG+r3OUldG40b0HUfjIMcRNmgnNkHH17TibGrEX5OEK12Hul4YxLNR9Ua1mUw6Zz0rH+SybHJPrs+wvj6Wy5KuvuqFFQnQRmXMTUAKnn110CUNUOI7CCvZc/wxNOwv83ZxuUfbLVxR+9l9PYGMwBWOJTic4PN7TM6PT6QkOjWHQ+HMZMf36Tg8pJU89haGXP0jMiCno9O7hvqKfP0FxuJN12cpyqNi9EsXZtcm7tJS+8hrgzp6cOPtCrzJjSChhg4cROmRIa2AjhBB9jPTc9DJx58+g7OUvAWhYs5OQwWl+blHXql77O1Ur3auZDCGhpJx4PhmuoZrXdLwvszZzeCT9ZpxN7Jgj2fXB/6G6nBQv/RKlpo7awi0A5C2bx6CZVxKZ0r07hNtWr8FVWwtAwmnneGVMFkL4j8y5CSzyztjLmJNaJ8uaEntXkj/F6aT0py8AMIZHMvCav7k/3HcebPiyf0JikwnrN5CGwt1Ub1rqVaYqLnYuep20iaeSNPzobmtD3U8/AWCMjCZi7MRue55DSXE42fri76zdnkdlTj2W+GAuf/sIIhO1t/QQIqDIsFRAkWGpXiZ0ZBaRx44HoOL9RTTnlvq5RV2ncvki+GOZduZFt/il1yJj1mXoza3ZjIMi4hlx6p3uIStVpWDVF6x65y7Ktv3eLc/fUl4BgGXM+G6p3x8Wnf4m+Z9vonS7FaddoaawkbevWObvZgkhejAJbnqZmm+Wk3DZCZjTEnDV1pN3x8vs+euzVH36K46iij+S1vVM1u3rAQiKS8IcEeWXNhiDQxl+5UOkTJvNgKMvZuRpdxManczwk28jOPKPHZ1VhcK133ZPA1zu4C5kQOAlFOwKWYfFAlCd38CKD3L83BohDszeoamuuonOk2GpXqb8vwtoqawj7YGLKXvjW+pXbqeltJrK93+E93/EGBdF2JRRhB02gqAB/XpMDpEWWx2O6nIAIoaO9Wtb9EYzcaOneq2WCo1OZtTpd7Ply6dprCnGYOrepfh6Y8/MZdRUUU/tlhIaiuqoz62msdiKs8E9GduSEMxlbx7Bcyf/RFVeA98+vpn08TEkD430c6uFED2NBDe9UM2XS2kprSbh6pNp3JqLUt/s2fXRWVlL3Ve/UffVb5jTEok85SjCjxgd0In/FKeDnHfmuB/o9cROPMav7dHibGldt64ozv3Kq7Nf9dbUUPXpZ57HhvCe+YH/81lv+SyzlTfTUGPnktcP59kTf0Jxqix8aiuXvTHlELZQiE5S1a7fXben7tYbACS46WXG3DOdjU/9Qv3K7dSv3K55rqOgjIqX5mGd9x39ThxB5tkTMYaYfZ6fbU7wWZb0ve/rAFzx2kul08ZWtnvcWd/M8kvfw/XHsu/Y08/A0c/EvjPtKkK1A7OgKt9lzjDNSwkp16i31nsis6Io6P4Y9WtpsuKqt2EK9h2EGFp8v3GFlLp71JpKCyle8D/s5cWeMnNMAvq0GJwasw3NtT2jR+7PXjn3d65ecDKx/SOp2FlLzopK/jXlO8ad35pB2mjWcdFDAznizASvnserh3TPPCchRM8jwU0vk3HycCKyYvjtuvkAGIKNuJrdyeRC06JImjGEuq2lVK3JB8X94Wgvryf77RVkv7uSjHMm0v/Kqej0/v9wrN9Twfpb/4er0R0YRc6YQeQRR/i5Vb5tXf5f7I3uLLo6nZ4d2z6jqbESVVUICo4iIWEkTc01VJZvQVGchKcOIvOIszEY3YFhs7WSFns9YdH9UBQDJd98SN3WNa1PYDAQMXg0KSeeT2/dRtJa0gjArH8dxsdX/UJznQNHfQsrXt/mOeevLw4jKjGI0j1NJGSEYDD6/3dVCFkKHlgkuOmFokckcfhTJ7P8zq9xNTtJmJxO1fpiGgtqKfhiI4OuOoJht0+n4PONFHy2AcXxRw+ESyXvw1WU/bSDwbfMIO7wLL/9DAXzVrPntV89AVjMyacQdcwxfmvP/rDVtiZNVFWF6qodnsfNzTXU1XpPkK3OWUttwRb6jT+RwjVfo7j2bmipwxASgqvJ/UGvNwURO2UmsZNn7JOMsPe+6+UuKyVzShJ/XXw6T4/9uE35s1dv9dxPygrhqqeHkDHCd/ZsIQ4JWQoeUGS1VC+VMDmDcX8/FoDyFfmknzKc8KxYWmqb2PrUj6y98zMctU3ETspoc21zmZWN93/Otn9/j6Ounb0PupF1ewnLz3+NPa8sBkVFZ9STePU1AR/YAJiDLa0PdDrMQRFERfcnJnYwQUGRgA6d3ogloh8xsYMAUJx28ld+tk9gA6B6Apuw/kMZfOs/iZ9ybEBt3NkdTKHu71p7fm0dgrviq1mEJ4ZgDm/9HhYUaiDEYsBo0lGa08S/Zq/n9Tt2tKlPCNF3Sc9NL9bvL4MpX5FP0Q87yZm3kbgpWUSNSaH0hx00FtXRWFTnOTc40ULijKEkzxrB7ld/o3JJNiXfbaHkuy2knjGG9LMnAr7n3BwIV30D1m9/o6WkgrDJowkZP4ySbzZS/ssOatcXeCbRhabHMOapsynL7xnLnscceQOF2b8RHT+IyLj+mBq0kwvmO7ez59d3URUFY4iFIcddizksmvyVn9HYXEXspKOJGDLmELXe/0Kjg6hrdFK4pgJFUdDr9USnWbh24SkADAku8pyr0+mwVbfw/sPZrPmukpVfV/ir2UIAoFPwzLnryjpF50hw04vpdDrG3jsDY6iJvK+2UrnMPSwSlhXDwNPH4Ky3ozQ7CcuMIWn6YFy4J+aO/uepbPzHl1QuyQag6LMNFH22Ab0ljOBh/VEdLZhSE7EcdwTG6Ij9bo/S2Iztl5XYflyGq7IWgKa1W9ucpzPoGXrfLBKO+WNbhfyDeBEOIaM5lMxhx+/3+TEZo4m68Emc9gbMIa29Pv2PPJ+GpL43j6T/tGTWfbCbip11PH/EZ8QNjCQ40kzCsCjGnTMQXYb3a2KJMXHds0PJ3WTjyxfy2fSL7BouhHCT4KaXM5gNjLnzGPrPHs22uWso/zWbhpxqsv+7nPFPnErksKTWk/f5llC3ubhNXYqtgcaVmwD37uPW734nZPRgIk6aBgxq9/lVVaU6fyMlD/+EY0+hZlvNsWFEjupH1pVHEpIcdaA/ao+k1+u9Apu+7Jg7x1KTV0/uklKczS5KN1cDkLuklJVvbOeTZDN/fWk46cO959dkjrJw6aODuPPIlf5othBuMucmoEhw08t8edSLPsvOWnIdDaWT+P22b7Dl17Liho9IP34w5nAzwbGhqE3N6HQ6nM1OWvaZazPrrVNRnAoFq8qxVzdhK6ilfFUhuFw0rdtG07pt1KXFkHz6RKIOG4A+2ETDrlLqtxVTvWwXjbvLvNoRNmUiDctWex0b/sn96M3uX8dGoLGhtSx+pPaQQ+nuOM1yU53vuSqWPM1LQaMDpS5L+8/HbNNeom6P9F253ql5KcEV2j07WtdnvPWE5rV5l9+r/eTdJMpk5/JXJlGxx8avr++ibJcNe30L1rJmFKdKdYmDJy/cxL9Wz2xz7bxnJZuxEKKVBDd9TFiShRmvn8HS+xZSsbaY/O92dnjNgsu/9Nyf8uQsxtx2JAC1uyrZ/t/VFP+eS3NBNTnPf99+BXodYZPG4bTaCBk+iNr5rVsThIwdSexFZ6LXTpMj+pD4/hZmP+69d9aqj3L5+tFNOBpdOJqdmIO937qcGjmDhDgUZCl4YJHgpg8yhQdx9HOnUPxbLrU7K1FaXDRVNhISbsRaUEfJqiKvIap9LbtnAeknDGbc3dOIGhTH4Y+fgL2miU2f51L9+w7qt5d4zo2aMhBzdBgtNY00FJfjyCvEvm2Xpzxk9DDir70InV4P1HfzTy16skFHt05mr69yEJPq/dYVlx56qJskhDfJUBxQJLjpo3Q6HalHZ5F6dGsum2V3f0PJiqJ2zzeFmWhpcC9Xzv9uJ/nf7SR1en/SZw0hNNFCwoljSTpjIuXfbaDgzcUEJUdTv7UYZ12jzzaEHT7hj8BGCG1RyaEYjDpcTpUVnxQx61bvOV4ZY3rmdhRCiO4hwY0AQHEqFC1xJ6ELT7VQX+Te7sAcEcTZCy9Ep9PR6DKT8+VW1j25GICin/dQ9POedutrzHbPs9GZjaiOdiaAGAwED/JfkkDR88Smh1K+p4Htv1a2CW4aarS39xCiu8mwVGCRr80CgJKlrTNrU6emee7vDWz2yjp1OKcvvoaJD8wk/cQhmCztT5YxRYUy/KkLmDTv5jZl+tAQ0l98DEOErBIS+2/QEbEAVOQ1tCkLi5ZJW0KIVtJz08e1NDjYPW8zO95bB8CgM4bisLm/BcePSfQKbPbSGw2kHz+Y9OMHoyoqLoeT4rpwVKcLY3gwOoN3zBw2OJmGne65OObMNGIvPbvdeoXQMvCwaJa8l09Lc9sJYVHJwX5okRD7kKXgAUWCmz7GmldDY2k9ttwaKtYXU76qCGeTey5NzLBYogZEs+qpZQAMO39kh/Xp9DqMwSaMziCf5wz951nkfF1M6JgRGCyyB5DoHIPpj6C5nTf8+MwOtncXQvQpEtz0IfOmvqJZXr2tiuptyzyPf733R6/ya1df5PPaYEOLzzIiYchfo4G2iQH3Wl+a6rNM18HAc3By22GKfTXF+x59bdmm/aFoqvNd1lEumpawDnLRaOzO0NLBZ3VHadkb0nyfYNkUmEM4D476SrN89gPujNV6gw5DOxHO/N1jydnayKKPqvn1y2oabZK7Xhw6MucmsMicGyFEj+BockeDOo13razhoVz9cD/eWDqS6/+V5vtEIbra3qXgXX0TnSLBjRCiR0gf6V7u7WpR2bGsSvPcoBA9x54by/zdY3nl1+GHonlCiAAiwY0QokcYMCmakAj3SPqrV67luQtW0mjteAl4fEpgDsOJ3mXvsFRX30TnSHAjhOgxbnh7AgaTey5T7vo6HjzyV7b/XunnVgkhAo0EN0KIHiN1aASPr5rBMZdnoNODy6ny+rXr2Pxjub+bJvo6tZtuolMkuBFC9ChGs55T7xrMnZ9PwRikR1XhrZs3sOL72nbPdznlE0KIvkaCGyFEj5Q8MJy7Pj/cE+A8dVMuTfVt1+ev+lFjPb8QXUTm3AQWyXMj9turE9/zWXbH+nM0r613ak/qHJ9U6LPMqJUQBqgN094Rur7F93PvKdS+Vu/wnavG1cEbj6mDjc4NzRqFHaRoUTr4yw0t9P29paNrBz8yR7N85wO3a1fQTfTtJPdJzAzhvq8m8+jxy1Bc8Pn/Gjn2sn5e51Q2Nh2qJgohAoQEN0KIHi02LRRzqAF7g4u6irarpyoLtKJIIbqIorpvXV2n6BQZlhJC9HjqHx8Ce1dS7au+WiN7thBdJUAmFN9www3k5OTQ1NTE8uXLmTRpkub5Z511Ftu2baOpqYmNGzcya9Ys7x9LVdu93XnnnZ5zcnJy2pTfc889B974LhQQwc1ll12GqqqcdtppAMTHx7NgwQJ27tzJpk2bOOqoozznHuoyIUTgM5rdb2WV+W17aU68If1QN0cIvzjnnHOYM2cODz/8MOPHj2fDhg0sXLiQ+Pj4ds+fMmUKH374IW+++Sbjxo3j888/5/PPP2fEiBGec5KSkrxul19+OYqiMH/+fK+6/vGPf3id9/zzz3frz9oRvwc3GRkZXH311Sxb1rqn0RNPPMHy5csZPHgwl19+OR988AFGo9EvZUKIwJcx2p29ePWCCnYsr/Eqs8RIEj/R/XR0w4TiA2zD7bffzuuvv87bb7/Ntm3buO6662hsbOSKK65o9/xbbrmF7777jqeeeort27fzwAMPsHbtWm688UbPOWVlZV630047jZ9//pmcnByvumw2m9d5jY2NB9j6ruXX4Ean0/HGG29w0003YbfbPcfPOeccXnnFvcnj6tWrKS4uZtq0aX4p+zOz2YzFYvG6CSH868InhmMO1oMKr9++3d/NEaJL/fkzx2xuG7CbTCYmTJjAokWLPMdUVWXRokVMmTKl3XqnTJnidT7AwoULfZ6fkJDASSedxJtvvtmm7N5776WyspK1a9dy5513YjAYDuRH7HJ+DW5uv/12lixZwtq1az3HYmJiMJlMlJWVeY7l5uaSnp5+yMvac99992G1Wj23oqKiLnkthBCdFx5j5oqn3LuG11e34HTKjuDiEOvGjTOLioq8Pnfuu+++Nk8fFxeH0Wj0+iwDd89LUlJSu01OSko6oPMvvfRSbDYbn376qdfx5557jvPOO4/p06fz6quvcv/99/Pvf/97v1+67uC3sZcRI0Ywe/Zsjj76aH81oVMef/xx5sxpXSprsVgkwAGeHvuxZvnpv9+gWb52e4bPsn7p2pskHhafp1n+n3Ef+SxLf+NJzWu1/kQMjdqdxvoO5rEaNMo7WP3ecX+1RrnawReqjsoz3nncZ9mEAfma13469WXtyjXYFZPXY0VR+OWNHEp32jjzoZE0FFkB967hcUHec2/W5LXuEF5d6eLyM8spzHPSL8PIEy/GctHJ3m/wQgSS1NRUbDab5/G+Ix2H0hVXXMH777/f5vmfeeYZz/1NmzbhcDh49dVXue+++3A4Ot7/rTv4Lbg56qijyMzMZNeuXYA7gnzttdd48MEHcTqdJCYmeiLKzMxM8vPzqa6uPqRl7XE4HH77zxJCuIOa397O46fXsmm2uZP2bfulgiNOjALcX3YVRUGvb79jOibOwMvvx3Pd+e4A55JTJbARB687ku7trc9ms3kFN+2prKz0fJbtKzExkdLS0navKS0t3e/zjzzySIYOHcq5557bYbtXrFiByWQiMzOTnTt3dnh+d/DbsNQrr7xCSkoKWVlZZGVlsXz5cq655hpeeeUVPvnkE6677joAJk6cSGpqKosXLwY45GVCiMCw4dsSXr54BX8fv4hvn97hCWwAHE0ufpn/Rw+fCnefvFWzrpQ0I3O/SOTwo4NRZARLdAU/LwVvaWlhzZo1zJw503NMp9Mxc+ZMrwU7+1q2bJnX+QDHHXdcu+dfeeWVrF69mo0bN3bYlrFjx+JyuSgv99+ebwG5JOiee+7h3XffZefOnTgcDi666CKcTqdfyoQQgeGDuzZ4PU4aHM4ZD45AcSq8eukqr7LCXR0n7ouONfDoszGcNKUEe7MkSxM935w5c5g7dy6rV69m5cqV3HrrrYSFhfHWW28BMHfuXIqKirj//vsBePbZZ1m8eDG3334733zzDeeddx4TJ07kmmuu8arXYrFw9tlnc8cdd7R5zsMPP5zJkyfz888/Y7PZmDJlCs888wzvvfcetbW13f4z+xIwwc306dM998vLyzn++OPbPe9QlwkhAocl3szwYxI45ur+xKS2bp0x+58jmP+PLZ7HU06M3q/6omMMnHJWKPPea+jytoq+Raeq6NSuDZIPtL6PP/6Y+Ph4HnnkEZKSkli/fj0nnHCCpwclPT0dZZ+uymXLlnHBBRfw6KOP8thjj7Fr1y5OP/10tmzZ4lXveeedh06n48MPP2zznHa7nfPOO4+HHnqIoKAgcnJyeOaZZ7zmpvpDwAQ3Qgih5W+/HENEfHC7ZYedmUaQtZbsjQ3c8lx/n/Nt2nPR1RYJbkSv8eKLL/Liiy+2W7ZvJ8Je8+bNY968eZp1vv7667z++uvtlq1bt87n0nF/kuBGCNEj+Aps9jr1muRO1ZuWaer4JCE6otDhhredqlN0it8zFAshhBBCdCXpuRGHxOdHvtTpa7Uzp8DSTtcM+Vdpb+52+ELf5aU72t+vZS9nWAd5cAp8lxsOciNrVeNri9JBR4Vi0h7n11f53s5gvamf5rX3bJjtuf/x9b+Ts7SMyJRQrlswi8HB7S9X3auygzn+zarvH+ytSu394rbn/4zNqvD3u+tY+G0zOh18/GUso8a4f9ah6SXaTy76vECYcyNaSc+NEMIv4ge594NqrPFPQrI/s0ToeealKE44KRhVhUcftKLKh4vYXwGyK7hwk+BGCOEXqWNiAGhpcnmt4PAnvV7H/Q9FEBKiY8PaFlYslYSdQvREEtwIIfwifVLrsF5Vtnb21UMpIdHAX050T15etUKCG7GfunFvKXHgJLgRQvhFcIQZncE97yj7d+35NodaeoZ7g63y0o42+RJCBCIJboQQfhOZ4k7Et/7jPX5uiTfXHzGN3tDRDqVCuO3dW6qrb6JzJLgRogOqolK/vRhnQ2BMfO1Njrh2GAB1xY2U5Tb6uTWtGurdnyoF+bINixA9kSwFF0LD8uOf7PS1A57UTj/emOS7zFynXbexgzhAaym4atC+VufS7q1QIjSGaup8LxMHUFTvukecnMl3D61BcapsWFjGGden+Lw2LaRKs+4KV4TPsumR2htp+lrqvfQ3hywDF/unO+bIyJybTpPgRgjhV6ExQdSXN7N7g2yBIHouneK+dXWdonNkWEoI4VdRaeEAFO0+yMyFQgjxBwluhBB+lTTcvYN3TXmLn1sixEGQpeABRYIbIYRf7c13Y29ScDqlH14IcfAkuBFC+FXapATP/V3rZd6N6KFk+4WAIsGNEMKvzCFGDGb3W9Han2r92xghRK8gwY0Qwu+i092Tihe+W4HTIUNToufZuyt4V99E58hScCG6SfY9t2uWD//8QZ9ljfVBmteGbA3uVJsAlA7+6rVy5LhP8F1kaNS+eGVlRrvHM+89g8qr5uJoVvjv/bu5+5nUNueE6bWTKCYZizTLhehWkucmoEjPjRDC78Iy4zjiLxYAfv7SSnGebFgphOg8CW6EEAHh3v+kYDLrUFV4+JoCfzdHiAOjAkoX36TjptMkuBFCBARzsJ7L73YvC8/b5eDnLzvYg0IIIXyQ4EYIETDOvCKW+BT3pKDn/laKosjkYtEzyITiwCLBjRAioPz9xX4ANDUoPP+PMj+3RgjRE0lwI4QIKEPGhDDh6DAAvvuolqoy2ZZB9AAq3bD9gr9/qJ5LghshRMC5//kUDEZQFXjiZlniLXoA2VsqoEieGyH8ZEbaLp9l3+cO0by2cYhOszwoz3eeHEeU9jwWvUO7bly+y51RTs1LFx/7tO8yH8c3rWrihP7btNvUgfV5/Q7qeiFEzyLBjRBCCHGw9i7f7uo6RafIsJQQQgghehXpuRFCCCEOUncs3Zal4J0nPTdCCCGE6FWk50YIIYQ4WLJxZkCRnhshhBBC9CrScyOEn7ww4QOfZYcvvEfz2poO6m5K9f29Rddk0L64g5XgIWW+69YqAzA+5V4K7rTZsP7+Ow0bN9JSWeH1DfX8y8K45+HoNteOzSjUbpiGg7lWiP0iPTcBRYIbIcQh0VhVRPkHv9C4cwdKfX2b8sRkA9feYuHM88P90DohDpIENwFFghshRLdQFAVbwTYqtvxOQ2kOitPhfYJejykhgfBx44mcOpXPL37ZPw0VQvQ6EtwIIbqM4nRStWM51TtW0VRdjKq4vMp1ZjNBGRlETjmCkJEj0etl2p/oJSSJX0CR4EYIcVCcjfVUL1+MbesGWmqq+PNuf4agUCL6DSF+9DScU9P800ghRJ8iwY0Q4oDZK8qoWvYTDbu342qwtSk3h0cTmTWKhNHTMYdFeo7XyTbHopeSJH6BRYIbIcQByX1jDs0lf1p9pNMTlJBEbOYE4kdMRW80+6dxQgiBBDdCiANQ8cknnsBGZzQRkppO1IQjCB82Br1eT0iZnxsohL/IaqmAIsGNEAFoaLR2lLDGrj13ZceVvvPkZLz6b81rXT5yezZt24Ft+XIAQtL7k37ZjV7lKqB2kELHFeJ7huTFGy7Xvph/dlAuhB8pqvvW1XWKTpGlCkL0MdUffYGzpu6ArlEcDipenwuAPiiYfhdd1x1NE0KILiHBjRB9jO2nJVS/N/+Arql49S1UhztPTb8Lr0FvlE5fIbzsHZbq6pvoFAluhOhlGncWdXhO0+btNG3duV/1NaxZR/OOXQCETz2ckH6ZB9M8IYTodhLcCNFDNJQ3oDi1s3pVfLaM7Dv/q3lO+NRJAFS+/j6OolLNcxWHg8p3PwJAHxlB9LlnHkCLhehLuqPX5sB7bm644QZycnJoampi+fLlTJo0SfP8s846i23bttHU1MTGjRuZNWuWV/lbb72FqqpetwULFnidEx0dzXvvvUddXR01NTW88cYbhIWFHXDbu5IEN0L0AJ/O/pRPTv6Ed454h5/u/onq79biqPCeN2NdtYvStxZ1uPFlzPmnE9Q/A6WxiZJH5tC8O8fnuRVvvgtOJwCJN14jGYWFCGDnnHMOc+bM4eGHH2b8+PFs2LCBhQsXEh8f3+75U6ZM4cMPP+TNN99k3LhxfP7553z++eeMGDHC67wFCxaQlJTkuZ1//vle5e+//z4jRozguOOO4+STT+boo4/mtdde67afc3/IO5UQAcrlcNFQ1kBzbTPWAqvneP4v+RS99A07rnyOnX99mdK5P1K/IYeiF74GQB+snWNGZzIRf+PlGKLdyfXK/u9l6pesavdc++49AISMG405OakrfiwheqdunHNjsVi8bmZz+3/jt99+O6+//jpvv/0227Zt47rrrqOxsZErrrii3fNvueUWvvvuO5566im2b9/OAw88wNq1a7nxRu+VkHa7nbKyMs+ttrbWUzZ06FBmzZrFVVddxcqVK1myZAk33XQT5513HsnJyV3z2naCBDdCBKD5Z8znvWnv8ckpn/C/v/zPc/zwuw9n3LXjCB3aD/Q67AWVVMxfSs4/3sNZU09QWhzD3rm9w/oNYaEk3tG64qnqnU9Qmu1tzlNd7r2hgjJk2wQhNO1dCt7VN6CoqAir1eq53XfffW2e3mQyMWHCBBYtWuQ5pqoqixYtYsqUKe02ecqUKV7nAyxcuLDN+ccccwxlZWVs376dl156iZiYGK86ampqWLNmjefYokWLUBSFyZMnH/jr2EVkyYMQAchW1HZLA4Dl/16ueZ29oJItZz+heU7etXe3e7zgln8AkPHK/7UeVNxzfPSWUDC632gdsb7n/bRYOhgTC3P5LDIaZJdAIdqTmpqKzdb6nmC3t/0iEhcXh9FopKzMO0dWWVkZQ4cObbfepKSkds9PSmrtpf3uu+/49NNPycnJYcCAATz22GMsWLCAKVOmoCgKSUlJlJeXe9Xhcrmorq72qudQk+BGCOHb3uAmLNTPDREiwKmK+9bVdQI2m80ruDmUPvroI8/9zZs3s3HjRvbs2cMxxxzDTz/95Jc27Q8ZlhJCtEv5I68NgDEqwo8tEUJ0pLKyEqfTSWJiotfxxMRESkvbXxVZWlp6QOcD5OTkUFFRwcCBAz11JCQkeJ1jMBiIiYnRrKe7SXAjhGiXPSfPc9/UL8WPLRGiB/BzEr+WlhbWrFnDzJkzPcd0Oh0zZ85k2bJl7V6zbNkyr/MBjjvuOJ/ng3uILDY2lpKSEk8d0dHRjB8/3nPOjBkz0Ov1rFixYr/b39UkuBFCtKtx7Wb3HaNRMhIL0QPMmTOHq6++mksuuYShQ4fy8ssvExYWxltvvQXA3LlzeeyxxzznP/vss5xwwgncfvvtDBkyhAcffJCJEyfywgsvABAWFsa///1vJk+eTEZGBjNmzOCLL75g9+7dLFy4EIDt27ezYMECXn/9dSZNmsQRRxzBCy+8wP/+9z9PAOQP8o4lhPBScMeDKA2NnseGcJlvI0SHAmDjzI8//pj4+HgeeeQRkpKSWL9+PSeccIJnwm96ejqK0jovaNmyZVxwwQU8+uijPPbYY+zatYvTTz+dLVu2AO6JwaNHj+bSSy8lKiqK4uJivv/+e/7xj3/g2GfY+sILL+SFF17gxx9/RFEU5s+fz80339wFL0Dn6ehMCkThYbFYsFqtRERE+G3ClxDdxmgk5tzTsBx1uOeQ3u57RZTOob1ayhXf4rMsJl7772fdSf/SLBd9TyC8/+5tw+xhd9NY33YV08EIDQ9i/rZ/y+dLJ0jPjRDCN6eT6vfnU/1+60abGf990ufp+lrttxR9tclnWY1RO137oHmPaJbvOusBzXIhRN8hwY0QQghxsFS6fhdvGVfpNJlQLIQQQoheRXpuhBAHxFVnwxBp8XczhAgsB7h0e7/rFJ0iPTdCiAPSsHKDzzLV5aL6628on/sOTqvV53lCCNGdpOdGCHFAaj78ipoPv+rwvIYNGwhKTyfu/PMw/ykLqhC9jqJ4tivp0jpFp0jPjRCi29jz8yl59jnsRUX+booQ3cvPGYqFN+m5EUIckKQHb6Zp3RZcdTbqf10FqoohOoLgYQMJSkgjKC0NU3w8Tbt2UfHueyjNzVR9+ikpN93k76YLIfoICW6EEAek9OHn2hxz1VhpWLqWBta2e409J5ec2+/QrDfzuac0yyMHShIzEcBkQnFAkWEpIYQQQvQq0nMjhBBCHKwA2FtKtPJrz83ChQvZsGED69at49dff2Xs2LEA5OTksH37dtatW8e6des455xzPNcMHDiQJUuWsGPHDlauXMnw4cO7tUwIIYQQPYtfg5tzzjmHMWPGMG7cOObMmcPbb7/tKTv33HMZN24c48aN4+OPP/Ycf/XVV3nttdcYMmQITz75pNc13VEmhDg0VJlfIHowVVW65SY6x6/BTV1dned+ZGRkh29u8fHxTJw4kffeew+A+fPnk5aWxoABA7qlrD1msxmLxeJ1E0IcPJ1Oe0dxIYTYX36fczN37lymT58OwIknnug5/s4776DT6Vi5ciX33nsvlZWVpKWlUVJSgsvl8pyXn59Peno6dXV1XV6WnZ3dpr333XcfDz30UFe+BEIIIXo6tRvm3EhvZqf5fbXUpZdeSnp6On//+9958sknATj66KMZM2YM48ePp7Kykrlz5/q5la0ef/xxIiIiPLfU1FR/N0kIIYS/SRK/gOL3npu93nnnHV555RViYmIoKCgAwOl08p///IedO3cCUFBQQHJyMgaDwdPTkp6eTn5+PlartcvL2uNwOHA4HN36WgjRF+k6eB8vL4o+NA0RQvR4fuu5iYyMJDk52fP4tNNOo6qqiubmZiIjIz3Hzz//fNatWwdARUUFa9eu5aKLLgJg9uzZFBYWkp2d3S1lQgghxH7Zu7dUV99Ep/it5yYyMpJPPvmEkJAQFEWhoqKCk08+mcTERObPn4/BYECn07Fnzx4uueQSz3XXXnstb7/9Nvfffz9Wq5XLL7+8W8uEEEII0bPoABnUOwgWiwWr1UpERAQ2m6SHF6Kzsp7V3n7BFar9LTb/6ru7sjmiBwiE99+9bTgz9Xoabc1dWneoJZhPi16Wz5dO8PuEYiGEOFjNO/f4uwlCiAASMBOKhRCiM6yLfqP2o6/83QzRx6mKgtrFc2S6ur6+RIIbIUSPpKoqNR99Sf2PS/zdFCFkV/AAI8GNECIg5Nxyp7+bIIToJSS4EUIIIQ6W7AoeUGRCsRBCCCF6Fem5EUIIIQ6WqkJX7+Itc246TXpuhBBCCNGrSM+NEEIIcZBURUXt4jkyXV1fXyLBjRBCCHGwVKUbhqUkz01nybCUEEIIIXoV6bkRQgghDpIMSwUW6bkRQgghRK8iPTdCCCHEwZI5NwFFgpsuYrFY/N0EIYToUwLpfTc0IqRH1NlXSHBzkPb+cRUVFfm5JUII0TdZLBZsNptfntvhcFBSUsKHBa92S/0lJSU4HI5uqbs30wEyY+kgpaSk+O0PqyexWCwUFRWRmpoqr9d+kNfrwMlrdmB6w+tlsVgoLi72axuCgoIwm83dUrfD4cBut3dL3b2Z9Nx0AX//YfU0Nputx76R+oO8XgdOXrMD05Nfr0Bot91ulwAkwMhqKSGEEEL0KhLcCCGEEKJXkeBGHDJ2u52HHnpIum/3k7xeB05eswMjr5forWRCsRBCCCF6Fem5EUIIIUSvIsGNEEIIIXoVCW6EEEII0atIcCOEEEKIXkWCGyGEEEL0KhLcCCGEEKJXkeBGCCGEEL2KBDdC9DFxcXGUlJRw3333eY5NmTIFu93OjBkz/NgyIYToOqrc5Ca3vnWbNWuWarfb1QkTJqjh4eHq7t271aefftrv7ZKb3OQmt664SYZiIfqoF154gWOPPZbVq1czatQoJk2ahMPh8HezhBDioElwI0QfFRwczObNm0lLS2PChAls3rzZ300SQoguIXNuhOijBgwYQEpKCnq9nszMTH83Rwghuoz03AjRB5lMJlauXMn69evZsWMHt956K6NGjaKiosLfTRNCiIMmwY0QfdC///1vzjrrLMaMGUN9fT2LFy+mrq6OU045xd9NE0KILuH3Wc1yk5vcDt1t2rRpqsPhUKdOneo5lpGRodbW1qrXXXed39snN7nJTW4He5OeGyGEEEL0KjKhWAghhBC9igQ3QgghhOhVJLgRQgghRK8iwY0QQgghehUJboQQQgjRq0hwI4QQQoheRYIbIYQQQvQqEtwIIYQQoleR4EYIIYQQvYoEN0IIIYToVSS4EUIIIUSvIsGNEEIIIXoVCW6EEEII0atIcCOEEEKIXkWCGyGEEEL0KkZ/N6A3SElJwWaz+bsZQgjR51gsFoqLi/3ahqCgIMxmc7fU7XA4sNvt3VJ3bybBzUFKSUmhqKjI380QQog+KzU11W8BTlBQEE0N+egMCd1Sf0lJCVlZWRLgHCAJbg7S3h6b1NRU6b0RQohDyGKxUFRU5Nf3XrPZjM6QgFJ+FKj1XVu5Lpzk5N8wm80S3BwgCW66iM1mk+BGCCH6KEW1dX1wgyoTYztJXjchhBBC9CrScyOEEEIcJJeqgKp0ca2KfEh3krxuQgghxEFSUAG1i2vt6vr6DhmWEkIIIUSvIj03QgghxEFSUICuH5YSnSM9N0IIIYToVaTnRgghhDhILlUFVebcBArpuRFCCCFEryI9N0IIIcRBktVSgUWCGyGEOAgDP/6nZrneoD0pVFV1Pst2nfVAp9okDj0FFbWLgxGdBDedJsNSQgghhOhVpOdGCCGEOEjScxNYpOdGCCGEEL2K9NwIIYQQB8mlqqhdvBRcem46T4IbIYQ4xBRHC/bcUtDpCMpKRWeQTnQhupIEN0IIcYioikLd96up/PAnlPomAIKHptPv4cvRGQx+bp04GApdv3Db9zo60REJboQQvUL/p5/2WeYK0V6OrY90aJYbTL6v1+m1P9L2LvVWXQolT39Mw8ptXuXN2/OpfPtbkq4+aZ9rVOpXbCflttnu548OJzgrCUNYiNe12898SPO5xaHjkgnFAUWCGyGEOATql22mYeU2dCYjQZlJNO8q9JTVLlhFzGlHYE6IBiD/gbdp2pLXbj39X74Fc2L0IWmz6FlSUlJ48sknmTVrFqGhoezevZvLL7+cNWvW+Ltph5wM9AohxCHgKKgAQG1xYs8ra1O+57pnKXvrO9QWp8/ABqDoiQ+7rY2i81xq99z2V1RUFEuWLKGlpYVZs2YxfPhw7rjjDmpqarrvhw5g0nMjhBDdQGmy4yiswJyeiD7IRMRfJlLz5RLUFieqo6Xdaxo37EF3uZHkm06n5PnPCT98KM3ZJej0elrK3B9SoSOzDuWPIQKAxWLxemy323E4vIdS77nnHgoKCrjiiis8x3Jzcw9F8wKS9NwIIUQXU10uSv7vfxTc9xoFf3sdVVUxxUYSd8nxXueFTRpKwpWzSH/0cpJvOZPUe88DIHzSEAa9ew86vR5nRR0tZTUED+7H0E8fIvHKWf74kUQHlG66ARQVFWG1Wj23++67r83zn3rqqaxevZqPP/6YsrIy1q5dy1VXXdVtP2+gk54bIYQ4QKqq0lJWTfPOAhy5xTiKKnEUlOOqrceUGkfcpSfQuDEbAEduKS2l1ZiTY7EcPYaKN7/x1BN92lTCh6e1qd8Q7p44HDIkDdvSrQA07yxsc57oG1JTU7HZbJ7Hdru9zTn9+/fn+uuvZ86cOTz22GNMmjSJ5557DofDwTvvvHMomxsQJLgRQggfVEXBVWOjxVpLS3kNjsJyHPllNO8qxFVX3+41jrwyrIvWYIgIxWVtBEAfbAbAEBaMMT4KZ0Uthqhwggakaj5/zClTMEaHU/PtSlJuP6trfzjRpRR0KF28eFv/R302m80ruGn3XL2e1atX87e//Q2A9evXM3LkSK677joJboQQoq9RW5y0VNTQUlKJs7waR0EpzopaHAVluGqs0Imss/ogE/HXnELF618TPmUExujWORNJt51N7dfLiDxuInqTkdbBh/ZFHDmKiCNHHXAbxKGlqO6bv5SUlLB161avY9u2bWP27Nl+apF/SXAjRB+T9YzvfDAAuuQmzXKz2emzrKk+SPvJFd/fbPUml/altWbtcq1PllB33UqTnaYN22jatJOWkgpcdTZctVZwaQQYej3G2AiM0RbMaYnYc0uwZxe1f67RQPhhw4i77AQMYSFYDh+BQb/v7AkIH5pK+NC9vTAKOp3vdkeEtB1+2NfJv97ou9ka9QJ8edSLmuWiZ1myZAlDhgzxOjZ48GDy8nyvvOvNJLgRQvQJjWs2U/X2Zyi2hraFRgPmpBiM8VEEZSZhSojGnBaPKTEGQ0QojZvyqF+2mcZN2TjLW5fWhowZSMxpU2nalocpMRrL1FHoTPK22he5umFYSj2A+p555hmWLl3Kfffdx8cff8xhhx3GNddcwzXXXNOlbeop5K9QCNGrqS1Oqt/9AtuPywAwxEQSNmUc5sxUjNGRGKIjCOkX3O7+TqpLYfe5D3kd0wWZiDplKuGHj8DcLwG9UUfo6AGH4kcRwqfVq1dzxhln8Pjjj/PAAw+Qk5PDrbfeygcffODvpvmFBDdCiB5PaW5GbwxCp28boFS+/xENa9YBYDn+SKLPmdVmHyedoe32C84aG4X/eNPzOO6Kk0FRiJgxHn3wvsNvkiJf+L/nBuCbb77hm2++6fjEPkCCGyFEj6WqKtUfzqd+yQoA4i+/iLDxYz3lit1Ow9r17rJbLiF03PC2dSgK9txSGtbvomlrLvbsYlx1DWDQe+biRJ16JFEnTO72n0cI0TUkuBFCdMhZWUvT1hwMEWGYJmWh03X/fsWqooBOp/lcjvxCT2ADUPHWe5iSEjGnJAPgstpAVdEFmQkZNQRVVbF+8wu18xYCoA8LQWnwMYHapRA0IIW4i48nZHj/rvvBupGqqDSV26jPraE+r4r63BoaS92vQezYFJKnDcCSFXNI/v/6GkXVoahd/brK/1NnSXAjhPBJdbmo/XwxNfN/AcXdi9F41EjiL/kLptiIA6pLsTtw1dS7VyjVWFGsDTjrrCh1NlzWBpSGBpT6RpSmZpRGu3uLAp0OvSWU0HFDiD71DPTBwa31NTVT/b9P2zxP5fsfkXLXre72O90ru1S7g/yr/ta2TX8KbGLOPgYUFUNkGCGj+hOUluC+Xnu1tt+oqootu4ra7eVUrimgfEUezvr2dzivXFvEjv+uwtI/hoEXjD/ELe39AmFYSrSS4EaIAJT1/r80y1MSajXL6+2+l2TXVrS/r9FeQX8syXYUVVLyzCfYc0oBMKfG4SiqxPrbZqxLthCcFIkpKgxDiAmd2YjOoMdpDkNvMqK0OFGbHDjr6nHW1OOqrUdp0l7W3C5VRbE2UL94LUp+AaNevtJTVPLpShz5bbP2BiWHE5rmTnjmLCrQrD79tnuwrlqOvSqHmDOOInzC4D83AICEGKvPOrRea0BzqTfAyNhSn2XJwXXtHreWNLLu4z2s+D6XykLv19Vg0pGUGUzigDCS+4cSnxGC06Gw8acqti6pwbanmnWPLmq3XmOQgeEnZ3D4NcN57fivNdstRCCT4EYI0UbZK19S98MaAPThISRcMYuIaWNo3JKL9eMfsG4upLm4lubi2gOqV2c2YowKxxRnwRgRijHGgikmHIDKz5bjamj2ea2jyjsjcPXvOz33wwYlkXDtKTRuyydiSuu8mtChaRgsIbhs3j00pth4Mu50788Td9JpGAZrZ38NFI3VdhY/v5lNX+Sh/rFltDlEz8Ax4WSNCmP8sdFkjQzDaNLTqHgHXUeenUyj1cn3bxSw6O1CnI62QZfT7mLj/D3sXCRbPRwoF3qULt6uUZXtHztNghshhBdHUaUnsDElRpP2rys9GXZDR2SSPucCHFU2mkvqcFQ3oDQ7UJ0KitOFrQZURws6sxG92YQh2oIxKhxjVDiG6HCCIwzodDoUh5PGrfnU/r4V29psGncUeSbvGqPC0JkMtFRYCc5MwBARgg4dGVdO82pn5l+Po/ijZURNGkDcsSOptwcTMjDF6xxjVBgDX7mZxhUuWqqraNiyCcuESYQOGHQIXsmute7jPfzyn004GtxDbRmHxXPKRZGMmRZFUIihg6vdQiOMnH57Fiden86a7HDmnrWw3fOa69of2hKip5DgRoherKWmHtvq3TTuKqE5vwJXfTOqORRzWjKhk8cSPCijzTWuencvhy7YTMbT16MPaTvsYo61YI51Bzx1G/OpWZ6NPthEUHom5pQ49CFmDJFhXkuzW8prqPplK/UbcqjfmIPq8M50HJyZQOpfTyRsaL92f5YQk/f5YQMSGXT/6R2+BoawYIKSIwlKTiF8RM/axqBsey3bFhRQvquOnCVlACQOjeLYe8fQb1wcI0I618NiDjEQNzCSvzw0ke8fWu1VZgox0tLkOwu1aJ/aDROKdTLnptMkuBGiF1FdCvW7yyj5ZQ8NG3Np3FXcbhoW+85cbD8uI2hofxLvusorCDElRrvrsrfgrLZhTvU9p6RqyS52PPzZPkeWepWb0xIwxkbgLK/FUVzpVWYIDyZ0eBqWCYMIH5NFUEpUn1zF47I7aaxspLG8kebqJixpEdTm1FLwSx55P+V6ztPpYcIFA5l++2j0hq55nUad3p9Rp/fH0dhCY5WdqhwrcQMi2flDAb/+Z2OXPIcQ/iDBjRA9XIu1iZqVe6j6fRd16/NxNXhPMA0ZmEz42CyCU2Oo/X0bTqeJpg3bAbBv34N9Zw7BQwegqir2HXvQt9QSOmYAjRuyKXl2Pv3+cTEGS6hXnaqiUvX7TnY++oXnWPyxI6jdVIyzrgG12T2s4Sgox1FQ7j5BpyNseBqhI9KJPHwowQOSvIKZjibe9mSqS8FRacVRVoejwkrD9iKassuwl9Swtq6xw+sPv2III05OJ27Aga1Q21/mUBPmUBNRae75T3nLy7rleXozFzpcXd7T0veC/a4iwY0QPYyqqjTkVFCzYg81q3Kwbi702o5YH2LCMmEgEYcNInxkOuaEKJzWRrZcMKfd+ux7CjDGRdOwYiO1874DIGR4BvrwEOzZxWRf8W9M8VGEHz4cc0osjbZKyr5eT0tt64fy0H/OJmbyAKpsYQBUfvIL1Z8vIf7i4wAwRoQROqY/IVGm7npZAkZTXgWNO4po2FFMw/YiXA3NtFTXa27OaQgy4LK3bhwaMySWpInJDJ8SQcbkBIzm/ZtT0xVURaVgdfkhez4huoMEN0IEOFVVaSmqoHlnLs2bs2nalkOu1Xvzx9DMOGKmDiJmygDCBybS4AyhubCKnTe9QVC/WJqyvZcbB48cTNCAdOx78rH9tBzrwt9RrK2rkUwJUcRfPovS5z/FkV9OS1kNNV8s8apDH2wi4fhRZF59DHqz91tJ3NnHEHf2Me38NIEzl0NxOHDW1mCKjfM6rioKzbuKsBeUY06OJWRYesd1tbio+WUzFV+spCmn/cBAZzRgTozEFBNOSP9EwoamEpwWy5jBzZgjzOh0OhorGzEGGTBb3EOBvpaCdyenw4Xi7L29aN3FpepxqV29uklWS3WWBDdCdFL/D7Vz0YSF+V7WDFBfH+yzzNhUScP6PTRszqV+7S5cfxq60AUZsYzOIHLSQCImDiAoKcpTVldSx5bLn/Y8btxR5K4z1kLK1ceTcNRAdHodir2FLTevR6mzoTO19gyYYi2kXn4MphgLkS9cjXXpdvdwVk09OqMekyWYqMMHEjNtOHqjARfg+qPTYUCc97yaP9uS3f5kYQBDiHbgMzprj2b5gLAKz31VVancU09sZjh6g46fwlvz1zgb7BR/tpaieatx1tvRh5gwRodjigxDaXbgtDXRUtm6NDx0cAqH/WMwqaNj2zyn3dbCT5+VseujTTRVuv+P9CY9McMTCE0IJ/GwfqgpyZhjwwiKDWt3c85z0te0PvjTU7So2m/RzarvnrDxIXma1xp07fckNSutPUj/nj+QwWPD2pxz+oANmnX3RQq6Ll8KLhOKO0+CGyECgKuunuYduTRu2IV9ey4tJd5Bgs5sJGRQKmGjswgblUXUiHj0pvb/fO2FVW2OxZ46meTLj0Vn0KPTu4MIfZCJ9GtmUr+lkMjJA6ldvovmwmoSLp2JKca9Ekqn0xE5dRiRU4d56goyutrU7w+qoqK4FFzNTqq2VVK4PYeiTTU01rVQtLHGc964M9OpjqzGFBmCvdxKyVcbcNpaA0+lqQVHUw2O4tZr9CFmwoam0rC9iMadxbx3cTHDT0xj2i0jiUhyzz/asaiIbx9cjaPe/XqGxIUy6JxRZJ06lKCI1sC1stl7vlKgCwrV03+shT3rbbz090Ke/nwwBqN8yIqeRYIbIfzEUVRBw8rNNK7aiiO32LtQByGD+xE6IoPwcQMIHZru1bviaqil9Ivfqd9cgL2sFtWluAMXgx61pW3wkXjBtHZ7DSIn9CdygnvfpPAh7hwxduehm99xIBSngqqolKwqIv+nXPJ/zsXZqJ1tGWDdp/lAvtexkLQY9EFGGnZ7DyGZk6JIvXImERMGoA8y0VJto/idxVQv2sDWbwvY9XMxp/17Mrt+KWbD/FwAIjKjGHLBGNL/MgjDIZwb0110Oh1/fXEY981YRe62Zr6eW8lpV8b7u1kBTyYUBxa/Bjdms5mnn36a448/nubmZjZs2MDFF1/MwIEDmTt3LnFxcdTV1XHZZZexdetWgENeJkRXclobqflhHbW/bqE5x3tFiqlfAiGjBhIyvD9RY1MwWELaraNpZxH5j7yHq1572AsgdFgaiRdMwxCqvUWAv6iqSv0vy0GnJ/KE8W2WgquKQvO2XGo//4UPNmf7rCcsKZz+4yNJHR2N06Hwy0s7cDlcnPzAGKzlzWzPNtFcVofa4iL51LGE9Ith/V/fAyBybBqZD16AzmRo8/ymGAsZt57MqVfG8cMT6ylaX8W8m1qXuw8+NpXRD8xCb+z5Qc2+IuLMZA0PYce6Rha8J8GN6Hn8Gtw88cQTqKrK4MHu8fDExEQAXn31VV577TXmzp3L7NmzefvttznssMP8UiZEV1CdLkr++wNVX69qPWjQEzJqIGGHjSB03FAMkeGtRaHtZ4ht3JpP3kPvojqcBKXEkHTeEQSlxqAPMqE6XaCo6IwGnIoBU1wExojAHhJxVlRT/e7nADQsWYHlmImYkmJpKavCnl1I47oduGq9t10IiQsl/ZhM0qZnEj0wBoNZjzHE5DXnZurlA72uUcq894xaecFrAOiDjAx/9AyaddpvhYnDojjn5SN5c/YPWIsbsSSGcMrjk0ibEE9OQ+8KbPaaOD2CHesaSUwz+7spPYJMKA4sOtpN8dX9QkNDKSkpoV+/fthsrZP34uPj2b17NzExMbj+mKVYUlLCkUceidVqPaRl2dltvymazWaCglq/BVssFoqKioiIiPD6OUTvdyATinff+SZNO91DT8EDkoidNRHDyNEYItpO1gQI+VNwo7oU6n7ZSOmb36E02omY0J/Mu0/D6KN3p0VjaCnYpD1xt6NhKa05N/Gh9T7LoHVCsdLYhO3Xldh35NC0YZvmNbqQIMLGD2XQODNpR2dgSYtoN9nfvsHNn/30p+Dm9xPmoDoV0i+eQsalUzvc/PIv/dx5gWoLG8hZWsrwWekEWdyTeXMa4rQu7XDOzV/Tf/ZZdjATiocHFfssA9jQnKZZvuydPfz3X8WMn2bhgf/29yoLlAnFFosFq9Xq1/ffvW34KXciLrWh4wsOgEEXxozM1fL50gl+67kZMGAA1dXV3H///Rx77LE0NTXx0EMPUVtbS0lJiSfQAMjPzyc9PZ26urpDWtZecHPffffx0EMPdfGrIXqz+vV7PIFNwgXTSDj3KHQ6neZqKQDbml1Ufb6Uph3uFPt7tysIGZZO1t/OxBDc875Rq4pCw9K11Mxb4LX0HCCofyr6sBCcVbUYIsIJ6p9KyOhBBA/LRG82MaKD1VIHQm824nI6aLF1PLS3r6h+YYw7Z0CXtSOQDZ/kDrw3L6/H3qwQFCy9CFrcq6Vk+4VA4bfgxmg0kpmZydatW7nvvvsYO3YsP/zwAyeddJK/mrRfHn/8cebMaU2GtrfnRoj2qE4XRS99C0DEEUNJPO/oNucojhbqf16N2uLEWVWHMSGGkt/X0JzjnZtGHxpE7OlHEHfGVAzBvhPCBararaWU/OsTWgpbfy59RDjRs08g7IjxGMMPXSeyOTacpsZqrBtl92tfsoaFEBqup7FeYee6RkZNCe/4oj5MQY+ry5eCS0DZWX4LbvLz83G5XLz//vsArF+/npycHDIyMkhOTsZgMHh6U9LT08nPz8dqtR7SsvY4HA4cDtkxt68Y9eU/fJaZjNpd0Bazndx3luIorcEQYmL4TUcTFOrOhdJYWEPzujyaimsp+nx9uyuc9gofk0nMMSOImTEKndEAqKgdbNAXFuT7dzQiSLu3orpRexjFZPDd1v7hbZehV+fUsenjnWyetxv1j0zKMaceTuLFx+6zAsxOZnS15vMuy8vULB86otRn2Zho7yGa5lkprHqtmoY9FegXLSbo6Gnojb4/SLZZk3yWpYfW+CwDmBSVo1le4fS9pUK+vW1unX1Fm3z/Dipm7d8RfQczEmy6MBKzQsjZ1EB2jkraYYE9f0uIffktuKmqquLHH3/k+OOPZ8GCBWRmZpKVlcWSJUtYu3YtF110kWeCb2FhoWeI6FCXCdFZDXlV5H+4EoBBtxxLULw7d0xDbiWrr5rb5vzwQQmEpkXTVFxHc2UDCbOnkHDqpEPa5q7kcrj46KLvqM5uzbIbPCiV2JMPI3LaaD+2DCZdOZJ172zD2exi8ROr4IlVGMLMhGbGM/DOEwlJjfZr+wJF1qhwcjY1UJzd5O+mBLzumFAsPTed59fVUtdddx1vvvkmTz75JIqicO2111JcXMy1117L22+/zf3334/VauXyyy/3XHOoy4Q4UEpzCyoqpV+6e2SixqeTMNOdBK8xv6pNYBOaHsOgm2cQPa41zX9dc/sThQOd0+6iNt9KU7Wd355e4wlsojIsHH33RHanth2W8we9Uc8Zrx/LwnuXYC1yz/1xNTiwbSli/VVvMuGD6zFHtz/Zuy8ZMimCnz4o4/u3SzAH6znzlrQu25FciO7kt9VSvUUgzNYX3Ud7WKrt8EzdqmyyH/yozfGMS48galQ/Ntz5cev1UaFMnX9du3UfbHATZPS9Iupgh6XM7fzcqqpSu2oPRS8v9AQLAKZQI5OuHsW4i4ei0+n4qWCQz3o7GpbaUZqgWX75iOU+y0rtkT7LHI0OfvnOQc3qHCq+3wyqijnOgqPK/XOEpMeQPLkfw/96BHp922/SHQ1LZYRob0lh0fv+/ziYYamjQndqXrvFnqpZbtApNNW7+PspG6gqcu80P/KoSP767BCuH79S89pDJRDef/e24ZucqTi7eLWUURfGSVlL5POlEyRDsRBdxGlrajewAcibu5Q/7/Qz/vnzur9Rh4BtWzF5//0V64bWeWo6vY4RZw5k4lUjCI8P7Lka5lAzcdP6EzdtKI05FTTsLMWxz95STXlV7MmrIveLLRz2r1kkTO54I83eIiTcwGPfjmHpF5V8+Hgum3+rC5jARggtEtwI0UWcf9rcEiAowULU+Axs20pwNdqJHJNG1uVHEpwYgU7XsztNXfYWdv/7W6p+2wGAzmRg7HmDGXZaf0JjQwiO6HlL1fvfeBybbn0PFJWQtBhipg6iZsUeGnMqUOxO8r7a0qeCG4CgEAPTz0tk3Y/VbFxc6+/mBCyXqsPVwUT/AyVLwTtPghshukhQagzpN59I4Ws/oDS79zyyl9tIPn4EQ+883s+t6zqKw0nxvFUUz1/l2YDSMiKVQfeezBHDe3bXuWVoMod/eRv2CishqTEAZFwxjWUnPoXqVAhJtPi5hf7TYu956QcOJZcsBQ8oEtyIPm3it/dplpuNdp9lBn3bN/vwU4eTfsow6jYUkP3Ut0z6+wzCUkyEhrQdi480+16BUmHWzilS3qhdPjGuwGdZvUu7R8WptH1DVVUV6/ZSyn7cQdkPW2mxuV8Xc0wow66fSspxQ9DpdJQ2+17WDDA2yXdOqDyb9gqllNg6zfKN1n4+y6wt2hmIrU1/SqgYE07LPv89qsvdy+ZM6UehzXv+zrAI30vQATZYtTMBhxh8b/6ZGGTVvPavUb7n1eQ4tVNWnBn+54FSb/9X6b1S79h/RhL5fjbr5udit7W22WCAqceFccKZFqbMCMVg0PF+1RTNupeXZvos23Dyo5rXCrE/JLgRoovpdDqixqZz4vyL/N2ULlG5fA+576zAur31QzwoNowBF08k7aQRvWInbC3OxmZQ3cFN2B87p/dFloQQZtw2kqOuG0rcllUs+7mRVb83UZTbwq/fNfDrdw2MnhjM359JAB/z4V1OhXVvbqKssYCEc6a2u1N9T6WoepQuXgquSM9Np0lwI4Rol7PRQc7cZRR8shYAvclA/LRB9Js5kITJGb3qg0lL0+4Sz/38FxYw5P8u8WNr/M8UYmTKjDCmzHAvld+91c6XH1r5br6NjaubOW9aPskTF2EOMxHRz0Lq5CSMQUZ2fbuHbZ/t9tQTNjqD8BF9a/6SOHQkuBHiACgOJ425FVT9vgtnXQNBceGE9Y8nfHAiwYm+lxv3JLZd5WS/uYTqlbmeY/3OHEfmhYdhjg4l2KC98WZvs+8eXg1bCqlbnU3kxL6xv9T+GDg8iNv/Gc9pF0bwwqNVrFnSRNHK1l6+De9ubXONPiyIkEztpf09jcy5CSwS3AixH1RVpfy7jeS++jOuxvbnMgy4aSbJp4zFurkQe1UDQQODMVnMhCZZ2t3FOtA0lDWw/P+WU/Br63ydoAQLg/96DPFHDfRjy/yr4MlPvB4HJUb5pyEBbsDQIJ55L4WivBb+My+WZqudqh01VO2qwRBkoL6kdd7Z0JevwxCmvXGsEAdDghshOtBcXMOel36kdqV7V2pDqJnglCjsZVbPaiGAqiW7aSqopvjzdQDs+OP4qBsOZ8iFYw9xqw9M6dpSfr77Z+xW90ThxBlDyLp0CqFpfXsbAuuKHbRUtk7qzbr/TILTtBPr9XWpGSbGXjaizfH1c7ew4vl1ZB6Thimm9606U6DLl4LrA/87UcCS4EYIH1xNDnI//JWSL9aitrjQGfWkXXoUYf3j2f7gp+jN3n8+oVlxFM9f06aevAU7Ajq4qdxayaLbF+FsdBI7LJYBd5xIeP84fzfL7/bc+xaN21p7sYa+cCWh/RP92KKeLeiPvEdN1c30jgFcbwr6Lp8ALBOKO0+CGyHaUbdmD3nPLcBR4f7WHjkug/RLj6Rq6S62/WM+KCoKToKTImmpayRqQqZXYKMz6lGd7qXi0cMCd26BNd/KD7f+gLPRSfLEZGY+M5PiFglsFEXxCmxCh6RIYHOQqnbVAnh2hheiO0lwI//xKKUAAQAASURBVHq9oxbd6bOs+U8pRhSHk8K3f6Hss1UAmBMiiJs5EldDM1v/Pg9XvXvYJnbGCIbdNhNDiAkAR3UDq7cU0VLjzlKsOhX6HZ3OmGsmENU/Gp2+bS4To67tHk37K6iDSb2x5nqfZWn61jlD77+xHnutndThEVzz4giCwytx1GlvGKnX+U7mZtZr/0zVdt9bMQyKrNC81qTxvABBet+vSWyQ79cDYHyUd14gW3kTe6fBXvb+MRgGZwDt5+j5vby/Zt1Ol/ZS+RCT73w0OfoYzWtfMfreyyjOqJ0jxxVcqFl+SbTvvbp+aBiqee2fl0SrqkrB0mIAhp05mBazdg6enqg7dgXXd3F9fYkEN0L8wVFhZfejn9Kws3Xpr+pUKP5wqedxSHocaVdMI2ryQAym1g9Tc0wYIx4+jR1PLkBxuOh39kQOvzgroCcSl+2uZ+N37lUtZz44guBweTvYq6mu9cO3tqiB2MF+bEwvoCoq1iJ39mpTmAnfaQuF6BrybiYE0FxSw/a736el0nv7gJbqevQhZqIPH0jczJFEjsv0md8lcngKh8290vNYp6vtziYflNLdNl6/wt071W9kJKkjtDML9yVOh8L7V/3uebzt+yKOnD7cjy3q+fQGPdFZUdTsqWXxI0tJPlshamImoCN8cJK/m9clFHQoXbwXVFfX15dIcCP6vKb8Snb87X9tAhvLmAziZ44g5uihXrlOerqGGgdvXr2a+ioHKcMiuPyl8QHdw3SofXHvKppq3T03phADR103FJklcvD+8vR0vrxyAU3VzeS//Rv5b//mKQvtn8DA24/HHNf7VlEJ/5DgRvRpts0F7HpkHi5bM8FpsUQfMYSSj9zDUAPuOY2gGN9zRLqC4lRY/dpG7FYHWdPTSJmQiN7YfePshRtr+PrBdVjL7cRlhnL1GxMJjeo9gdvBcjQ52fGje26IzqDjruWnAlDW+6aIHHIR/Syc+9kZ/PbYMnJ+KUKxtw5ONe4pZ+ON7/qxdQdP5twEFgluRJ+kuhTy319O/nvLQFEJG5LMoIfOQbG3eIKbsi9Wk3750d3ajj0/5rPuv5sB2DpvJwOOy+DYx4/q8udpaXbxy0vbWfpWNgCWuCAueW68BDZ/sumL1s0kMybJqrGuZgo1MePRo9lcnQiKSlNRDY6qeoo/WUndhnzUls5Psve37shQrJel4J0mwY3ocxoLq9k153usG92rRWJnjCDjphMwBJtpqW30nGcI095JuiuEJ3mvTGpp6vqtDfJWV/HVw+upynWvrBk+I4EzHhhORLxkiN1X7spyFj6+0fN41gPj/Nia3k2n04FBR2h6LKHpsUSNy8DZYKelup51V77p7+aJXkCCG9GnlH2/hd3P/oBid2IIMZFx4wnEzhiJqqqUfbGK4g+WABCUFEX8CWO6vT1JY+KZ9dwMarJrST8qlaiMrpvYq6oqv766k19edOdKtiQEc9I/RjN2erTMsWnHB1cv8dw3hxmJTtVeEi+6ljEsCOMh+ELRXRRVh9LFGYq7ur6+RIIb0eOd/vsNmuW1dgVnk4Psl36h5Fv3EFDU+HSG3HYsYamRuBz17Hz+Z09ZcGIEI/8xi4g4HWD3We9PM545qHaf/OuNABjGRhE3FhqBxiZ3WWWT9gero4PcKdtsyWx7Zx2bXnEHNmkz+zPu9iNRokNYb9POF1PSqD2pMzHEd86YaHOjzzLQzkUzIrz9PDJ7xRttmuW/Wwf5LJts2aN5rR7v1+Si+/oxNKTY89iumnxemxyq3a6ypnDN8nq77w/0FIt2rppEU53PsjRjlea12x3aSQmDdb4XbAe3k7dpXxMsuZrl2TbZwkJ0LwluRK+mOF0UzFtD3vsrcFqbQQcZFx9O5sVT0Ol1KE4n6+/6lLpNRaCDAVcdSdrZ49EbtYOHQJfz9XY2v+Ze6j30krGMuvYw6a3pwBGnxrL0S3dA8P27ZRxzjmQkFvtP6YY5NwaZc9NpEtyIXm3Tf34n5/MtAAQnRzLwhmOIGJECOmipb2bXf36kblMRhjAzox48mZiJGX5u8cErfu9XSj9w52nJOmWoBDb76bqnBpK3tZGi3U0U7mzyd3OEEAdBghvRazkbW8hf4B6W6X/1UVi3l7D5wS9BUd3b7e6zx83we47vFYGNbWOeJ7AZfsUEhl8uOWwORH2te7hFXjFxoBRV32bbia6oU3SOBDei16rcUIzL7p7jYd1aTOWS7NbCPwIbc2wYw+48jtjJWf5oYpdSVZXC1xYBMOCM4Yy8aqKfW9Sz7N5go67S/fsy6qju27faUV1PwYcrqVq6G51BT//7z8QYEYI5TrJE92QudLi6OCzu6vr6EgluRK/lam6dvLo3sIkclcqYf8/GUdOIIcyMOdTkczuFnqZhayFNe8rQh5gZebUENgdi7sM5/Ph+OQA6PVzzpPZmmJ1R/st28t9ZSlN+tdfxrTf+13M/YnwWWXediimye5NHCtHb9Y53dSHakXJMf0bcMIXoSRmYokKIHJ3KsPtmoTcbCU6MwBQe3GsCG4CKr9cAEDV1KEFRIX5uTc/xwzslnsAG4MZnBxER2/XJDXc8+rUnsPH1e2ddm8O2m9/q8ucW3W/vsFRX30TnSM+N6PE+P/IlzfKhnz7E3nUvtQD7rJ5NifK9lBYgy1KtWX4wosy+J63m1sRoXtvU7L002VXfRM3v2wEIPXYqG0p8b0aYEKm9dNnh1H5bCDc1+yy7M+FHzWs/rJvgs+yI0N2a1+7qYOlyqMH38uQW1ffqty9fbl2CftvzmUyZZYE/7VsdYfD9f3VEdLbPMoCfmjJYfte3nscZpwxjzF3T0Ov15H+3nbpKJ5VLst0r9nDvTh8e5E5BMMRSplm31s8VZfD9/wSQ26KdgTlY4/XMaY7XvHZtbZpmeblN9pAS3UuCG9HrZf/1OSyHDyP+wpno9L3vm5CqKNR88hO4FEz9EgjKSgG0c9kIt/K8JmxV7g/xY8+LZcos7aDyQJTsrueLJ3awa+WPqE73/0dIQjjj7pnuOSf9hKHU2oNJO3sitp1lrLn+fQB+mTmHjIsPZ9Id/bqsPaJ7uej6OTI9dzMK/+t97/RC/ElLSTXVny3Bunhjxyf3QDXzfqbuu+UAWI7q/qzKvcnfT1jjuX/No123Wq6+2sH/nbqMnUurPYFNaEoE0985z+c1lsGJhA9M8DzOe3e5Z3dyIcSBkeBG9HpRx7sn15a9uQBHeY2fW9O1rD+toWb+LwBYpo0j6pSp/m1QD6IoCuofHVwDx3TtBN7VX5Z47gfHh3HsRxfyl48vwhyuPZdn/MsXoA9q7VD/+v4VKIr0wvUEMucmsMgrJ3q9xCtnYU6JRWm0U/bK1/5uTpdSGlrnVQQPSUdn6NmZlQ+lL58v8Nz/65Nd12vTXO/kq6d2AmAO0XPCZ5cSnrp/S8v1ej1Hf3sz8ccMBiB3aRlzJnzK/42b12XtE6IvkOBG9Ho6o4HQUe48Ng3rs1FVtYMreo7IEw/HGB8FQMPqbf5tTA+Tt9m9R1ZUopnUgV23uuz+w3729AgdfXF6p+rod3brxGtVBVRY+79dXdA60V1cqr5bbqJz5JUTfULE0aM998vfWthrAhydwUD4ke55NvowWf59IFrs7ggkOKzrerv+e9N6z/24jFBOvNX3Zp5aIocmYwz33lBzxX93HEzTRDdT0aF08U2VJH6dJsGN6BNCBqZgSooGoObr5b1qcnFLcSUAQf1T/dySnmVvcGM0d90HyNbFlZ779y84uPlPR3xyLXesPRNjkDv4qi9v5s3TvjuoOkXfcc8996CqKs8884y/m+IXshRc9Hrbz3yozbGS5z6j5LnPiF90p+a1VfYwn2W3rjv3oNqV3+h7cmlYkPYqmYb61m/1LmsjAHqLBcXp/r7S3GRq9zoAR5j2ppCRwdrlDsX328ZT5TM1rw032H2Wbbf7zs0DkGmq1CwfEFXus+yhvFPbHKto2AHYsOks2FzavV79zL7zHQXrW/PBKC53j+CEY6NINLlzKJ2esE6z7p9qhvks22LrR8a5E8h+ZyUA1Xn1vDz7F4544zz0ej2/lPjuGapv1p68HBPeqFmeYfE9+T41uFbz2q27tANtXS/8Wt0dw0idrW/ixIlce+21bNiwoUvb05P0wl8xIfoWl7UBAIPFdyAm2lKd7iwitj1VXVLf9tU2+GO084wbu64XbdCVhzP24VkYgt1BZX12Jcuv+7jL6he9S1hYGO+//z5XX301NTW9a3XogZDgRogezmVzBzd6i+xHdCCcDe7eMcXuZNUC7V6h/fH5i+4Mw2ERBrJGdG2gmXTMII5beIPnsXVHOfX57X9wydJx/1BUXbfcACwWi9fNbPbdK/fiiy/yzTff8OOP2tnCezsZlhKiB1Mam1H+6Lkxxsiu0gdi7CMnenpAXrl1B/3HhhObHNypuhRFYdtK97YW44+N7rI2/tmUN85n2VUfArDs6g8Z/9ldgHun8V0PfIyjuh5njfv3AR2g06HT6zFYQsiacy3GqPBua5voPkVFRV6PH3roIR5++OE255177rmMHz+eSZMmHaqmBSwJboTowZo2uZcHm5LjZFjqAEUNS2LKq+ey7NqPAPj7Ces4/qoUkjJCGD3DvQ3DnnXugGXkUdoBS9HuZpwO95jU7JtTuq3NkYPiiRyeSN3WMlzNTgrfWUzVT1twlLWzR5oKqCqq4sJZU8+uy5+m/wt/JShVe08p0Tku9Li6eDBkb32pqanYbK17wtntbeeu9evXj2effZbjjjuu3fK+RoIbIXqolpJKqj/6AYDQ8b4npQrfIocmMvofx7PxnwtxNCt89UJhu+cZzTpm35HBXy5rfy7Nno0NnvvxqZ3r/dlfWedPZP0/vgGg5MOlXmWhAxJJnH0YJksI9bUuVHsLtT+up2lbvrudN77IkA/uQx/S9bue93X7DiN1ZZ0ANpvNK7hpz4QJE0hMTGTt2rWeY0ajkaOPPpobb7yRoKCgPjVkKcGNED1Q7de/UfPx9+BSMMRGEXnq0f5uUo+VcuwQxodk88mTuTQ3uHA52+ZAcjpUPno8l/LcJi56aKB3mVPhtftyADCYuj8vSdLRAzDHhOKodq920hn1xEwfQfo1x2IMbw2sDH+sloqaOY6iZ+Zj/XUzANk3vciAl27q9naKQ+vHH39k5MiRXsfeeusttm/fzpNPPtmnAhuQ4EaIHkext1Dzv4WgqhiiLKQ8cDWGcJlMfDCOmp3IUbMTAff8mYr8ZtDpiE8LoiS7iWev2UZVsZ2fPyyj0erinPuyiIp3Bw8/fVjhqWfk4ZZD0t6xD81i9V1fEJKZwNB/X4jerP1WnnrbbIyxEVR/thRnlZXsG18g5u0rOrxO7D8FPUoXD0sdSH319fVs2bLF61hDQwNVVVVtjvcF8pst+rTBkRWa5Q1O3933HXVBVzq0J28GG1p8lmVEaC/h3BAVjKOmiZE3TyV5rB0o8yq3OYLavxCwmLXH42OCtPOfxJh8lzcpvvPrANh1Lp9lW5r6aV5b6dSeMK3X+f5mOjkmV/PaDQ1p3gfi3f+UNgEpcO6nA3lt+mc4m1ys+KaSFd9UEhxlZtJVI9j9mTu/Tnx6MDe+MZrGPzUj3qg9nLC7zvccmOLyqPYLYpJIf3MCRrOLOjvQzn/phcNWeR94JI4fYwfy+xu7cVbUseWa17j8sxMwmtvP0Byk8/37ubY2zWcZwJEjtbeK2FLpO6dRnuaVQuwfWQouRA+z+Y1VOGrcifYsA2Ry6KFgNBu5+NOTSJuc6DnWXOvgt6fWUZLt/r846uxEX5cHjJm3DOeIK9zDataiBubOXoji7FvDFd3Fpeq65XYwpk+fzm233dZFP2HPIsGNED3Iuv8sYet/WycMOpu0MxmLrmNJDOWUZ49Cb2z7gaPXw8xLesb2F8fdNpwpl/QHoLagnrdnfycBjuh1ZFhKiABmr21i+3vrKVtVhM6gp2a79zBa4VdbiBqmvW2B6Dp1BQ0o+0w4NocZiYg2cMpN6ZiDe853xb/cNZLmFj3rPtxNTV49c89eyKWfHI/e2HN+hkDTnaulxIGT32QhApCqqtTuquKLE99hxwcbqd1V1SawAShcsJXmyno/tLBvih0QyZjzBmEKdX8vdDQ4qSy089Y9u7jrqJV8/mzPmTEy457xjDl7AADVOTbeOef7Preipiupqh6li29qF+9V1ZfIKydEgMn/cQ+fTH2N7y+d1/HJikrd9rKOzxNdZtrdE7j+97M48/UZpE1O9OwqXlvu4JuXCvjpvWI/t3D/Hfu3CYye7R6iqtpj5d1zf5AAR/QKEtwIEUDWv7SK3//2k8/yKY8e1+ZYc7n03PhDvwkJnPHydF7cMIVr/jPEc9zVw+avHPePiYw8PQuAyl11vHf+IglwOsGFrltuonNkzo3o096cNFez/KLlV/os0+vaJnvbV5hBe7JvmLF1/a6qqsy7+meK1rQOPZ37/OEMmJpAk7WFZ45ZQFhMEDNODmXtk0bsNqfnvG3PLmb6ufEYg1v/nKsdvrdiCNFYgg5gc/peRg6w0xbvsywpRHvZM+2vOgagoYPn3eP0/bwALRpd+E5V44mBwaHavV+5zbE+y36uHQGTAXYAUBQxkB+rszzlyzYM1qw7Pr3aZ9nojCKfZQCZYb53NP+2cITmtZU1+6QqOGcM4VXzqP9tHRU7anlx9lJS/nUden37r2lQkPbvUHmQdhoEu0M+ekT3kt8wIfzM6XDx4hHzUV2twdKtP59AeKw722xYTBB/33i6p0xt50t1xY5aksfIsnB/cdS3BrLRg3wHQoEs/vqzUBWFhiUbcOQUU/LAayQ/co3PAEd4U9SunwCsaH9/Ehrkt1YIP2qqtfPC5Hlegc1fl872BDbtmXheVptjuxYVdEv7xP5pKG3tsQpN7Lk7byf89RzCDh8FgH13ISUPvyFDVKJHkuBGCD+pzrHy6vTPPY/jBkVy8+qzMYVod6i2F/isf39HVzdPHIDGstZ5Tz19OXXCzecReph7SMu+I5+Sf/7Xzy3qGbp6pdTem+gceeWE8IOCpUW8c+YCz+NRZw3goo9PQG/o+E9y/NmZHHHzmO5snjhAun2Gbgp/zfVfQ7pI4q0XEDphKAD2bbkUS4DTIQVdt9xE50hwI8QhpKoqG9/fyne3/Og5duw/JjLzbxP3uw5jkIGJlw1jxBn9PcdGzh7w/+ydd3QUVRfAf1uz6b2TRu+99yKIKKCCYO8in733hg17RcVKEUVFRBQpCtJ77z2997rJ1vn+WNgQkx1CSLIb8n7n7Dk7c+e9udnszty575Z61VNwYYT1i8TN3+ZR2/bKWsxG83lGuD5hT96Mew9bMHTF4XjS35jjZI0EgtojjBuBoJEwV5iZP/Intn+0y77vuu9G0vnauhkmHSdWGjdaT/mGlYKGRalUMvS9ywEwl5vZ8vya84xoGoQ/fSvu3Wy9qCoOnibjrflO1sh1ccXeUs0ZYdwIBI2A1WxlzpAfMZZWptBO/HQokT3k05vlCOngb3+fskMU8nM2gR1DiB1rMwTSNyWTvbfpFPOTI/zZ29F1sRng5ftOkPHuAidrJBCcH5EKLmgULlv7iKx89YiPGkWPC2VB/28bbO5+Iz2B4rpPoIZO41pweHkqxmIDPuoKuyhW57j+SYnFcSYWQJ7JcY0cgGKj4/F6s1Z2bHuvDIeyltrq7SXOxXieWjV7ymIdyrxU8oUOW2gd15oBSKkIcCirsFR6zbo+dxlpm5IxlRrZ+PRqrvjzDsb0Oig7t7tMPaT16a1lx6aW+DqU7Rn3puzYulK++xhHr5nRIHM3ZRoiAFgEFNcd8ckJBE0Uq0Xi2GqbdyC4lbeTtRGAbXmqz+tjATCVGNjzxqWxPCUQNDWEcSMQNFGKM/VYjLYaJAPvkq+CK2g8Qnq3IGyIrRZR6j8nyT4s75ESXBpYUdg7g9fbS2RL1Rlh3AgETRTfCA/7e69A+dYFgsal74zRqNxty1WrHv1XFMJrBkgNkAYuCeOmzgjjRiBooigUCnzC3QGI35rtZG0E56LUqun98mUAVBQY2PLODidrJBA0L4RxIxA0Yfwibd6bk+sznayJ4L+ED44juFckAEd/O0FBfIGTNRI0JPW+JHXmJagbwrgRCJowsX1tqeSnN2cjSaLLnqvR7+0rQAFI8O8Lm5ytjkDQbBCp4IJGIa3QccoqwNWb7gNg9+trSFl5nLa39iJ7ezKFxy/dYMznOq1wKHvz8BWyYz1UBgAGTY1gw+fHAMg7lEV0d1vtmyC14xTzcV6HZOf2Ps8jzz9esQ5lJ8rDZMcGqMocytpr5b1PhVZ3WfkxZYRDWWqFn+zY8z0hl1sdF0kcGnDSocxstLJcYevu3DpUz/SQtdWO2VMR4/jEjv8kAD7p+ZP8AYJGQ6SCuxbikxO4FN4xtpvzifm7KTyeg9ZPviZLc8czoLKuTPK+QucpIqiRJTOPY7UCCnjpHce1cgQCQf0ijBuBSxE7sSOB3SsfVztNH+BEbVyfI6srKxObDBYnaiL4L8YKM9sXpwHQf4gb4ZHCUX4pI2JuXAvxaxO4FFofHYM+HE/2jhQUaiUhfaPY+1Z1V77ARnDLymrCUV39nKeIoBq/vXYcq1lCoYAZ7wuvjUDQmDjVc5OQkMCxY8fYu3cve/fuZcqUKbL7AVq3bs3mzZs5fvw4O3bsoGPHjg0qEzQ+So2KsEGxhPaLRqEQTy6OkCSJP14/Yt/WeYlnFVehoszMrj9s1aMHj9QRFCL+N5c69V3j5uxLUDec/oubOnUq+/fvr/X+L7/8kq+++op58+YxadIk5s6dS9++fRtMJhC4KmmHi0nYWdkTKby9jxO1EZzLwmcPY7WAQgEvv+d//gGCJk9DLCOJZam606RiboKDg+nduzcLFti60i5evJioqChatWrVILKa0Gq1eHt7V3kJBM4grK0XfhG2DKKorr6oNE3q59wkOLEund+f2cm293dw8IfDJK5NIv9UgcOKw2azla+n7+XgaltRxS6XheAf4PRnSIGg2eH0X938+fNRKBTs2LGDZ555htzcXIf7o6KiyMjIwGKpDJxMTk4mOjqaoqKiepedPn26mr7PPvssr7zySgN8EgLBhaHWquh0WSib5yeScqDI2epccqx4fS97FyXWKFO5qRj/3RUEtg2078tL0fPJjTspybN1+faP1HHjzE7AqUbQVuBshOfGtXCqcTN06FBSUlJQq9W8/vrrzJs3jyuvvNLhfldg5syZfPDBB/Ztb29v0tLSnKhR0+DoNTNk5UGrn3Ao6/3q5ex6aRUBXcMZ/Nm11eQ6lZkNj/5F5vZUWk7sQO+nh1aR/zLwy7op7UTkauAAvH3Y1nm67YBANs9PBMBQaMDDz5YanmpyHMBacp56MWM9j8nK++iSHMpyzPKezJZax20idAr5bC/LeeIPLDKO6E5e6bJju+mSq2xvWlHM3kW2MWoNqNzUmA0WLGYJJLAYLPxx21/c9v0wlgb3ImPVYU5+sAXJYiukGDyiPe2fvYIVhUqCvY2y595c1NqhLLXMT17vZS84lJWWyfcbOz31RVm5QNCUcapxk5KSAoDZbOajjz7ixIkT590fHh6OSqWye1qio6NJTk6muLi43mU1YTQaMRrlL1aC+sVQWAHYMqkc0XpyZzK3pxK/9CjBPcKJGdOmsdRzKlFdK4sjGsstePg5T5dLhQ3Li3n9AZtho9Up+G1PG7aYOtnliTuyWTh9C1azxLxb1uPZ+hglx2wFCBUqJe2eupzQUSIpobkhPDeuhdMW6T08PPD1rbww33DDDezdu9fhfoCcnBz27NnDzTffDMCkSZNITU3l9OnTDSITuAZmvc2Y1Hg5fhINHxBtf7/9lX9J35TY0Go5HaPezKG/K+vceAeJzuAXS4XeyrtPZADg4aXky7/i0OqqXiZj+4Zw0zeDUagUWM2S3bDRBnrSd96dwrARCFwAp3luQkNDWbx4MSqVCoVCQXx8PLfeeqvD/We59957mTt3Ls899xzFxcXccccdDSoTOB9LuQkAlbvjr6tCqWDUV1ez7sFlWAxmNj21irB+LWg5sUNjqdmoHPk3m99ePUxJjq0Ng3+ETgQU1wMv3ZOKoUICBXz4SzSRcdoaj4vuGcTN3w7hh7s3YjVLBA5sRcdXJqBUiv9Bc0V4blwLpxk3CQkJ9OzZs0aZo/0AJ06cYODAgY0mEzifs54btUfNN5qzBHYOZcJft3J07h5O/HSAzO2pZG5PbQwVG515D+6psn3XV72dpMmlw6YVxezbqgdg/E1+xLWXb/0R1SOQh9aMY3NCKB4tRLp3c0eCeq9LI1rh1h2nZ0sJBOfDVHZmWcpT3rgB0Hho6HpfP2LHteXf//2BsaiiodVzCkq1gkE3xzDinpZ4+p3/cxHIM/v1LJbMKQDAP0jF/a+E1Gqch59WGDYCgQsijBuBy1ORa3ua1vrJZ/mci0+sPxOX30rqv/FsfXF1Q6nmNCa90one17RwthpNnqLsCr6dtoeME6X2fa9/10IsLwkuGLEs5VqIX7DApZEkieJTOQB4x11Yfx6FQkHUqJqLMTZ1QluL4pEXy5qv4nlj1Aa7YRMSqWbOmpa06Vx7I1ogELgmwnMjcAlySzxr3G/MyMeQX45CrYSoSIoMmmrHdAhOlJ37o6OjHMoe6bDmgvR0FWZdv7XOY18/JF8z6qAxVFY+TJfnUNbOLUN2bKCqzKEsWi2f7RWgKpWVb1U5XoKc6nPA/r6iwsr1UwvYs/tMoLoKbnwsjEnTbX+3voZAhy25cQ7nDnTXy+r1XbJ8PF9OsZesXA7J6vjJ/nxt2WLmzZSVJ932bF1UarYIz41rIYwbgUtTdigRAO/24ah01Q0bgeBCOHLExJTJ+RQX2yyYdu3ULPzZn2RveYNOIBA0LcSylMClKT9qK6bo11XElzgDi0Viy8pC/piTQ3mpfAVhV+e7b8oYNzbPbtjccac7/6wJIihI5WTNBJcCZz039f0S1A3huRG4LJIkUXYgHgDfbsK4aSwsZgmLRSIn3cQnTyZzfK9t2WXlglxm/tIGIp2s4AWiLzQy4uocTp+yGWdaLXz9rR8jRsinegsEF4JYlnIthHEjcFmMqbmY80pQaFT4dm5id9QmyOltuWz45jRpB/OpKKvseq1UgtUK6YlGls3LYewTGqxWcHOzBW27Mn9/dIxNc+KxWioDaf5ZE0hcnFjiFAguZYRxI3BZSvecBMCvWxQqN3Ezqi+KsyvwCanqtbCYrSx8bDcVxeYq+1t1dueZL2J5dsopcjNMLPosm0WfVZ3vnjs8WbainJBgFT3GmRl7oz8eXvV7afn+lxLe/6wIb28Ffy4JRK2ueUVdX2jk6NoslEpYNvMIhlJztWPemlnKl1+J2jSC+kWSFEj17Gmp7/maE8K4EbgsZfsTAAjoHetcRS4x3h/zL90ntGDATbGEtfMB4MjqTCqKzSjVCt75tTWhUVqyU41Et9Wh0Sq56rYg5r5VcybU13NsGVAZmVb2H8xk/ruZPPtFNP0u863x+NpgtVp59Z0i1m+uYPtuQxXZQ48W8fmn1Y2TtV+eZM2sE9XKukZ09GHpfC3/+18Ru3aaWLHcwE8L9Vx/g0ed9RMIBK6NMG4ELoFOW/UJ22oyU340CQCvbtGYJcex7war/Nc4WF3iUPbywQmyY2d0+UNW3hSxmCV2/5bC7t9SqsmsZoknrj4pO16lBu8ADYXZphrlViu8OT2Z57+OpfeIqgaOn7LmMQBbDZX1ZS5reQLJQe35VTvUPJs+utr+LX/8VdWwUSiIvHUIEdcPYraUTpdPrBwa9wsVBQaeerKYv/RdaT3OVgfJcp4n5DKj4zT1MA/H3y+A3POkekcHFDiUJWQHyo7VaBwHeZcXyccUqXOEN7Q+saKo9/YL9T1fc0JkSwlckrKjaVgrTKj9PPFsWbtS+ILGwWKmRsNGqYK3f22NVqdAkuCNaYns2Sh/468Jo9FaxbDx8LJdpoI7BQFQklrCkV+OYrVaSd2axr45BzCWGlF6VBog3X96mD7LnyHi+kGV+qmVXP1DpTG7/uVNZO6v7KouEAguHYTnRuCSlO5PBMC7WywKpXh6cSXuezeOkBZagiLdCAjRoFQpqCg1g1KBn5eVD5e15ZFxJzAZJV6/M54Z37ekS39vCnNN/LalnKuvdZNtb/D+M5UGR6/B7rzzfRRWq5Wf8gcxd9ACLEYLW9/dwdZ3d9iP2/353ipzWPQGNL7Vl508gz0Y8FQ/tr6zHYC/7l7JFV9cTmiv8Iv9WATNHJEt5VoIz43AJSk5eGZJqmuMkzUR/JehVwfSvrc3QeFalCrbxVfnpUbnYasXExmn4/2lbVBrFVitMPPeRJbNy+HOAUd48tEienbOYfNGQ7V5rVYr7z+TyeolNm9PSISaV76wZcmdNYb6PtxLVjelu5YOH92GLtxxwHDH69ozYe44+/aK/60iaV3SBXwCAkF1zgYU1/dLUDeEcSNwOSwVRvTH0wHw6iKMm6ZIdFt3nvnc9r/Tl1r55tV0rGeyy0tKJG69sYCOrTO5+spcdu4wUFhg5amb01j+czFgW4r6YWOsfUnqLB2ndODKr8ai8dIQ3DmIqX9OwjfGB4USAkZ0ovuPD+LVLuK8+gV3Cmb4G0Pt2+ufX48+R76NgkAgaDqIZSmBy1GyOx7JbEEb6odbhD/gOAhV4Lr8N5jYJ0DFsCEa/lxq6wFlMMDBA2aun1Q1oNYvUMVnv0c5XLoK6xHKrWtvtG9f+8tEAA7lX1ihx1Zj4gho48+S6//AarLy111/Men3SaIjuKBOiGUp10L8igUuR+GWYwD4Dmzn8kXiBPK07lqZARUYpuGjWX4MG64Fqjd2VCigaz8d3/4dQ1gLba3PoVQq62yQ+Mf5MeDJfgCUZZax6eVNdZpHIBC4FsK4EbgUVqOZou22VGT/Qe2drI3gYnlncWuuut2W5ZRwpILrJ+fxzTw/TqeEcSo5jMMnQ7j7Xg86dVbz7oJIPvwpGr+AxnUod5jcDsWZ2KHkDcmNem7BpYOIuXEtxLKUoFEYtvpxWXmcTxoAyeuTsZYb8QjxYMBgUCjTCHWTTyf2VlXIyk2S48aIN/julB3rdvgKh7LnOq2QHXupcn2bXXUeu3O7iTYx2SgUIEnQY2wwU17sTo9HtfyZ1ZXVMrZFerGP7Nxdg2suMgjgqaoewHyWfQuPI51pz9D+8igCtdVjbzoFOp77fAR6l8nKV4/4yKEsZs5bsmPNMvV3dBnyl3dF9eLNAsElgzBuBC6D1WJl75e2lN64MXEiBfwS5mwdm70rcziwOpdb3moPfRpfj5P/pLDhXdt3zivEndEvyWdjCQSOkBog5kZ4buqOMG4ELsPpFacpOFWA1kdLl1u7OFsdQQNw5YOxeAVoiN9TRGm+iWNbC7CYJeY+cZTwMVa6PX95o+mSl1DEimc2A6DxUHPrL2NEMLGgzkhUGu31OaegbgjjRuASSJLEoe8PAdD1tq7o/ORLxwuaJuPujwVg6A22+jW5KeW8O2UPpQUmMv4+jqmonJ5vTWhwIyN5WyZLH1gHEig1Sm5dNAZ3P8dLPAKBoGkhjBuBS5B9IJuihCLUOjVtr2nrbHUEjURQlDszNw9g5sRdpJ/Uk7s9mdVXzKbzk6OIuKxdvZ4r+1g+697aQ96pQkz6yoCT/v/rjF+kfP8ngeB8NNfeUiNHjmTUqFGEhIRUeyi56667nKSVyJYSuAgpG21NHKOGRqH1qn0asKDpo1QqeXZpb/w6hwFgrTBz4PVVZG44XW/nSNqSzk83/U3mgVy7YaP10nDtVyPofXvHejuPQOAsnnnmGXbs2EFxcTFZWVksWbKEtm0b9kHxpZde4u+//2bUqFEEBQXh7+9f5eVMhOdG4BJk7LRlo7QYfGGF2ASXBkqlkv6fTSH59wMcm7URq8nCvpf+YujC2/EIl8+Sqg07vj5iC2BQQJsx0fS8pR2hHeU7bgsEF0JDpG5fyHzDhg3js88+Y+fOnajVat58803+/vtvOnbsiF7fMNW3p0+fzu23386CBQsaZP6LQRg3AqdjMZjIP5EPQGi3UCdrI3Am0Vd3JahfDBtvmo9kkTj26QZ6vnnVRc8b0NKHjP25IMHoGX1Ra8WlT3BpccUVVctW3H777eTk5NCrVy82btzYIOfUarVs2bKlQea+WMQvXNAo9AhMdShL25ODZJHwCHQjNlpCoSitIn8z5IDs3D+Vyrs/9VbHy1y7DVGyYy/3OuRQFnOyb437Zz16iq3L8qvtj2jpxgd/tkPjZlsNntR6n+y5L0Wm+aY4lP2Ta1se0rXwJHJka1L/OUnO9kS0CiNKpZIQr1KHYwEW9P+2Vjp83v/Xavvu2nmb7Bg/TblDWSePNNmxc/vOrZVeNaHK08jKAw47lklK+VybCn/Xj+doSjRk+wVvb+8q+w0GA0ajUXasr6+t/Ul+fvVrUX3xzTffcOONN/L666832DnqijBuBE4n91QhABFdAi6Jdgv3vd+qmnET0kLLk7Ni7YaNQJ7ODw4i9Z+TSGYrycuOEjuhk7NVEghkkaQGSAU/M19aWlUD+pVXXmHGjBkOxykUCj766CM2bdrE4cMyFvBFotPpmDZtGpdddhkHDhzAZKraB/Dxx+WLtzYkwrgROJ3iDNt6sHeYh5M1qR+USgULTvTh6MY8LGYJfYmFPqN88fB2XClZUBVdgAceEd7o00tI+P2wMG4EzZrIyEhKSiortRsMjituA3z22Wd07tyZwYMHN6heXbt2Zd++fQB07ty5ikyqb0vvAhHGjcDpGIps7lXPwEunto1CoaDnsIsPhG3OhA+O4/QvByhJaDi3ukBQXzRkQHFJSUkV40aOTz/9lKuuuoqhQ4dW8/jUNyNHjmzQ+S8G4SMXOB2zwQKA2k14NgSVxE2yVam2mqzsfn21k7URCFyfTz/9lGuuuYaRI0eSmJjobHWcivDcCJyOqcJWd0StE8aNoBKvSF90QZ5U5JaRsvIEygBf2twzyNlqCQQ14uxU8M8++4wbb7yRiRMnUlJSQmioLfO0qKiIigr55sIXQ69evZgyZQrR0dFotVWTNyZNmtRg5z0fwnMjcDoVZ5aldN7ymSGC5sdlP91gf5/0406MpQ13kRYImjL33Xcffn5+rF+/nszMTPtr6tSpDXbOqVOnsmXLFjp06MA111yDRqOhU6dOjBw5kqKiogY7b20QnhtBoxCkcZzGa8izBRTHhRuJdsurJn80Q75T84mSEFn5/NbVU3/PEm+Sr4bspzQ5lEWpq+t6Ll208kF/6xLaVNmWJInLO5zGaLh02+Vpwh1XHd6R9FeN+3dHqchIsS1dFn3wEw/Nrjm4+KqjoxzO/UiHNbJ6fdtnnqxcLlX8VIV8baaR/z4qK9fLfAdVykzZsZufeNehrPOjH8iODTzi+LstuHAaMhW8Njgj0/S5557j0Ucf5fPPP6e4uJiHH36YhIQEvvzySzIyMhpdn3MRnhuB0ynOsj2N+4U238aFVqvE8l+KL2nDpq4MHOZuf19eanGiJgKB4FxatWrFX3/ZHkqMRiOenp4AfPjhh0ybNs2ZqgnPjcC5mI0WjOW2G5ZXQPNbljq2v4JXH84kPUk8RdfEsUMV/PZDpddv4NXyXjqBwFk0ZJ0bV6WgoMBeYDAtLY3OnTtz6NAh/Pz88PBwbmkPYdwInEpekm1JSq1RoPNqfl/Hz17PEYaNA9KSTNwxIct+gb/8rgiGTA5zrlJOwmq1UnIolZzVRyg6kIoxtwS3EFFqwJWwGTf1HVBcr9PVOxs2bGD06NEcOnSIRYsW8fHHHzNy5EhGjx7NmjXyS8ENTfO7mwhcivQjtqCz2G4+KJVNvzrxhZIcbzNsbpjuz+2PBLBwdgFzPxJ1XQAevCUby5lVqKl3eDLmqTin6fJd//n4xfriEexB34d7s3/uQRJWJ6JUK2k3MoLxb9XciuNiKE/JI33hFooPp2LILgGr9B+5+J4InMsDDzyATmerT/bGG29gMpkYOHAgixcvdnpLBmHcCJxKTrxtySG8jZeTNWl8MlJMFOXb7t7X3emHm5uS2x8O5IZ7/bm8g+PA2+ZCXo7Z/v7nOWX8PGczLbt58cyPXVGpG9cQliwSBacLKThdyJJtf9j3WywWjqxIIbJnID2ntKq38yV9u46MX7ZX26901+ARHYR7lD+FuxMxFTRMt2fBhePsVHBnUFBQYH8vSRJvv/22E7WpijBuBE4lJ8Fm3IS2vDRaL1wIuzfZbkxd++gICK78KbrpRJw/wKgrPVm2qKzKvvj9pUzrtIWPtvXB218+060xObQ0qd6Mm9MfriBn5ZlmsUoFPp0i8e/fipDRndD6e1Y5dvNox9lSZRmJeIbH1iizmo1kpu6hrDgdlVqHVudNaERPyvW55GYeQucRUC9/i+DSp2XLltxxxx20atWKhx9+mJycHMaOHUtycjJHjhxxml7CuBE4lbxk280rJNb9PEdeemz91/a3d+3T/P722vDSe0E8/3YgW9eV88PXRezbZcRyJjzp0YE7advbh6nPxhHTseG9fuO/G0fqtjSKk4tJ35lB9LBoutzUkV8n/Q5AxqECPh+znOkrx6JU1s04tVqtHH/xV4p2JQDgFuZL9y9vR+1RNyMu4adPUGrciJ54F15RrTEW5ZP425cYC3NqPP7Uod9BoQDJWqfzNXekM6/6ntOVGTp0KCtWrGDz5s0MHTqU559/npycHLp168Zdd93Fdddd5zTdFLj+5+fSeHt7U1xcjI+PT617fzRHvj5ecwO3h3ptpbzUwux/WhPVquZU8DHu8oXbPiqQf2LWWxynmMe45cqOtUiOb1QJhmDZsd6qmvUuzTOw5NUjHFqdBcCMRR1p3b3qDfqmNjtk574USUsNl5Xvy3Pjym6JVfZptPDpL5F07KZjbWlHh2MLzPKewY96/FxrPS+U4Wsek5Xnltr+90lv/kzJ9uMAuLcOJ+7tuygrkTfcNBlVDR9zUSE5y35Hf/wYksl4EVo3DVzh+ntWh55/vEWZuX4/c0+1lj0TnnHZ+8uWLVtYtGgRH374IcXFxXTr1o2EhAT69OnDb7/9RlRUlNN0E/5vgdOoKDXb65YEhrq+E9Filji6tZCTu4qRJImMI4X8895B9v6WWOs5di9N451xG+2GzTUPRFQzbAQ18817tgDaqJYagkJVaLRgMsIjN6aRmdr0M84qEm3fCZWPO63evwel+sIvz2pfP8Jvup2A0ZfXt3qC83A25qa+X65Mly5dWLJkSbX92dnZBAUFOUGjSlz/jiK4ZCnIOtN2wVOFh5dr95VKP63nmydPkHS4rEa5ocRE/9va1CiTJIn0o8Vs+j6JPX+kAxDc0pOH348lrrNnjWMENjIyLPz1VwV//FnO7t02A+axV4PYs7Wc7z8rBKBCD1OGJPPctk64eTbdS5ra1wNTViGagItP8fZs35G85X/Wg1aCWtMM16UKCwsJDw+v1qSzR48eDd6R/Hw03SuBoMmTEW8LqA2J1TlZE3lWfpPKr+8nyYYirH7/MLt+TiAozpsrX+6Od4gtjsZQZuaHx/dxfGPl8leXMaHc+H53onUFjqZr1uTknDVoKtixw2iv9aFUwu0P+9O1jzt7tpZXG3d8bSZdr2rRyNrWjoyVhzjxwWrco/3p/dUtYIWM5QfQhflCR1v3c02AD+WkYy65+AyosmPOC+QUNB9++ukn3n77ba677jokSUKpVDJw4EDee+895s+f71TdhHEjcBppx20X8ci2ruu9SD1exqJ3kwCI6eRJq+7e/PtDZb+fZ3aN5++3D7JnUSKFqXoKU/X8/OA2rvu4H+nxefw96xSph4pQa5XE9fbHJ0TH2EfaNMuaPufjhx/0/LJIz549JqznGJK9emlQKiEgyo3yMolR7eLtsu793TAaoHs/d+JGumaBv83XfoGpyGaM6RPyyFp1mPhvN9vTuFW+fxM0sR9KT1tsmLVMvidZbfBo2154bhqbhlhGcvFlqeeee47PPvuMlJQUVCoVR44cQaVS8eOPP4o6N4LmS26aLeA21IUzpU7ttQXxtevrw5PzO6NQKLjmkRjKisyUhtiC5a54oRtBcd4c+zed5F15ZB4t4tMxf9vn0HqouOfbPkR39XPGn9BkeOrpyi7CHTqoue46d1q3UvPUU0VkZllhZ9W4mqfeCuaqqZVLOGtLXfNydtawOcvx9/6psm0pKiNr/r/2bavx4uOH3ELlg7MFgvrAZDIxbdo0XnvtNTp37oyXlxd79+7l1KlTzlZNGDcC51GYbYu58Q91nXoljnDzUNm77nr4qPHwUVN65gFboVDQ9+ZWtL8sgk/HrqqyfBUQ5c7UN7sKw+YCOXrUzJdflpKVVRl04B+ookN3N9zcFEy40Ydeg5pWbSSlVoXVWEPjz//mrFpdPNBCUCPNsbfUWVJSUkhJSXG2GlUQxo3AaRSeCSj2DXZd4yY0xhYPlHG6eozHf/EJc2fqp/0pTNPTbmQ4YaGI5aeL4KxhExGhZP68ALStfZ2sUd1o9+QYwsd2BiBx/lZSFu1GqVHR6n/DCBvdkdxSL6xWK1nf/UPJ7pP4DHKc0i4QuBqTJ09mxIgRhISEVKvxNGnSJCdpJYwbQSMxJ2lglW1JkshMtpWXX68YwF+7ox2OHRQT71AG0MkrXVa+OqudQ1nfIPklsSL/QuAwOSkV7EnxxSu48ngPZfWaFh2GVta+iXTLlp07x+ztUPbc/mtq3C9JEil78ji8JouYgWHEDqxcfrBarHzSe5HsOQEOJ0c4lBUVWhnYNdOhvCFZdzoOpVJJWamV72flo1IrGHaFF2072WJRNpS1lx1fKlPP6Hzcuv1OWfn8ft/Vee6ocR0Bmzuv9e39aH17v3OkVspKbXr7XD8Bn+tte8vONEL3OC5v+B+dKV9DR9B4NMf2Cx999BH33nsva9euJSsrC8mFXE3CuBE4BXNROVaDCRTgFuJD6fkdI07BL7Iy2DlxWzadx8c4TZecU8X8dN8WSrJsH9a+hSeZMncU4V0CAVCqlEz8dChLH9xwQfOePmli2ZJytmw0cOSg8+rFnH3q8/RSMv0Z59bIEAguGElR/wHALm7c3HLLLVx77bWsWLHC2apUQxTxEziFikxb8Kg20Aul1nVtbKWq8uLi5q1xoiaQsC3bbtgo1Qokq8TPt66moqgyuyZucDhqXe1rBi1ZpOeaMTl8NauUQ/urZikJBAKBHEVFRcTHy3vWnYUwbgROwZBRCIBbmJ9T9TgfCqWC0A5+ABz/27lFqTz8K5ddxr1ducz36z1rMZ8TqHrP3xNqNd8/K8p56clCLBYYNMyNN973Y8320PpT+AJxJZe2QHChnA0oru+XK/PKK6/w8ssvo9O5Xq0yYdwInEJFZiGArYiZi9P7ptYAHPsn1al6RPcOsmXWAMse30yrkZEA5J4s4sDPlamXbt7ycRonj5voGpfOI/cWYLXCpOs9+HJ+AFdf50FYuPMqRc/5WBQ1FAiaEr/88gv+/v5kZ2dz4MABdu/eXeXlTFx3PUBwSVORXgiALsLPqXrUhriBNm+GxWilOEuPT6hzUpB9Qt0Z/mBH1n1iqz5bUWAkqm8oKTuyOPVvKj1vcRw4fS5Xj67sCj1mnI6XZ/ra09ydSUFuDWnSAkFToRm2X5g3bx69evViwYIFIqBYIAAoT8kDwL1FgJM1OT+egTrcvDUYSkwUpTnPuAEYeFc7dN5aVr6xj7S9lUaKpab6KbXg7Y/9Uamcb9gAPPSSCCIWCJoSV155JZdffjmbN292tirVEMaNoFGwWCtXQCVJQp9oM27cWgRjsSoZGXfC4Vg3pVl27t1F8hlMSQkhDmXuavnsoHtbrAfAxwdySmDXxzuZ8ENrNG5K1hbJ1yPxUMmX0U+pcGzYtXTPcSgbe3Mg7rGXseSe1fZ9nSa1xWxVIUkSP173V5XjX/kinCFjvTl+oIInb06lrMTKiMHuLJ0fhrt79ZXpD46MltV7aXpXh7L1l70vO1aOY1I0yHxkh0ocp7ADdPBynMLuraqoq1oXzeoRH8nKey9/1qEsJ1p+iTFm3lvV9hX/vYnSdTsxpWXVSj9B/dAcU8FTUlIoLi52tho1ImJuBI2OMasIi96AQq1EFxXobHVqxb2vRaFUwYl9enatdf6PObJnCFd+OJSet3Wg3/+60vHqVgD8cf9aChIq9WvZQUtYlJpNf5fy1C02w2ZIfx1L5tVs2AiaNtZyAwU/LBOGjbOQ6vnl4jz++OO88847xMQ4r0SGI4TnRtDo6BNsXgn36CCUGucFsF4IPYb6MO7WYJbNyWHx51n0v9z5gdBxQ1sQN7SyC7ap3EzK9qrei/ijRqZfVVkWvVMvHUu/D8fTQxg2lyIKnetW+xZceixYsAAPDw9Onz6NXq/HZKrqCQ8MdN7DqzBuBI2OPvGMcRMbfJ4jXYtJ/wvln5/ySDhSzt4NJdDd2RpVZdMHe6rt07op8PJR4uGlpPsAD6Y9E4S3lxOUEzQKCoWC4AdvJufTBc5WpdnRHJelHnnkEWer4BBh3AgaHX2CrS2BR1zTMm58AtRExLqRcLSc/ZtKiO3ubI2qcvi3qp14vf2U/L63dQ1HiqykSxn3nh3RtAjFlCqWpgQNy/z582t13NNPP83s2bMpKipqYI0qEb5pQaOjP33GuGnpvIJxdaX/FbblqM1/FWAqlw90bkzKcqr3r3jirab3+QouHoVSie9VI5ytRvOjvuNtmkjcTW147rnnCAho3MxYYdwIGhVLuZGK9HwAPFs5zmJyVcbfEUJAqIaCbDN75h9xtjp2jv5ZtQR6XDst/Uc2rfUns1n0fqgvPPo5zmgTCBobZ9TREsaNoFEpO5kJEmiCvNH4eZ5/gIvh5q5k3K22eiy7vz1MeYHzUozPJT++qrv3vR9aoNa49nr9f3m48wZ2r5DvpC6oHQqluLQ3PooGegnqgoi5EdQLA/9+SlbeOygRgJ1JhwGI6eFHv5BEuzxWl+dw7I6iWNm5E4vl3Z0KreMYk5Np8t6jeapB1faV9y8F5XysFomlL+6l+5sTaxx7rFh+bg+ZGjuFJvlCgaFuVdPRB9zRmhMrEu3be/LCCfSoeY5jBvnaPhlG+Uwwb63jYjTtFs+QHevpXjk2bc5ashZtrSL/7tEj7Akfjdqnuu4jIk7WOKfVbMVQauaw5LgOjtEqn5UX6+n4+wdw1YYHHMqWDZ0lO/Z8hHmVOJSp4uTXJXKLmt4DwiVLM6xQ7MoI817QqKTvywUgonvTCiY+F/cQL+Ku6QxA7tYEio87P3AzuLUvnSdW1ppoCt299Scz7O/dzql3dPSReVhr8QcUpZXx5zPbmTXiT2YN/4Mll8/h5K+HGkRXgUDQtBDGjaDRsFqsZB44a9w07VL7nR8egn8PW42Z7A01exQaC7PRwns9F3NoaRIA/e5sR3CM81pE1JaK5Fz7+7bv3EyLu2xBsIbMQpI+XiE7Nud0EV9dtYJjK1MwlNg8UaYSI3s/2MzGJ+XHCgQNgggodimcatwkJCRw7Ngx9u7dy969e5kyZQoArVu3ZvPmzRw/fpwdO3bQsWNlmfvGlgnqj+RtmRhKTOh8tQS18XO2OheHBAX7bF3CLQbnZU0Zy80sfmCTfbvH1FYMfaiL0/SpLab8Ukz5pQDoYoLQ+HoSNqk/Pj3jAMj75wAVGTV3CS/Lr2DBTf9WufC36BWEZ6QPABmbk9k/a2uNY5sL1gr51h8CQWOyceNGysurZ3Q2JE733EydOpUePXrQo0cPfvnlFwC+/PJLvvrqK9q1a8fbb7/N3Llz7cc3tkxQfxxblghAu3GxKNVO/+rVmbwD6ay88lv7zdW3Y3ijGzj6fAN7Fp7il2kbSN6Rg1KtoM+tbRn+WNPIkinefdr+PnhcT/v71i9NRulmCwVM+mh5tXGluRV8M2El5goLKGDSZ4N5ct9kbvh2OFf8PBX/djaP4OmlRxv4L3BtzHnObxHS7JAUDfNyYdatW8ctt9yCTqeTPe7KK68kM9Nx77eGwOXuMMHBwfTu3ZsFC2wVNhcvXkxUVBStWrVqdFlNaLVavL29q7wE56e80MDptTZPR/srY52rzEUgWazsfGElptLKJ+NDr63gxKx1jaZD8vok5kz6mzVv7yPjYD5aTzU3fDec4Y91Re3m+u0srCYLGT+c8TYpIOiqXnaZUqsmaGwPAEoOJWMurSBp1kr2XPseX16xnG8nrsRYajMkR7/Qk5aDwirHKpX0fHIIAOYyE7vf3Vir2J1LEbW/uC4JGp69e/fy3nvvkZmZyVdffUW/fv2crZIdpxs38+fP58CBA3zzzTcEBQURFRVFRkYGFktlhktycjLR0dGNLquJZ599luLiYvsrLS2tPj+OS5YDP5/EYrQS3N4fBZB1JB+LqendeMqzSzEW2NyrHZ8eTfBgmxGctqzhA1mNpUY2v7qRdU+tQV9gICDOm353tuO2X0YT0bVpNCAFyFm2G2O2LXXdPS6kWg2MFncMB6UCJNg35UNylu/FWmGiOEOPscxm2Fw5sy/dJ7WsNndgxxD8Wts+i9NLjrB4+Lcc+HJHg/49rojSQ/5JWlD/SFLDvFyZRx99lIiICO644w5CQkLYsGEDhw8f5vHHHyckxLl1zJyaCj506FBSUlJQq9W8/vrrzJs3jxdffNGZKp2XmTNn8sEHH9i3vb29hYEDdAlIr7avIKGI5Q/+i8ZDTcGZOiw5xwr46ea/AVBqlIxfdRcqNzXp5X4O51Yq5H/hPm7ytWb8YjMcykJ0pbJj9+dUTS826Ss9I3kV/qgGDoBNtiWWkyfdUPtWFs5TquT1jgtynH5s/Y87OnN3BltfW09ZZhkoYOidLbnsgdaotWf1KatyvFLh2HC8v/06Wb1+P91NVp5l8HEoC/F1nNYMoK0o5sCPG+zbwV1DCfG0/Q/6BSRWnqOzL2kHCu3bSpUCq8X2eQYMbE1h72Fsyak6d9cz38Hr5l3GH/9bQ9aBXCSzlWPz9qI0Gej7SF+Hevmq5eMBrghxbLxeflS+GvCDHdbKyjv4OHbXt/aW98Rl+zn20HQ4k75eeDSLE3N2kL3NFnAe0DWc9tMGsOWB32TnFlwgzTQV3GKxsGTJEpYsWUJwcDDTpk3jtdde480332T58uV88sknrF0r/xtoCJzquUlJsXUrNpvNfPTRRwwZMoSUlBTCw8NRqSp/1NHR0SQnJze6rCaMRiMlJSVVXoLqpO3M5Jfr/qQ0s8xu2PwXq8mKtYlUpS3eeYrDN3/Ikds/se/LXbASj26VvZuyP6//m4XFYGb3x9tZ/cByyjLL8IrwZswXVzL2sXbnGDZNh32vrMBcZrRvB/WLrfG4YdPb2euXxfYN5PldV+LTpQWhV3ajw4xrZM+h1qm5ds7l3LbqGvxibDf/IwuPYK5wnXYZjYlfh1D6vH0V3Z4dhcpdQ/6BDGHYCOqdPn36MGPGDB5//HGys7OZOXMmubm5LFu2jHfffbfR9XGacePh4YGvb2WxsBtuuIG9e/eSk5PDnj17uPnmmwGYNGkSqampnD59utFlgrqz7H+rz3tM10cGofHUNoI2F0/iG4swF1b1jmgjglGoKw2M8n0nOT31RU5PfZGUJz696HPmHctl+e1LObrwEEjQemI7rvz+akK6h51/sAtiyCkhb1dKlX1BvaNqPLbNkFBe3HMVLx+cwG3fDkKpVtLlgxto/ciYWp/PI8iDyT+Ms21IkHs0V37AJYxCoSDqig4Mm3MDkWPaoW4iv7smRTMMKA4ODuaxxx7j4MGDbNy4keDgYG644QZiY2N55ZVXuOeeexgzZgzTp09vdN2ctiwVGhrK4sWLUalUKBQK4uPjufXWWwG49957mTt3Ls899xzFxcXccccd9nGNLRM0DJ4RPrS+rmlk9gD49GtL0ebKDJyAy3vgd+sETNk1pysbU7IxpuagbXHhxQolSeLowkPsmbUDySKhC3Cn/3ODaTG45jiwpoBkldhxw5dV9nV5djRKreNLUH1k1Gnc1ShUCiSLRMHJAsJ6NE3DsL7wiPChxwujsZosLB/1hbPVETRxzjoCvvvuO+bOnUtubvUHiAMHDrBz585G181pxk1CQgI9e/asUXbixAkGDhzoEjJB3bhj/VT+nP4PuUfz7fu6PTaEA59sRqlW0n/mWCdqd+FEP3E1B88xbsLvGEmFQk3u3L9qPN73yoFowi68C64hr4zD7/xD7nZbfETU8Fj6PTMInV/TDhDN31bVE9piQmcix3ZolHMr1UosFgvl+Y1bZ8OVUWqa3pKmq6OQbK/6ntOVGTVqFJs2bZI9pqSkhJEjRzaSRpWI3lKCBkHrqWHS9+PIO1HArzfaDIDArmFcs/5eJ2tWN5QaFS1fvYH4lxai9HBD7eUOZaDffdx+jCYymICpo/Ds0wGFUoniPAHF/yV742kOv78GU2E5Sq2KXg/1pe2kDk7pqFufSBYrSfM2V9kXNb5zo53fYrRlQpZllZ3nSIFAcCHMmDGDa6+9lqKiqnGV3t7e/P7774waNcpJmgnjRtDA6ALc7O89Ixxn2TQFFFoNAFa9gf1XvY5bm6rxIpGvT0NVhxRcs97IsU/Xk77iCABerYIY/tpQ/Fr6X7zSLkDyj9soO52DQqVEsljR+Lrj27bx0kT9or0pTCrh9F+ncQ90p/cDvRvt3IJmRDPMlho2bBhabfX4LZ1Ox5AhQ5ygUSXCuBE0KGeXpXzi/JtM8LAjdLHBaEJ8MZ2p0WI4WRkc63f10DoZNjnbEjj2yXrK04tAqSDu+l60ur0ffj7y6e1NAUmSSPx6A6m/2NbbJYsVlAp6v1tzF/WG4pq5Y/lx4h8Yig0c/uGwMG4EgoukSxdbixeFQkHHjh3Jz68MP1CpVIwdO9bpJVKEcSNoUPJO2AJuQ9r5EuzmOG3eTek4TfdAQYRDGYCH2lRneWa5fCXXG+N2Vdk2r+rH4X+z+PuTk+Qm6e37L3u8HUpVapVjs/ReOMJqtrBzxhoK1trqp2iCfYh9YiJenaPJM0FqukZWr2M6ec9H/9Akh7L/7b5Jduyf+fKXhYQSx7FESUm2AGqrvpy8ub9SvrtqfZjYWweibRlJeQ3/knVZbWTPG+kp31LgdImDZqwK8IrywXA4B8kiYbRW//vclPLfIb3VsWEerL64chCxOsdZXCbpPHVuDI6/v0VGeWM7ZtZ7snL/I44DuosGy8cvJdz4vKz8kqQhsptcNFtq3759SJKEJEn8+++/1eTl5eU8+OCDTtCsEmHcCBqUpA22G35I56bdBfwsaq2SbmPD+fHx/fZ94/+8BaWqdpk9kiRhKTOSvHC7zbBRKgiZ2JewG4eg8nA7/wQuirnMgNVoRpKCqDh0gvwFS7DkFoBCYSuzqlDgN/kKom9q7xwFlbabhC7A3TnnF1z6NKNlqbi4OHuWc9++fcnJqayoaTQayc7OdnrrE2HcCBqMwqRisg/noVApaDU6xtnq1AtH1maz/IPKIOI+zw/HPdCjVmML96Vw6vO1lMVXXgiiHxxH4Jju9a1mo1GRVUTy/C1k/XMErP+5EqtVYLaAQkHArdfiNbQvCkW2U/TUZ9qqIPu1vvAMNoFAUJWzRW7PLX7ragjjRtBgHPn1BABR/cPxCGz6T8wJu/OZ/9AepDMPJH5tg4gd1/a84yqyi4n/cj0560/Y9ym1akIm9SfgMvlWB65KRVYxKQu3k7XyIFINVaYVGg2SyYRC50bQ9Btx7+Ikj80ZjMW2RqfFiYVO1UNwCdNMPDfjx49nxYoVmM1mxo8fL3vsn3/+2UhaVUcYN4IGwWywcHxZPACdrmvnZG0uns0LEvnz7WNIVoho703XsWEoB/eWTdO2miykLtpF0o/bsFaYQakg4qquxNwyEI2PjhJz7Tw+rkRZVhmnvtpP5oqDSCZbirVfj2hi7hyCZ2wg+2ZuRr9zP5LJhCrIn+CHbkcb6fzCeRaDTVd9dhnLrv+VcQuurZcigQJBc+P3338nLCyMnJwcfv/9d4fHSZKEWu08E0MYN4IGIXFtMsYSI16hHrQYEO5sdS6KjBMl/DHzGACt+gVw/Vtd8QnRsbtIPrX99BdrSf/DFpvj0zmSNg+MxKv1OYHATajVkSRJ7J97kH3f7MditHlqfLtHEXPbIHy7tMBcZiD+y/Xot9j+Xm1MJMGP3InKx3FQdWMy/MPLWffoKsDmvcnclU5E/xZO1kpwSdFMPDfnLkWJZSlBs+PoklMAtJvQqtbBtq7Kvr9s3abbDgrizi97nbeontViJX7pUTL+OghAq+nDiZzUs8kW47OYLKx/eRMJ/yQC4NO1BTG3DsSvu60dREVGIYdf/B19oi3rx6NPVwLvnorCiU9t/yViQBSxY1uTuNL2vWyq/bkEAkHtcJ2rj+CSoTCxiPTdWSiUCtpPbH3+AS6AZLGSvuooPu1C8G5lS2eWJIl/vzzNum8SAOg8OvS8BkrO/gz2frCZwpN5APh2i2rShk1ZVhn/Pree7AM5KNVKBjzVD8WIgSgUCiSLlcTvNpG6aCdYJTR+HvhMHo9H/x4u+feq3W2XO42XBrVOXPoE9UwzSQW/kBTvTz+9+AbCdUX8wgW1ZtA/TzqUHTqnf2TCQtsSjl/fliS6tYYCCHaXL30/wD/eocw9SL4GSZlZPoXaU21wKFNhW2KZc+NaMg4X2vePeKQTuxbGU5Jlq+fhFeJOyOCWZJsqA6M9/jPvid9PsOXNLQBovbX4TrkMv8t7k1lcs+u2a1iGQ72MVnl3b0ap/JLY+rRWDmWDIx1/1gBpel8A9GmFbLvvL4yF5ag8NHR/5Qq8+8Vy9MNV5OxMAUlCn26rPRPQNYIeL44m36MF4LjuS6C73qGs1CRf5PF8n0mUZ2G1fVarlSM/H+P0hpMk7LMVX/T0UtLXN6HKcUXniX/y1Tiu65JkkC9zMPvYUFl5rDbLoey0MVR27JiAw4718pTX61e9fJD/vgdecyz8XHZos6S59JZ69NFHa3WcJEnCuBFcOpj1RrJWHAAg7KqmkwlUXmissr32o6o3jRvmj8QzSP5mcHq5rTlk9PBoBj43kD0ljdMYsiGQLFYOvrUaY2E5njH+9Jo5Ho9IP+J/2EXS75WF+bS+Ojo9PJTIy85kjV1cPbt6w2q1svzeVWTtz64St6BQwOSXnZu5JRA0ZVq2bOlsFWqFMG4E9UrO6sNY9EbcowLw79M0fgQAncdHs2n2sRplLXoFVVlmsZqtnFiTirZlOL4xvvb9nuGesA/MFWbcfN1c5kZ/PhLWpZC0MY1Wo2OI6BVKwaEMtj/4q71ujVfLII58tI7cHcn2MT5tg2h9U29C+kWj9nC9thonfj9J1r7Kmjo+IVraDwrkigdb4h/etDusC1yUZhJQ3FQQxo2g3pAkiay/bNkyYeO7o1C63nqxIw7/lVLj/i7XxBHUxhevkEqvTfymDCSzRNberCrGTfe7upO4JpH0belk7MyAcNc37hI3pLLqqY1IFomjv59GoVQg/acYX9bak1W2208fSOsbezammhdM2o7KJT+Nh5qHF/QiMKrppd4LBK7G+++/z4svvoher+f999+XPfbxxx9vJK2q07TTWAQuRdnpbMric1BoVASP6uhsdS6I8a/3qnH/ybVpbJp1iG1fH8F8plZKYJwPHa6Mwf0/hQl9on2IHmLLICo4VVBtLlcjc38O/zyzCckiEdI5EK2nBskqofaqOYbJKzaAbi+NdXnDBmDAE33t7016M4tePS5ztEBw6XDfffeRkJBAeXk527Zto0+fPvU6f48ePdBoNPb3jl7du3ev1/NeKBfsuZk7dy7ffvstGzdubAh9BE2Y7H9scSoBA1qj8WlaFYlbdA/kf3+N4Ysr/66yv+JMLM6Wzw8TvyGDKd8Mxz/G1qwwakiU/TiT3oTaXW1bjgKMpVVjeFyN0swylj+yDrPBQvSgCMa+PwzJYkWfW06udzSrRs6qcvzwRXegCznbpNG5PWNqw/YPd1bZ7jwi2EmaCASNx5QpU/jggw+YPn0627dv55FHHmHVqlW0a9euSv+ni2HkyJE1vnc1Lthz4+vry+rVqzlx4gTPPvssERHyHZsFzQNzmYHsVbZA05AxnZ2sTd3wb+HJs/uuZvJH/WqUVxQZMJdXVt6zmCxIVomMnRns+HAH297ZRnmeLavGWOzaxs2JFYkYio34xfow5u0hqDRK1Do1Pi28kSTwjPEHIPraboxd/9A5hk3TwKSvzLAb/904Bt8oCvYJGhYFlRlT9fY6M7e3t3eVl1Zbc5zbY489xtdff83cuXM5evQo06dPR6/Xc+eddzb439+iRQtatHCd39kFe26uueYagoKCuOWWW7jtttuYMWMGq1ev5ttvv2Xp0qWYzU2o7KrggvDUOL5hH12yB0uZAffoQPx6t0T6T32GzDL5m+NRreOiat29a46HOUupSj5ANNPg61Dmpqr+fY0ZHsPYVyVWvrSjyv7ClDIW3L4erwhvFEoFGTvSAFDr1LZqzBFelKbbGjSmbU9j+IO2gFbJKlF8Opeik7kolEpCB8Sg9dUxOWSXQ71STPINHk/o5IvQ7c5xfJFZuakHJblGYB9FGQb+2doN5ZmLpWSxkPPzT5QlFaDQarAOnMDR41X/d26BjtOi3TTyv/9io+O0/TY+8k+WGeWO/48ACSWVn1leSqWOZbHtKDKfkh2rU8qXG9BbHQdNB2nkI8c9lI5LEQAoZaJGM4x+smMD1I5LLGiU8v+LvuHJsvKDslJBNRqwzk1aWlqV3a+88gozZsyosk+j0dCrVy9mzpxZOVySWL16NQMGDKhfvc6gUql4+eWXeeihh/DyslUjLy0t5dNPP2XGjBlOtQfqFFCcm5vLhx9+yIcffkiPHj244447+P777yktLWXBggV8/vnnnDolfzERXDpYLVay/7Z5bUKbWCCxIzpNiCWiWyCnjhrJOZDF0R9tf19xUhHFSUVVjjWabEZfQLsAu3FTnFRM/KL9mEqNpKw4ij6j+g2weFIgI6YE06abJ0pV435mHl06w0+LkAwGkp58Dq++vfEbPYqchb9giE8ApZKgu29E5dO0PDZn0SflA6DydL1MLoHgQomMjKSkpPIaYjBUN5iDgoJQq9VkZVWtm5SVlUX79g1T/uDTTz/l2muv5amnnmLr1q0ADBgwgFdeeYXAwEDuu+++BjlvbbiobKmwsDBGjx7N6NGjsVgsLF++nC5dunDkyBGeeuopPvroo3pSU+DKZPxzDENGIQCJn60hb8NxWj18OR7Rgc5V7CLxj/EmOtSb4C4hFJ4uIGN7Gi2GRhPWO4KKvHLCegTjFe7FgTkHiF8ZT/Laqk/Chz7ZZH+vctfg3yGE3D2VT2DrFuexbnEeAaEahl4byGXXBxMUIV+QsL5QeXlW2TYkJZP24adIej0KrYagaTfj0bXp1uk5i2e0vAdMIKg3GjAVvKSkpIpx4yrceOONXH/99axcudK+7+DBg6SkpLBw4cKmZdyo1WomTJjAHXfcwZgxYzhw4AAfffQRP/74o/3Dv/rqq/nuu++EcdMMkCSJ1D8PVdlXcjCVfXd/i8bfk7j/jSRgYBuOv/EHBdtP22unhE7sRczdw1FqXb8agXugB6M+Hlttv1ppy54aMmMI4X3CObXsFFl7qz41BXaPIGZCJ8KGxKHWaShJKmDtzT8C0K63FynHy8nPMvH7F5n88VUmgycEMvnBCGiE1kf+V11BwbIVAJiybEto2qgWBN09FU24fGVcVyZ50W77e3OZa8c+CQT1RW5uLmazmdDQqr/d0NBQMjMzG+ScBoOBxMTEavsTEhIwGp3727vgO0tGRgZKpZKFCxfSt29f9u/fX+2YtWvXUlhYWB/6CVycgv1pFB3OQKFR0ePbu8lYsous5fuxGsyYCso48eafNY7LWrqb7OX76PXzA6g9m3ZRNYVCQZvxbWgzvg25R3NZdtsyu2zAhxNRqivj9r1j/Jmw8X6sJguXWTeRcrKclfOzMRslju8uZcOSPLYsy2fYXWVcNr0lam3DVWvw7N7NbtwAqIODCH9gOvg37aWcsqQ8+3t9cj7Z60/AZFH1QtDAOLmIn8lkYvfu3YwaNYqlS5cCtmvTqFGjmDVr1nlG141Zs2bx4osvcscdd9iNGa1Wy/PPP99g56wtF2zcPProoyxatKjGNb+zFBUVNZkSzYKLI+EHW1BsyOVd0IX5Eve/UcTcO4LMpXtI/WEL5uIKh2MlkwVDVhHqlk3buDmXoA5BdLurG/u/tRn9y0Z8wVVrp5O1JYmEJQexmiyUpRZhyNez7D8Xrgfei2Pdb7kc2lLCmtnxHPonixvf7UJEe/k+UnWlYMWqKtuhd96GUqfD2gRSveVoNW0oxoJy8rbaemgl/bwbJtdvrQ+BwBX54IMPmDdvHrt27WLHjh088sgjeHp6MmfOnHo7x+LFi6tsX3bZZaSmptodHd26dUOr1bJmzZp6O2dduGDjZsGCBQ2hh6AJUnw8i7ydSSiUCiKvqyyaplQqibimNxHX9CZ33VFOf/IPGj8POn96G0q1kh0TPwCrhGe7MDxbuu7yx7GVyfz1zDYUKgUxl7Vk8IzhtRoX0T/CbtwALBsxu8bj3NyVGMorDYlZTyTQoo2OG56MZPGsTLJOl/Hhtdu49eNudBld/5+TpagyMFod4I82Irzez+EMtD46ur0xkX9HfghAybFM3hm2irsWDCIwysvJ2gkuVVyhceYvv/xCcHAwr776KmFhYezbt4+xY8eSnZ19/sG1pKioakLFf42dlBT57NbGwvUDHgQuS8KPNq9N2Mi26ML9ajwmaHgHgoZ3wHompTHh89W2uBsFtHvtusZS9YIpSivlr2e2ASBZJBL/Pl1r4ya0WyjjF4xn2yf7KTiUgVlvQqlVEdyrBeHDW+EdG4BHuDe3tz+AZIXfPs9gz9pC0k5VkHqygoXvVk37nP/IfibP6Ei/yfVXQ0IymzFmVMYHBU6ZXG9zuwruLfwpT7VVii7LN/LTQ7u4f8lw5yoluHRxkd5Sn332GZ999lk9K1JJY9TMqQ+EcSOw027xDFl5VmllLZCKlFyyNtjS/b2vHkYLryJHwwD4ZeCXVXdIsGfKp/bNbTJjx61/UHbuDr5ZsnKT5DjewmSuGl9SmlXGL1OWYSr7T90TCXzykihILmPXzwl0vzqa6BGRDueN6KKm49d9sJqtlOZW4BmoQ6VRVk5GMQfLba0a2t4VTdu7oLzYyNJndhG/+T9/jwS/vnQEj4oirrrT5sHRW+SzqtxCHdeXWFWmo2jNbqxlthopSi93vIdHoFDpATCWycfctAzKcyhr6133J8RIt0JZeZi2WFZ+siykyvY1P13NhufWkLYpBckqkRNfQkVSNqGtqntvso3yS3/hWse6+Z353BzLHdeiASixOl6W7eyeKju2zOr4e2Ayy6fxy9XXEQiaOsK4EdSJ7F822W74/dviHhsC1E9p78amIKEI3xhvlEolCWuT+efpDUjnhpwosD89fX7lavvuk+syufqdPnS8XN6bolQr8Qk7f8NGc4WZ4sxypnzan1mXr6I0pwJPHxVlxRb7MfPfTENfYuG6hy5++Sjnu+X29179OqJQqS56TldDqVYy/J3RlGaU8MfkX7BaYOXnCdz2fhdnqya4FHERz01jM2nSJKZMmUJ0dHS1ysm9etXcs68xEMaN4IKpSMqhYO2Zon3XD3GyNnWjOK2EhROXVu44x4gBcA/Q4eajpcfEFqz9+EiNc2z97sR5jZva8vlV/1CaUzX4ukJv4akvW5J4VE9ZkYW/5uTw66eZlJda6fNoJApF3Qr/SSYznFM00Ktf069nI4dXuDfegVqKso2UF4sK6gJBffHggw/yxhtvMHfuXCZOnMicOXNo1aoVffr0adClsdog8iMFF0zWT7amqb4D2+PR+vxehIp8ebe9M0jbVX3p5yxXfDyCW/+ezNRfJ9DnBsdZf52vjHIouxD2/ZZYzbABsJjhi2eSOLazDFAw9RHbZ/3XnGz+eOUAVsuFPdZZTFZStmeS+clipHJb2qZCp8W986Wf2RjW2rYUdWxTPrv+zHCyNoJLkXrvK9UAAcr1zX333ce0adN46KGHMBqNvPPOO4wZM4ZPPvkEX1/5dikNjfDcCC6IitQ8CjfZPBm19dpsef6fhlSpTlgqKpd7/Fv64h3phVKtpMsN7YnoWZmZlJ9cWmWcV7COQXe3ofWQMHwj6yfzZu3Htm7qvhEeDH+wI6n780jbmk5mkoGSAgsHNpdwYHPV6qR7fkvGUGZm0swe58TyVMdUbiZpczqn1ySTuDkdU1lVz4XvyJ4oNZf+ZeC2Dzvx+pit6IvMrPwsgd7jL43MMIHAmURHR7NlyxYAysvL8fa2xXl9//33bNu2jQcflI+XbEgu/auaoF7J+G61LdamTxvca5nGLVlcq26K2Whm2yd77NujXh9MYFv/Go8NaeuDQqlAskpodCoeWVNZqdhaD09V+35LpLzQ5kW56tWexPQJptO4KLp7+pOfZWTvumJ2rSni0LYSDPqqn+PhVel4+Gm58vnOVZaoKkpMHPsnntUvy4VpAxo1/tcOvfg/ogng4aOl1/hwNi5IITepnKMb8+gwpGm3BxG4GA3YONNVyczMJCAggOTkZJKTk+nfvz8HDhwgLi6uzsvm9YUwbgS1pmRfAsU7TqJQKwm/c1Stx6ncNA2o1fnZ+eV+EtelYCgy4BnmiVlvxmKweW7aXBnn0LABW82esPa+ZBwpxFRh4dPLV3H/itEolfWzorvuE5vXxj/Kk5g+wVVkAaFaRk0NYtTUIAD0JRZKC808MOJw5d/2cyLx23MY/2JX0o8UcWJDFkl78pFqWLJSqBS4+WipKDCg0KgJvucq1L7Np+5Lq96+bFxgq8ERv6dQGDeC+qUZBhT/+++/TJgwgX379jFnzhw+/PBDJk+eTO/evfntt9+cqpswbgS1QrJayZhjqzgZeEUvdFFBtR6rzyk9/0ENQEmWnt8e2Ejuyco09bLscvt7jaea4S8POO88Pa6LJWPGPgCKMspJ3V9AdI+LvzEm78lFX2Dz2ox5tut5j/fwVuHhreKTNZ146dZ4CtNsf0teYhlz79oqO7bPPZ3pfVdnVBolK0+1BYXC6U9WjU3qkcqlvX9mJ7LmmyTaDQjg3q+61+t5rFYrv7yfxpY/8+g61JfgQAmVUkFcBzcGXeHcOASBoD6ZNm2a/UHv888/Jy8vj4EDB/LHH3/w5Zdfnmd0wyKMG4Gdilx3h7KyHXspP52JQqdDN3gchclVn/i353s6GAllWbaA4shretDmgRE1HrNu1AcOx+vN8p6fDRmtqu2zWq3svuodkGp49FGAys+bkJemU2CS77Qb457HwMmhHFjsS+ohm5G096eTtO/tRYI+WHZsf5/TsvJv3jsOgNpDjaZHO1IrKr1BieUyxpMnjPmhD5tf+pe0DcnVxG5+Orxj/KjI1dP+1h5EjWyJxlNLnhUwgJ+349YpABFh8nWDdCrHGUcapfwSpFKmtcPTnVY6lNWGz44NdyhLM/jT9up2bP4lw74MaDVLHN2YR7bRh0i3Atm5g9WOa+yUWNypKDPz6rX7yUqsGhi+9ueqJRIe/VTNgCuqdipXyXwmHkr5/9X1bXY5lL1+6ErZsRG6Qlm54MJwhQrFjY0kSVgslfGLP//8Mz///LMTNapEGDeC82I1mihcautD5Dt6OCrv2i9lmLLykAy2gnhBg6sbIbUh858j+HVtgS60dj2WzMV69t/+hd2wUQf7E/H2wzahUglK5TnLSvLGjW2Ikvt+HshbI/6lONvAwRWZjJxeAhHyxo0cuWkV5B3OBaDDlE4XvMyl1qkZ+vZofh46B6vJdnMM7BRMl3t6Ed43Eov4aVfDL9KTR9dfyZ8v7OLgn7blKZ8wd1L25rFs/mF6XBFC3/GhWK1WCrOMBITXXFzParVi1FvReVV+xvf33F7jsQolqNUKTEbbd/GHd9KrGTcCQVNm8ODB3HvvvbRq1YrJkyeTnp7OzTffTEJCAps3b3aaXuIKKDgvxSv/xZybj8rPF+8Rg2o9zpxXSPrT79s2FODbtW41YY69ZXui1wZ4MnDRvfb9xkI9yQt3gI8vvn1bUp6YS/HeRPL+PYRkqnyaCHv+HpTai+t0bbVa0RdVVi3+6tbt3Ly67inU81+yeXWUGiXd7ulRpzkkSbKng3e5txedb+9eudTkWjHcLsXJDZn29yVZ5Xx/+wYADvybx7wnj1Y7XuOmxGSw4umrQrJKlJdakSRw91Jy94xoDuwsr3L8E/M6EdXeEy8/m8fRW1XOs9ce4/QBPdkpRuIPldGys2NPp6CJ0gxjbq699lq+//57fvjhB3r06IGbm61itq+vL8899xxXXinvPWxIRJ0bgSymrByKVq0DwH/yBJS62nfwLli43J5S1GJST4feCau5dndiq7nSYDGXVrDtxm9I/XUPqd+t5fD0b4l/aym5q/bbDRtdVCDdf3oYdZBfrXV2xAtdVmE2VOrZ+9q6F+8rLTRxeFMhAK2ubINSXbefYfaeTPvn2+baDs0uhqauXPVqT/v7mlYt/4vpzP+9rMiCvsRqH1NeauXTxxNZ/1PlMt6DX7SnQ38/u2Fzljd+bYvO40xswjPJWK3C+hQ0fV544QWmT5/OtGnTMJkqH/42b95Mz549ZUY2PMJzI3CIJEnk/7gEzBZ0ndrh0ePCytZrIit7/WSvPU7a0v0o1UoCB7YidHRHlFo1hXuTSfpePmU5oE8s+TsTUWpUGAv0nPhkDfnbE7Aaaoj9UIBnm3Ai7xiOb/dY2z7HrZDqxEs7RqPzVJNQx9qEiz9Isr/v82i/OuuR9LettxcKOP37MTrc0rXesrguZdoOj6DbNTHsX1L5fwhr5UFpgYngaHdyU8opyTOhdVfi7q2mKNtoP06lgi6DvNm3sQQF2OK31Ar8grW0aO9B58E1Z94plUrG3hrM77OzSD5WzkOjjvDRPx1R19GwFbggDVF0z8U9N+3atWPDhg3V9hcVFeHn59f4Cp2DMG4EDtHv2k/FsVOgVhNw/cQL9gz4TBxJyd9bsJaVY8yzNQ+0mCxkrzlG9ppjtZ6nPK0QAGNeGVsmz64UKCD6pv4kL7AZRwqNip6/P9HgN3id58X9bDLjbcsYWm8tal3d5yrLOtOQUYL9X+zixK9HuGLe1egCzt/Lqrlz5Ss96TE5jrk3rQPAP9yNF//q6/D48wUU14Ybn4gk6Vg5e9cVk51iZMbNJ3ntp3YXpLfAhWmGy1KZmZm0bt2apKSkKvsHDx5MfHy8k7SyIR4bBDViKS0jf+HvAPhePhxNSO1Tv8+iVCqJ/PgZ/G8eT0CfWCKu7k5g/5YoNJVNGhVqJR7R8gGWxsLqLhKPmAC6zLyWlncMJPQa201JMlkaxLApzq7eGuFiOGvc6AJqd1N0RP8XhlaZozxHz29X/si+L3aKZY9aENHZn9FPd6Xr1TE88E23Rjnns9+0pu8YWzr48V1l/PxROhV68b8SNE2+/vprPv74Y/r27YskSURERHDjjTfy3nvv8cUXXzhVN+G5aUbEzHtLVu5xvPLrkLVmPdYyPW7BYYR3HoMiSY0+wvFF2NPHsQHgPbkn5WX9AXADasp5Uqodz22usJJ028v27cj3HkEbHkwpUJoJhccr03gPPPIzoU/eW2W8QsbeifHMdywENi3JZfkLO+3bIe39KDDZgkGH+8l7n46WR1Tbpy80UpxnW5vuNSmacF1RtWMA8o3yAaenSwLB05v+P03j6DurKD2VQ1liHkhwZN5+ji08xLjV/6txbE6yvDGZY5av4eMd5diLUeonH7jtpTHKyi+G+9uvcyh7ZO/UGvd3ur4DnQBPZfWU+nPRKUyOhRfYUP2xWXHc3Hk/ZqPE4lmZLP8ui78PRddomOdY5DME/zjteKk4xVQmO1bu8xLUgWbouXnrrbdQKpWsWbMGDw8PNmzYgMFg4L333mPWrFlO1U14bgTVMBUVULBrEwAhI8ejUDnXBlaq1cR8/SK6Ti0Juu86tOFVU7C9hlYuJxiOx5P5Zv11oz3XsAEoL5SvO3I+/nxxNwAKpYLuUy6+YaVSraTTc1fQ77tbaX1fZSuF2gZpCxofpVLJbc9XBqSX6yWEo03QVHnzzTcJCAigc+fO9O/fn+DgYF566SVnqyWMG0F1slYvRbKY8YhuhWfL9s5WBwClh47w5+7Ce1D3ajLP3l3xvXqMfdsYn0zBL3/Vy3kf33Vtle3AuNrV2qmJwrQyTq63ZdZ0GR+F1r1+jcboyb3QBtk8Pn7tQs5ztMCZXH5TMF9t7Wzffv/F2kW952cZWf1LHoW5Mp4kgVNojl3Bz2IymTh69Cg7d+6krEzeY9hYiGUpQRWKjx2g5PgBUCoJHXNNk0kv9r1qFN7jRpD++OtYS8oo+XsDqmB/fEYMvKh5lWolD2+9mo8H/H7eY61WK2YjaHU1PzMsedpWTValUTLuxe4N4nGWznhsjMX1GyckqH/8grX4h2ooyDLxx8JS1iwrw2qxeXIAfPyU+IdqiYjTUlpoIeFYBaWFleUQ3vmtNe27XVzclkBwMbi5ufHggw8yYsQIQkJCqi2t9urVy0maCeNGcA6mkkIyV/4KQGD/kehCqseMuDJKpZKwGY+R8ezbSAYjhT8spfCXv/CfciU+o+pu5OScqIyLSdpetTVBQZaRlXMz2fVPAVnJhip1U9RuSjTuanTeapQqJXmJth5b/W9rjVqrxNQA1o2p8EywcpAoEtcU+HBlB+7uewCzCcpKqn4higutFBdWkHS8ZkP16UmnuO6+YBZ9noMkgUIB7Xt68Mi7LQiPcWsM9QXNnG+//ZYxY8bw66+/smPHDqTaFI5qJIRxIwBAMltIWzIfi74Ut5AIggaPdrZKdULt40XYS4+Q+drHSBUGMJkp+GEpFUdOEnT/LXXKpgrv4k/b0ZGc+CcNyQqFaaXsmn+S2f8kUZLvuM+S2WDFbDDaexkBaD3VDHug4Zf6dMHCuGkKeHir+edwDK8/lsuGVWUEh6sZfoUHSqWC/TsrKDcqyU03odUpaNPVg2ET/Tm2p4zfvrQZNL98Vtm7SpLg6G499448gbunknd2DhZ1jwQNylVXXcW4cePYsmWLs1WphjBuBAAU/Lyc8tRElG46Wky6HaVavlmlK6MJDSRq1quUHzpO/rzFWAqKKN97hPQnZhL69HQ0oRfW0VupVDJ+Zj/e/+c3AL6+smqDR5UaWrTxYOD4AOI6e3JkezFu7ioyy70oStdTnFlBaV4FVrPEmKe7NOwNR6kAq0T66pMUHcvGVGbEr0MoXZ8eic5f1L9xRbRaJa/OqjlGqqZsqbbdPfjty5wajq6kvMzK4rdOc91zbepFR0EtaIbZUmlpaZSUnL8/nzMQxo2Asp0HKfnb1uAsYvyNaP0vvKaNK+LeuR3hbz9D3lc/Ur7rIJbCYtKfe4fI959H7XdhgcFKtRK1mwqzwXJmW4G3v4ppb8bRfXjVqrSdBtjqmNSUCt7QBPSKIX9nIgBlqbbltOwtiay/9Ucu//PuRtdHUP/4BWlo3dWdUwdsS5D3vxlJZJyW4Egtnt5Kbuxh6491eH0+1z3nTE2bF82xK/jjjz/O22+/zfTp00lOli+n0NgI4+YSo+PvLzuUGU5U98aY8nLJ+/pMnE2/Efi07uy46aLWcb6qWmVxKAPw8pYPcK0wOvYUubnJ10Ypl5GpAGthZR0cJLCWZKOKsAVi7siNlp27R0Cq/f2wp3txcnUK7cZG025cDIFutr/phIM/rdwqX/MlTFvoUDbG56Ds2DTfmsv880Moh7foWL6wgGPrczBV2P5npqIK+uiOofNUc9gnXHZujZvjpTaAkVEnHMpSyx3odQatUn7ui+Gunbc5lJ0q8b6oudu7ZziUDfQ4LTt2X4V8H7KDFVEOZRGaghr3f7CkNWazFTcZB2tRZgWBqlLZcwsEF8OuXbvQ6XTEx8ej1+ur9JcCCAy8MC95fSKMm2aMZDaTteB7JIMBXWwcIcPGOVulBsGQeObGpFQQdOcE3NvF1GmeTle3pNPVF1+bpqHpNNCXgD6xAPz60kF2Lk4DYNlbRxn3uCj3f6lg60vl+IEjKFLeuBY0AC7uaalvFi5cSGRkJM899xxZWVkioFjgfCRJIvvXXzCkpaL08CD0xptRWC+w1KqLUbBkLYW/rrZvew7oQuAdE1AoFUiA/+SR+FzWx3kKOoHBt8TajZudv6WRk6hH8cQoJ2slaCjMZitanQJjhYR/iDBuBA3LwIEDGTBgAAcOHHC2KtUQofTNlMK1/1K6Z7etns1Nt6B2cgfXiyVn9q9VDBuAsq0HSb73DSSjbSnEamy4JRFXJayNN6P+18q+nbingKRprztRI0FD8uWMTIwVtqfnsbeIQo6NitRALxfm2LFjuLu7Zq0lYdw0Q4p37iB/1QoAgq6+Fo82bZ2s0cVTunFvzYJzLg4e3Vo3jjIuxpgH2jDolsqlOGtpOcaMXCdqJGgotv1TmbnyxTMJPHXVYea+lkxFafMz7AUNzzPPPMP777/PsGHDCAgIwNvbu8rLmYhlqWaEJEkUbdxA3rI/APAZOAjf/gOcrNXFYdUbSX74Y/u2rkMc4S/YsoIqTqVStvMQKp0G7xG9UAf6OktNp7Prt9Qq2+pgP+coImhQpr8cxkfPpKMvsaIvsZJ8vJzk4+WsWpCNf7CGkkIzZpOEh1fTXoJ2RZpjttTKlbayGGvWrKmyX6FQIEkSarXzTAxh3DQTJKtE9s8LbUtRgO+QoQReNcHJWl08md+uwJJbaN8OmlbZC0rXugW61i1QqFz8CtEIGMoqs9n8r78cpRMvOoKGY9AVvgy6wpeda0tYv0pPwqEyko6VI1khP6syk6WsWD67UVAHmmGdmxEjRjhbBYeIK1wzQJIkMr/8yx5jE3jVeHwHDWkyfaPkcIsJrbJduHQ9wfdc4yRtXJPPbtxaZVu/7zh+E4Y6OFpwKdBnhDfth9pibkqLzfz6UTqZSRUU5tmWpxIP652pnuASQK1W89JLLzF9+nROnTrlbHWqIYybJka7lz+QleuTq6aGFm/aQv4vv9m3g+68Hs++3bHUkEJqCZdfl9fqHMuL0uSXfFR+Blm5l6fjOjhlesd9crwuH4yyRRey3v8ca5me0nW7qDiSSPgrT9orAUsax+myWRr5deEtxjhZuRyjIh3XgwGI0uQ7lFVI8hWitQr5J+8e7on298n7i6rIIrW5vNR7GQB56RW4eajw8qs83+1tqxpD/0X+r5Jn3PoHHcpu3nbXRcwMeQbH35Pccvl2FEG689SDkYmZPGkMlh2qt8r3edpdEutQ5uEr/7vxUzk2UixnQirdfbTc8lLVc7x+01GO7nDNyrJNlea2LGU2m+natauz1XCICCi+xDnXsAHw7NvdOYo0INqIUCLffhF1iO0mY87OxZye6WStXJN2XXX87+M2fP30SW5vu5XHh+/lwf67qNCLgNPmwsbfc4VhI6gXFixYwF13XdxDSUMhPDeXMKa8qp4BlY9zo9cbEqVajd/40eR++yMA2hZNq6N5Y3DPs8Fcd08g6WYdm5dUZktJVvjtwxRufL7uXipB08BYYWX2k/HOVuPSpBnG3KjVau68804uu+wydu/eTVlZWRX5448/7iTNhHFzyWItLyf7m7n2bc++vQm8fZLzFGoMzjakvARiieoDq9XK9HGJ9m0fP8cZMke2FTeCRgJno3FToPNUUlHmeKlWIKgtnTt3Zs+ePQC0bVu1pIizqxUL4+YSRLJYyPp6Dqa0dJTe3oQ/9gCawEAk9aV9QVP5non7kSSsZnOzzgiyWq1M6HzSXtBNqYJ23XQALP6geoO71OMiwPRSx2yycmhLsTBsGopm6LkZOXKks1VwSPO9+l+iSFYruQt/wXAqHoVOR+j0u9E4sXlZY6JtEWZ/X77/MJ69ujlRG+fy+gPpdsPG20/JnH9bkp1uZkzLY1WO8/JTU1p4NoOmlNhOXo2uq6DhOLazhO0r8jm8tZiMhHKsZ+LQO/T1FnE39UxzCyg+l1atWtGqVSs2bNhARYV8k+TGQgQUX0JIkkTeL4sp22FL+Q6+7UbcoiKdrVajodTp7O9zv15A/qI/Kfp7HWVb92AuaV7dkYsLKp/O1WoFHz6byX1XJVY5xj9My0dbetm396+tuQO1oGmSl2HgrduP8ff3WaSdshk2bh5Kel3mx2Ozm35VcoHzCQgIYPXq1Zw4cYLly5cTHh4OwLfffst7773nVN2E58bFiP1E/gshFdawz2ql9PB+MhZ9b9uhUBB80w14tu8E52QMW88TiqIolG+0Z1Q7Tk9WmOQntxTJz+0f5PjGWpR/Hm+Cg6ebkjUbKjcUCqI+e6PaUpVKKe+iN1ocx6noy+VTfLflxMrKo1vkOZTlmOWDv2O08u0TZs0NZNIIAzmZFgpyLWxeVdW469pHx3sLIkk72zEd6NvdSqwml3UJbWTnPm103LNIb5X/Px/RO05/P14k3wupV0CKrNxDZXQo89EEyY5VnecR2SLzHJhu8pcdqzlP2n6Mu+PvwX69fAf7Yd5HHcoeGrq/2j6D3sru1YXc03O37LyCOtAMl6U+/PBDTCYT0dHRHD1a+V38+eef+eCDD3jiiSecppswbpo4kiRx+q0XsJ7jCgy85mq8evZ0olbOw6NvD/Q7au4z1ZxicHQeSv7a3oJHbs9i6/oKJCv4BSjpNUDHi7MqvXmhEZUGa0RU8/l8BALBxTNmzBguv/xy0tLSquw/efIkMTHyhnlDI65mTZzSowerGDbuHTvgPXiQEzVyLoG3TMGSV4DhdGKV/T5XjnKOQk7mo7mhWK0279TZoob6c5xVOZmVJfkDQkS/IYGgzjRDz42npyd6ffVkhICAAAwG+QKUDY1LxNzcfvvtSJLExIkTAVi7di3x8fHs3buXvXv38sgjj9iPDQ4OZsWKFZw4cYKDBw8yZMiQBpW5OgWb19nfB112JWH33H1JtFWoK/k/Lq5i2GiiIgh7/iH8J4xxnlJORqlU2g2b/3J0X6VhvOpXEWAqEAhqz8aNG7n11lvt25IkoVAoeOqpp1i7dq0TNXMBz01MTAz33HMPW7dWLfn+6KOPsnTp0mrHv/XWW2zbto0rrriC3r17s2TJEuLi4jCbzQ0ic2X0iaepSEkElYqWj72I2tsHk6ub+g2IuaCQsm2VsQSRbz6P2t8PRONMh5QUV7pxZr2WS5+hHsS0lo8lEggE1WmO2VJPPfUUa9asoXfv3mi1Wt555x06depEQEAAgwY5dwXBqZ4bhULBN998w4MPPlhrF9aUKVOYPXs2ALt27SI9PZ1hw4Y1mOy/aLVavL29q7ycgUVfRtbvPwPg26MPam8fp+jhKlj1FWR99BVIEiiVRL47w2bYCGS55lZfwlpUPuM8Py2DE4dcI5VTIGhSSA30cmEOHz5M27Zt2bRpE0uXLsXT05PffvuNHj16EB/v3ErYTjVuHnvsMTZv3myvcHgub731FgcOHOCnn34iLs5WFj4gIACNRkNWVpb9uMTERKKjoxtEVhPPPvssxcXF9td/A6kaA8liIe2HbzHl56L29SNo9FWNroOrkfrCG5izcwDwvWoMai8PJ2vUNFCrlTz3QWVn9dQEE9PGp5CS4DjzSCAQCM5SXFzMm2++ydSpU7nyyit58cUXycx0fm8/py1LderUiUmTJjF06NBqsltuuYXU1FQA7r//fpYtW0anTp0aW8UamTlzJh98UNmZ29vbu9ENnNzVf1GRkohS507kzfegcm/eN/KynXuRym3eBqWPN35XNM/g4brStY8Hq4624tEb0ziy1/Y55maZiYqTT+sWCASVNMdlKQA/Pz/uuusuOnToAMCRI0eYM2cOBQXOrZvlNONmyJAhxMbGcvLkSQDCwsL46quvCA8Pty8RAXz22We89957BAQEkJ+fj9lsJjQ01O5piY2NJTk5uUFkNWE0GjEaL+6pttXbHziUeSTIj83M22sPIg66cSrK1mFV4mw0xY6Dia1u8oHGVg/5ehxqD8cxSJaC89wINfK/0vWXvS8/vpa4B4VTsmAVhowULOVlRN/6AIaOjo/XaeXjqgwmxz8RpUq+Rk5OqXx9niUZ3R3KxoUelh07odVBWfnF8ugNjg32H046ruuSYAiWnbe3V6JDWYhWPqB5b2GUrLyHn+M6ODcHb5Edq5fk44yUOP5fqxTy34MSi7usPFemptHJEvnP8/3uv8jKBYKGZMiQIfz5558UFRWxa9cuAB566CFeeuklxo8fz8aNG52mm9OWpWbPnk1ERARxcXHExcWxbds2pk2bxtdff01ISGUxr2uvvZasrCzy823FvxYtWsT06dMB6N27N5GRkaxfv77BZK5EWXoCuT/Z4mx8hg3Fs0sXJ2vkIpyTHVYWf4L8zaspiz9ORUYqpz99zYmKCQSCZkMzjLn57LPP+Pnnn4mLi2PSpElMmjSJli1b8tNPP/HZZ585VTenZ0v9Fzc3N/766y/c3NywWq3k5uYyYcIEu/zpp5/m+++/58SJExiNRm6++WZ7VlNDyFyF8qxUEpd8hWQ04t6+HQETxjtbJZchePgV5Kxdbt9WqNRIFtv/z6Ivw1pRUaU1g0AgEAguntatWzN58mR7LS2wNe394IMPqqSIOwOXMW5GjBhhf9+nTx+Hx2VnZ3P55Zc3mswV0Gcmk/j711iNBnStWhFy+20oHNQtaY4EDr4MXXgURYd2U3xoj92wOUvpup34jG06tYsEAkETpBkW8duzZw8dOnTgxIkTVfZ36NCB/furt/9oTFzGuGlO5K/+G0OyLSBYFxsLShWagEDc27QFbEssFmMFptIijIW5pCxfgNVkwD2kBSF334nSTdQh+S+erdqRtngeWKvGPyjUGryG9HIwSiAQCOoHBWev3vU7pyvzySef8PHHH9O6dWu2bdsGQP/+/bn//vt55pln6HJO6MTBgw0bJ/hfhHHjBAr+WWl/X7q/sg+SOjCQyMHX4B3XnsTfv0GfVlknwDOyJTFX3025Thg2jnCPiqPslK15m3fH7oRPvBGlWk25p0hrFggEgvpm4cKFALzzzjs1ys5WLJYkCXUj9/YTxo0LYc7LI2npN+iCwrEYqhZSK0uL59jXM2jxyouo3OWzL5orkVPv4NS7L2I1Gig5eoDwa250tkoCgaC50AyXpc7WoHNFhHHjglTkZgDg3iGailNpSCZbirbVaCDziy8If+4Rh2M793VcFXJvYgvZ80p58l4hi8ZxyqsuS77poiGw4Rys1u6VKcRhT0wm/c0fQLJy+rNXafXtk2glx+cuKZMPNPZwd1w5W3meIhRlZY4/T6vRyK6Zf6JPzMG/Xxti7xtdRb6loJXs3B8drfq/SD5UxKc378FkkE9Lrg9uarPDoWxHknwn4P0VjtO5B3ielB3bwyNJVl5scfy/jFYXyY49ZgqRlcdq8h3KSqzyZRAqrBpZebim0KFMLr0d4NoTAxzKTJL8b/Kedptk5QLB+XBUMuW/LFu2jLvvvrtRi/sJ48aFKT9a/Yvj3s01ihm6Kl692uLZtz1lO45hKSwl/d2fCH/iBmerVY2Ml7/CmGQzYrP+2I2psIw2z10tO8ZqtZLy9yn02aW0u8Z241r8+nHidxdiLLcZNQoFjLgzmn+/rd1FRyAQ1A/NtYhfbRg6dCjujbziIIybJobPiMHOVsHlCX98Cgn3foClsJTSbUfJeP9nwh+f6jR9cr75HcPJZEIeuh5tZAjGlCy7YaMJ9MKUV0r+hmPsPf4FrZ+dgHf7yGpzlKYVs/qOXzGX2eKHDn9Z/Txunipu+7AzHYcECeNGIBA0a4Rx0wQIuHog5cdT8RnYEaWHiLc5H0q1irivHyfx/o8xZxdSuvUw5sJS1H7yFYMbAv2Bk5T+uxOAtKc+wb1HOwzHbcsrSp2G7t/fx8F7vqYirQBjVhFHHvkeFAp2uakI6hrGgJljUaqVrPvfErtho1Arkcw2T43aTUmHIQEMvr4F7QYFNvrfJxAIztCEYm5iYmJ48cUXGTlyJGFhYaSnp7NgwQLeeOMNTCZTw5y0kRHGjYujDvIh5OZRKFS2ujZ65/cjaxIolUpiP36AUze8DkD27D+IeKbxA4xzZy+u3JAkyvccs2/G3jcGpVJJt2/vJX3RNtJ/2oqlzACShKXCTNaOVH4f9Q1qDw1mve2C0/uFEcRe0Y5OhoNYzVYCo5p3XzGBwKVoIstI7du3R6lUcu+993Lq1Ck6d+7M119/jaenJ08++aSz1asXhHHj4phzizGm5eIWLR/wKKiOUqtBGxOCMSkb/b6qwapZX/xO8Zo9KNQqWv34SoOcv2znESyFtmDnoP9NQr/rKIYTySh0WgKuv5zgMZXBtxHX9Sfiuv4Ycoop3puEfutBMrfalpbOGjatJnUi9op2APiHi4rLAoGgbqxatYpVq1bZtxMSEnjvvff43//+J4wbQeOhjRDLDXUl9L6JpDz9NZLZQtmek1QkpFN+8DTlhxIBzuw/jmfPdvV+7ry5fwCg8vfBe0hPvIf0/M8R1RtFugX7EDymC1GTosjZm86xBXtR69S0vak7gR1D611HgUBQPzRkQLG3d9XmqgaD4aIbOP8XX19few/HSwFh3LgwXn3bEfn4ZBRq+ZROgWPcW7dAoVYhmS2kv/l9jcfkzltZ78ZNzuLNWApsxkvgrVfWaY7gHhEE94ioT7UEAkETJC0trcr2K6+8wowZM+pt/latWvHggw/yxBNP1Nuc5/Lmm282uuEkjBsXI3hoGyIndMWvWwuUKiWgryJPtcr3lNqb5LiWjTJVPhjZ/5j8Y0d+Z8f1PJTn6TOa+FDdfzSx378pK5ck+ZMrNDbj5izqYF/c20djTMvFEJ+BKSOXU1NeJHZB9fMUGx3HtChVNX9exqw8suavAUAbE4bv4A6ApdpxmRl+DufOSAlwKAM4HhosK4c155E3DH1j5GvRnE5xXDdoZ4V8HSaNQv7/rFVU/4zPcsAYLjv2YjBJ8pdRT6Xjvxkg0+znUDbI84RDGcCYlsdk5YJGpAEDiiMjIykpqfT0Ggw1f6dmzpzJM888Iztl+/btOX78uH07IiKClStXsmjRIr755psLVrF169aMGDGCkJAQlP/pefjaa68B8NZbb13wvBeLMG5cjKhJPfDrUj0VWFB3Wn//DPr9p9FGBqEN8bfvz/5hDYb4DPu2Oa8IdaDvRZ8v+9Nf7O/DHpp00fMJBILmTUlJSRXjxhHvv/8+c+fOlT0mPr6y0Gt4eDhr165ly5YtTJs27YL1uvvuu/niiy/Izc0lMzMTSaq07iRJshs3zkAYNy5G0o878ZspjJv6RKlU4tWjTbX9AdcMonjDIcw5BQCUbNiF/zWjLupc5YfjMZ5OBUAbG4ZbtIiTEQiaA65QxC83N5fc3NxaHRsREcHatWvZvXs3d9xxRxXDpLa88MILPP/88zX2lnI28mscgkbHo4Wfs1VoNqg9dLT48EnUobYloKLFayjbc3Fu/ozXv7W/j3rjnouaSyAQCBqCiIgI1q1bR3JyMk888QTBwcGEhoYSGnphD2P+/v4sWrSogbS8OIRx42LE3ea4V4ygYfC+rL/9fc4H86k4VbfqviUb9tjfa+MiUGrlewoJnMvJfWV89WIym/64dDJEBE5EaqBXAzB69GjatGnDZZddRlpaGpmZmfbXhbBo0SLGjBnTMEpeJGJZysVQe8k3rxTUP75XDKZs8z6MiekAZL4yG1RK3Lu3J/TRm2s9T/6PZ+pGqFWEPXFLQ6gquAg2/ZHPJ48lAuAXrKYwxxagvHphLp88lsjHqzsSHuv69YOSThrY/HcJW/4udbYqgnNwhWWp2jJv3jzmzZt30fOcOnWK1157jf79+3Pw4MFq1Y0//fTTiz5HXRHGjUAARLz+ACkPvY0l/0z3aIuV8t1Haj0+5+vfsRTZbjahj9+EOsCHmjKkBM7hyI4Su2ED2A2bc3l+8nEmTgtl/N2hKJUN18W+rhQXWPjuvRyWLyx0tioCAQDTpk2jtLSUYcOGMWzYsCoySZKEcSMQuALqIL9K4wZAJb9qazUayflyCQBlWw7Yx3h2r/+CgIKL493p8dX2fb6hM+5eSt6/P4FDW0soLbTwwzvp+AdrGHqNaxTOzEg2cu+4BCr0VR/h+w73ZMBobz5+XvRjcRmaUG+p+qJly5bOVsEhwrhxMSznqWMT4KWXlRt0jv+l+UWO69QAlAfKFwtUy3jB3QpkhxL38Xuycl204zRHq1W+kZsxWb4hptHf8XiF2mp/H/rcXRhOJmNKzyF/zlKwWPHUFlF+OhOlpxvusVWD7Y7e8THmvOIq+zx7tEGltnlsQvzkUzdTyxzfQM/njvbWyddOcVWClI7jkHRK+f9zoaXufbRue6EFnz9VtQbPG3ec5MNVnXjp+zZMaV0ZLzXrySRmPSlfr+dcVsZ3kJWPbXlUVj77WM01izLj9dw/rrpRBrBjXRk71pXVTkGBoB55//33a3WcJEkNVhSwNgjjRiA4g1Ktxr1DSxTqyp/F4Slv294oFHRZ+kKV4y36SgNDodWg8nYn7OHrGkVXwYUx/NpAhl8biNloZeMfBXzxTBJppw0kHtET27Hhmo9mpl54ifyc5HJ+ey+BvX/XLqVX4CI0E89Njx49anVcXVLL6xNh3LgYZYm5eMYGOVuNZk3Bj8ur71SAxWAi/snvqEjKgXN+uBHP3tQgvakE9Y9aq2TE5EC2rypgz9pi/l6Yy7TXohvsfE/dcGGZd7++dZrVc9POf6BA4CRGjhzpbBVqhUgFdzFOfrLG6RZvc0fpVf1JXhPgTfbCDVQkZlcxbDx6thWGjQuyflEWiz9KRl9Sc8uGoAjbEu3qhbn8+F7DGRPGCut5jzEZbcdkxuvtho1SreD6l1o3mF6C+udstlR9vwR1Q3huXIyiA6nkbjxJ8NC2zlal2eLRtzPle4+hiQzBUliMtawCU24xect32Y/RBPsQ8fKdaEPle0AJGp9ty3KZ87wtVmXbH7k89EU72nWoeqmb8nAEh7eVkna6gt9nZ13U+UqKLHj71hyvZjad/+70wqgdWK0SJXmVMUev/92HgAgdP7166qJ0EzQizWRZqqkgPDcuSMK3G4X3xomUrrcZMaa0bKxlFfb9UkVl/IS5oFQYNi5IXrqB2Y+dtG/npBp488bD7PinsMpvyidAzdt/tKdTP/lg9Npw92WneevhNN5+NI3Zr2by7+9FmIy2c938yPkanEJRjtFu2LQf4McTP3QjIML16+0IBK6M8Ny4IOVpheRtiydoQCtnq9Is8btmFFkzz7RRUCnBYgUFoFCAVQKlkqBrBzpVR0FVrBaJvIyqhs3kx6PZv7aAk3tKeO9/8YRGaQmJdsNqkXD3UhHT3p3ACPkMwtpQlGdh3Z/nZs0V8OOsXN77OYarbw9g9qvynqE2vX3ReaoYeVskHQb6yx4rcF0UkoSinh9K63u+5oQC4fi6KLy9vSkuLsbHx6dWXVsvlrHrH5KVh+gc52sXm+SfBvfvkDemPDIcFzYznOeabAyRT/P1CXac1mqxyhdUs+6X7+RdEeM4Y0Wlq15oz2q1knjTi5W69WmFZ/sWhEyxGTRKpc3hqVbKx1PkFXnKyr08KxzKfN0dywBUCvlzh3k4/i7+NOBr2bENyYFkx01hPRXyRQ9bRYmaLoKqNPb1V06HYQ/MoqziwrPj5PDUaVk/6wGn/n1NFeG5EQj+w1nj5SzFO09TvPM0xtxioh8Y5yStBAKBSyNiblwKYdw0MUri81ColWi83HALaLj6HJc6xrQsDPEpaHw0uPdqj1Jd9afQ4qPHyfniV6SSEozptsaKkqlptlPQZ5dyYPYuzBVmOt7azdnq1InUlJqzngQCgaAmhHHTxNh8xw/29z5tghnw9fUoFK7XB8cVsZrNFP68nNKNu5AMVd3HCg8d2ohgPHp3wHt4L7ShAUS+Mg1fHz17r3wDALdI1wwgNuuNWCqMuAVUD47V55SxbNLPWM22ZazUtQmNrd5FU1JiZdqdhc5WQyCQpSk1zmwOCOOmCVN8MofUZYeJGt/Z2aq4PGXb9pE3ZzGS8ZzYH+WZAGFA0ldgOJWC4VQKBT/9XeMcXl1iGkPVCyJh7haSvt8GgHe7UHp9flMV+f7PdtgMG6UClVaFpaLpeUC+mFXG8WNNT29BM0MsS7kUIhW8idH91XGM/vs+oibYDJrjX2yi6ES2k7VybfJ/+ovcL3+yGzZu7VoS/urDxHw7k9h5LxPy8A14De2BOjTAZvA4wKNdRGOpXCvMpRUk/bDdvl1yPIvTs9fbt0szSsjclgJAUKcQJv55E0pN0/vJjxzl5mwVBAJBE0N4bpoYYcNsVUs7PjKc0sR8Cg6ks/Wen/CI9CX6mq4E39QahcwNurmR+eciSnZvBUDp7Uno09PQRlY2wFRqtXj174xX/0rvV0V8GoZTKeTN+dO+L2LaZdUCjZ2J1Wpl930/2jxPCgUesQHoE/JIWbSblF/3AFKVp75213dG66Vl9HdXs+qW35ymd10wGMXjq8D1EctSroUwbpooCpWSHm9cxY6HfqU0IR99WhHHZm2k/Fgqg18agsqtefxrK5KzyV38J6bCfFQ6D9yjYnCPbYUxJ4v8Lesw5eUAoA4NIvz1R6oFDteErmUkupaRVBxNoGzbIQAy5qylbH8SLe6/Am2gd4P+TbXh2FsrKU8rBCDm5n5ETe7Jnod+Qp+UX6U9hFKjpP3N3Yga2RIA/9aOO5G7KoMGuzFilBtr1zTNTugCgaDxaR53wEuIlcM+kZUnrU6gPK2QiR8PwTPYvYrMTSkft9Cjn3yp9917HdfBURnkvUUtovNk5QVl7g5lRmP1r6n+UDw5X/6OObugyv6yk0eqHauNjib8gftRllSfRxPj+IYZ8fgkMj7zoHTdDiSThaLtJynacYqg+27As29XKK255L79vAXy8qJgxwXkfFs5rnNTnlFI9r/HAPDu0wa/qZdRArT57D6MOUWUHkrG082Ed9swPFrYChBlOC4j1Khs0Tv+DnV0c9zjacY3nqyNO90QKgkE9YOIuXEpXMfPLqgXdL5aso8W8PWYP8g+mu9sdRqE/F/XkvHaHLtho9Bo0YSFo/b1g7NLRwoFKh8fAsdfQ+QjD9fKY/NflEolgXdcS/jbj+PRr5ttbkki7+tFWI22bCtjRhb6g0ewWs/fILG+OPT0ryCBQq0i9tlJVWTaYF8CRnQhdGQHu2EjEAgEzQ3hubnEGPRgV9a8buuNdHJNKiEdXDN9ua4Ur91DwaJ/AVC4uxF811V4Rw2SHWO9yMcfbVgwwffdgCF+CJkzZiEZTRT++jeWvFL0u/bZdNFoCHlwGrpWsRd1rvORu+EEFemFAETcOwalVvyEBQJXQMTcuBbCc3OJ4RNZWfLfP8b5sSH1idVsJvdbW5Cv0seT2K+ewntI90Y7v1vLFri1jQWgZNUmu2EDIJlMZH30BaXbdtU8uJ5I/sEWHK0O9Cboil4Neq7Gwmq18sdHidw3OZWxXeK57fJkCnJF6regiSE10EtQJ4Rxc4kR0z+MdldEA7D180MUJl86/UiK/tiEZLLd9CJfuwel9uKbHl4oQQ/ejEKrsW+r/P0Ie/JB25KV1Ure9z+T9MizlGzd0SDn1yfblhr9h106tY2eGrSN5bOTObTbgL5UIuGEiYdvTHe2WgKBoAkjjJtLjMO/xzPy2V74RXlRkqln7sTlLJi6in0/naQ0qwypCXeZLdl8EABNRBDaMOdk/ah9vGjx8fP4ThqD/9RriHj1Wdxiowl7/H5UgWeWAE1mCn79o0HOf7YFhHfPlg0yvzMwGSrjldp3tdW0STxp4q9fih0NEQhckrNLU/X1EtQdsWB/ifHPjJ0UZ+q59svhrH51J8nbssg9Uci6t/fA23vwi/Ol1Zg4YodH4d/Kr8m0bjAXl2FKs6V1ew50rtdC6aHDb8LIKtlSbrHRtHj1WdLf/ABTWgYKjUZmhnrQQSufieWqVJSZSTpcQnZCBWknyshO0tuNm+AwFV8tbcHUIUlkpJp555kcOnZ3I66tKOInEAguDGHcXIJs//IwRSmlXDFzAN9PWkF5oRHpTJuBwoQidn+5j91f7iOkSxDdbu1MzNAoly78ZzWbSXv2C1v9FqUS/yvlA4idibXclsKtUKuxWq31VvjPWFxO/Odr7dsqX0+Zo12XR3ptcSjLybRQWmLlvfnh3DI6BasFZr+dz9vfhjeihgJBHZGkKjWm6m1OQZ0Qxs0lxpSnY1n0TiLHlidxbHmS7LHZB3P558l1hLb0YODkcAbdFI1a6/hm7NHb6FC2aUcH2XO19JGvc9OzRXKN+416My+P34M5twiAmLuGEh5pAip7RBXrTDWOPUtJoePu6d7ujuvJAJTnO66/oymp7j1RKGz7LAWFWPOLUPvKpGObHRuUGfm+ABgzcsn+fAkVxys/H3WIP0EtvQDHNXpySqs30WwK3DMhlW//bU10azcSjxvY+q+e8b0Tue6eQBRKkKy28KanXvZl6q2eqFSVn2HXaMd1cgQCQfNCGDeXGJffGUlMR0/eve0wAG6eSgxlNrd/SKw73ccEc2pXIfF7KuMZsuL1LHnnNH/NSuCKB1oy/PZol1iuykkq46OpOzAU24KIwyb2JPK6vk7WyjEZ87/DnJdr21CqyPnnT4y5WWC1ovELxKdLT4z5uZQc2otkNuPWpS3+kyfYa/CYS/VIFeWoAmwGUfa3f1K86pzAZKUCj+5tCHtkKiBvlDVV0hJthupj74Tz9I3JlJdZKcqz8M1blf3TvvoxkIhINTlZFkLDVS7xXRUIRCq4ayGMm0uQ9v39uPfDtnz56AkMZVY6Dfbj2PYishPL2fFHFtc82ZKbXmvH2u/T2LIoA6vF9gsy6q0sfecU2xdnMOXV9rTs6ee0v2Hrr6ksnnHMrluLmwcSfetgp+lTGyoSzqmga7VQeniffdOYk1WterJp41b0u/cRMOUa8n76DanijMGiUqLy8cRSYMt0U2jU+F7Rj4DrLzunGOGladwAHNxRRpe+niw52I6xLY9Wk999faUXsH0nDW994k/LNg0b4yQQnBdRodilENlSlyh9xwVz2+u2UvdHthQy+rYIgmPcKcw0MOfxo3z32BGUSug6qnrWUebpMj65aTeL3ziOoaxx641knCpl5rjNLHrpKFaLhFKloO1LE13esAFQeVZdClJ5eKKLiMY9Og6Vx5kYGaUSbXAouqhYAKz6cnLn/lhp2ABYrHbDRtc+hrh5zxN089g6VVluSug8bB6YTSsryxd8sjQWLx8lGm2ld0atAdWZFcFjh01MHpvNjKertuEQCATNm0v7atnMGTI5lIMbCtnzdx4rv0mj17hg2vbzY8cfWaQdLyPteGXDIe9ADd2vCKXfteH88e5pTmzNZ+OCVDYuSGXcIy0ZeF0k1FOCjrHMyPGfD1OaUUrMyDjC+kVwYHU2u5amc2RdDlZbtjP+ETrun9eLf6V29XPiBiZi2v0UrFuNe8tWeLTvhNYk//PKjd9O3oJfQJJQergTNO12NCFB5P+8BEtxHr6X98N35KVRqK82+AaoqdCbOLKn3L6vbRd3ft1n+/8HmG1xVyoVaDQKsjItzHi6gE1rDSxeqHeKzgLBWRRW26u+5xTUDWHcXMIoFArufqcN83VKtv2Rw+7ltlTq6M5e9BkfSmm+CWOFlfBWHvS7OgzpTPry/77tzpf37uPYRlvBuOUfxbP8o3g8w/YS3i8Si8GMT7QvbSd1wM1XV2t9LEYLCStPcXjBQUqSbTeq03+eqK63Eia92J6BU6NsO1Iv5lNoPNQ+PgRPuLZyh3ycM179e+PRsyvmvAK04aH2/SHTbkMTfOkuOzmi5xBPViws5OSBCiZ1O07rzjp8/FW06+bOFdf7EuFfNbYmNEzF5/OC2LXNwOcfFLNrm+OAd4FA0LwQxs0ljpu7invebcvo2yL4fVYqhzfkkXyolKJsI/d/3ZXIdpVLKaYz67sKhYL046XV5irLLOXU0uP27UPzDxA1NIaON3eR1UF/+ChrflhJxnb5bBYPPw0xXX256rHWhLe9tFpHOEKp1VYxbJozD74WSvJJA4d3lVNWYmX/Vps3ZuPyEr6ZmU1MSxWffBtIXKuq8TW9+7vxwZcBDO2W6Qy1BQIbIubGpVAgPr6Lwtvbm+LiYnx8fCgpce1WB/NP9CMjvpx37z5ObqoBlUbBsOuC8fRW4xuswVRmQqFUYCi3suTzDPu4V39uh0qtZOs/xRTlGMlMqODknqp/a2QnXwbeEkPbwcFoPVSkHykmeX8hR9ZkkbSnajxE+MjWZPx7qsq+hzePR+dVczsFX7X8ksO6nLay8pNpIQ5llorz2Pcyvw6lm0V+aJl8kKvSp+6eBrVG/twWi+Nwut7RKbJjfxn4ZZ10ulg2JNhixA7vreCHLwpIOmVCX2YlP9eCdMY97+WtYPXBmGpj33khj98WuPbvT1D/uML196wOl932Kfry+vUeerhrWT3vwSZxf3E1hOemmRHe0p0Zizvxwb0nOL2vlH9/zD7vmJemVnprnv2hE+36+CBJEqf2lNi8QZuLSDtcxKJnDtQ4XqGAkIGxGIsqaDG6LQc/3GCXBfeJovuzI9F5VfcUCZonnXroePOrysJ9VquVH74o4uv38iktkTAarWj/U4+pXC+CEwTORaSCuxbCuGmGePtreOHHjmz7K4+kI2WYjRIF2Ua8vJXkZRg5srMEq4MkqZk3HWbkjaHc+HwsbXr58OScjuSmGVj+SzGH/skk+1SlkdKqfwB+ER5YTFbSsqwUHMqk4FDl0kFQz0j6vXMlSrUKEMaNoGaUSiWXTfTk6/dsMWCFeVZCwqsaN5HRIhVc4GREhWKXQhg3zRSVWsGgiUEMmhhk3zf7sZMc2np+1+e/P2bx749ZDJkUzKBrggluoWP4tJaMur81u39PZcU7xwlp7UV+Sjmnt+U7nCf22i5nDBuBQJ7wFlpUarCYYelPJdzzaNXKz117i/5TAoGgEmHcCACwWiS2LLMZIoHhGvIyKlN9fjzeC6VSQblVzd/zMln4ZiIAGxfnsHGxLQNLoQCVRonZaFseOBtnc7Zkfk34dxSBtILaExmlJjnBzKY15dWMm8I8+RgkgaChEctSroUo4icA4ODGIvv73pdV3jh+PGYzbMCWRXX57eF8ua8vN70QS++xAag0NpkkYTdsAJRqBbd90YsXt1xW7VwKtZLx6+/DPbhp9j8SOIc+g21lB5Ljq+fYBwQLD6BAIKhEeG6aOcYKK+t+yWbJLFua9vBJgRj0tqfgNj08Uaqq9+1x81Ax+tZwRt8ajtlkRV9iIU3vjdVsxSvQDY2u6o0mpLWXPRbHK8afXi+Pduku5ALXpOcAdxZ/X0pFefXH2cAQYdwInIxIBXcphHHTzMhNN5CfYST9dDnHdhRzYEMRpYW26OGotu607+3N7GcTAbji1vMvG6k1SnwClJR6Oy7md+fXffjzNxMRI1oJb42gznh4VHoJ/0tc65rLCAgEguaJMG6aEbe23S4rTzlRbjdsAD55NJ5PHo23b/9+upvDsTqFTDneFtDlISVQvQniWQ7ooxzKVOd5fOnoK1+8rZV3rkPZ+pTWsmP1pY4DVSWZWjIAuMv35bKaHY9385SvlyFZ5T1fsSF5DmU7E6JlxzqLoXGnZeVPv25bLlWpQFlDMMLplDB27TDy00I9K5ZVUNH8ijwLnIiIuXEtRMyNQCBoEujLbFd6pcwKVO++Wt770I+tu0J47sXmUeVaIBBURxg3AoGgSdChq23pyWSE/bvk3TI+vkrumubJqeRQVv0bJHusQFAvnK1zU98vQZ0Qxo1AIGgS9OzvhoeXbTlu2uQsHrg5i4rzVCZWKBS0biNW3wUNz9llqfp+CeqGMG4EAkGTQKlU8un8EFQq2wPtjo0VXNY9hb07RHCNQCCoijBuBAJBk6FLLx3/7I/i6hu8UCjAaID/XZ/F9o3lzlZN0NyRGuglqBPCuBEIBE0KL28lz70VyJw/wlBrwGqBh2/LZuMGQ43HW63iDiEQNDeEcSMQCJokHbu6MX9ZuN3Auef2AvQ1xOCs+admo0cgqE9EzI1rISLtBLXm6lb7HcpWxneQHVshyRdZ6+GR5FCmUcjXiwlSyzf71Fsdn3u/R6TsWJNZJu/4PBceo16+U7VkcDy3QZJvBKlQyQfSJuUEOJQp1fJju/75gqz8wPjXZeUNhYrqerdrr+bH5aFMHZOFyQQ//mzghturFoosKBPVsAWC5oYwbgQCQZOmVVst7h4K9GUSGWnVG2impYqmmoJGwCrZXvU9p6BOCONGIBA0ec6WA1HX4CzLzRbGjaAREL2lXAqXiLm5/fbbkSSJiRMnAhAcHMyKFSs4ceIEBw8eZMiQIfZjG1smEAhcn7NGTU2em7vvF5WKBYLmhtONm5iYGO655x62bt1q3/fWW2+xbds22rZtyx133MGPP/6IWq12ikwgELg+Hc9UL16+tJz9u6sGEIeEiY7hgoZHQQMEFDv7j2rCONW4USgUfPPNNzz44IMYDJUXpClTpjB79mwAdu3aRXp6OsOGDXOK7L9otVq8vb2rvAQCgXOZ8X4AWi1IVnh0Wr6z1REIBE7GqcbNY489xubNm9mzZ499X0BAABqNhqysLPu+xMREoqOjG11WE88++yzFxcX2V1paWr18FgKBoO4Eh6p54yNb1/DcHCtms3xGmEBQ74jeUi6F09ZeOnXqxKRJkxg6dKizVKgTM2fO5IMPPrBve3t7CwMHGNvyqKz82+ODZOV/5XZ1KOvnlyA7tpu74zRykNft2s3tZcfKUWaUT2+3yKWRA2azzLOFRd4hLZ3HYW1VOp5boZS/YKrPk2Z+87a7HMouCzgiO/b2tltl5XKYpOqf55Ifijl+2MgjLwVQlGMrGaBQgJcGOCd1vCCthf19eoaFMROySUu30L6tmjlfBjJgRBYCgeDSwWnGzZAhQ4iNjeXkyZMAhIWF8dVXX/Hyyy9jNpsJDQ21e1NiY2NJTk4mPz+/UWU1YTQaMRqNDfrZCAQCef74uYQv3imgIM9mwKz+s4xx43V2udVqRenAwIsIV/H7T0FMnJLLsRNmho4Rho3g4mmIonuiiF/dcdqy1OzZs4mIiCAuLo64uDi2bdvGtGnTmD17NosWLWL69OkA9O7dm8jISNavXw/Q6DKBQOAa7NhUziO3ZTG8YxJvPp1nN2wASkskfvnR1l9KkuC6CfJxN61bafhnWQgD+mkxmRpUbUFzoYn2ltJqtezduxdJkujWrVvDn7CRcMmUoKeffprvv/+eEydOYDQaufnmmzGbzU6RCQQC1+Chm6t6WFrEqHl8RgBWq8Tjd+ZUkR3cf36LJSJcxZzZgXTtl4FwxgqaK++88w7p6el0797d2arUKy5j3IwYMcL+Pjs7m8svv7zG4xpbJhAIXAcfPyV9h+i47X++tOlY2aLigWdNzJpZaN8eMlw+HuosoSEqrp/syfwfy+pbVUEzQyFJKOo5APjsfP/NyjUYDPUSHjF27FjGjBnDpEmTGDdu3EXP50q4jHEjEAgEcixaG0FUXM1Gy833+mEuNXHogIlv5vs7jLepifvv9RLGjcCl+W/SyiuvvMKMGTMuas6QkBC+/vprrr76avR6/UXN5YoI40YgEDQJHBk2Z3nsKZ86zdu29f/Zu+/wpqo3DuDf7DRtuvcuLXuUvWTIVEQQBBkqS5yoKPpDBRc4QESGggioLFEURRBkyZC9oZRZRuneO+nIvPf3x4WG2OaWtmmTtO/nefLQ3HPP7Wlob96c855z+Dc4JeSBMEAle7vW/poAgoKCoFabNgi+f124mlq3bh1WrlyJ8+fPIywsrNbXszc2X6GYEEIIIZap1Wqzh6Uhqfnz54NlWd5H8+bN8frrr0OpVGL+/Pn1/JPUHwFoa65aUSqVUKlUcHV1NYusScMw7+oQi2X7s/jXyNEa+TtG07I8LJYxWv41cgRi/o+IIqnlcpGEfyNJTxf+Lmqp2HKyfQu3bN6647xPlX/9zoQUnD9WhoAQMTYeaQJ/UTFvXTXD33OjFFrOQUg0WH6tAaCvXI3cPCNeejMPew9oIBIBx/f6o00r7nu6BFa+NASxLXu4/95rw7DHF6G01LqZ6QqFFDv+fvuBfz5vb294eXnxnnPnzh1s3rwZw4YNA3tfjpBYLIbBYMDPP/+MyZMn17bpNkfDUoQQm4hoLsP5Y2UoyLOPXbu9vUTYvM4HT0/Nxc5/yvD2BwXYs8UXAgHt8EMegB3sCp6bm4vc3Nwqz5s+fTo++OCD8ueBgYH4559/MHbsWJw+fbq6rbRLFNwQQmyiVUcn4MdCaMpYMAwD2MH+liKRAIs+98D+w2U4fkqL46e16NVdXnVFQhxISkqK2fPiYq7XND4+vsGsuE85N4QQm+jQ04n7ggVS7tjPSnrBQWKMGKoAABw9UfvETdJI0N5SdoV6bgghNuHqLoZQBDBG4MyhEnRr/mBr09SHyAhuBlVaOi3mSRq+pKSkBjf8Sj03hBCb8Q3gPl9t31hk45aYYxjuE7NA2LBu+KTu3NtbytoPUjMU3BBSBZZlkZNQDIPOPhJfG5KnX/UEAKQn6ZGSbD+9JCo1966SayfJzoSQ6qFhKUJ4zG69m6eUrwzotuc93nI/b5XFsvxiBW9dfRn/n65AyDMVnKcMAIwMf2+Fm1RjsSyjjH8hPSNr/nlq8FPu+PrDbBgNwP6dZXhxmovFuiFi/vwXNc+P1UKSx1vXJTCz0uM7dpfRNHDyYOoiR4ZybmqMghtCiM0IhUK4eYqQn23ExQu0eyVxXAKGe1j7mqRmaFiKEGJTgWFcIvHtW/YzLEUIcWwU3BBCbKppG24dmews+phKHBhNBbcrFNwQQmwquhuXX1RacncxP0IIqSUKbgghNtW+p3P517ExNDRFHBRbRw9SIxTcEEJsSuEihETKzdD694DlmViEEPKgKLghhNicfwi3IvCGNaUwGGhoijgeAcvWyYPUDE0FJ6SOnH70C97ymRdHWyzL0Vle7wUAjic3qVGbAEAs4g8eREL+GyrDWl4Hp0jHv8nkFU1IpcefWuCKxaPPoLSExSezVFj0lXuFcyRVLA8fILKDnTcJIXaBem4IITYX3MoN/ftxU8J/+60MaWmUe0McDM2WsisU3BBC7MJ333lAIuHu589NLbB1cwipHhYAY+UHxTY1RsENIcQuuLgI8fZbSgDAlSsG7NlbZuMWEUIcFQU3hBC78frrLvDz425LM2YU0bo3xGFQQrF9oeCGEGJXvvvOHQCgUrGY+4nato0hhDgkCm4IIXalW1cZevTgkovXrClFfj713hAHwKIOEopt/UM5LgpuCCF25/vVHhCJAIYBpr1KycWEkOqhdW4IsZGHXa9bLNtX1Ia3brfgJN7ySzkBFst8XYp565bqpbzlBtbyZ6IABf8w0lut9lkus3D86FEdgoIzeK9blYK04FrVJ6RKdTF1m3JuaoyCG0IIIaS27k3ftvY1SY3QsBQhhBBCGhTquSGEEEJqqS6mbtNU8JqjnhtCCCGENCjUc0MIIYTUFiUU2xXquSGEEEJIg0I9N4TYyNAmVy2WLbgaUqtrN/PMtVim0st46woE/J8Wk/M9LJaV5il46/b85x0AgEGjQ/bfF5Fz8DpKEnIAo2layNNjFPh2iWeFuh5BqbzX5lObuoQ8EOq5sSsU3BBC6oUhNx93duxD/snb0OVUXA/H20uIN191wasvudqgdYTUEgU3doWCG0JIndHEJ0K97yi0cbfBlPxnl28BIPN3h1evZggc1Rn7em+3TSMJIQ0OBTeEEKthGAZl5y6h+PApaBNSAL3erFwgFsG5qS/8Hm0Hn0FtIRRT2h9pIGgRP7tCwQ0hpFYYjQ4Fe85CdfgStCk53IZQ9xHIZZA1jYByQC80faxiLg0hhFgbBTeEkGrT5RahYPsJqE/HwZBTVKFc6KqEU9vmUD7SF9IAv/tKLCc6E+LIaBE/+0LBDSGkWpI+WIuya//ZuFMASPw9Ie8QDeXA3hArXWzTOEIIAQU3hJBqSPjuX1NgIxJCHuEPt/4d4Na/A4RScZVTwQlpsGi2lF2h4IYQOxQhy+YtLzI48Zb/8dBKi2XDj75aozYVXEpD+p/nAADyyABEfPXif85gASH/zdhVprFYtjC3SxUtoLVqiB1jWO5h7WuSGqGpCoQ0MtdXn4K2oLRadRidARdmcVO1BXIpwj6bXActI4QQ66DghpBG5tZP5xG78FC16lz8eBeMJToAQMgH4yGUS+ugZYQ4sHvDUtZ+kBqh4IaQBibntqrKczKPJyLvYvoDXS/7eDxyTyYAAAIGt4Bz6/DaNI8QQuocBTeEOAhVvgFMFWPwMVsS8P2oA7znBA1qCjAszn64B8XJhbznMjoDLn26BwAgcZOj9XuDqtVmQhqPuui1oZ6bmqKEYkIcwOxRcbgdy+XJ9BnhCY9uQkT08IXCw7QJZsLpbOz+5CIEQoDlWdk0emY/FCcWoOhWLg4+8zN6rx4Nj5Z+lZ576fO9YDQGAEDHhSMgFNLnIUKI/aPghhA7xTAsStVGSOXC8sAGAI5sywe25QMCILC1B5o+HIAmPX2x86ML3AkCAfg+8YmdJOi+aBgOTf4N2vxSHH3xD3SaMxhBA5pWODfvbDIAwOehJnBrVnkARAgBTQW3MxTcEGKHZj5+HZlJWmjLzLtgxr0ViNJiI04dKkP2TRXSrxQg/UoBDi+/BgDwCHHG1M398VWPHbzXl3ko0HPpE/h34iYAwPk5/8DvoXCI5RKz81i9EQDg3jrAWj8aIQ0TTQW3KxTcEGKHkuLKKj3+62L+JOCClJIqA5vtvb+t9PiuQasBAI8fea38GHt3nygnNymkQi7Q8XNVW7y2RmF5HRsAcJdW/nMBgOTu9QkhpLYouCGEWMTe/eQodedfNJCQRo9l+JPdanpNUiOUHUgIqRSjM5Sn7sg8aVsFQojjoJ4bQkilCq5llX/t1tzXhi0hxAFQQrFdoZ4bQkilsk4kAgCEEhGEYrpVEEIcB/XcEELM7Bu5Bto809RziauM52xCCACaLWVnKLghhJi5P7ARiASIfLqTDVtDiIOgYSm7QsENIcQi1sji2rKjuLbsaPmxMSdesnh+RqmS93ppJW4Wy+QiPW/d6RfG8ZZ/0/FX3nJCSONBwQ0hhBBSWyzqoOfGupdrTChLkBBCCCENCvXcEEKqRVNQBrkHLepHiBnKubEr1HNDCKmWtMMJFstYlkXa1gu4uXA39CrLWy0QQkhdop4bQki1nP/yKM5/ebTK87L2XoV7pzBEvTEIToHudd8wQmyJYbiHta9JaoR6bgghdabwfBIuvv4zShJzbd0UQkgjQj03hJBqeXj5MKQfTURZXilS9scDACRKKdybekMS6ge39qFwifJF4YUk3Fr8DwxFZYj/9iDaLRxj45YTUoco58auUHBDCKmWQ6/tqHBMr9Yh50I6cCEd6dtiKpQXxSTj6MCveK8rOTiDt7yvz+3qNZSQ+uSAwc1jjz2Gjz76CO3atYNGo8Hhw4cxcuTIOv2e9YWCG0IIIaSRefLJJ/H9999j9uzZOHjwIMRiMdq0aWPrZlkNBTeEEEJIbTnQ3lIikQhff/01Zs6ciTVr1pQfv379ep18P1uwaULx3r17ERsbi5iYGBw5cgTt27cHACQkJCAuLg4xMTGIiYnBmDGmsfqoqCgcP34cN27cwJkzZ9CqVas6LSOEEEJsSalUmj2kUmmtrtexY0cEBweDYRhcuHAB6enp2LVrF1q3bm2lFtueTYObMWPGIDo6Gh06dMDixYuxbt268rKxY8eiQ4cO6NChAzZv3lx+fNWqVVi9ejWaN2+OBQsWmNWpizJCSP1gKXmSODCWZerkAQBpaWlQqVTlj1mzZtWqrU2aNAEAzJkzB5999hkef/xxFBQU4NChQ/Dw8Kj1a2EPbBrcFBUVlX/t5uZW5c3Nx8cHnTt3xsaNGwEAW7ZsQUhICCIjI+ukrDJSqbRCFE0IqT2BQGDrJhBil4KCguDq6lr+mD9/fqXnzZ8/HyzL8j6aN28OoZB76//888/x559/4sKFC5gyZQpYlsVTTz1Vnz9anbF5zs369evRr18/AFzm9j0bNmyAQCDAmTNn8N577yE3NxchISHIyMiA0WgsPy85ORmhoaEoKiqyell8fHyF9s6aNQtz5syx5ktACCHE0bF1kHNz9wO/Wq2GWq2u8vRFixZVOfJw584dBAQEAACuXbtWflyn0+HOnTsIDQ2teXvtiM2Dm0mTJgEAJk6ciAULFmDo0KHo06cPUlJSIBaL8dlnn2H9+vUYOnSojVvKmT9/PhYvXlz+XKlUIi0tzYYtIoQQYnN2MBU8NzcXublVL5h5/vx5aDQaNG/eHMePHwcAiMVihIeHIykpqUZNtTc2D27u2bBhA1auXAlPT0+kpKQAAAwGA5YuXYqbN28CAFJSUhAQEACRSFTe0xIaGork5GSoVCqrl1VGp9NBp9PV6WtBSGPEsPzDUrGq4HpqCSENm1qtxsqVKzF37lykpKQgKSkJM2fOBAD8/vvvNm6dddgs58bNza28awwAnnjiCeTl5UGj0cDNza38+Pjx4xETwy0KlpOTgwsXLuDZZ58FAIwaNQqpqamIj4+vkzJCCCHkgdzbW8rajzoyc+ZM/Prrr/jpp59w9uxZhIWFoX///igsLKyz71mfBABsMkUhNDQUv//+O5ycnMAwDHJycvC///0PKpUKW7ZsgUgkgkAgwJ07d/DGG2+Ud5U1a9YM69atg5eXF1QqFaZMmYIrV67UWVlVlEolVCoVXF1dH2hMlBBSuYcPvMVb7inn32X8z4e+s2ZziAOwh/vvvTY8GTwNpWqNVa+tUMrxZ+oKen+pAZsFNw2FPfxxEdIQUHBDqsse7r/lwU3QK3UT3KR9R+8vNUC7ghNCHF7BjRxbN4EQYkfsJqGYEEJqImH7NcQsOGzrZpBGjmUYsFbOkbH29RoTCm4IIQ7r6qrTuLHhgq2bQYhdTAUnJhTcEELswqEBi6s+iRBCHgAFN4QQQkhtOdCu4I0BJRQTQgghpEGhnhtCCCGktlgWYK2cAEw5NzVGPTeEEEIIaVCo54YQQgipJZZhwVo5R8ba12tMKLghhBBCaotl6mBYita5qSkaliKEEEJIg0I9N4QQQkgt0bCUfaGeG0IIIYQ0KNRzQwghhNQW5dzYFQpurESpVNq6CYQQ0qjY031X4erkENdsLCi4qaV7f1xpaWk2bgkhhDROSqUSarXaJt9bp9MhIyMDm1JW1cn1MzIyoNPp6uTaDZkAAGUs1VJgYKDN/rAciVKpRFpaGoKCguj1egD0elUfvWbV0xBeL6VSifT0dJu2QSaTQSqV1sm1dTodtFptnVy7IaOeGyuw9R+Wo1Gr1Q57I7UFer2qj16z6nHk18se2q3VaikAsTM0W4oQQgghDQoFN4QQQghpUCi4IfVGq9Vizpw51H37gOj1qj56zaqHXi/SUFFCMSGEEEIaFOq5IYQQQkiDQsENIYQQQhoUCm4IIYQQ0qBQcEMIIYSQBoWCG0IIIYQ0KBTcEEIIIaRBoeCGEEIIIQ0KBTeENDLe3t7IyMjArFmzyo/16NEDWq0W/fv3t2HLCCHEelh60IMejesxZMgQVqvVsp06dWJdXFzY27dvs4sWLbJ5u+hBD3rQwxoPWqGYkEZq+fLlGDhwIM6dO4e2bduiS5cu0Ol0tm4WIYTUGgU3hDRScrkcV65cQUhICDp16oQrV67YukmEEGIVlHNDSCMVGRmJwMBACIVChIeH27o5hBBiNdRzQ0gjJJFIcObMGVy8eBE3btzAm2++ibZt2yInJ8fWTSOEkFqj4IaQRujLL7/E6NGjER0djeLiYhw+fBhFRUUYNmyYrZtGCCFWYfOsZnrQgx719+jbty+r0+nYhx56qPxYWFgYW1hYyL788ss2bx896EEPetT2QT03hBBCCGlQKKGYEEIIIQ0KBTeEEEIIaVAouCGEEEJIg0LBDSGEEEIaFApuCCGEENKgUHBDCCGEkAaFghtCCCGENCgU3BBCCCGkQaHghhBCCCENCgU3hBBCCGlQKLghhBBCSINCwQ0hhBBCGhQKbgghhBDSoFBwQwghhJAGhYIbQgghhDQoYls3oCEIDAyEWq22dTMIIaTRUSqVSE9Pt2kbZDIZpFJpnVxbp9NBq9XWybUbMgpuaikwMBBpaWm2bgYhhDRaQUFBNgtwZDIZykqSIRD51sn1MzIyEBERQQFONVFwU0v3emyCgoKo94YQQuqRUqlEWlqaTe+9UqkUApEvmOzeAFts3YsLXBAQcBRSqZSCm2qi4MZK1Go1BTeEENJIMaza+sENWEqMrSF63QghhBDSoFDPDSGEEFJLRpYBWMbKV2XoTbqG6HUjhBBCaokBC4C18lWtfb3Gg4alCCGEENKgUM8NIYQQUksMGADWH5YiNUM9N4QQQghpUKjnhhBCCKklI8sCLOXc2AvquSGEEEJIg0I9N4QQQkgt0Wwp+0LBDSGE1EJ2WmCdXds3yLYbQpIHx4AFa+VgREDBTY3RsBQhhBBCGhTquSGEEEJqiXpu7Av13BBCCCGkQaGeG0IIIaSWjCwL1spTwannpuYouCGEkHpmMLC4ddsAoRBo1lQMgUBg6yYR0qBQcEMIIfWEZVn8vqUMn81XITOTW1q/fz8Zfl7vCZGIAhxHxsD6E7fpN6LmKLghhDQIhxKaWiw7URrFW3esawxvuZtQZLGMecC3NIZh8eobhdjyZ5nZ8YP/ajHvSxVmv+dafoxlWZw4ocP6tR4AAF9fIVo0l0AuN3+7CwjOeKDvTeqekRKK7QoFN4QQUg927tJgy59lEIuByCZi3LhpKC9btrwELz7vDG9vLoia8nwB9u7VVnqdmHO+8Pe3HGwRQmi2FCGE1IsrV/UAAIMBKCyquNtz2/bZWLBQDZ2OtRjYAMCESfl11kZSc0a2bh6kZii4IYSQOqDVsrhxUw+9nnuHeuZpBcR3+8qzsioGNwDXuyOVCrD4KzcAQN8+UgQFChESbLpVt2snqduGE9IA0LAUIYRYmdHIYsrz+dh/UIuOHSTYvcMboSFifDjbFR9/oio/r2cPKXp0lyI6WoKMTCO6d5MCAAb0l+HyRV988JEKaelcINS3rxSbNnrSzCo7RQnF9oWCG0IIqYGsbCPOndch9ooOt28bcD3OgNxcI6KixJj9nisOHuKGli7E6JGYZEREuBjjxyrMgpt3/6dE17sBzf18fbmcmtatJPhruwYAcPiwjgIbQh4QBTeEEMJDVcQgPYtBUrIBN24acC1Oj/MXdEhMMlZ6/tlzemz8uRSurgIUFnKf5Z3uznJydxfC31+IzEwGXp5CtI+uGNjc77VXneHuLsSPa0uw9gcP6/5gxKoYCMBYua9FSH03NUbBDSGkUWMYFvn5DO7EG5CaYsT1a3qkpzG4Ecf9W1ZW/cEGgQD4/BM3zHy3CMOHyc1mN323zAPfrSrG5InOcHISwMizqq1AIMCEZxWY8KyiRj8bqT8Myz2IfaDghpBGZtn1frzlo5VxvOVZRsvTkMevfIu3rnOG5bu/Ucb/KbX3S2d4y3XsRYtlz7px69hoNCyOHtXiyCEdbscbkJ3NIC3ViA9K+d+VPD24HpeWLSSIv2PAxVh9pecJBMCAfjJ8OtcVXp4iPDVKASPLmgUw3XtI0b2HJwBuyf7KU4s5JVW8WZ5JCrNYVsrw9wo9HHGL/+KEODAKbgghjcLhQ1r87+0iizOVAoOECA4WoXlLCUJCRGjaTIyQMBH8/ITISWSx9a8yHPhXg2vXTevTdO8qxcsvOePUaR3Cw8QY85QTXJxpEmpjZKyDYSmWhqVqjIIbQkiDZjSwmP+VGiu/KwHLAl5eQgwbJkfbdmIEBIrg6ytCQLAIcqeKbyQsyyIqNMvsmEQCPD/FBcOHytGhvRRCMfDYo0719eMQQh4ABTeEEIfHGBiwLFvpbKKlszOx948SAMD4p50w9xPXCtsY6CsZ/lEVMRg7yrRg3pwPXaHXAZOeVcDT0zQ096DbL5CGjXpu7AsFN4QQh3Z0cQxiNt7AcgDz1gWjcx+X8jJNGYN9fxYBAJavcMPw4RV7WFiWRVKiEUcP63D6lA5XLumRnGyETAZo7y4UPHmCM157WVkfPw4hxAoouCGEVCk314gzZ/Xw8hIirKPcbtZbyblRgJiNN8qfz56cirUHmiAogkumzcsygGEAJycBhg2TAwDW/FiCOR+rAQCBgUKkp1eeg6PVAlFNRZj9oSuGD3Cc2UqFBUYk3NLjxs0yJN3WITNFD5YFors5oc8QFwQE0wrHdYFhBWBYa/9d2MffmSOi4IYQYhHDsFj9Qwm+WKAu78V4crwzXn/HFR6e1du8kWUZ6MuKoS9TQ1daBIOmGPpSFfRlau5rfSkMmhIYdWVgdBowBj0gEEAsd4ZbWCsYJvlDLDfdsvRlBhz64nyF7/PFjHQs2xYOADDcHW8qK2MRFpJV4dz/BjbPPa9AmYZFUJAI3XtK0b6DxG4COUtSk/S4fkmHM8c0OPFvGXKyKl9/58SBEnw3LxetOsjx7DRaM4c0bBTcEGKHvo17mLd8gOIGb7mQ5/34YEnlb3736O/mkKSkGDD99SKcP8dNe77Xy/HnphL8/WcJIpqI4e0jhMJZCJkMEIkEYIQ/QCQVwagzwlCmR1l+Gcpyy6DJL4OmoAxsDXYC1Om1yLlyDLtfUeLd3zqUHz+0NR0ZsbkVzs93CcDilMEAgKyz8QASLF67+YgZyIo9CFaUgtZTO6O4bwQAIPnuY3Mqd97soJ0Wr+Em5H89q3JZ52OxbObF0ZUeNxQVo2jfeRhPX0DBncIK5S4BzvBpooRXpBIeIS4w6hjcPpSOlPM5uBajwewXMiq9rsRZgibDW6DlhGhse2xjjX6exopybuwLBTeEkAoWL1Jj6RIuCdfZWYDZHyjx7LNO+PegDl8uVOPaFQNuXDfgxvX/1rzGe12BAHB2l8DDXwqlpxSu3hK4+coglgqwe102mBKNxboZt0vNnp/ZkV3+dUCUAsGvPoLCq5kIGNCs/LhbK3+InaUwlOjM6golcrSfPA8A0GTgJERN4Q8W7YWxRIO8zf+icO85sHpuSrpQLIRXc0/4tPJCWN8Q+LX1gUQhgbvE/PXq9ExTlORpcOqHOMRsjq800NSX6HFj02UkH7hTLz9PQ2KEEIyV96JmaW/rGqPghhBiJjHBUB7Y+PsL8ec2LwQHc0NQ/QfI0O1hGRITjEhNMSIn24jSEhYGAwu9Dtib2QRGrREiqQgiuRhOXk6QeznByUsBJy8nDAhPhUgiBGNkkXRFjbM7c5AaV4ybZ4vAaLghIoFMCoFEBKa4DGJfTwgkYghEQrw6z8+snU/NaoKdK5LRpq8n+owNwPbcEHh1DDE7R+7ljN4bJyJtrRN06nwUJlyCV7OucAtrXQ+vpHWpjlxC9prdMKq5oEXeNAjdxoch7OFQyJT8C/bd4+wlx4B32+OhV1rhxm0h/nluW6XnlWWXWKvZhNgEBTeENGBFhQxOHNPi0kU94m8boCpioHXSILiFC7oM9UFwC5cKdXLzuCBDLgf+2ecNdw/zT48CgQARTcSIaMLdPi7H6nDogBYKhQD+XYLgGuYGiUICicI8cbUsrwwnt2Uh7mQhrh7NR5nafDhH7O8F7+eGw6lNZKV5Lk077DV7HhHtitdWtanyNZB5KuDiFw74RcAzqlOV59sTbWoOis/EQXMnHcUnuV4xaaA3fKcOgSI6Es3CatbDIneVwrOlBzq93RPnF50wKxMIBWBpH4FqY+sgoVhAw1I1RsENIQ0Iy7K4c9uAfbs1OHVSh/NndNBX2CmgAFePFmDv9ynoMMgbL37T0iyYCAnheml0OqBIxVQIbu53/IgWU5/Nv+/ILrNy77a+UHgrUJxRjPwbubh/SRiJXIgm0Uq07uOJlj098EvpSAiEja8bnmFYqPKNyMvUozDPgOBIGRLjNDi1T4XEP5abnes2sCP8XngcAnH1krktaTq6NaJGtYImrwxleaVQJxXCo5k30o4lIfZb/u0uCLFnFNwQ4uBKShicPKbDvt0anDimRU62+QygiEgRevaSIaqpGCeP65DLuODCXi4RN2ZfLm6fV6FpZzcAQNJlNaQlenTvIcGpk3q8+UYRNv7sAef/bCnAsiyOHdHhhQmmwGbQEDmOngI0hZryICb3crZZvdBWLojq4ob2A7wQ2dENIrEpqBLENNzAhmVZFBSwSE0xIiPdiAsX9Lh6VY/kJCMyMrNg0PH3lLgP6Qq3fh0gjwy0etsEAgGcvBVw8lbAs7k3ACDmm1NW/z4NnRECGK3e00I9NzVFwQ0hDig12YBDB7U4ekiLk8e10GlNZRIJ0KOXDP0HytC1uxRRzSQoLWXQvvm9qdDmSbvJ19TwDZXj3J5c/D4vHgDQvYcESqUA58/p0SE6G+HhYjw2VI6ICBGS0hj8urEUqSmmYaWvV7rjkcec8GnaEADA+aWnEffbVbSf1hkCoQBydzkCugdjcFRanb4u9iAl2YDYWD0uXtDjwgU91GoGmRkMiov5dv8G7t8cPChCirY9XBDrPwAunZtBKHuwnBprYBkWWWcb/v8TadgouCHEAeSnaxB/vghxJwpw+1whclPMA5TgEBEGDJaj3yAZ2neUQuEkQFqqAS8/VwD/ABHOnDSfLRTZ0RXBLZyRnViGvatT8M8PqSguMJ3j7yfCu+8p8cb0IiQnGREXZ0BcXLHZNSQSYNhIJ7w/17W8Z+fe8FbnGd3ReUb3ungprIZljNCXqiFxdjU/zrIoupMP1Z0CKEPd4d7Mq8prGY0s9u7RYu2PJTh3tvIdwwHAz08IX18hWraWoGMnCSIjxVD5+MDDRwKRGMhI0kHmJISXH5evNPNi1TlF1mbUGcEY+PYqJ5UxskIYWWv3Pjbc3sy6RsENITX06OHpvOU3z4bxlos0lruco8qW4PxJDc6f5BZmy0g1mJULRUDzji7o2M8VHfq6IaSZadXgU5k6vDX4KkpLua6AG3d3sXZ3F+C995UYPtIJMpkAmjIGo0cUg9EaYTSwMN59T/b0FODdWUoEBYlw+Ig3tm7V4O/tGmRlGSGTCeDiKsDAQXKMHC2HQnHv5st9r2d9zZNT/+uVHVMtlvXoFsdb91hhU97yIEWR2fPizGI4+zlDIBDg0bdM69ToNEac+C0NB35IgjpXB4WbGDnn3ODkLoG+zAhVVhnyE02BXFgXbzzRZTJk/hWHhBi9Dg+Lv8WOH7ORlcx1nwmEQHgLJ3j6SxHdS4kuLbTw8RUhIEQEubzim9WijN5A4d0nznf/zeH+ae6bXeH8+8XkBFksy8l0563brUXlychGo+n3MvyrlyBvElDhnLgn5/BeuzFiILD6VHBKKK45Cm4IsQNGTRk0KUkovRWHssQ7GPJRKpj7PjyLREDTVlJ07ilHpx5yeEQHQKGsPKk04VpZeWBzz6innPDpfFfIZKabpdxJgNffdMG5MzoMfESGfXu0uHPHgI8/dkVQkOju9xVg9GgnjB5t2pOpsk0mbcmoMyL/Zh4KrmQg50outEVapJ81LVLXelxL5EcY4OIpRX6aBkd/ToEqx9RLVVpkQOnFPLNriqRCBLRyR8a1QiSdzQXOLYJbp27w6j8EYhduj6mSm9eRuXUTbpdwgZCLuwiPPOuDQeO94elnGkaKlOTU5Y9vdWInMdybeaPwZi4yV+5A2PznIRBRDwJxLBTcEGIj+sICFF+7hJJrl1GWnAizaAZAZHMJOnSTo1sfJ3TqIYfivqTeuAJg28pMXD9bjOxULQx6QCwBhCJBpcmpH85RmgU29zwyRI5HhnB7LnXrLgMASOz0wyLLsmAZFjmxWUg+mIikgwnQqbRgjAz4Nua++ut1XP3PMY8AORTuYqRdNx9qc3KXYuD/2qJZvwDIXCQoTCvBv0uv4vo/aSg6dwrqK7EIHD8FxXFXUHjyCADAJ1iKYc/54uHRXpArrDOLyZYEAgF6ffkIdj71KzS301G47zw8Hu1i62bZPUooti82DW6kUikWLVqERx55BBqNBrGxsZgwYQKioqKwfv16eHt7o6ioCJMnT8a1a9waD/VdRog1MRoN1OfPoeTiRWgSzLcFELt7QBHZDIomTbH6rUPwDaj8z/PWdR3eePYqivIMlZbfr0VLMf73rguUrvb7yVt99jw3Bbxb5Tt251/PxdV1F5F6NAlCkbDSfBCZuxx+7Xzg28YHRp0RMT/EAgC6zeiM0pwyiHJzkJ+ugUHL4KHxQYho74aFI7mpzuHtXTHi616QK6UQiszfTNyDnDFyYVcUhwQhe9c2aDNSkbp2RXm5Iqo5lvzlBKnMfl/fmlD4ukAW7g/NrTTk/3WCghvicGwa3HzxxRdgWRbNmnHLpfv5cSuQrlq1CqtXr8b69esxatQorFu3Dl27drVJGSHWwDIMCvbuQeGBA6aDAgGcwiLg0rodnJu3hsTTlLjqG3Cs0utcv6TFtHGZKCtl4R0oxfAX/BAYIYPUSQiDjgXDsJBIhWghzUVgkAiBQfbdk6DPy0Puxk0AgINxQYh4rCmUwa4oTlMh71oO0o6noDhVVX4+Y2AgVUoR0jcMIf3C4RHpCaFEBLmnHHKxafZWx5fam32fti6pZs8/HXwCLAuIpQK8/H0HqKQy3nY6hTVB8JRXkLhsAYxqFUTOLvAbOQ7OTVtCKvu5lq+CfXLp1AyaW2mQ+LrbuikOgRKK7YvNghuFQoGpU6ciODi4/FhWVhZ8fHzQuXNnDB7MbXy3ZcsWLF++HJGRkVCpVPVaFh8fX6HdUqkUMpnpRqhUKuvmBSINSsbqVdDcvg0AkPj4wLVHTyibR0Pi5v5A9VmWxb+7S7Hg/TyUlbJo1dUFb34TAXdvSaXnd5KpKj1uLxidDsVnzkGbmFR+LPNMGjLPVJyCLJKJ4N81CK4hroh4NAruTTwgFNfupl+Yyc026zclFHIXMVS6KioAEMmdEDz5FZTcuAq3Dl0hcq64unNDIpRzv1sCWeW/Y4TYM5sFN5GRkcjPz8fs2bMxcOBAlJWVYc6cOSgsLERGRgaMRtOnsOTkZISGhqKoqKheyyoLbmbNmoU5c+ZY+dUgDVnZnTvlgY1b377wHPo4BEIh72wpALhwSoNffyzCtVgddDoWqkJuOKZlOyneWRVpMaHYnrEsi9KLl5C3bQeMhYVmZc4BLnDyVqAksxhyTyd4tfSBf9cgBHQLgsRZCiFfYk01iaVCGPVG6MqqN+VZ5uMHmY9f1Sc2AE4tQwEApZcTwOgNEEooRZMPUwe7gtNsqZqz2W+rWCxGeHg4rl27hlmzZqF9+/bYt28fhg4daqsmPZD58+dj8eLF5c+VSiXS0mjBK1I51mhE7u+bAQCKli3hNWx4peeoY8+DMRhgKCyAxMsHL2/PwMUzWrPzZDIBxkxRYuqb7si20vL79SkhToOMpcvNemsEMhk8Hh8CZY9ueKhXxQ8TdcXVR4acklLcPldQb9/T0cgjAiCUS8FodCi7kQLnNhG2bpJdYyCE0epTwWlYqqZsFtwkJyfDaDTi55+58eqLFy8iISEBYWFhCAgIgEgkKu9NCQ0NRXJyMlQqVb2WVUan00Gne4A+bNIgxCVXXOPjnjxmB29d53A91n6nwtc5KsjlAvz+fQGCQpYAADLSDDh+mkFqoh5bfypCUb55D8L9q5u0bifB0JEKjHpaAScnIQAjvkrsyfu9W4Rv5S3nVUUHiYa1fNu4UBZe4VhBWilO/5aCY+sTwRi4i/uHdEVky2EQiaRAKYADQOfHkirUvd/WdwfxlicPs1y2T9jK7LmmpRFIPIS0a8X4dKkf+k10tVCTo3O33MMz+/dneet27/ffuVrmivWW833kIv6k8cJihcWy6KaV38PuEQr4e60MrBSSQG9o76RDk14EaXPHC6hJ42Wz4CYvLw8HDhzAI488gt27dyM8PBwRERE4fvw4Lly4gGeffbY8wTc1NbV8iKi+ywipqeREA1Yu4XJf3pnjjqAQ7s8tKUGPJx7OqnB+SIQEIU0kSE/WIy/LgAnPu+ClN5SV7pDtCIwGBmueP4uEs6b9pxQuvggMewiBobZdvdjtiUFQ7z8G6A3IW/UL/vheAJmrDO7NfdBp1sNQ+DhXfZFGQNYkCNo76dClOtZaPbZQFwnF1HNTczYdRH355Zfx448/YsGCBWAYBi+99BLS09Px0ksvYd26dZg9ezZUKhWmTJlSXqe+ywipLoOBBVhg84ZiaLVAp25SjBzHfcJOSzFUCGx8A8WYMdcbDw00vaG6i8y3V3AURj2DokwN1Lla/D3/GtKucsGd0keGJz5sjaRdY+wiWBOKxfB9cypyv98EplAFMCy0hRpknU7Bnqd+xuPbJ0LqKrd1M21O3jIMqv1nUfT3cYhcnOA+oo9d/P8RUhWbBjcJCQno379/heM3b95Ez56Vd7vXdxkh1XHhZBleH59pdiz2gg4bfyxGx64yPDPMNODkpBBg79Um9d3EOnPhlAbL3j+O7NumhfHEUiF6T4nAwNebQiAQIHm3/bwxyps3QfBX78OgKoZf+r/IPpeGtMMJYPQMDr64FSUZagCAe1MvMBEd4DZ4IITCxvVJWtGxOUQeShgL1Mj/dT+08Wnwnf6UrZtllxgIrb79grWv15hQ+jshVlKsYioENgBg0AOLPi2qcHz19uAKxxzR7TgdvltYiKP7y8yOdxgeiAGvNoVnsOW8EHsgdnVBZLc2iBzZBvsm/46iW3koTjH9fxVczwGu/wPVwSPwfWEynJpG2bC19UukkCNk8XSoD5xD3q/7UXL2OhImfGLrZhFSJQpuCLGS3OyKyZ8BQSK0aS/FlYs6FKsZdO4hw4zZ7ggNF0PFSCu5iuMw6FnMm5WHnX+UgGW5/a86jQ5Bx+FBcAtwgpuf4w3rtJ/xEA6/uh1gAUWAEv49QpF1OgUlaSqwGg3UR443quAG4AIc92G9UHYtAaUXbtq6OXbLyApgZGkquL2g4IYQKwmLlGD6h5745lNTAm1GmhFfLHNBdCf+FXAdicHA4o8Navy0UoWcLG6GYdNWEsxb7oNbfm1s3Lra8YkOxPBdk6FKLIBnG7/yYag/eq8CGBYid3fbNtCGmDKaJcrHSFPB7QoFN6RRS0jx5y3X85R5CSsm/U57QYaXp/rjyL9a/O+NIny4xBcybylUTMVVXq9pgyxeu6MT/7ToxRFbeMvjdN4Wy0RVTAFWGyvu8QQAKTfLcOLvfOz7Iw/FOdzPLlNK0Hd6G7QfHYFzQgF2xbeqtO49i75da7HMV1RssQwAui27zX/ttEctlqWu5O9tuXm5WYVj+XH3Pbk7Pd67zB++p8zPG//hTt5rLznNP4U9OCjPYtlg/ziLZQCQ5Wl5leSChWG8de9E8t/+PQaZz5BSvDMEGb+dRO4/sQBjWi9AIBTDOyQaPhFd4OoTCYFAgKEf/ct77WfczlssiwipOLRLSHVRcEOIlQmFAjw8QI6dFz0axMySq6dV+PPbDFw9qS4/JneVoNuU5ug4LhJSRcO+jRh0GoDl3sxdvEJt3Brbkfm5I3z6EARP7YeSRTkozLiOwqyb0GvUyEk6j5yk83Dza4aobuMtXoMxsjjxUwI0ihJMmaqAUOj4fx/3MKwQjJWnglNCcc017LsSITbk6IGNXstg28oMbFmeAQAQioCO/dwRMLAZmg8MgkjSOG68ZdmmTTdTL+9Fsz6TbdcYOyB2lsM7tD28Q9sDANS5iciKP4nclIsoyrqJC39/htJib8hcxPAMcUbTh7whkggR+3cajq9PAADsAdC+gwSdOjt23hmxXxTcEFINRiOLxAQj/tmtQV6uEX7+IjRvJUGr1mJ4ejWMFVzT4svw25J0nP2n4F6HBfo95Y1RrwXAO1CGmNIQ2zawnt0//bsg9QqKMm/Bzb+pDVtkX5Te4VB6h8O/6UNIuLANxfnJuH7QtJbTwW8rJiHLZEBkFcNijoZybuxLw/rtIqQO/f1XGT6fo0JebuU5K58vdMOTY5xw9bIBOdlGuEVI4OIqhLunYwQ9BTkG/PB5Jg7/XQT27o+o9BBj4vsh6P2El20bZ0Op+zebPZfIGvZu4DXl4hmKtgOno6QwHZ4R21FWpEf69SJk3lRDIhehtMCUkHzgsA/cPeiNm9QdCm4IqUJmhhHzP1Fh999cEq1EAjSJFCMlxYjSElNi5d/bypAQb8APK0vuHuE2ZXxjjjdGTXKr72ZXy43YUnz6YgoKcrjp7J36u2H09CCEt3Jy+OG12ihJvwNtgWnhxSbdx0LhYXm/MQI4uwdi4OvNKxw/uiYeexfHoXkfXwQFNbzAhgGsPhW8AaUk1TsKbgixQKtl8e2KYvy4sgSlpSyEQuDl11zQracUL03Oh0xufudp0UqMH1eVVLjO9k0quw5uEuM0+HBSEkpUDMKayTD1swg060C9E3e2rkRxsmlIpfUjb8DFq3ENyVmTXMnNGCxT6wE0nKUR7qEViu0LvXKEVOLMaR0eHZSLZYuLUVrKokMnCX7a7AWJBHh+Qj40GqCokIWTExfg9OglwdrvS8tzVGT33bsjW9hv0mRWqg4fTuYCm5adnLBoCwU299wf2Di5B1BgU0s5d7ip/kYd/1IEhFgD9dyQBm/z7Y4Wyxikmz03GFgsW1qMFctKwDCAr68QT41zgtEIvPFKAXJzuBvz4Edl+Pwrdyhduc8HWZlGPPFIDgoLuOhGqwU6PeSE597yQvO2cjCVrDRam+TD+5YZqVQSzzo3Gta05s4vX15GfrYBflHOGLesKxJEEngyFXuf7ner2Ndi2aI2v/PW5VvLJo/h36bh/nZXZmrAEYtl12bF89bdlNjZ7Lmu0NTOpvOfhlDTGYUW6jaV8a/L8me/b3nLD5a0tFh2tTiQt276SctrJXm9WnHn+fsV5/D3JvrNt7wzep8Vh3nrBkgKKxy7c4x7nQaM84aWLeWt74jqYldwoZWv15jQK0fIXbm5RkwYl4/lX3OBDQBIZQJ8+00JVn5bgtwcBiGhIixZ5oYVq02BDQD4+Yuw9DsP+PgK4eYmwJszXbBwQxBad3SCWGKfA+e5yaWI+Zub5j36k9ZQuPMHD42JUW3aJ8tYqrVhSxoGxsgiK5F7TV096fesrvTu3Rvbt29HWloaWJbFE0888cB1e/bsCb1ej5iYmDpsYf2hnhtCAGRkGPH06HwkJxvNjqemGCGVAX36yDBilBMGDJJBKr0brPyn96R7TxmOnvMDy7IQCATINNpnUAMAuUmlWDnlLAAgoLkLwqLtNyeovjEMg1vv/VL+PP/gFfgNfMiGLXJ8QpEA/hFOyLhThnXv34ZbrgK9+srAGFlENm0YwQ4DQaU9tLW9ZnU4OzsjNjYWa9aswdatWx+4npubGzZs2IADBw7Az8+vus20SxTckEYvOcmASU8XVAhs2kVLMHK0HE+McIKb+4N3ctr77KIylR6rp55DUaYWfpHOmLqyo923uT4lL/4bhgJuaE4gEcHvqZ73Jr6RWpi2rAXmjb2E4kIDPv9YZVbWsbMEny5wg6+fYyybUN+USqXZc61WC52u4l5fe/bswZ49e6p9/ZUrV+KXX36B0WjEiBEjatpMu0LDUqRRuxSrx5gnuR6bkFARnnvelPfx4wYPTJzsXK3AproYI4u9q5KwdWE8Ei4WgakqmaaW0m4UY/XU8yhI18Az2Akvre3skLt31xVGo0P+wSvcE6EAHf56F87NaOq3NQRGKfDFgU6I7ucB4X/+pC6c02PogFx0acOfJ2TP7uXcWPsBAGlpaVCpVOWPWbNmWa3dkydPRpMmTTB37lyrXdMeUM8NaZRYlsWOH7Px26I86PVAi5Zi/LjeAzodizU/cMmO634swVszlVVcqXZi/snB9iXckvT7f0xB95H+mDC/hdW/j0HHYN/3SdjzXRIYIwuFuwQTv46G0rvhTcmtjYJjN8q/dm5pOVmX1IyLuwTTV7ZCN0k8dDoW8bcMyEg3Yv0PJYg5ry/PdSPmgoKCoFab9nbTaq2TBxYVFYUvvvgCvXv3htForLqCA6HghjQ6uek6fP9hMmIOc13jgx6RYeFiNyhdhVAVme6uCkXdD9W4eptPE8/PqLjTeG0lX1Xj5/evI/0GN9TStIcnnvqkNTyCKt/9u7FSX01G0uId5c/Dpg+1YWsaNrFYALFYgLbRUrSNBgYPcUJ+nhGpKUaMGW55l3R7VhfbLwjvXk+tVpsFN1a5tlCIX375BR9//DFu3bpl1WvbAwpuSKNyem8BVrybhLJiBhKZAB/NUWL8M9wqvL//Woqli7gpwAGBQjw1jn9qsjVEdXbD1KWtkHGrBG37eSO4lXXXmDm4LgVbF9wGALh4SDDq/aZoPSSIcmwqcWvmxvKvhTIJ5CGNd8sJW/D0Ejn0/mwMKwBj5RWKrX29+ymVSnTp0gUdOnTA8uXLAXABj1AohF6vx+DBg/Hvv//W2fevaxTcEId3KjGct1whzIJWw+LrBUXY+CPXexHdSYo5C9zRrJkYxXoWX32uwsY1XJmXjxALvvaAs6cYGp4UmNah6ZYLH8D5JK6XpsfIe0ey7z4ApdDAW1fy36la/xEizceOtTnYuoBrY+d+Skz7PASefhJ8frMzb90Pm/3NW/5O0G6LZSqGP38n22g5eDte0oy3bkKp5bV7AOB0apjFsldaWV4DBwC6+Cbjwn3Pe73TCS19k8uf7w52t1h3+h/P8V5709hveMufVF6yWKYQVkwavd+/fq0sljEbLa9HBADDZ5zlLd/zpuX1d/74sR9vXX0fFW95UPvfeEozeOsS61CpVGjTpo3ZsWnTpqF///4YPXo0EhISbNQy66DghjRoRiOLP34twcqlKmRnckNOE190wZvvuUIsFsBgYDBtSj5OHOHGsF+a7oIXX1NCLnfsno1jOwux7gsusHl8kjee+yAQQtqohldYnyAkHUkDAFzdfAMtn4iycYuII2HqYFhKVM3rOTs7IyrK9HsbERGB6Oho5OfnIyUlBfPmzUNQUBAmTZoElmVx9epVs/rZ2dnQaDQVjjsiCm5Ig7ZsXgF+/ZH7FOnrJ8SsT93x0MNyiMUC6HUs5n1QhBNHtHBSCPDlN+7oP9jx81BWfleMr+Zxq8H2Ge5Ogc0DenRxP2wasQ2q1GLk3aS538TxdO7cGYcOHSp/vmTJEgDAunXrMGXKFAQEBCA0NNRGratfFNyQBktTxuCvTVwS3stvKpGcaMC7r+dDpwWcXQQoKTYN7XzyZcMIbM6f02HBPC5v6ImpPpj4TgAFNtVg0DSsGSOk/jCsEIyVt0uo7vUOHz7Mm083ZcoU3vpz585tMFPCKbghDdbFM1qUlXIBTEaaEbu2mZbUvxfYuLkL8PF8dzwy1PEDG5Zl8ckcLpjrP8oDU2bz70tEzOXdLkBpLvc7EtTZv86+T7GawS/fF2H/zlKIxQKs/t4Nnp5Cs+08CCG1Q8ENabDUKtO07r9+59auadFagh82eSMn2whnpRA+ngJIZQ2jZyP2oh6XYvWQy4EJM2nhueo4szwGMevv5hkIgH6f9LT69zh5uAzffVmAuCt6s+P9e+cCAEQi4NHH5Jj3pStcXCjQcTRGCGC08vYL1r5eY0LBDWmwBgxVIPGWGy6cKMPVyzpENZNg4beecHUXwvXuqsOiKmYdOZKNG7gA7pEhcnj4NIz9eurDyT/SELMurvx5v497wtnH+ssAvDExu/xroRAVFqwzGoGdOzS4dEmHQ8f4ZzoR+2MPw1LEhIIb4vC6hyfylp9JMp8ifP/0brmAf8q1mpHyltfG3uI2Fss6OiXy1m0uMU94VasZ7NjOTS2fPEWBEHG+xbozm+7lvXZMaThveQ9nywt+LZj0LG/dcT9Y3vdm3eE+vHU7dYjnLZeILefL3C61vBngjq+Pl3/d84NeCBnSDGX/udTU7kct1k/VePC263xxEL577Xr58/YDPPHSNy0gFguxf30aFAW5OLinFEkJ3DdNSWagZrhb84bE7rzX7tHW8v/FtSuWp3IDwLEVXXnLpa6Wy4ra6i0XAhgRHsdbfkvLN+x3naeMkAdDYSFp8J4dko4fvykEyzacXpr7sSyLb5eVQKcDmkSKEN2eem0elDqjBKW5XFAYMSQSUcP419qpjuKsEux/7zCmdzyFS/9ywairtwSvrmgFsZi79Q6cFIQ33nPDX4cC8NM2H64iC7QPS8VP3/OvFUPsixGmoSnrPUhNUXBDGryb1/RYtagI+3aU2ropdWL1qlKs+o5bgPCJEU60+nA1/PTE9vKvH/qot9Wuq1HpsOnxLUg4kAS9lht/cvOR4OPtHSzWadtBhogoU2f6os9UMJRYfzsOQhoDCm5Ig/f4U84AgC8/zEdWBv8wlKPZ+mcZvvicmyE19HE5Xp7mbOMWORbGyPXmeTb3gvC/W1XXwu2dt8u/dnYX46O/2uOrY93g6sU/zPn7Xl+zHbPjv+RfLZrYj3s5N9Z+kJqhV440eO9+5oWgUDFUhQwWz2lYi7NlZZo6rh/uJ4VUSr02D+rsj1fKv37ow15Wu65BY8Dpb7jNHMRyEZae7o6QFg+2Z5hYLMSFhGD07s9tY1F4+jZOD/0SZ4Z+abX2EdIYUHBDGjyZXICuvbk3i3/3lDao3JspU53h7s4FNLt3aW3cGseSGZsDAFB4y+HR1HqbZK7t/QsYAzcU1XxEzXJ4nntVaXpiZMAaGWTvibVG80gdMbLCOnmQmqFXjjQKjww3DdesWlRkw5ZYl0wmwIRJ3LRlpSv12lSHQcv1eslcrDcj7sAHpg06Xfyd0fPtLjW6TnRHCRTO5v+fab8ct3A2sQcsBGCs/GBpnZsao+CGNAqt28vgFygCAKxZVoR9f5fYuEXWEx/PvUm3a0ezpKrDqON6V4RS690GEw+adhIf+9dInjP5CYVC7D8TgE5/vgXB3ZlVumwVLr+6ptZtJKQxoHVuSIPXNSypwrH3X83F+6/m4nxSCG9dvnVwDiTwDzmk6fnXP3EWZlgsUwr5Z8mkG03bRWTkFgIARJ7y8uMa1nKg015m+fsCQAtpFm95KWP52m+t38RbV89avuVEtEznrXvhDv//lZOL5WG546s7VzhWlM71spQVKJGt4c+J0TEii2Vnj5jWk2H0G7i2tGiJQ4c6AgBuHmzFe231kgOVFwiAz9vvxo9T3fH7Km7dotL4bKhmfY1Fv4dCKBRiT1E7i9c905N/duCk1qd5y/Ws5Z/5pwv86+/sjuf/mS958m0N8i9vXXtVF8NINCxVc/TKEeLgCvO5nhsPb8tvRqQi1sgFrpqiHKtcT5OcWP6154BBVrkmAEx91w/TPvaD+G5MeT2mDDPHJfNXIqSRo+CGEAd3L7i5t6UEeTBGPdfTw+g0yD6RUOvr5R/YBwAQyOWQh4bX+nr3Gz7JE9uvNy9/fvVcGbJSdVb9HqR2GFZQJw9SMzQsRYgDK1EzKMzjckd8/OnPuTpC+45B/M5VAIALs3eg39bnIfOo+Z5SmtvcVgiKFvxDMjUlFAqx8LdQzBzL9dpMG5qAF45ww20alQ673jmBwpRiqDJKIBAALH4HhAIIRCKI3JwR/MWrECrkddI2QuwNfdQjxIGdP1EGlgWCwsTw8KJhqepwDW6OqOGvcU9Y4MjT65H4RwxyziSBMTBgGAaq2zlQ38mt8lrarAywBm6Yy3PwI3XW5rZdnNG0LReglKgZXPj5Bn56ag9W9t2K5NNZUKWXACzAMuB25jQYwWp1MGQXIPG5z2DIpy0d6ooRwjp5kJqhj3qEOKjMNANWfcUtSvjQAOvvYt0YKAOaIKTPU0g58juMpXrELat8g0yxkxgdZ/RAk2EtKi3XpaWVfy318qmTtt4z6gVPfDGdS74+8tVFszL3MBdEj20KJzcpzt72AavTo/j4JegSuSTy5GlfInzDRxBK625D2MaqLoaRaFiq5igsJMQBbdmgwtMDUpF4Sw8vHxEmTnO3dZMclnfLHmgxvQ9EThJYWlbEUGbAmXlHcfHbijOMGIZB9ua7s8REdd979vDjblC6mW7dAqEAkf2DMHXPMEzeNhQdxjdDi8fC4fZId7gP643gL16FUydTUJY6czkYQ8PahoSQ/6KeG0IcjFbDYOmcPDAMl0S84vcAmilVS+Gj2iN8VHsAgEGjg/oWNxSljPSGOj4XsR/vhCavDHEbL0FfokP0tG6Q3l38T332NHB31Wt5aFi9tHfWN0H4cGoK3MPcMGZd/yoXIgyY+Sxyf9wB1b7TMGTlI23mMhh3dYdITJ9vrYWBEIyV+wusfb3GhIIb0qhNiHmOt3xpu98slkkFRotlANCsivVihIKabQMhcQLc3IUoyGfw3lx3NI8AAL3ZOXzr3OQbZbzXN1axKmqO0dVimaewmLeuXmA5CHsrfB9v3dJQ/nbz/cyFLfiH7YoM/ykvX4YlDQgG+u0egK967YJBxyB+axzit8ZB6StH/zdbg70UDwBw8Vdg8h/dAZwzu9S/ORXX2Llfosby1g/nVBaCpebA2GNAkLzw7oGKv4uuR8x/JtemY5GaKUHu5WPQZ+Rh3mNnEfDJdAjFlb8NKC9bDpg+fdny3wUAHC6qfPjuntbOltc0OsRbk5AHQ2EhIQ7mlx9UKMjnZkg1a0mrEtcHsVyMF7f2R1C0Z/kxdbYGf80+j7zbhQCAlsOb2Kh1Dy6495Pwat0TAGDIyEbmnGVgGMbGrWoYjKygTh6kZii4IcSBfL+0EEs/Ne1srtc1nE1A7Z1niAsmre0FoaSSNxwB0GFi3UwBt7aQvqPh2ZJbYViflkUBDmmQaFiKEDtWrGKwbZMa509pIZYAh/eWmZVv/a0ELdvSzJf6kpOgBqM3BZRyNwmkzlJ0fr4NpE6OczsN7TcGWk89So6fhz4lA5mfLIf/R69BKKTPuzVFs6XsC/0mE2Kn0pL16N82Bd/MK8Txg2UVAhsA+PPXEuTl8Of+EOvxa+qGtsNCILq72aamSA9VegkOfnIaG4b/hZiN123cwgfn/fxTUPTsAADQJ6Uj69NvqQenFlhWCMbKD5b2lqoxeuUIsTMnD5Wha1gSRvbm30gSAAx64PJFWoa/Pj3xeSfMOjcco5d0RVC0JwQi7tO1Kq0Ex5fE4MqWWzZu4YPzeWEsFN3aAwB0iWnI+vw7CnBIg0DBDSF25KeVRXhjUrbF8k+WVpxZk51JPTe20GJAIKb81AevnBqLvu91KT+uL3OsNWR8Xh4HRVdud3HdnRRkzV9FAU4NGCGokwepGccZJCakDlwbMZe3XJrQtMbXrurGpGFMM51YlsWcVzNxeLdpKvXbCwPQZ6grCnIMmNw3HkIR0GmoD1w+KkCxyvTmM++DQvQe7Q2pzPRZ5dM7j1v8vkMDrvC2K1rOv+P0vDkTLZbN/2QVb10RLCdAOwu1vHXlAj1vOd/U/IvGUN66ChH/924rT7FYJnRhMeJF4PACACwwoFk2enmYhhCvxLbjvXavl29aLJt1fiRvXUNuc4tlC9/ayFs3UnLfbuj9gZkvOeHgnjLobifBZ9UcbNniabGuVMD/u/2QUxJvuZ4nl+Qt3pqEPBjquSHExgwGFqO6JZgFNhuORmHQKHfI5EL4h0ix505L7LrVEiKRoNIZUrev8b85k7pVWszgXtwW0YJ/PR57tXCVN/oO4vatunBGh6fH5tu4RY6FYetiZ3Bb/1SOi4IbQmyoRG3EwKa3kX9fUvDOS03gG2R5/ZonJlf8RH3mUEmdtI88mKxUU96TT4Djdogv/sEHvfpxAc7JEzpMfIYCHOKYKLghxEYyU/UY2u5O+XNPHxH234yCs5J/KwU3z4rlP31Db0K2lJ1hGjKTSh37tvr1Oh9078P1Ph09osNzkwqqqEEAWH2m1L0HqRl65QixgdizGozrnVj+/OHHXLDldATElS0Q9x9Dn/bA09Ms50MQ2zp3hH8LCkfw7U++6PkQt37Svwe1eOE5CnCqwkBQJw9SMxTcEFLPdm9RY9pTGeXPX57ljTnfBkBQRZLmPXKFEFNneuPRMaY9nh59yvJ+T6TudenrDKU7dzv97LV0GAyOP9vo51890a07Nzy6f58WL79AAQ5xHBTcEFJPtBoGY/qm4LO3c8uPLVgbiHEvetToekOeciv/2tPHcfM8GgKhUIg5q4IAcMnFC2ZkVFHDMfzymwc6d+ECnL17tHj1FQpwLKG9pewLBTeE1AOjkcXQTslISzKtgTLnW390e9i5xtds1tY0KyfmRGmt2kdqr20XZ/R61AUAcHinGtdjKq4o7WiEQiF++8MDHTpyAc6uv7V48/VC2zaKkAdAH/dIvbiaHMhb3jq06tV4beHhiLpbbbbLEC+U1HSqJwsIpCL0H+GKg9tUyM4wQM+aEo3HBZ2zWPW75SN4Lx32Jv/6KAXDLc/MkoB/QcFCRmGxLKY0nLfuhmtdecu/6/KzxbKq1tC5WhrEW95KnsZTahqCeu+bIDzV4RbKShh89EIqNp2JwvCvD/Bee/YFy2vZvNnuIG/dboo7Fsu6hvGvNVNTf23T4K9tDaNnyprqIgGYEoprjl45QhwUw7A4tlsNAAhv7phrqzQ0YrEQ733NBfJF+UZ8836mjVtESONEwQ0hDio7TQ+dluv6GfNyxW0ZiG10669Epz7ccOOezUVIi1PbuEWkPjCw9gJ+NFuqNii4IcRB+QWbFvrz8be86B+pfx+vDIZMLgBY4IeXY2zdHEIaHQpuCHFQAoEA3ndXw710mhKK7YlULsSMLwMAAEXZWmxfaHn/KNIwsHWwxg1LPTc1RsENIQ4sMIxbaO34HpWNW0L+6+HH3dCqkxMA4PC6JOQkUwDakFl/XynuQWqGghtCHFirjtyb59nDJWBZ2mXP3ny6JhgQACwL/PTWJVs3h5BGg6aCk3rhKeR/472YFAwA+OCtfPy9pRQvTlfi7EktYs7qeOs5sqFNrlos23mnNW9d493PJY9N8MKvK/IAAHGXdGgWzQU7cqHeYt3uky/wXvuP7C685a+2OWyxTMPy5/7wle9IacNbd2hTy68XAOhheU+uMEmuxTIA8FTyb5nw2qmnLZa9EH3MYpkBDASC22BZFhqpC04VNqlwzrgW5y3WX3jiUd52JU99l7ec1B+aCm5f6JUjdiUsnIu3V3+jRsxZHZSu1C3Lx9PX9Pnk2nka9rA3e76KA8twgX2X9/vauDWENB4U3BC7MuoZZ7Rpb/p0//o7bjxnk1P7TdOMNaWOv59RQ2LQMTj9azIAwKdDAJRB9LvckFHOjX2hYSliVzy9RPj+Vx8c3qeBWAwMGOKEeR8U2rpZdssvWFr+dfO7Q1LEPuxccA1GPddr0/WjfjZuDSGNi017bhISEhAXF4eYmBjExMRgzJgxvMcBICoqCsePH8eNGzdw5swZtGrVqk7LSP1zchLi0eEKDHxM8cA7ZTdGLMti0zfZ5c8VrtQRay90GgPO/pEKAPDtEgRnP6WNW0TqmrWngd97kJqxec/N2LFjERsb+8DHV61ahdWrV2P9+vUYNWoU1q1bh65du9ZZGSH2Kv6qBif2moalmrSU27A15H7bPr4CxsACAqDbR/1t3RxSD+piGImGpWrOoT7q+fj4oHPnzti4kdvYb8uWLQgJCUFkZGSdlFVGKpVCqVSaPQixhZAoGVw9uBlCkW3kkEgd6s/ZIVw9o8bqj1JQsOUA1IcvoCwuEYYiyzOrGIbBpv/F4OLf3MaSLfr6wMnL8mahhJC6YfOemw0bNkAgEODMmTN47733kJuba/F4SEgIMjIyYDSadh5OTk5GaGgoioqKrF4WHx9fob2zZs3CnDlz6uCVIKR6ZHIhBjzpjq0/5iH+isbWzWlw1s1Lw441OXefme/OLXCSIfDTVyAN9Ck/psrW4LunT6Iog/u/UPrIMGZBNOL4N0onDQT13NgXmwY3ffr0QUpKCsRiMT777DOsX78eQ4cOtXjcHsyfPx+LFy8uf65UKpGWlmbDFjmGgOAM3vK45ACLZV9954n/vZKP9p2lWLfFt0K5EQK8MCYbF05rMeFFJd58392svFNYSo3abEt8a+AAwPb4tgCAlp2dsfVHbp2boiIWLq5cT46P2PKKxQ+53uK99qKbg3jLFWKtxbJwKf96MtfLgiyWtfDMtlgGAE4iy2v3AMANTaDFsjNF4bx1m7tkmT2/fTy7PLARiAQQiwUw6BmwdyeksWVaZM3+BtP/6Ik9M4chN+Myrl/cBJblIhlPnxZo1WkSDs0V4unFO3m/dyuZ5fvH8IH8+1L5p/pbLFMILK/7AwDeQXTfIg2XTYOblBTuTcdgMGDp0qW4efNmlccDAgIgEonKe1pCQ0ORnJwMlUpl9bLK6HQ66HQNd2E5e1SQz72juHtYHnYZ/5wLLpzW4qfVakR3lqLfI41jKKBVF+fyr0vVxvLghtTcjcOZ+PW1MwAAkUSAd44NgbsL9zvIMAwu78nCpndjYdAx+Gb0CShdc1CQe+NubQGi2oxAYGh3G7We2Ar13NgXmw3SKxQKuLmZ1n0YP348YmJiLB4HgJycHFy4cAHPPvssAGDUqFFITU1FfHx8nZQR+1Cs5t5YlG6Wf137DDRNg/7fi3k4e6LhD9PodQwunyopf+7pSzuD15ZBx2DLO9yKwRK5CC/82gdShekzoFAoRPRjAZiyshMEQu78e4GNWKJAp94zKLAhxA7YrOfGz88PW7ZsgUgkgkAgwJ07dzBx4kSLx+956aWXsG7dOsyePRsqlQpTpkyp0zJie2Wl3FohTk6WP8WIxQKs/s0HL47lhhJeHp+DAUOcMPJpl3ppY32LPVGMZbNSkZ3KDdV4+IghltCnvNr67Y0z0JdyPbiT1vSEX7PKF95r/pAPpq7qjB9fOgeWAdy8otC2yxQIhTZPYyQ2Qj039sVmf4kJCQno2LFjpWWWjgPAzZs30bNnz3orI7ZXUsIFNy5K/o7GTt3l+PdSEL77qgh/bCzGgd1lOLC7rD6aWO8+nJBg9nzOunDbNKQBuXU0C7ePcXk/7UeEIKitB+/5TXt64719D2PPR22hdAuujyYSO8YCVl+XhrbCrTn6mEHsXsndYSmFc9U3Dlc3Id791AMjxjlj4hNZMPDnoDq0R5/2xJMv+sA/RFr1yYTXkdU3cWgFN7zk5C7BsLnRD1TP3V9OgQ0hdoiCG2L3crK54MbD68FTxJq3luLUrWDs+L0Ec2cW1FXTbObVz4PwyDhPWzfD4elUGhx+ay/yrppmao1f3g1CIa0ZRKqHhqXsC/0FE7t38xo3O61JVPUSZgUCAYaPaZg5N1FtaR+p2rq15Sq2Dv25PLBx9pTixd/6ICSagkZCHB313BC7YCmdJiXFgJxsBiIREN1GCLmg4opoe0r49wKbfuEhi2XfdPy1Wu20FzOG365x3c23Lee0AcCjIdd5y2OmtrVYlvJTEm/dHJ3lFb01Rv7g9dxrHXjLW399xWLZ6YTw8q8ZgwFZX/4EzZW7r6FAAI9e/eD9yOP49xaASpYBenLYcYvXHrt4N2+7eir4Z14qK/mdvkdexd5qIoHlz6dMFRkb2WmW1wUCAN+gdN5yYo56buwLBTfErp04wfXatG0vgUJBHY2kdnRZecj4eBUYFTeFXuznCf/Zz8FJzf9GTwhxLPRuQezamTNccNOlKyXN2gLLsrhzPBOxfyZAr3HsfQTUh84h7e0l5YGNS58OCFnyNiQ+/LOiCHkQ93purP2ojt69e2P79u1IS0sDy7J44okneM8fOXIk/vnnH2RnZ6OoqAgnTpzA4MGDa/My2A3quSF2i2VZHD3GBTdde1BwU19YlhvOUGWUYvec80g6za0ddP6X23h6TV9bNq1GdGUGpL3/LXQJd4dZREL4vDoGLt0tD68RUl32MCzl7OyM2NhYrFmzBlu3bq3y/D59+mDfvn2YPXs2CgsLMWXKFOzYsQPdunXDxYsXa9hq+0DBDbFb8XeMSEszQiIFOlHPTZ27caEY27/PwpVzV6BV68EYzHM2cm6pcO7n21CwHQAIIKgiH8QexPxyAye+joVRz5QfC/piOqRBPjy1CHFMe/bswZ49ex74/BkzZpg9f//99/HEE09g2LBhFNwQUlf+/ZfboLFzFynl21iRusAApYf5nz5jZPHlS/FQF5gPPXlHumLk4u7Y9PwRFOdocHzldQCfmJ3TLHggUnLOQyZxhfcfcnQZ7g+x1Lr/X2lHEnA15m+IxTJEt55kcaq2rsyA1DOZEIqF2PfxaZTlV9zks3Dbv/B9dYxV20cIywrAWrnn5t71lErzRHytVlsnexwKBAIolUrk5+db/dr1jYIbYreOHuXemHo9LLNxSxqWaX2uYMBYLzz6rA/8w+UAgJjDKqgLjBAIgXHf94FboAKqjFL4t/aERC5Ch7GROLq88p3Kb6buBwCUaQvwy4fAb3Nv4pXV7dC8R82nVDMMg1u/XUbW6RRkn001K4u7tRWtmo+qUOfChjgc/+Zi+c7d93hEuEIx/XnkfPMbdAlpKDkei+IOzeHS88EW6iPE1tLSzHdwnzNnDubOnWv17/O///0PLi4u2Lx5s9WvXd8ouCF2QcOaD4Ho9SxOn+Y+mUT3UKCEtfyrWsrwD1nt3tnVYln/gwG8dQ/2X8Jb7oi0ZQx2rcvBrnU5FcpYBtg09UiV1/AMkCI/o/JPjkYDi2+fj8Xra9ujaVfzZN24LgaL13zsimnK9Mzo/TDqK5/KXKK4g6Cv7lQ4vu/ZmxUCm4FTQzByZiSW/BmM4EmvI2H+HLBaDXKWb4a40AXOrdoAAL4Yt8FiuwAgXJJnseyXgh68dQcobvCWT3pphsWyjaur+P3jme2tEPDf3veXefFfGzQVvDoYCKy+/cK96wUFBUGtVpcf12or9kjW1vjx4/Hxxx/jiSeeQE5OxXuDo6G+fmKXLl7Qo7iYhaenAM1b027X9qaywEYgBKavbw+RRACWAZY/dxG3z1d/dWiDjjELbCQy7jblHskFSqrEItzZywVCeddzcOPP6zBoDFC4mn5PFpzoiWXX+mDkzMjyY0KpFCGvv13+PGPjGmjSzHuFCLFHarXa7GHtIamxY8fihx9+wJgxY3DgwAGrXttWqOeG2KWTd9e36d5TBqHQ/hNXG5NnPo6Ed7AcXkEyeAbIIFOIoMrj/r+kHs6YubkTFj51HkYDi2WTYjHj5w4Ij3ZDWbEBuUw6POHPu73B1vmmno7wDm6Y/nNXaIoNiGMjsPGhdWAMDI59dBjH5hwG7vbUnF5w0uwaZWoDXDwr9uhJPb3gOfgx5P+zCwCQ+u1iBN8X8BBSU/YwW6omxo0bhzVr1mDcuHHYtWtXnX+/+kI9N8QunTrJvVn2eIhmSdmbh58OQJs+HgiIVECmEAEAXL2kcPXi/q+CWijx1qaOEIoFYIwsVrx4Cae2ZuC9HsdwEcdwFDtQxFQc5mEYBtsX3sTJ37jeFKWXFM9/1x4AIHfhPodFv3Tf6srMf68ASORCvL6mHXzCFBbb7/nwQAQ+P638eeqyRbh4VFWt14CQ/7qXUGztR3U4OzsjOjoa0dFcPllERASio6MREhICAJg3bx7Wr19ffv748eOxYcMGvP322zh9+jT8/Pzg5+cHV1dX670wNkLBDbE7mjIWMRe44KZbdwpuHFFoG1dM/orbFqNMZcDPs+PKp5brocVZHMAhZhvOM/+imCmCgTFg7euXcGgtt32D1EmIjw/3hsLV/P+/7cR26LdoIIQSIdyjPDBs00g4B3D7h7Xt54V5R3qgRc+qE5kVTaLgO9I0Y+qLlxOgyrecD0SII+jcuTMuXrxYPo17yZIluHjxIj75hJvhGBAQgNDQ0PLzX3zxRUgkEqxYsQKZmZnlj6+//toWzbcqGpYidufYUS10WiAgUIgmkSIU8W+RQ+xU9CBvs+dOriIoVN7IQxYAwAAdCpCDU9jLnfAv94/CTYzXN3axOHQV0isUzx6bXP585J+jAQbo4ZVYrfa5dukOaWAwUr9dAr2WxewxN7F8P/8+ZYRYYg/DUocPH+Zdf2rKlClmz/v161ejdjkC6rkhdmfPbg0AYPCjcodYKI5UTigUIrC5c/lz33AFOgj7wh2WZ+kEt3bFzL96wC/ywXdzFwqFEIprdiuTBwXDa8jjAICMRB1WzE6u0XUIIfaFem6IXdHpWOz/h5vmOOQxuY1bQ2pr5ubO+OXDOJzdnoWkS2oU4wg6CweUl+sYLW7jEgqRi/ErmqD1w7713kaP3v1Q+M8OGI3A8b8LMW1eaNWVCPmPulzEj1QfBTekXlxKDuItv6zjhjDO/auCWsXCw0cMaXQwLusEWDFmBG/dsb/s5y3vMfiKxbLDMS156z6inGyxbK96HW/dhuqF5sdqXDcPmdjPbIZQxCUbtx8ZiqdntoHcRYpeLjcAWJ6a3dmp4to299OwlpcMWDFutcWy3ZsLseTuwsw9BjpDKdRUcm3Lt8rH3C7ytqsqR3a9y1Pqz1tXzTNke8fAf3tvK8viLSfEkdGwFLEbDMPi168zAQAPDXWnKeANGGPk3pUvbk3Gkof34NbhTJu04+xhNZbO4r63u5cIM7/iX9SREEvYOtgRnHpuao56bojdOPp3IW5fLoPCRYhRL9f/8ASpe10nRMLJVYKUmHzoSgxIvZQPo47Bb6+fQvEpd7z+af0FF2lJOnzwXBpYFpDJBVi5KwLiGubuEMICYK08+YHmUtQcBTfELrAsiz9XZgMARr7oCw8fWpW4IRo8s63Z85zbKqybeATaYgN2/lwIVYER7y8PrvN2xMWWYcZTSWBZQCQGlm0Lg6cP3Q4JaSjoYwqxC7diS5F0QwOpTIAhz1a15w1pKHyiXPH2kcfgEcLNqjq6S41R7W/g5H51FTWrL+WOFrMmpWB0x1uYPjIJxrvL2oyf5oXwZpS8Tmrn3t5S1n6QmqHghtiFswe4FWK7DHCFixt9gm5MhGIhXtkxAE1acru/l6gYfPJSKs4dsV6AE3uqBM8PTsD5oyVQFXLZwzK5AHNXB2Himz5W+z6EEPtAwQ2xCxePFwMAOvdz/GW/SfUJhUIs3xGOiW95QyTmchc+mpqKvCy9Va6/fklu+Y7h3fo7Y966YOy41hw9Biqtcn1C7GH7BWJCwQ2xOZ2WRcL1MgBAy87OVZxNGiqhUIinX/PBir8jIBQBjBFY+Yl1pisHhJhyuD5eGYTOfR58kUBCiOOh/n9SL34u6G6xLPViHgy6dAiVzpiXNBGCZPNPK8IJ/PtLzds2irf89eE7LZY168X/5rn+nQEWyz4eMbzCMZZl8evrZ3DzcMXruga54OnNj0Es5/7slnf6hfd7N0Q/7+9tsewXxlQmb70epZcu4eg/pXj5j+cgFAqx7MnFvA72AACQuElEQVQ1vNce2uTqA7XhsWY3Kxzbeac1b500g4fFss1ZXXnr/vHQygdqV2Uu6/jzz5pK8i2WFTKWNw8FgFs6/jV0gIwqysn97GH7BWJCPTfE5nJuFgEAZJEhDr/dgkAgwNivK77ZKbzkeHRBr/LAhvDzHv4E94XRiOLz52zbGEKIw6E7LbG5ovQSAIDIy922DbESoUiADy8Ow9k9BdCodTBoDGj+WASc3GW2bprDELu7Q+ThAWNBAVTHT8C1C3/vCCG2xrJ1sM4NLXRTYxTcEJsrK9IBAMTuDSeZWCgSIGoQ7VFUG86tWkN1/Bj0mTQ8Quwf7S1lX2hYiticQXN3Yx+xyLYNIXbF9aGeAADWYEDu1j9t3BpCiCOh4IbY3L3gRijjTxwmjYvU1w9CF25Wk+r4cfy+MsfGLSLEMpoKbl8ouCE2p1Fxa5kIFbRKLDEX/I5px+x1X2ajtNhow9YQQhwF5dyQehEgLbRYpsnnEoq7tCtAYKu4CuXNFPzTtb891Y+3/LePhlgs6/X+Kd662kDLi8hdV/Nv8pg9J4K3fPG1ij0Rn/Q/isJMDW89R5bw1tsWy145/0ylxzcsd0JJNrcO0pf/y8Sb3zar9Lxt8dEWrz0iMpa3XVVNI597eZjFsn5eFX9n7/dRchBvuVzAWCxLN+h46zYLsZyP9POtEN666Xp33nJSPTQV3L5QcENsrihTCwBw9uVfl6MhY1kWl/ZlN+jApqbC+wbj6u+3AACqfIONW0MIUSoffGVvtdr6+8Q9CApuiE0ZdAy0pdxQg9yj8Q1LpcWpsWnWFaTfKLZ1U+xSQWIRrm65Vf68x2OeNmwNIZY1pqnghYWFYB+wcWKxbcIMCm6ITeWmcMMNQrEQEmdJFWc3PNu+uEGBjQXFWaXYPHYncHfUZtCzPhg0oapVdRuuhJta7PlDhXPHSpGZokdgGCXg2xMuuLH2VHCrXs5q+vUzpQKEh4fjiy++wLp163Dy5EkAQI8ePTBp0iTMmjXLVk2k4IbYVupVbjdwn9beEIoaX3575i0usOk5LhhDpkfiwPeJOLQ2ycatsg87ph0AY+Du7k0fD8Pkj/1s1pbPuuxCQEs3uHjL8PiHbXHsx9s482siRBIhug7zxbiPK88Dqo3MDAOWLstCzMkypCXpYfhP+tetq1qrf09CHsSRI0fKv/7oo4/w1ltv4ddffy0/tmPHDly+fBkvvvgiNmzYYIsm0mwpYltZd0oBAB5R7rZtiA0UpJehpIB7xxr8ShM4u0sxfGYzfHbyYds2zE4UZ5WUf33r7yQ80/QM5k+KA8PU/8dZvcaI5Jh8XNuXgS/7/IMT6+/AoGWgLTbg6KZ0nPjDugsNrvhajT5dc7DtJxWSbpsCG6lUgIjmUjw0yBlKN7p925PGOhW8R48eOHeu4hYp586dQ9eutltZnHpuiE1lxXNvYG5hbjZuSf27eZLb9DC8vRtcfUxbMyjcGt/wXGXCegUhfl+y2bErJ1SY0PwsfojpCCcX+7l9nduZhZ6j+WfPPaj5nxRh7fdc0C8QAE1by9CltwKPPuWKkAjzoaiHI25VdgkAQMadMgQ0caq0zKBncOWfTGTcUEHmLIarrwxtBvsjP7UMcf9mwzOk8Sb3k+pJSUnBCy+8gHfffdfs+PPPP4+UlBQbtYqCG2JjOclczo17Iwxu4o7mAgCadLa843RjNviL3tB/bMDtfxJx6Zc45N8pKs+/eanLBbTr7Y5xM0MQ3LTyN3BrmriqG24ezUZuQjFSLxUgrLMXBrzWAitGHQYA3DhZiHkjzmL2ti61+j7TXy7Anp3cjDlfPyF+2BMGV/ea3ab/98hlOLuL8M73zRDVXonCHB0Wv3IL8bEllZ6/bc5VMEYWBp3lqenEMvbuw9rXtHczZszAli1bMGTIEJw+fRoA0LVrVzRt2hSjRo2yWbsEcIzXz24plUqoVCq4urrabMqbI7C0hsmPfTdDV6xH029fhjzEp9JzjCf43/wDF5zgLRdGt7JYNmzTUd66WXrLQZdEwL+gXJgst9LjJUUG/PxZAk78xZW//0srNO9sPrVyYrPTvNduiJpvmctbPsAvFit6mW/DIJaLMG79QHg3c8cgtysW68oFltcrAoABETcfvKHVFJfM36OjYbltR959LQ97d3DBfmQzMTbt9MVGdR/euv6yIrPnOQnF2DHvOhLP5TeKIMUe7r/32tBx+xcoqWJdoupyFktxYfh7dv/+EhwcjJdffhktW7YEAFy/fh0rV65EamqqzdpEPTfEZvSleuiKuTcdiZf9b5rJMizSrxZCJBbAv6U78lNKEPdvJrxCndH84QebxXN2Tx42fHwH6gJuvZZHp/hXCGxI5U6t4hbacw1yhlFnRFmBFgaNEb9NPYBJW4YADt75dzmGe2N0dRPg972+EAqrn1PjE+GC577vgqPrErB7If/igsS6GvPGmampqfjggw9s3QwzFNwQmym+u+qsRCGGSCGr4mzbKkgtwfb3LyAlJq/S8qEftEXXseEW62cmlGH/xkzs/ykTAOAdLMOLC5qgRRf7D+psyaguhfr0dahPXEVpbDwAoN97nZB8KhMxP3O9LfpiA354ZAeGXG0JuZPjJtl6eAmRnmpEYLC4RoHN/Zr19sbuhVZqGHkwjXRc6pFHHkFxcTGOHz8OAJg2bRpeeOEFXLt2Da+++ioKCwtt0i7HvRMQh1eYyHWpu4XYd8/FuV/v4Lvh+y0GNgCw87PLWDHqMDb/7zyK80xTdHUaI7594ybee+RieWAT3c8DX+xpT4GNBcYSDYr+vYjUzzbi9tSFyPpue3lg02lSC4T39IeTR8Vg+OReVX039YHt3VmG9s0yMPaJXDAMA4ZhsPvvMsTGmIYxfP244amC/NoPJ906XvmQKCHWtnDhQri6cveyNm3aYPHixdi1axciIiKwePFim7WLem6IzeTdKgQAeNrxNPDcO2rsmXcJAOAV7gL/Vu64uss0jvz+mSH4+9PLiN2RiqybKmTdVEGVWYanv+2KhKxi/PZlEuJOqyAUAU2ilXD3lWD8rHCIpUKUZ8cSAIDq6GUUHbqIsisJYA2mfCZZmB+EznJEthBB5iLB1502l5f5tnSHrtiAsJ7+6NrfPm9n/XtmIT2V+7+OjdFj519aLP5ShYw07lhohAiTXlTC05v7rKlW1f73IqIzreRc7+pi6rYDDEtFRETg2rVrAIBRo0Zhx44deP/999GhQwfs2rXLZu2yz7sBaRTU6dwCdu6hSpTZuC2WJF/gemtCOnhh4tpeEAgFGPh2GxTnaBDamutxGvFZe3iFO+PaPxnIvKFCSmwBFvTaW34NqVyIt35ogRZdHTwppI5lLP2j/GtJgBdc+7SDvEkAstfugTYpC1eumZ/fd2YHdHjatHies6vlhGJbuhfY3DPzjUKz58kJRnw6y3RMq6n9WERQK/pdI/VDp9NBoeCWDhg4cGD5on35+fnlPTq2QMENsZmSHC6kcfZV2G1ww95dME7uKoFAyH2KUvrIofSRA+B6F4RCAfq+2AzRw4KxZPABs/quXhK8vKgpBTbVpM/Ig+rIJeT99m/5MZFMhMBoLwACtBsdiaaD+He9tjdCIcA8QKeMkX8SHrFTjWlvqfsdO3YMixcvxvHjx9G1a1eMHTsWANCsWTOaLUUap5JsbqEyhXfdr1NSUx6hzgCA3ISqp2G6BygwZlEnFKSWokV/f0Q3KYVYQmltNaXP4HrNhC5OCH7/GTz5qP1OheXz3kdKTH7eBQzDYP5cNTb/UgqJRIA331Hi2cnO0LAiMAyDOe8U4sxxLfo/0vg2kCWO67XXXsOKFSswevRovPLKK0hPTwcADBkyBHv27LFZu2idm1qyh3UWHMGy6/3MnrMsi5mdj0JbasT7O7tiY+poy5Wd+D/KDmt9mbd8x/n2FstYEf+v/1sh6/HmYG485IfTbeHqZVo9mGH5A5cT6ije8l6ultdWcReWWiy7dUWDk/tU6NRLgXZdTSvJGvQsHmlmecXaez67MtRima7MiE+62OaGFP7FAgjFYhhKSlCwexcEQhGco6Mhb9IEAoEA/u2yeOu/2WS/xbKq1rnxFfH/7XYPT+Qt53M1OZC3XC6w3J1zqDSSt+7U5sdr1KaGwh7uv/faEL1lIYqtvM6Ni1iK2FEzG8T7y7vvvouVK1eiqKio6pOtgHpuiE2UFOqhLeWCFq8gOWC73ktevsGm5e4vHFLh4VFeNmtL6h0dPn4pFSnx3A1003f5WL41FM3acJ/0xRIBPl4RgLnTqrfPUX5qKS7vTsftk7lIjimwersflFDM3Y7Ezs7wGf2UzdpBSI2wAusnADtAQvGDmj17NjZv3kzBDWnY8lK5JeZdfaSQyEQ2bo1lQrHp5qL0sO2fy5lDxeWBDQAYDcArw5LxV2wkXFy517DPECWABw9uLu9Jxx+zYmHU08wtQkjdEQjqN1CjhABiE/eCG+8Q+823Abhk4dDmXM/I6b2269UAAFdPUxA4d5VpqOO9yWkw6E3Da3+e5x/KuOfGkWz8/t5FGPUMwjp54vH3W+ONHX2t12BCGpF7CcXWfpCaoeCG2ERuCjc/yivI/pMnH3/ODwBwclehTdvRtospv+bjl9LRqRf3/HqMBjt+Liwvc/Pk7wnLTSzGlwMO4KdpZ8EYWLQbGoipa7uj+/hw+ES41EnbH0ThwYM2+96EkIaFghtiE7l3dwP3DrXvnhsAaNeLW89GW8agIJs/MbUu+QVJ8MzrppwflgXaduFev8O7ih/4OksfPwxVFtdz1ryPL0Z9Fg2h0PZj+/rcHFs3gZCaY+voQWqEcm6ITWQlcLOB/CIUVZxpe55+UiiUIpSqjchK0cLDV1J1pToyaYYPpFIB1i7KxYXjphlVmrKa5cyMXdQRIjuZru41YqStm0AIaSAouCH1QiE0JcKyLIvM21xPQ1iUBAqhDh88vN1i3XPqcN5r66uYkr3j0a8tli3OHMRbd01aLwAAI78JqIuxdH4JOn81CEKJCG+G7OOt20qRzlvuJbLc26JmLPdoPTEtCBFtnfHR5KTyYwNHe0DDSsCyLGY9nWh2vv+bT0H5UFtok7KQOnctGHUp3JyC0DliPE4/V3GPpl9v8U+5bi9Ls1jWIrR6M7Xu9/6onbzlgRL+nKfj6mYWy1zEGt663RTxvOW10TqU//eAb6r4Y853eOueSgyvcGz31mL881cJTh6y16UxG6bGvCv4gzh69CjKyurvd9I+PrKRRiU/Q4dSlREisQABkfbfcwMALd/kEm3zL6Yh90xSFWfXvU59XPDuN8F4fIInRr3ohaETuL2E5r+WisunTT06Yi83SCMCUHopHmmfrLsb2ASiU8Q4iEX2vRM7qb7SEgZzZ+RSYGMrjXBI6tChQ5gwYQLkcv78yaFDhyIzM7OeWkXBDbGB1BslAAD/Jk6QSB3jV9CvVyRCR7YDAMRvPAvWDqYx9HncDa/MDcBz7/lDIBBAp2VwfLf5ztiGvCIkv/EN0j5dD6OqBLKIAHSKGA+JyP4TuUn1OSkazid94hhiYmLw1VdfITMzE6tXr0a3bt1s3SQAFNwQG0i9yfUsBDdzjF6beyIndIFQKkLRtSzkX7C/VQfXfVn5cJJALoXIQwll73YI+nASBTYNmEAgwKfLfGzdjEbp3rCUtR/2bsaMGQgMDMSUKVPg6+uLI0eO4OrVq3j77bfh6+trs3ZRcEPqXdpNrucmuLmzjVtSPTIvZyiC3QEAOacTbdqWyvy1Nt/8gECAqN/mIOqnD9Bk9Uz4Tx8NkdKxAkpSff0fUyCsCaVTkvpjNBqxdetWjBgxAsHBwfjll1/w6aefIiUlBVu3bkW/fv2qvoiVUXBD6l3yNS64CWnhWMENAPj35faLyvz3FnRa+1nVtzDXUOGY/4ynIBDSn3hjIxIJMHGau62b0fjQVHB06dIFc+fOxdtvv43s7GzMnz8fubm5+Pvvv7Fw4cJ6bQvd+Ui90pYakZnAJTuGtnS84CZ8TAdIPRXQZBdjyw/5VVeoJ/u3FJo9lwR6w7lzC9s0htjcI0843t8WcUw+Pj546623cPnyZRw9ehQ+Pj4YP348wsPDMWfOHLzwwgsYPHgwXn755XptFwU3pF4lXysBywJuPhK4+UirrmBnxAopwp6MBgBsWp4LdRH/juX1JeG6+VTn4I8nQyhxrKGJF5ofw9Xjtt3ioqEQS+w/V6PhEdTRw76lpqbi+eefx/r16xEcHIynnnoKe/fuNTvn0qVLOHv2bL22y7HufsRuxSUH8Ja/mdAJAHDn8DkAgLxVKH7P7FRertZZnpY8P+pP3mu7i/jXMAkTWY7h5wfutVgGALf0FXNUMifpMW4NoNOy+P79ZCxZ6Vlp3RAx/+63fOvzOAt0FssAII8x/2Q+4jkvHNpu+n5PRpyHR2Dl+TURf/KvBOzJs/4OAGhYy9s7fHZlKG9dP4mpjVuXJGLXSvPE7KXPXcWOy1FQuFR8beYnPlbpNRmGARjg06Y7LH5fuaDisN39CnnWFQKAhdcGWyyb2eof3rpVmXp9guVrR/L/fhYa+XpoEmvWIFIzdTGM5ADDUgMGDMCxY8d4z1Gr1ejfv389tYhDPTekXhVc5hY082hjeeEye+cfLMGQ0dyWDP/s0iDumu22ZLgnqq0cj4x1L39usKN8IEsSL5uCKJf7dlx/dWTyA9XXFZTi+pIDODrqexwc9A2GdU7Gnq1qq7eTEGLZ3Llz4ebmVuG4UqnEgQMHbNAiDgU3pN6wDIvCq9wiTh5tHTe4AYCZ833QqSs3rLZ3p20XTDMaWAyLuoa9vxUCAB6f6GnTDTAfVEa8abHBOTs6YtKbXA9Y8m0dln3Mv0pyaVohjoz+HmnbL0NfyL3++blGfDojF3PeyK67RhNiSSNNKO7bty+k0oopBnK5HL1797ZBizg2DW4SEhIQFxeHmJgYxMTEYMyYMQCAqKgoHD9+HDdu3MCZM2fQqlWr8jr1XUasJ+98CvQqDcQuUiibetu6ObUiEABXYrmho2K17e5AOi2DT19Kxr01BQc95Y5X5vAPEdoDVa4OBZnc6+ffxAluPlJMfMMb7bpxa/Bs21CErLTKh+Z0xRqcfvEXgDG97s7hXvD244bL9v1Vgh+XNO7cHW2pfeSCkYarbdu2aNu2LQQCAVq1alX+vG3btmjfvj2mTp2KtDTLW7XUNZv33IwdOxYdOnRAhw4dsHnzZgDAqlWrsHr1ajRv3hwLFizAunXrys+v7zJiPel7rwMAAgY0h1BsOW/D3l2P1WB0zyRotdzz7g9JodPVb4BTrDJi3+8F+GhKEs7+WwyBAHjsaQ+89JF/vbajpq6dKCz/uvcYU5s//yEYUhmXRLnovYq9NzqVBiefWQdjKRf4tJs7FAP/fRM91k7A1pPBiGjGbWq6ea2qQt3GpCBTa+smND6soG4edurixYuIiYkBy7I4ePAgLl68WP44f/48PvjgA3zyySc2a5/Ng5v/8vHxQefOnbFx40YAwJYtWxASEoLIyMh6L6uMVCqFUqk0e5Cq6dVaZB7hNicMesRxpygbjSzefykTOZmmT8bTXyjAonn192Z6+mgZpj16G0vfTcflU6WQyQWY93M4Xv0sEE7O9h80Gg0sdiw35dUMnGgaolS4CPHIU64AgAvHy1BazOD7L3Iwov1tnJi4HicnrINexSWQN32lN3z7NC2vKxQKMfMzLwBAsYrBdwvsZ6p+fXP1dryZiMSxREREIDIyEgKBAF27dkVERET5IygoCK6urli7dq3N2mfz2VIbNmyAQCDAmTNn8N577yEkJAQZGRkwGk1vHsnJyQgNDUVRUVG9lsXHV9wpeNasWZgzZ46VX4WGL/mvS2C0Brg08YLUU4GSlAIogtwhENrvJ5PK5GQYkJvF/a7MmuOK0yd0OPiPBhvXlGDWnIpJddakKWOw/IsC/LGeS5r1DZKg20AlHnvGE6FRjrMJ5pHfMpCdxAUoQc0UEIrMfwdenuWDv38pAssAT7S/Deben2aRaaipxVv9ETysXYVrR3d1QlikBEnxemz8rgi/r1XhuTfd8fwr9p+DZE0KV5vf2hsdlgWsveWcHWxhZ1FyMvcBRSSyzw9UNv0L6NOnD1JSUiAWi/HZZ59h/fr1+PDDD23ZpCrNnz8fixcvLn+uVCptOq5oL7KNlUyZTtXj49ey4OwixK3jJwEAxXfycGTcegCAu6cQf50IhkwuhJFnPQeJgH/mz3ZVe95yIU/9aCf+mTltpXlmz6UyUxDcKkyMFsFiHPyHe6OWFDHw9DT9oTNVZANmGnnK/1N09aIWc9/KQfIdbkrz4xM8MeVdP8gVlXe+tnGyvPfViMhY3natu9mDt9xZaHnIo5fzTd66umId/v4mpfx5504itJJxfz+ZhrvBoQxo0toJ8ZfLygMbgRBg7/43du4px/LpdwDcMb/23Snqq7YF49UxaYi/roNWw+K7LwpQVsrihbc8LLZLzzO9HQDCpLkWyzbf7shbd0zUBd7yD5v+zVvOJ7nMy2LZltvtAQBXTxfjt68zcPUMtzJ4dC8lJrwTgP8N5/+/IsSSYcOGYffu3TAYDBg2bBjvuTt2WF6ioS7ZNLhJSeFucgaDAUuXLsXNmzeRkpKCgIAAiESi8t6U0NBQJCcnQ6VS1WtZZXQ6HXQ6/jVICHD5vAavjuYP+grzGRj0gMwB9nE8flyLDz9QISPdFCjN+qAIZ475lT9/+91CrP3e8ptNTRj0LNYuK8S6b4tgNAI+fiJ8sNAbUb0cMyH7kxnZUBWaXsMe/SpfX2bUND98+UoiAKBptAJzforCJ0/HIbSJGJ9+w78Zn8JFiLW7QpCSoMPbEzOQmWrAhuWFmPSaG6QOsgu9NbXu5oK5P0dhz8ZcbPgiHbHH1Ig9RlPmra4RrXOzbds2+Pv7IycnB9u2bbN4HsuyEIttE2bY7C9doVCYzY0fP348YmJikJOTgwsXLuDZZ58FAIwaNQqpqamIj4+v9zJSc1UFNgDw3HQ3OCsd481m6pRC3L5lREmJ6W4THCyCVGrqcdqxSwO/0DR4B6VhxFP8C+U9iIRbOkwdmYEfv+ECm8HDnfHzP4Ho1od/wTl7VZBrwLH95tPmu1r4WboNcsf6C23w+812+GJLM8gVQqz/O7DKwOZ+IRFSrNkVAgBgGCDuUuNNshUIBBgywQcLtzdH10Fu5UnbxIoaUUKxSCRCTk5O+deWHrYKbAAb9tz4+flhy5YtEIlEEAgEuHPnDiZOnAgAeOmll7Bu3TrMnj0bKpUKU6ZMKa9X32Wkbri6C/EizzCBveneXYqDB01vjsOfkOPbRZ7IyDCfcnsvdevYCR1u3zYgKqr6f2Isy2LbJjWWzMmHVsvC1Y1LlB00zHH3C2JZFk/1TDA79vanXpDJLQe3LlbIG3FRCiEUAYwRiI/To11nxwwMrSU4Uo53v4uAptSIZ9pdtnVzCKkzNgtuEhIS0LFj5WPVN2/eRM+ePe2ijNTMjgvheG5oCnLue/OfOt0NP37DLb+/dL2fpap2aeUqdzRrapqa/MmnrnByEuC1NyvfYmHiMwqEhlY/0a6okMEn7xVg3y4uj6d7HzneX+gNHz/HThA9c7gUhvsWcn5stDOenOBaL99bIhVAW8YiO4N/C4bGRK6wzyRQRyZguYe1r2mPXn/99Qc+d9myZXXYEssc+45J7JabhwhbToTjxmUtXhjOJbc+PMSZN6nTnsmdBNj4sweefaYArm4CeHpyPQ5//W0aZgkPE2HmDFc8OcIJEomgyoTi/zp5RIMP/1eA7EwGIjHw8v888MyLrhA62Iyy/2IYFmuXmCdmPzmxfgIbANBpuP+H+3N9CGmIevfujZkzZ6JTp04IDAzEiBEj8Ndff/HW6du3LxYvXozWrVsjJSWlfHIPnxkzZjxQe1iWpeCGNEw+/qZPiP6Bjv1pUe7EBRmqIhahwZno08t8+vXev33g5Vn9n1GrYbF4XhE2reNms4Q1EWPOUh+0bOc407v5/P5jIeIuaSESccN2Lq4CtGxXf1nkAcFipKcYsO1nNbx8RXjuDccMsImds4OEYmdnZ8TGxmLNmjXYunVrleeHh4dj586dWLlyJZ555hkMGDAAP/zwAzIyMvDPP5Y3hG3SpEn1GmYDFNyQOnXjCpenEhYpgdLNsYObqCgxfHyFyMnmegCOHDPl4Lz8gnONAptzp7T4/P1CxN/ihkzGTXLGm7NcAbnjBzYsy2LDsnysXcItpncvH2nR2vpdRfm7P4PwTP9kFKtZrF9WSMENcTj/XSxWq9VWOmt3z5492LNnzwNf9+WXX0ZCQgL+97//AQDi4uLQq1cvzJgxgze4cQQU3JA6FR/H/QFGtZKVr0NSGYZn4p67sIT3e1S1tsqFsnCLZZ/fHspb973I3aYnzsCKgz44uLUA237IRUaS6eYy8V0v3DGYDx+pGcsBitHAYu3cNGzayG0e6e0jxBeL3NCnH9ejoRTwz+zxYzW85UkGyytnH0mofPXte0SCTN5yvnWH5oybAAAwGnW4nvA3MnJvm5U/96oSnTuLAVTMf2kt5d8sU8Xyr7rrauE1c/UFfMMVKL5cAoMBiNdVnHHFt3YPAMgFlnd+T9HXbvq/2mg5ybl87R8LWvOsZ+Qj4p/uXdXvgR6W/15DxPzXbhaSwVveINXF7Ka71/vvWmpz5szB3Llza335Hj16YP/+/WbH9u7di6VLl/LWW7RoET788EOUlpZi0aJFvOe+/fbbtW1mjVBwQ+rUyYPcm3fLaMfviQAAmZMQQ572wncfppcf++t4EMSSB7+pGQ0sNn2XXx7YjHtWgRnvKOHh4RjT4iuj07LQ67k+9AJVEq7d+QulGvOF75oEPYxpM29XVr3Oie7+/yg96JZH6kgdDksFBQVBrTYFlFqtdZY18Pf3R1aW+YeKrKwsuLm5QS6XQ6Op/ENUhw4dIJFIyr+2hLXhEsv0l07qTHqyHpfPaSAQAP2GNozl7y8eL8ZPX5l6Nt793BMBwQ/2ZxR3sQzffpqDaxdMN4yPP3PFM5Mcd4p3brYRa5cX4a9f1dBpAeCj8jKBQASW5caimoc9htCA7hAIbLN+VF4618sW2qriStqE2Du1Wm0W3Nha//79K/3anlBwQ+rMX79wm0l27uUEH3/H/1W7dakUc59LgPHuiEqTZhI8+UzVQVtBrgE/LMzFns2mzTWFImDSc84Y96xjvtnm5xrx00oV/vhJDa2m4qczoVAMhjFAKJSgTeST8PNqbYNWmhQXcv9p9/a0IsTq7CChuLoyMzPh52e+LIefnx+Kioos9trwCQ4OBgCkploeLq0vjtsPTuyaXsdi19038xHP1u2GkvXhn9/y8c5T8TAagJCmMjz1ig8WrPSBQGB5OMpoZPHn2gJM6p9YHtgMetIVG/4Nx47LUZj1kStEIsea5l2Yb8Sy+QUY0SsNP3+vglbDok0HKZb/7Ivd54Lh59UGQgEX2MgkSnRu9ZzNAxsA0Gm4PKGcVB0+HnUFDEPTwgk5efIkBgwYYHZs0KBBOHny5ANfQyQS4ZNPPkFhYSESExORmJiIwsJCfPrpp41zhWLSsB3fX4KiAgbefiL06O+YvRP3pNzW4Nv308CyQLNoJ8z8JhR+wVL4i1W89VbNz8GWHwsBAE3byPD6HF+07uSYK+SyLIs/1qmw6qsClN3dgqJVtBQvznBHj4fl0GpYrFpUhKw87hObs5MvOracCLm0/taz4fPK4kh89xY3JJZwuQRXjqvQrre7bRtFGhY76LlxdnZGVFRU+fOIiAhER0cjPz8fKSkpmDdvHoKCgjBp0iQAwMqVK/Haa69hwYIFWLNmDfr3748xY8Zg6FD+iRb3W7ZsGZ588km888475UFRjx49MGfOHHh5eWHatGnV+yGshIIbUie2b+Le+IeMUkIsdqzeif86urMILAu07e6MzzZG8PbWANyidXu2lWD7T9zqxVPe8sL4aZ4O10tzj8HAYuHsXPy9uRgA0KKNFC+85YZe/Z0gEAiQk2XA/57PwfVLXF6Lt3sztGs6BiIR/+ym+tTjcW9cOFCA0zu5aenNOjWMHDBC7te5c2ccOnSo/PmSJUsAAOvWrcOUKVMQEBCA0NDQ8vLExEQMHToUS5YswRtvvIHU1FQ8//zz1ZoG/vTTT2PcuHFmU9AvX76MlJQUbNq0iYIb0nCkJelx7lgZBALg8fH28cm9KizDIv/4TSgifOAU7Fl+fPvaXPz6TTYAoNdQtyoDm+uXtVj0cQEunedmM7RsL8fTr3o67CrDBblGzHkzG+eOaSAUAq/O9sSzz7tAIBCAYVisWVaINcuKoNcBrm5CBHo8hmC/LlW+TragcOGmNiuUIsgVdOsjVlaHU8Ef1OHDh3n/9irbN/Hw4cMWt0J6EFqtFomJiRWOJyQkVLoWT32hv3DywG6mBPCUlpZ/9dPd/JJefWToEK4HoIea4f9VSzO4WyzjWx8HAKQCI295K7nl5Lb3o7gp3e+NT8CN09zPoHQX4dkZvtj1cz5O3OSCFDdPEfoOlJmth1LKmPdM/POnCvP/lwWWBeQKARQPD4Gmb1+8tK3yn/37J1dZbJeXsNRiGQAohfz7JDWVFFssi9fzDxMqhdwNKSPNgOdG5iA7k4FcLsC8rz0wcIgTFs/Lx9GDXLJh/E2uHS1aS/DlCi+ER8QAiLF4bT1rOc1PV0UKoBT8/8+FTOVDfsf+UePz7wpRdrUAAKAVKTDn/HCzc97usI//ewssv97rEnrw1l16nf/3N89o+efK0Lnz1nUXWf49yRfw906V8KzDBADPND3DW07MNaa9pe63fPlyfPjhh5gyZUp5MCOVSvH+++9j+fLlNmsXBTfEqkpLGfz2M3fDHfuM4+TapMSbPmGoC4347mPzRciWbw2Bj7+E9xp//8oNX3V7WIH/zffDuycG8J5vzxiGxcczC5GdySAkTISvf/BCVHMJNq0rxrqVpsDJ2UWAGe+7YdR457ufGO3nbvzO5DScO1YKxggApun7XhMfPJ+AEFLRli1bzJ4PHDgQqampiI2NBQBER0dDKpXiwIEDtmgeAApuiJVt36rh9l4KE2HAYMdZuG/YJE/8tCi70rK2neVmeUMMw+LMoRI0aSpFQIgp4PG+O91dLBY41NT3s0dLcepQKfoNdUHrDjLcvK7Hi8/kIj+Xm1HU9SEZvl+uxu6/7tskNFKMKa8o8fAgJ7i529+ky71bVDhz2NSrIXRxgrxVBDzHDII0qOIKxYTUmh0kFNeXoqIis+f/DXZSUlLqszmVcpw7MHEIm3/h3lDGT1A4VALtvt8LKj3eb5gSkS1l8Akw/amcOVSCnEwD8jMNGPa0aZr7xNc9cXh3MY7vL0Hs6bLKLmd3zh0rxbtTM2DQA7+vKYLcSQBNmfkddcsv5kMfL05X4pW3XO0yr+ae4/tMvUsurkJ4zp8Osadj5H8RYu+ee+45WzehSvb3kYs4rBvX9bhySQ+JBBg52rGmPE+fF1jp8bhYDbauL8CfawtgNHJv+gGhEjw+3g3u3ua5FOFNZXhoILfa8M2r9r9Y3I0rWrz/ciYMeqBJcymkMi6wkcsrD1p8/YX4eIE7pr1ddWK1rU2fa+qdKVYxyFld9Q7JhJCGg3puiNVs28L1VvTtL4Onl2PtAB7d0wUr9kRi2qPm2wNkJHMbJq74NBeHdxXjq5+DERbFDbf1HmxK2NRpGUhlQrh7cX9SxSoGcK+fttdEXo4B70zOQFkJi449nfDlmgDotAyy0g1oG8Wgc9N0s/P/OuiLiChuCI6x067y+63+0nxfK6c2TWzUEkIavlGjRmHMmDEIDQ2FVGo+0aJTp042aVO1e27WrVuH3r1710VbiAMrKWGw5Tdu+OLJpxwnkfh+Yc3k2HG7FabPr7wXp0RtRFmpaWXbe5vCXY0pw6ov8rDi8xwU5nEzX9SF/DN7bG3vFjUK8owICpfg85X+kMoEcHEVIbKFDCIxENWcC9KGjXJCbFJgeWDjKFT3vf5fbQiE++N0zyJ1SwDTjCmrPWz9Qz2A119/HWvXrkVWVhY6dOiAM2fOIC8vD02aNMHu3btt1q5q99y4ublh//79SEpKwtq1a7F+/Xqkp6dXXZE4PA3PNN6f1xejsJBFWLgI/QZWTCR2F+r5ry2yPHU5Re/FW1cp4s9vcRZYXmvB+N/bhwh4YpwLoPfFNx+ZJxgn3tTjw+dS4R8khkAAHP+3DGKxAEIhUFTAwC9QhKx07k019nQpfv3kGwBcEJSaZMDNqzoIRQJ0eUgOF6UQZ8siLLbLp4rVj/1FRbzlIeISi2UdZXpcvPuSGssYdHM1QCrlXgejkcWUd4pw+4YBUhkw/V13sBDi/s19/USWAzd9FRmQap5unzwj/1Cms5B/zQwfkelnzk0znTvkYcCldC9vXZGAfzsGpdDyMOPE8FO8dT15/i+AiksK3K+f8hpvXQ1rua6EZ/o6AISILf/NkRqwg3VubGHatGl48cUX8euvv2Ly5Mn48ssvkZCQgLlz58LT07PqC9SRagc3I0eOhLe3NyZMmIBJkyZh7ty52L9/P3788Uf89ddfMBj4/6BIw8OybHmvzeTnHSuR2JInJrijTScnxF8sRvwNHf7YwO3Ie/WiDlcv3v8ma3qzbtdFjn1/cW9k8XF67PqzGAV5DHZsLsadmxWDu/6Tjeg+0h+BzZzrPYdl6CNOmP4OkJllhGd4Cl6c7IIZ01zx2sx8HDjM7eT+yVee8PFzrOHFe27f4O5DSlfH/10kxJ6FhobixIkTAICysjIolUoAwE8//YRTp07h9ddft0m7apRzk5ubiyVLlmDJkiXo0KEDpkyZgp9++gnFxcXYuHEjVqxYgdu3b1u7rcRO7f6rDAl3uE/zn3yoxuF/dfhkviv8Axw7pSuylQztWguQlW5A3GUdrsRo0aGbDD36OiEvx4hWHeQICpNgw4pCHNlbWh7Y3DNnRl751xIp0LSlFNdiTYHRwXWpOLguFb7hTujxpD96jAqA0qt+tizw8zEPWg4c1mDbzlJk5zCQSIHPl3pi8FDHHF68X0iYYwZnxAE1oqng98vMzISnpyeSk5ORnJyM7t2749KlS4iIqHqrmrpUq3cff39/DBo0CIMGDYLRaMSuXbvQtm1bXLt2De+88w6WLl1qpWYSe7Zlk+lNnWWBQwe06NM1B6HhInz8mSt6PCTFe+8UYed2DbRaQCgEpr3ujDfecoZQaP8T9vwCxfhha8XVme8NaX3+nS+2rFdh95Zi3LhiPnTSoq0UI592wcChzlC6CRF3WYuJj3MLygU0VSA3WYPsxDL8tTgBO5cnoufoADzyUhh8gur+55r5hisWfs0Nf6WkGaDTAa1aSPDRIg+0aGM/+0JV1y/rTcMtRupIJqROHTx4EMOHD8fFixexdu1aLFmyBKNHj0bnzp3x559/2qxd1V5SVCwWY/jw4ZgyZQoGDx6MS5cu4YcffsAvv/wCtZrruh8xYgTWrFlj0/G2+qJUKqFSqeDq6lr+8zdUl5IrvuPGntdiwshcSCTAX3u88cPKEuz4qwz6B9hSRKEQ4HSMDxQKITJ58i3qNeemlnUvntHg1TGm1Y1P3gmtdJiOYVgcTAlCZnwJDq5PRVG2DinXuDdlqUKI0a/6Y9hUP4gsbDpam5wbn7sbWiYkGdC2hylfLixEhGN7A5DnzHvpWubcWA5ma5tzI7+7DccH/yvA1s2m34kV6zwg7N6Wt25tcm5yDEreurXJuQmR5FksA2qXc6MU8C9X0CcinrfcHtjD/fdeG9p9uxzFVt5LyUUqxaVXX7Pr9xeBQAChUAjj3W1Exo4di549e+LWrVtYtWoV9Hr+fMu6Uu2em4yMDAiFQmzatAldu3YtX275fv/++y8KCwut0T5i5374lntDfuJJJ0Q1k+CLxe747EtXrPi6BGu/L0FJieU3u9JSFokJBrRq7bi9BP/Vvqsck153x/plhQCAHk2ScToxFGePa/D7BjX0WhYpSQZkpxuh1Sab1Z20sCUOb0xFYqwavyxMx+k9hXh9UTgCm8jrpK0LlpgHSD+t9oaHuxB5ev43ens34z0l0lKMOHOSe6NZsaQYr/1m40YR0kCxLFse2ADAb7/9ht9+s/0fXLXHBGbMmIHAwEC89tprlQY2ALc0c5MmtK5EQ3czTo/D+7nk0xemmdZ8EYuFmP62EjFx/pg73xVOTgIEBQkRc8UX1+N9Ib4bUrdoKbbrwObkgWL0iEhEn2aJ+PKD3Kor3NW5p3kw0rt5Ml57JhuH95bhxCENUhIM0GpZCP7z17d+5nWwLIthb4RDKhMg/nIpZjx6DbFH+Xtpaioh2fTJ3tNDiI7RjrNdBh8vbzHW/uZd/vxKrB6z+p1Gfob9L6xIHJfVp4HXwUacdaVXr1746aefcOLECQQGcktpPPvss3jooYds1qZqBzcbN26EVqut+kTS4K1ZwXWTDh7qhIgmlXcCjn/WGbE3/XHklC9c3YRYvLAYBgMgEADrNrrXY2urJydDjw+eTwfLAjodsPXnB58227GHE5b/6o+oFhKIJYBOy/28HbvL8L+5Hvj2F19sPRqIr2P74OtLfdDn6UD4RThBJBEg6VIxdnydCJ2Wu6uxDDBvajyO7ci36s+n17O4fcfUXbz6a/6hP0cUFGJKJi7I0GLFtKs2bA1p8Ng6eti5J598Env37kVZWRk6dOgAmYz7kOTm5obZs2fbrF2OPZ2FWFVGasWk2fvl37dGSXKiAXu2c3kNL0xzQb6R/1N/9/BEs+csC3Tv9GC9IRNP9+MtH+19lrfcyJOxL4F5/khhvgGTH03F/9u77/imqvcP4J/cjO69W2gpLYWytwzZKEsF2fhFQJY4QDaC/BQBWQKCgOytguJCUDbILrOU3RY66d47897fH4GE0OZ2pkmb5/163RftPbk3J5c0ee45zzknK0N3P8cBT5NEyMpQ4u89Weg5yAGtO+kfTRTU3gIb/3WCTMoi5ZkCHnXEsLDUvZfYHPb8dQ3rAedhgH12PhK+/Q2FD2N1n5sFvp8Rg9hsO7Qb5gsAsLfmzzOKVeq/b1EgH38fLkJKqrr7yd4eaNRZiESVOtjJZm31Hqum/7mz2Yovu5HL8ne/5XH85S6Mbm7LT6d8MGNMCkKvq2/GEsMLIEhOhUfd4u9VawH/DVseT91Ky6mRsvwTIFoI9OckZKj483n48moYlNK9SKPkSRVYuHAhpkyZgv3792PkyJGa/ZcvX8bChQuNVi/TH6pCTNL2TflgWaBLDwsEN61Zs9e+LDtT++Vw+0ohBr8Wi8w0FbgSvhf+1/EJPn0rBid/y8Hno+Nw5WTpCX4Wlgx8Ay2KBTavYlkW4ADfxWPAWKu/fCXWusOYD399D5d2V02S5//N03Z19e5jpZnErzaxtGSw+VcvHDrnDQEDsCzw45pkY1eL1FZm2nLTsGFDXLhwodj+nJwcODo6Vn+FnqOWG1Ju0U+V+OuQetK+KdP47yxNVVqSAiM7RWt+FwqBl3LiYGMngL2DEL2GOOLH9SW3MP24IR2d3qya1x/10QYoUrPV/VfPpwNWKVmMXNsKz+7noChHgVu/x+P4mseQ5ivRZq6ownNIKBQchC/95b/ZzzAJy6airr8ETm4iZKYoUZRv2stiEFLTJCcnIzAwELGxui3Or7/+OqKiooxUK2q5IRWwbUMeWBbo3tsCLduUnhCcm2N6Xyg3L+h2Jbwc2Cz+wQPH7tbHLxf9MHSS/lyULv3sq6Qu2efvqQMbAC+vc6CSc/hn+UNkxhbAzs0C3T8MBAD8t/UJtixJAVvOFSxZlsOD0CIsnJuD/Dz1sdbWQOcutSORmI+Pv/o13jyXh6snso1bGVIrmWtC8fbt27F+/Xq0b98eHMfB29sb7733HlavXo3NmzcbrV7UckPKJT5WiaN/qXMuPvqsbK0W86ekGbJKFfLydBR1/MVw8xSC44CB79mjez9tzsmzGN1cDDtHIYZMdEbzDtZo2rri+SUvS92jXvdI6GgL12FdUBSZAO5BOPLSZMhLk+HhmRQ8PJMCgUDbsHN4TxaK8ll8ttyLd7kLhZzD7auFuHAsH5dPF2gW9nxh0BBrWFjWvi6pV83ZUA9Tej5CYR6L/d8mo2MfR2NXiZBaYcWKFWAYBmfOnIG1tTUuXLgAmUyG1atXY+PGjUarFwU3pFzWLs8FywKdu1mgaYuyDeOWSU3r9kOpZLF9pTbg+r/v3BHcouSumfqNLCBg1Em9FpYCHLod9FJp5V9X9vl7UGWrW5G8pr4Du9YNAAD/a3ATmfGFePxfCu4dT0R8WLbO4pUAcPK3HNg5CjFpgYfOfpmUxfXz+Vg2KxnSQv11FImBj6aVljxcO9g7i9B9kBP+3Z+BxGgZ7oXkoVmHmtmlSkyUmS6cCQDLli3Dt99+i8DAQNja2uLhw4coKOBPtDc0Cm5Imd26JsPJf6UQCoGZ88veJWNlY9w/0N93ZeHK6XykJyvhU0+MvBwWRc8nF+zez0ZvYAMADMOgXpAFoh/LIJNymNT7Kbae9K+yZSNS954EAIjcHDSBzQvOda3R6X1/dHpfvXp4bqoU+eky/DD8kva17cjE/RuFmLrUC+F3inDzQj5uni+AQl5yUGNhCcik6hyjL76yh4en+ay91LSDLf7dr57x9+6VfApuSNUy07WlXlAoFHj06JGxq6FBwQ0pE47jsHqZeh2iISOt0ahx2UdIpSYZZ4Gf3EwllkyOQXiodujys2jtsFsLSwEWbXQv9TwD3nPExi9TAADxUXJE3pOhYYvKd0kVRSRAlaWeP8dzYr9SH2/vbgl7d0tM/asrdr1/CQV56iFd4WFSfPp2NO+xwyc4YtwMF1hZC+Aoz4NIKDCL7qiXPblbqPn50KZUHN6Zhva97TF7fb0qfR6WZfHPjmT891s62vZyhLWzBUQWDPyb2aF+CwqoSO1iYWGBqVOnokePHnB3dy9249emTRuj1IuCG6JhLdD/djj8byHuhiogthbBaVwv7MrU/XL/zLX4UMAX0pLUeR6jxlpj4RLHEh/TxDexxP0A8LHHWZ5a6ze0cwz0LfVi4yjCjJ9bw1KYCkB/wnMex6DPe874e3824iLV+Td/7cvC7DU2sGMK9R4HAAlKJ95yu0M/AgAsrQT4ceI1MIx2vh6JgCcJuyUw6GodzJ+SguuXis/PYmUN1PUTITFBhXEf2WPgcBs4uwoBqC+GvaYlreTbQkeGfw4dOfS39pS2VhefdwLuVfhYAPj9SUu9ZXaMFG8Pt8PxHzNQWKAOCuVSDpeO5uDL72W889gAQAGrP+naklFALmXx5YhwRD3QvXZHd+gOPZ+xJQitevK/L16m4Phb1v7X4Lresn+imvAeW8izLhUpP0MkANeEhOKdO3fizTffxG+//Ybr16+De7X/3EgouCGlkss5LFmpnhelzegg2LqVvdUiNVWJwud5H736VGzI8dX/CtGsjSVs7crWFVSYz+LdLs80gY2DhwRzf28HQN0dI5YwkFiX/a3PMAw2nwjE+x3CkZmqxLk/c/C/6e5w9Cv3S9HITJHj3k31cgADR9uXu5vLxpbBun2e6NowFsrnjVEBDcWYMN0RXXtbw0pSs9eHMgQffwn+uheENXMTceI3dSuks7sQMRFS7N+cjM79nNCutwMAQC5lIeGZm4hlWZ3/s9FN7+h9LCME2Oex6s/L48oV3BBi6t566y30798fV65cMXZVdFBwQ0r1/ZY8RD5VwtrZAm1GB5V+wHMpyUp07PB8jhgB8Fqnit0pzhiXCgDwrCPEX5fqavZLC1n8vCMHrh4idOpuidhoJS6fKcIfP+ZBWqS9e5i2pxXsXSp3l8qyLGRSbcAw890oHLvtW+HzbV+oXjRTJAYmzXau4Fk4sM+rNOYje0yZ4wSGMa+upoq4dFK7lEZ+LovJfWMAABcPZ5f4eGs7IaQFKjh5SqCQscjPVoJVAU4eYkxYVh+R13WPm7qmHhq1tYGbj7q1R8qKMX/AXSREFiElVoqEyEL4NNA/uzWpocw05yYhIcEkVyyn4IbwiolT4tv16rvcbrNawtK+7EHCksXqdaQAYOhIa72tEyxbtlaGwnztX7pUyqJ/+3idfa9y8xRi408eSPWu/BfJO0GPdGYtfr0Sc9wU5ilx6z/1Ne39ji0kkoolJ9+9KdO0CIycYE+BTRnNWOaJpZ+qu0HlZRjJV5invsgZibp9nFkpCqyeEK6zb9YP/njtzeItM98caYrJLW9CLuWwfX4UFv3WtKLVJ8SkzJo1CytXrsSUKVMQFxdn7Opo0CR+RC+O4zB3YRakUg5dOlkguH/5Wirq+mrzBa5ekqFdcBI6NU/CkoXZeHhPjqeRCuzflY9m9finxO/YXd0NZmklgFTKYtm8dPRvqz+w8Q8SY9U2NxwJqQu/gKrJK3g5sNl3tQE+WeJd4XMdWJ2ouSOb9pVbhc9z4rB6qCUjBC6cLCxzkGjuuva3R7cBuom93v4WsLAUwLeBJSxt1B+LQiFg66Cb8yIQAH6NdYNlRgg4uonQpKMtWnV1KPE5GYZB9xHq5PWouwWYP+Au/X/VNoaYwK8GtNzcvHkTlpaWiIqKQm5uLjIyMnQ2Y6GWG6LXvyelOHFGCrEYWLvcCQfLOd3/nLk22LunEPn5HBLitQmyB/cV4uA+/mTclyXFq5NKUpNU6N5I985g5AR7HNypbgURiYDTd31haW3YmN3Fo3IB07On6lwbGztBmfOISjxPrLpZjFUBKxZk4setudhz1LtS5zQXX2zwwVv/K8Cc9+IBAI6uImw4Faz38aUlFJfFe/N9EfuwEOE38pAQWYRvJ4Rj3m79z0lITXDgwAH4+PhgwYIFSElJoYRiYtqyc1hMn5cJAPhksh2CAsVAOScaZhgGV6+5YdfOQpy/KINPXRGSE1W4fUOuWe6AYQBPbyESn+kfHZSUULzMu64Qn8x3Rq/+NhAIgAM7cqFUwiCBTWZa2b68yirheXDj5Fq5P78Fy10w5q0k5OWoWwCexSrRv20cFqx0xdvvVs3sybVZiw42GDfLFRF3pZixqb7Bn49hGHzxU2OsGv8I9y/l4sHlXJzan4xe/ys+fJbUQGaac9OpUyd07NgRd+/eNXZVdFBwY0ayEurwlj95aTqaTZtykZrGwi9AhGHT7PFECcxzu6T32Dsyx5ILrIB+nzrjg+m6CWcsy0IuV6/cDACOjP7g5kGBLfo1fKL5feMfdRHcSv3lXcAByZHa4dBfTkzCz3tddY73FumfWCpSwZ87E/ZfFhaM1w5TDwiWwFKgDnZiFPxdSi7C4kl2BXlKZKepL3SfYY6QciXPFyQU8HdZODIy2PkB/91wx6xPsvD4vgLJSSzkMmDR9HSs+kKAKw99SjzWmeH/s/cQ8n/R5rB6xtcDyBDwz2kk5Qz3kTMk8I7esjPRJSfCv/+pOpk7TSmBiueLhOXpwZeyZZ/zCQBmbmuISc1vQqXksH9JLH5b9wxrrnUsMcAprVVoT0RHnnrxD+nnu16kAsw0uHn8+DGsrEzvZopuF0gxaSkq/LxLPaJk2ueOmgCkKjEMU+bzSiQMfr9VH8EtLTBjmbsmsHlh2BDt7ydPyzB4RNWtZfVyYAMA+XmVy5P4bp46v0jAAG+PrvyQYEtLBpt2uuDMNU98OFW7lMLLo8WIaRGJGAybpb3RKMpTgdJvSE31+eefY82aNejWrRucnZ1hZ2ensxkLBTekmHXfZENaxKF5awm6vVGxuWmqmqOzCBv/9MNboxyLlQ0fYoNPP9J+sV+4JMeqtblV8rz/PAjU+d3bt3x36S/LSFHg8gl1a063Afawtq3aP79pc+zh5qE+Z1BwxetJDK//BG+su9BS8/sfq/hnmH6hMF+J0LOZKMw3zqzfRD9zXRX8+PHj6NixI86cOYPU1FRkZWUhKysL2dnZyMrKMlq9qFuK6Lh0tgjHDxeCYYA5XztBUM4kYmNZtNABXy6wQ4OmycjJ4bBqTR4C6gsxZJBNpc5rac3g2KNA9AtWd4tVZsmCFZ8lgOMAoQiYvtyrUvXS6/mHYWEhNQWYOmdPC9g6iZCfpcTZfQm48U8qWBWHgmx14OLgLoGrtwTeAVbIzVQi9kE+slO13VRLjjZH3aDKvb8JqawePXoYuwolouCGaGSkqbDkeRLxexPs0Lh5zZqenWEYXDzjjvavp0AqBT78JBuz5uZg8Tf2GDq04n3CEfelmp+v/ac7yqswT4lTP6Yi5J8MJDwtgur5DbVAoA6MrG0Y2DkJIRIL8OT5eQaOdX6e+Fz1t2VpqeqgxtnFfBbErMlWnWiBTzveAqsC8jJ082tyUuXISZXj6Z38Eo/96p27GDbHD4dWx4JVqYPm4A4OmLA8EE6VHNFHSFmIRCJ8+eWXmDJlCp48eVL6AdWIghsCAFAqOSyYmoH0VBb+gSJMmVXxSeqMydtLhJP/uKHPW+koKuKQX8Bh5vQcXLogw9p15V/mAAAat7ZE2y7WuHmxEBwLZKUr8cfubBz/IwaZySUn13IcUFTAoqiARUaqtgvBwkqAifMrPrdNWXl4UXBTE9g6irD6WifsnPkIDy9lwd5VggZtHWBtL8STW7kQgENWihxiCQPfYBu07+eMmIeFOPNjMlgW+GVlrOZcKiVw/1IOZnS5BQc3MXZd5V9bipDKUiqVaN68ubGrUSIKbggAYNm3ubh5VQYrawG+3eIKK6uam47VuJEETx964vDRIvzfolykZ7D44w8pbt6U4/c/nOHhWb63PcMwWLLDWzNia2i7KJ1yAQN4+FmifR8nePha4OG1PNg6iGAjViAtUYGMFCWyM5VQKYEPF3oYdNgvwwAsC5w4UoToJymQyTg0aSHGgiVONP+NibK2FWHqtmYllpU0WqppihxnfuSf+DInTYEfv03A6Dklj5gjBmCmo6V+/PFHTJgwAfPnzzd2VXRQcENw/FQRvtuoTnT9cpUz/BvU/GRUiYTBsME2ePcdK4wYk4Hz5+WIi2PR4bV03Ap1h7Nz+b7oJRIGEgsB5DL1pw3DAJY2Qoz9yg8dBjhDJNKer/sw9Uy0JQ0FN7TmrcS4c0v9hRjxSP1vbJQSt0LkOBFioDwfUq2cPCTwaWCFhEj1UO9hs33hHWgF97qWsLYXYUaXWwCAaydzKbipRua6KrhIJML48ePRu3dv3Lp1CwUFBTrls2bNMk69jPKsxGASnun/ArMQFP/vjn+mxMfT1RntjUc0wpPXXsOT1JKPX+19Ru+5bRiZ3jIAKCxlLhAJ9CfA5rH8+TIsSs5JAABGJIDypZ4jlQqIi2RRp4O6PnVF/AFIolI7CmvyXBecP5aPrv1s8e4YByiFL/IaCko8VizQP3cPwD/rbazMVW8ZANgx0hL3f37QGyHHMnHh91TcuZSvWXsqJUmFx9l2sLYVIa6UgTb2es6tpb/e+ur1AssZLkH9coy/3jIbQSkzYpfySZit0r8+WbzChfdYt1LeY3ZC/ddMwZXcvfjNPy0hLVRCaCHS2xKYliCHlKPcG2JYTZs2xe3btwEAQUG680kZc7ZiCm7MmELBYezHacjKZtGmpQTNPmtr7CoZxI1b6uhGIAAWfm6HTh30fznzGTreCUPHa+emUZroXVWHfs7oOUA9imbFp7G4ckw9LP7n71IxZo4nJAaYt4hUP0trEVSc/v9LF28KbKqdiX4mGFLPnj2NXYUS0aecmeI4DtMXZCDkpgwO9gLs3+IGobhmJ6Hu3V8Ad59EzfbV4hwUFrJ4cWP7+Ww7fPZpzUyUrqgRn7prfv57Twa+nhBjvMoQg2NZVhO8OntScEOqT0BAAN58801YWprG3GgU3JipH3bmYfdP+WAYYOcGN9SrxOR0pmDu/GzM+TxHZ9/mrQUIaJQM6fNWf6nM/G6r/BtZ4Z1x2m6TeyEFmND1sRFrRAzp15WxkEvVXbw9hht+VB55CWegzcQ5Ozvj9OnTiIiIwL///gsvL3VqxM6dO7F69Wqj1YuCGzP0+98F+Pxr9Xw2y/7PCf3f0J9PUFPs0bPKuOqltJeKdkfVdBP/zxt939N2p6UlKJAcr399KFJz3fg3XfPz/qVxWDT8AX5b/wxKOU3qSAzju+++g0KhgK+vLwoLtZ/Dv/zyC/r27Wu0elHOjRnhOA67fsrHtHkZ4Djg/RG2mDq5ZnfTyKUsuvbXZkC/9poYR/5Q37EeO16EU2dksLEWYNQIazRtbL7N9FeO6y5H4ehCf/q10eAZvvjx6yjIpSxyM5XIzVQiMrQAf29Jgqu3BLmZSshlLGwdanYXtCky19FSb775Jvr06YOEhASd/ZGRkfDz8zNSrSi4MRscx2Ha/Azs3K8eWTR+tC2+X+FSY5ZX0GfH0gQ8DtcO//nuW0fNz/36WqFfXyswqNmvsSrkZmqbsEZ86vZ8hmRS23Qe7IGOg9xw7Ug67p3LQFx4IZKipVApOaTEaUc05qTT2lRVzkznubGxsdFpsXnB2dkZMhn/KFpDok84M8BxHBYvycPO/eocm0WfO2LDShcwTM3/0nfz0s0V2v9jKUN+zdCXY3UXZQwPKzJSTUh1YBgGHQe6Y9r3gVh9ojk2XmyJ1we5oGFbW3j6W8LT3zQSPkntcPHiRYwZM0bzO8dxEAgEmDt3Ls6dO2e0elHLTQ1zK7Yub7kLo/tfevCPfIz7NE3z+/KV9hg+0hKpbPGI2lHM/6Un5fTP29JQzH+LcU3myFv+2eOResuONNunt6zTLCFG9XDByFGZyM/nsHlbAc5fkuHEcRfN/B9pKv0xvEcprfNuwpLnsAEAVSktQslKO95yvvl7mFJu2VSl3JekKB00P9+5pDsPUHYmq3nuglwlxBJGZ3j4OwH3eM9dGXfj9E8qFxJTr1LnFgv0t0ZksPx5ZaXNVWPNM4+Ts1D/PEsAUMjyd4feK6ijt6ytbSmrhZfh/sTJQ4KPvg3Q2bd41COE36z+SSZrM3Ptlpo7dy7OnDmDtm3bQiKRYNWqVWjSpAmcnZ3RuXNno9WLWm5quZcDGwAYPrLmJw+/qlUrCUJvu6OOj/rt/PChEo8fU7N7STzrW+HTtQHYuzgG/2twHZPb3MaEljc1I2xI7Xf9eCYFNqTKPHjwAEFBQbh06RIOHz4MGxsb/PHHH2jVqhWioqJKP4GBUMtNLfYsUfcL3s6u5ndD6WNtzWDBF/b4+ONsAEBjM04e1mfQdD8M+KgurBk5Tu7XJmGzKuCPDQkYOYe/VZDUfHIpi/VTTWv15lrDTHNuACA3NxfLli0zdjV0UHBTS+UXsBg1SfsF1qGNBfYcdDRehaqB8Hk7ZA3Pka5Sy4aHaX52dNcf8N35L5uCGzMgthBAbCGAwgznfCKG4+joiAkTJiA4OBgA8PDhQ+zevRtZWVlGqxN1S9VCSiWHUZNScSNUBmcnBncv+OC/I96wsKzd3/pu7uq3M8epZ2o1ZyzLYvprIYgOU3c/CBjAt4l6SYbDmxOLPT4+gpKMazuO4xBxK58CG0Mx00n8unTpgpiYGEybNg1OTk5wcnLCtGnTEB0djS5duhitXtRyU8twHIcZCzNw6r8iWFsJ8Oc+DwQFmkcXTXAj7cip/87L0bOH+Y4K2TUvEgXZ6m5JCxsGS4+1gVzK4sPGlzSLaQKApQ0DaYE6EIyPKETdoNqXk2XOou8X4PqJTDy4kotnT4ogK1T/Xwe0sMHTMP3J8qT8zDWheNOmTfjll1/w0UcfaW4qGYbBDz/8gE2bNqF58+ZGqRe13NQiHMdh7qJMbN+XB4EA2Pm9G15rYz5f8Pb22rfz++9n4cCBApw8WYRbIVJIzSxhNiNBO7rH1lGMI5vi8cWbt3QCG3sXETaHtNb8fvOU8ZqQSdXLTJZjyXuP8PeWJDy9WwBZIQtGCDTpZI+5Oxoau3qklggMDMSaNWt0WstZlsXatWsRGBhotHpRy42JyU/05S1PUxWfNp/jOFy+JMf772m/nLasdsPQt3SHInsJ9Q89BoBVHqG85Sz039VPiOvGe+x494u85T8E/6S3zAL847WzuZJHRs2eo52VVygC/n0UCJFIN553E/KPGnnKM0T4fF4w77GTnPlfcx6rP/C0EfFPfpWt4m9hmfRDcyzuew0FWQpkJMhw4ZdknfK6wTaY81MLxD3Tvp/cghyQp7LElsddec/tLNI/9Fki0D9dgLre+o91EfJ3jSWrbHnLFaz+90lpQ+ftmIp3y9nwDBMHAAnPFAoA0MlOf4Iv3/B2AMhW2egtm9rlTrF9rAp4cCUXH7a7zXteUgFmmlB8+/ZtBAcHIyIiQmd/cHAwwsLC9BxleBTc1HAcx6Hb6+mIj9N+gK74P2eMf69mL6tQUf3ftsS/R6TF9qtU0KwObg6s7cVYdqkT1o0ORXSoOsiztBXCr7k9Zuxqpnmc3UtrK7r78Qe/hBDyqu+//x7r169HYGAgQkJCAAAdOnTAJ598gs8//xzNmmk/b+7dM9wcWq+i4KaGO3tGphPYtG9tgZkfORqvQka2ap0DUlNUuHldobN/2ERHzaR+5oJhGMz8uQ3kUhXAcpBYv/hz175f8tK1LTd2LjV7ZXhCjMpMW24OHDgAAFi1alWJZS9mLOY4DiJR9YUcJvFpP27cOHAch4EDBwIAzp07h6ioKISGhiI0NBTTp0/XPNbNzQ3Hjh1DREQE7t27p5ONbYgyU7d9qzYp8ONPbHD5nzo1fr2oylixOE8nsKkfIMSaAz6YssDdiLUyLoml8KXARteL0VQAcP8/yrkhhJSPv78/71a/fn3Nv9XJ6C03fn5+mDRpEq5evaqzf8aMGTh8+HCxx69YsQIhISHo168f2rZtiz///BP+/v5QKpUGKTNloaFyXAtRQCQCzl10Q5065r3Sb0a6Cj/v164tdeysKwIaiBGv1J+XYO7yMrQtN3s+D4d/Szt41KMRU4SUl7mOloqLiyvT444ePYqJEyciOTm59AdXAaO23AgEAuzYsQNTp04t8+qhw4cPx5YtWwAAN2/eRGJiIrp162awsldJJBLY2dnpbMaQl8di3mx1LsXAQZZmH9hIpSzGjcoEywJCIXDxphsCGlA3S2l6jPaBo6d2qoBt0x4hJYYWHyWk3Mx0npuy6tq1K6ysqi+vz6jBzcyZM3H58mXcvl08c3/FihW4e/cuDh48CH9/fwDqJdTFYjFSUlI0j4uJiYGvr69Bykoyf/585ObmaraEhIRKX4fyUio5fDgxG5ERSri5M5i/0DyTh1/WtV0qwp+vJzXpYxt4eBi9UbJGEEkYjF2mHRacEFGAr/reREZC8aRsQgipKYwW3DRp0gRDhgzB0qVLi5W9//77CA4ORvPmzXHx4kUcPXrUCDUs2fLly2Fvb6/ZfHz0r3JsKN+vy8fVK3LY2gqwa48TXFxMInXKaK5clCE7W32L4+gkwMy5FOyVR3AnJ6y93gl1grXdd6mxNGMxIeXxoluqqrfy+vjjjxEdHY2ioiKEhISgXbt2vI//7LPP8PjxYxQWFiIuLg5r166FhYVFBa+C6TDa7W2XLl1Qr149REZGAgA8PT2xbds2eHl5abqIAPXsh6tXr4azszMyMzOhVCrh4eGhaWmpV68e4uLiDFJWErlcDrm8+Fwz5RER76W3LKWEeWxeduW0HBu/VycRr1npiI4tdOdKeaTQf8cdLOaf0E/GKUop15+DtKHOKd5jFeCfRM/Vp2pawGyb1sGobz2RGZ4BWa4M3Vf1whifG3ofL+X4Pz1aWqTpLWskSec91rKUT6ZGklS9ZZEKN71lADAu6CpveWWtH69/yOZPke31ltmXMl9MsspBb1khxz+TtmcpcxIlq/R3EScqnHiPtRDwv/dZnvtAFcd/c2HJ8J/bUqD/b/54Fv/srtvb7eMtJ+Zl+PDhWLt2LaZMmYJr165h+vTpOHHiBBo2bIi0tOKfZaNGjcKKFSswfvx4XLlyBUFBQdizZw84jsOsWbOM8AqqjtFu+bds2QJvb29NRnVISAgmT56M7du3w91dO7Jl8ODBSElJQWZmJgDg0KFDmDJlCgCgbdu28PHxwfnz5w1WZkru31Pg42lZ4Dhg7GhrDBlEiZ+venYxHre+v4HoE1FIvJqAvwb/ZuwqEULMgQFzbl7N85RISr4RmDlzJrZv3449e/bg0aNHmDJlCgoLCzF+/PgSH9+pUydcvnwZBw4cQGxsLE6dOoUDBw6gfXv9NzA1hcklJlhYWOCff/6BhYUFWJZFeno63nnnHU35vHnzsH//fkREREAul2P06NGaUU2GKDMV4Y8VGDMqE3l5HDp1lGDlN47GrpLJaD6hBe7u1M6EKRAKwKnUnwqFaYWQFrKwtDbvrjtCSM31am7nokWL8PXXX+vsE4vFaNOmDZYvX67Zx3EcTp8+jY4dO5Z43itXrmD06NFo164dbty4AX9/f/Tv3x/79++v+hdRzUwmuOnRo4fmZ74+wtTUVPTp06faykxB+CMFPng/Czk5HNq0EuOn3S4Qicx3LptXtZzcBg7+Tog/H4u483Fg5brT3R/7JQvvfqB/GQVCCKk0A07i5+Pjg7w8bbdsSaOLXV1dIRKJdAbHAEBKSgoaNWpU4ukPHDgAV1dXXLp0CQKBAGKxGJs3b9YJkKrKsmXLND0w1cFkghtzsnt7Pu7cVsDWToA27SQQiQSoU1eI1m21TY0yKYfsbBZPIpX49KNs5OZwaBAkwsH9rrCzo1aIV/m/UR8hK64UC2wEQgF6DtSf50EIIVVB8Hyr6nMCQF5enk5wU1W6deuGBQsW4OOPP8a1a9cQGBiI9evXY+HChSUO9tEnMDAQPXr0gLu7e7GZ4JcsWQJAPQK6OlFwYwTLF2vfpIcOaBMwmzQT4Yv/s0f7DmJMGJeFq5e1iYYtW4mxa58TnJwosNHHJdgFyTeSAAA+neqgy5LukNhK4OBs2ORbQggxtvT0dM3gmJd5eHjonThvyZIl2L9/P3bu3AkAuH//PmxsbLBt2zZ888034EoZcAEAEydOxObNm5Geno7k5GSdYziO0wQ31Y2+KU3Ig3tKvDc8E8PezdRZLwoA7oQq0K93OvIL+EcdmbOea9+A0FIdryddT4RIz5IDhBBS5Yw8iZ9CocCtW7fQq1cvzT6BQIBevXoVWwHgBWtra7Cs7neKSqXSHFsWCxcuxBdffAEvLy+0atUKrVu31mxt2rQp+wuoYhTcmKDQWwo8i1ehZSvdGXZTUlgMHsE//NiciSQidF74OgCAVbI4PPwPI9dIP7mcxZxPM/F2z1RsWJ1r7OoQQmqBtWvXYtKkSRgzZgwaNWqEzZs3w8bGBrt37wYA7N27F8uWLdM8/siRI/joo48wYsQI1KtXD71798aSJUtw5MiRYkGPPk5OTjh06JBBXk9l0K2tCbsTWnx+jC5dLKDg9L/pBv42W2/ZpeGreZ/PU2jLW67gVHrLUlj+0WWZKsNNCjXP67j2lzHApJMSXLkgR158LvLWHECztY56j81m+eN7BU+z7OBNc3iP/evTb/WWDRuShbDn/79bvs9HRooSK1Zr6+ktyi7xuCvnipCcoMCea40BANsWJSDscj4Kcp//3wiAN0c64+QBwyXu/a/Bdb1lGx710FsGAB7iHL1lCQpn3mOTlY685ZY8c9XkqfinfReL9L+3ASBbpX/aBb7nBQAxz/xQAKDg+Rh+2zmU99hekW31ljEC/i+n4YHFZ4YnFWcKa0v9+uuvcHNzw+LFi+Hp6Yk7d+6gb9++SE1Vz6nl6+urE7QsXboUHMdh6dKl8PHxQVpaGo4cOYIvvviizM956NAhvPnmm9i6dWv5KmtgFNzUMJMn0SKQpdm0yxnd2qQgN4fDn78WQagC1q93NFp9Vi7Nwa0bCny30RE+dUWIiVZqAhsnJwGysjgc+kWK0Ntp2LzdCfUDiv9ZpqUo8b8+ScjOev7B9EXxFbzFFgJ89q0vXh/gaNDghhBiujZt2oRNmzaVWPbyqGRA3QW1ePFiLF68uMLP9+TJEyxZsgQdOnTAvXv3oFDoBvsbNmyo8Lkrg4KbGmDYKCvcv6tA/7et4EwJxaWSSBhcDvNAz/apSEtl8dvvRVi82B4ODtV/7UKuyLBzq3ohyt5d0zDgbStcuqAexmlpCYTcdkO3julITmbxJFKFN7qnQyQCrKwFaNvZEt9sdAXDAOMHJWsCG4YBXtx8CUVA47Y26D3cGV3ediw2UoEQUk0MOBTclE2ePBn5+fno1q1bsQWnOY6j4IaUzLuOEF8vdwDD0Lw25cEwDP694I52jdSjBObOzcHWrfxT8BvCvBnZmp9VSuDvP7Wj4+b/nx1EIgaXb7jj2xV52LOzAFIpoFQCebkczh0rQufAeNg5MMjNVkczc5Y4YchoW1wKs4RKyaFBCysKaAghRlO/fn1jV6FEFNyYuMRnKkQ9USIwSFz6g4kOa2sG/gFCRD9V4fQZ3TW3vlqUgx07CmFlLcDNx/rX+qqM/85KkZSoDkoWfm2Hc6dluHdXASsrAT6bbYsRI7R5HHM+t8Ocz+0Q/liBSxdkOHZCgdDrMnAcNIHNgCE2GDZGvShoYDNaeoMQk1MDWlqqwpo1a8r0OI7jMHu2/jxQQ6Lgpgbw9aP/popassoRo4dkQCoFwsLkCAtT4Ow5GU6dUncNFRVyuHpJio6v8y8qWhGLFqiTZ13dGIwZb4sx419N2C7+SdiwkRgNG4kxaKIFLp4uxL4tubC0EmD0ZHu81oU/KZYQYjymkFBcXVq1alWmx5VlnhxDoW9NE9aitRg79ztDYkFdUhXVqp0FxGJAoQD6D8go8TErvs7F4VNVG9xk3LqIlAR1i8u8L+wrdI4uva3RpTe10BBCTEvPnj2NXYVSUXBjYtp1lGDMBBt07moJC0t1UPPyIFUpzzBwAPhzyHd6y1SltJmmqvJ5y915hoqns/xTg3eoF8NbzicnoS5veX4pQ22FIgEUCu1rd3Fl0KSFBEkJSkQ+VuJJuBJN/ZOw6M5bxY6d6HRT73n/+XRVifsTEpTosko9H1GDBiKMHlpyi0shz39HYinDnltIUnjLjWVq8Dne8qX3B+gt87dI4z1WxfEH+SqeabtcRcabS0jB8X/M2jDF1wl6IU3JHxhPaHi5QnUiBmCmCcWmioIbEzN7gT2atih5OXtSMRfueuHEkSLUbyBGcFORJgF33fJsRD5WB3ScikNeuhR2rpVvwZk+NQcvWmM3rKN1rQghpLrRMAsT88N3Vb84mrmTSBi8PcQGTZpLdEYWjfvIHnZu2skFQ/+Kq/Rzhd2R4+YN9TwPgQFCtKBAlRCz8CLnpqo3UjEU3JgY77pCY1fBbDg6Mph99k041VHntZxZH46YWyXn5ZTVoLe1k+edOOZaqXMRQgipGApuTMynMyuWfEoqrvUQbU7P7nFXkPRY/xIBfI4e0c5h0yhYBGtr+vMyZQlPCnFgZRxCzxaf7ZmQcjPywplEF+XcmBhHmoG42nWdGISbv8QiJ1k9F86WYRcgsmTQuLcXJm4p+3m+WazuUhQKgS3bHA1QU1IZoWez8N2UCIjEArh4S5ASq07kPbYzCQCw9lxLuPoYbg20qpIWL8Wds5kIPV25VkZStcxpKHhNQN+khACYeeoN2Htok4mVUhZ3jyaU+fivv8pBcrJ6JNumzQ7wq0f3DaYk5kEBvpsSAQBQKjhNYPOyr4c9wLmDqUadm4NPUb4SB5dHY0GfWzi4LBrh12k1eUL0oU9gQp6zc7NEbop2JmOBkH/osVLJYvFX6taa/fvUXVIiEdCnH022Z2qWjX5YbN+asy1hYcVg5bhHiA8vQk66Aru/jIalLYOOb5lGvlRWigzLRt5DZqJuMBbUzh6tejvjl+UxxqkYKY6GgpsUCm5MjJTjTyj+Kes13vKRTtf1lo2PHMl77NbAg7zlyTzz4DxVOPIem/SMP1BQ8PwVX5Lx5yFlKPXPvwMAzxTOestensdmzN8WOHXaEUmJKny1KA9gORTJVYiJUcHKSoC6dXX/XHp2zUB8vEpnX5fXJbB5PiIrm+X/ZHLkWROqtHlsFKiZEzumyu30lvlK0nmPlQhUvOV8Rs71xZ6vYnT2rf84Akv/boZvjjTHmKBrmv2bZz7F5plPy3zuneGdectLm4vm9yctS9yf+kyG2d3vlFgWcSMXETeo5YYQfSi4IeQ5iYTBgP5WCAuTAwA4DgisnwpAvRJ3TJynzuNzcrQTKorFgL09g+2b9QdSxHh6jvJAz1EekBWpcP5QGn5cGou4x4V4FlmIOg0MNwt0Tpq83MekJ8rxy/fJOPtbZukPJqaDWm5MCuXcmJjYKIWxq2D2ln5T8lxDCoUKA9/JQP16yajnm4zcXPUnz+4dTkiI8caju56wt6c/KVNmYSXEm2M80byLenLFswdSDfp8y0fdK9fjD3yXhA+7PqTAhpBKok9iE7Pqq2yTTWg0Z15eDNatK0TobQWUSoB93mjTuZMEAyjHxuRcOZqJw1uTICsquSvL5fmoqNM/puDvzWVPHC8vubT0rjTl86VB0hPl+G2Ttjvy/bmGWa2eGAZN4mdaKLgxMSEXpLhwWlr6A4nBjB2j7qZo2FAEJyd1bktCAov9ews0j/HyZnD2hCv+PGQaiadE6/a5bHw/IwoHVidgwbuPkBhd/O9p8LQ6cKujDnB+++5ZpZ6vME//2mYKGf9acAAwZ1A4Pun5EB911yY9bzwdjEGTPSpVL1LNaJ4bk0LBjQn6fjm13hjTrl3qICY8XImsLO3/Q3a29jHpaSyaNqWlFUxNRpIcqyY/0fye8FSKr0Y8xv3LuhMzOriKsfTvZqjf3KbSz7l0aBj2/t8T7PvyCf74LhahpzPAqtTvm74T65R6fFy4FMlxcrAsENTSGl/uCYBXPdOfb4cQU0YJxSYo5qkS1y5J0aELdXcYwyef2OLadfWstQyj7YJ6QSAAxo4zXBIqKT+O45CfrcIPc6M1+wZ+6Il7l3MRdb8Qqz54jLoNreBe1xIsy8HKVoi6Da1Rr4kNou4W8Jy5dCkxUqTE6LYO1Q22wew9TTDgwzr4Y20s7/H1m1jByoZB39Fu6NTfsVJ1IcYj4DgIqvimtKrPZ04EoIavSrGzs0Nubi7s7e2Rl2f4RS/PRAfxlouhv49fKOBvIheW8lZwFhaf+OyFTBX/naaHkL+rjW9KmcdyR95jfUX8yyVYM/pfl52geHzPsixc6iYCUAcyA96yxGsdxHhvtBUK8gEbW4BhGJTW4eDA8A/rL+T0/18VspUb6p3L6W9Vau/H/2VrSGsfvqG3TFXK8PY5jU9WdXVIDVfdn798dej26UYUSMs/Oo6PjaUE5zd+atTXV1NRyw0hr3h55XCOA44ekeLoESmePlXiq68djFgzQojJoqHgJoVybmqYpHgFMtOUKMir+IRmBEhJVuLUSSmuhEjBvtrvBODyGXc0DBLB00v7J5KXVzM/aXKylVj9VSaWzk1H7NOqvbOsLjmplGRPCCk7armpYUZ31eYUtOxohTU/1+V5NHkZy7JY910B9uwuRHa2NlBhGMDZiUGTxmIMessKwwdbo3EjCULOeSKbVcK/bjIAoJ6JrhelVLJQKgFLy+L3KtmZSrzVIQHy5z2Kf/9SufwSY5AXqbDnkzvGrgYhvGjhTNNCLTc12J2rRTj1J03BXhanT0vRrEka1n1XoAlsBM9TPFgWSM9gcf6iDDPmZcOnQSJc6j6Dk88zTWADAO3ai41RdV47t+SjWUAKWgal4P1hxZcvWL80G3KZ+rWKa+jgrtObo/DsAb3PiYmjoeAmhYKbGmbOKg8cul4fPd9Rr9Gz6etUxETqT/QlwHdr8zF+XLamW6l5cxF++dUJsfGeeHrfG2tXOOLt/pbw8mR0Ap5XmVpwU1jIYu3KPLwYUHHjmgKb1mmTDnOylQi5oF7Qs3FLCf655gORaTY+8QruTnMJEULKpwZ+1Jm3vsPUCa3zVnsiMVaBx2FSTHgzFgHBFhg4xhEDR9hAIKiZiyoawsqlOdi9rRAAYG8vwP6fnNCqlbYJw9mJwQfv2+KD99WLbyqVLM5fkuFmqBwrVmsDhTmf2+gkGhsby7IYOSgDKpW6VcavnhAx0SpsWJuPzd/ngwOgemluuWFj7eDoLMLWXz0wYTD/opymRlZA+WXE9FG3lGkxnU9rUi4isQBLd3jD20/dmvD0kQxr56dgxdw0zXTu5iA1QY5FC7IxYXQGZn6ahQP7CxATrcSJY0V4t1+aJrDx8WFw/aabTmBTEpGIQa/uVpg3wwF9e1tq9m9cX4CZn2UjN6f0GWerw5ef5yLisTp6GTfJGj//6Yo6ddVDz5VKbWDDCIGR4+3Q/1118NasjWWJ5zNljbq4wr+No7GrQQipQWiem0oyhXkWXtW0rSWWbvWGo7PuPCulzcySzfJPTNfGonhOh/bYyrUWOfLMRVNSBB4aKsdnM3MQGal/6vsXghuKceG4OySS4mcq5PQfz7IsPvw0B0f/1o7UEQqBrbsc0aOnJQo4/nlsHBn+FgdXRn+gEafU39WYnKREjw5p4Dig8+sSHDioXYn88WMFrlySQ8kI0KSZGC1aiYq1ODXyTeKtlyH9+qS13rJMpS3vsVMaXajq6pAazhQ+f1/UoceHhpnn5txWmuemIqjlppaxtmVw/6YU73WLQXRE7czF2bo1HwPeydAENiKJAJ5+Eti7iPByj5ytoxDDp3si5KxniYFNaRiGwfpNjjj8rzN69LIAwwAqFfDZxzlQKtWBYkqSEndDZSUOJzeUCf/LAscBIhGwfYejTlmjRmKMn2iD0eNs0KqNxKS60gghpLpQzk0t8+E8F3z3f2kozGdx6q88TJ5bu9ao+ftIERYtUd/BWFkJMH+eLYLeC9D5EpfmKyGxZl7al1ap52zaTIIdeyS4cV2GkUOyUFDA4bvVBUjL5PD7AXW3l62dADsOuqJxM8MOSTp3ughPn6iDugVf2MLWloIXQkwB5dyYFgpuahnPOtoRPfUCa+jYXz1YlsVnM7IBAA4OAly/6g57ewYXpbpf8Ja2hnlbt2tvgRYtxQi7o8DWHwrw8rIv+Xkc3h+UhjVbnNH9DcOtCbbxu3wAgJs7g4mT+LtxapJ/96bi+tkoxD3Mh2tdS0zb0RzW9vTxRGoQmqHYpNBtXy3Tvps1uvRRr3S8Z30mUpMURq5R1dm6vRDS5+kvf//lAnv76n/7bt7hAIkEmsDGxY3BjgMuYBhAoQCmTchEx8aJOHG00CDP/yRC3WozcGDNSwzWZ0rne9iz5BkeXs5GfpYSMXfz8d3YMGNXixBSg1FwU8ucPZqP2cs94OEjQmKcAiO7xODTYfE4/nsuCvJMY6RPRf32m3rOlvr+QgQ1MM6cMx4eIly85oaJH1pj6hw7nLjqgfadLbH9gAtc3dV/TgX5HL6el22Q55c9T6Pq0b32dDfm52gTr70C1Unt8Y8KcOtYqrGqREiFvOiaqqqNVBy1+9YyS6YlY8p8V6z50QfLZ6XgwW0p7t9UbysABLewQK+3bdGljw286pjWpHR8cnJYPA5Xt1oMGGDcVgtXVyHmL7TXGS3VrqMlzt70wuA3UvAkXAmx2LBzDVnb1sy5jFiWRcJTGZ49KULsoyIkRsnAsepPcUd3Cb462hbzu19DVrIMO2Y9hm9jW7j58Y/iI4SQV1FwUwttWZ6OhFg5Vu3xxtg3Y5GRqgL3vNHmUZgMj8Jk2Lg0A207W+G9KY5o09nKpCf+Y1kW/d9KB8uq14H65CPTzTUpyFd/UVvbCsCybJWNViosZLFmuXYoqKNjzWx0HRl0R29ZdqoccimLT7c1wdJBt8GxwB9rYvDh942rr4KEVBTHQScRr6rOSSqEgptaZvAnnvhjUzKO/JyLIz/zr8dz83IRbl4uQkBTK/Qe4YI3h9tAKNIf5EQq9AcVpc2hUxp955bLWXwx8BGiotVdF59MtwVjz+DlBbrbWSSWcnb9LVRhckfeI71F+q+hsIRsP8vnjUoJcSqExYnhVVf/n5g7o/9auwrVwUtikhLTZ2fjvwsyzZIQ3t5C+NQXQ8rzuWdXM2MfrBx2G4uPtoJXfSskPilC6Ml0LOgRgrc+qgsBA02QPmBGAHp+4AuhWPtCpwefMVKtCSGmhoKbWmbkDG8EtbTBiklPAQBWNgyKCtTfCN71LdCmuz3uXc1DzCPtxHRP7xfh6f1nOLguCWPmeqPXUOcSz13d0pPkmD0oEtnp6u6owcOsMHWGnZFrpd/cqZmIfqoOwsRiYPemHDwNl0OlAur4iTBgqC3iYxT457cCyKQshvaxwaJ5jprWHaWShVQKzfDuJSty8P3GfM3NGyMAOrwmwb5dLpUMJU1XQqQ6Efv9rwOwdvwDKGQcMpPk2PflU81jpv7YGu71bCArVMHaoYZGcaTWoaHgpoWCm1qodQ8HTF7qi20L41BUwKJZJzvcD8lDYpQMrDIHHyz0gZO7GP/sScOFw1maL8+cDBU2zIvH8Z8z8MmyOqjXyHBDmktz6Z9srJsVp1lKYtxEayz4ysFo9SmLi/9pJ01UKIC/DuRrfn8YJsfJv3VHUK2KyMGeA/nYud4V46elIS1DHbJYWgjg6ckgJlYbKI0aZo3FXzloAp/Mapw0sLo9Cc1FUFsH/HCnAyYFXy1WvmH0bc3P/q0dMHplE7jUMd57lRBieui2p5bqPdIV47+sAwB4eD0Pgz70gIunGMlxciyfHI0di57ByV2Mjv0cix0bGVaI6QMi8OPqJCjk1fslmhIvw4y3wrF6WiyUCg4MA6xY42DygQ0AODrp/jnZ2AoQECRGwyZi2Nqpu6AEAsDbV4SgxuqustR0Fd7+X4omsAEAqYzTBDYtmokRed8La791qvUT9kms1K/v5vEMAOoZomfuagyxhQD6UsKib+dgxdsh+HNFRHVVk5CScQbaSIVQy00t9uZoN4Sez0Xo+Vz8uTkFPYc6geMEuPh3FiLuFCLijrYlwdqOQcc+Dug93Bl7lichPLQQv21OxZ/bUjFliQ9eH+AER/uqqVdRIYsjB3ORmabC62/YoGlrSzy4kY/Tv2TiwpEszaKPjq4iLN5fH32b1ow1Vbb96IIfvstD67YSDHjXCpyV7nBtpZKFSKQNUC7/mI+ZCzPAcYCNtQA717uhvr8In3+dibgkBca8Z4OPPzTdbriqZuckRkaRDFFh2v/vJp2dsOVuJwBASpYQSjkLC2shhGIGWUlSHPjiEaJuZeP83nhjVZsQAICAVW9VfU5SMbRwZiWZwsJtL3t1YcKifBU2zonBjVM5mn2N29qgdQ97ZKUpICviUCfAAm+OcoW1tfr2mGU5/N/op3hwrUDnXPWCJOjQ3QYyKQtvPzEGDHeA9fPWhLIkFKtUHC6eKMCe77MQFa5/gTmBABg92xPvTnYDwzBoLOGf70RcylvYmdGfUHxVxj/yqrwJxS8r4PiH2jcXM8jMUuJBuAKd21vojKzK5/gX4CutW8qGZ/CbTx3jLZzJp9Mgd1z5S/1/becsQv2WdrB3kSCgpR06vuOGIlHxIeEcx+Hh+Qwc3xiF+AfG//sj1csUPn9f1KH3uA0oLKrahTOtrSQ4vWeqyXy/1CTUclPLWdkKMWdzAB5ez8PvG5Jw72o+Ht4sQHqKAgt31odP/ZfnjFF/WTOMAKnPiv+RxkTIEROh3b93fSZ6DLDFiElO8PXX/1a6c60If+7Pwbl/CvQ+BlAnP9dvbIX353mhUSub8r3QGsrZSYQuHejPEADGfhOAZxEFiHtYgLxMJcLOZgEALh5KwZ6FT+DT0BYTf2gBJy/te1YgEKBJd1fUb+OI+e3PG6vqhNDyCyaGPlVrmeGBt/WWHYxsi5iHhVg5ORKp8XLMficCfUa7wdpeBCc3MQryWQgYQC7lkJagXbZhwf5GEEsEuPZPBrLTFEiKliL2cRHyc1kcOZCLIwdy0ew1G7w11gUtOtvC0ppBbIQU4aFFuHYqB7fO5+vUo1tvS5w/LdXZd+BqAFw8Xm7p0CbnRir4R2/VFWXzltvxtCqJBSq9ZQDgxug/1lrA/+djIeDPkSni9C+NIQT/vEOOPMPIAYDhOf56rB/vse39YnnLDYUTirHgjza4fyETp3bFIzVWCnmhCgU5SoADEh7n49t3r+Hba68XO/avDU+MUGNCiKmi4MbM1GtsjWV/BGPlxEjEPCrCkR0ppR6z7P3Hmp9XHmkMv0bWUCk53L+ai982JCIytAD3rqk3fdp1tEBmhgojx9jim4XZmv2t2kmwZK0zJB41Z7ZkYlhNuzqjaVdtQCuXsji6MQYndzxDYY4SSjkLkUQ3cCzIUVZ3NQnRQUPBTQsFN2bIyV2CJYeC8d/v6Yh5WAiFnENWqgJWdkLkZigQeScfKj2NCvPefoi3J3pg1Jw6aNHFAS26OCDhSREu/JaCq8dzkPpSi0/DVlbw8rOAtQ0DNq8IN67KdAKbxs3F2PqTGyQWAqTyN6AQMyaxZNBlhBdO7ngGACjIUcDBTTdZ27VO7VlIlBBSeRTcmCmxBYM33nPX2bdtYSyuH88q9dgjO1JwZEcK+o5xR9d3XeBexwLj5nli/HxPnPktCzuXJaFBc2tkpijw31/Zes8z8RN7SCxMd9kHYjpcfCzACAVgVRyu/JaEfh/V0ykPbGv6UwWQWo6WXzApFNwQAOoRUmd/SQMAOLiKkJOubebf+7AtRGIGDKfCnz8k4dd16uUOju9LxfF96tEtFlYCSCwZ5GWpm2DuXMpHaRo1pa4oUjYMw8DZ2wLp8VLcO5tRLLjJy9Cfv0RIdaBuKdNSu2cFI2V2/4p2yPNr/bT5Di8CG0A9MmXwJ97Ydq0Fhk7zRstu2olvZEWcJrB5Yc76utgb0qjE57sV5QPvOhRbk7Jr2MkJAJD8tLBYmZ2rpLqrQwgxYfTtYuaUChYX/8rEwbXqfIaObzlDIVffLtRvbqMJbF5m7yzG0KneAABpoQrZaQpYQA6lnIOLpxi2DkKdx7vXESP1mfrO2tNbiNVbXCAUUncUKZ+GHZxw+ZckyIuKJ2jZu1ArIDEyGgpuUii4MTO5mQpkJiuQ8LQIj27k4/bZbGSmqAMPDz8LtO7phE0z1YsUvvE/d75TAQAsrYXw9BPCmmdo8rKf6yP0cBL6D7KGjy+95UjFWNmqg+aS0hC8GpjHvEiEkLKhGYoryRRmyKwueyI66i0rbb6Y0rgJ9c8ELC1lpl8bRsZbLob+ugWIi3dxvMyWZy4bob4Fj6pAIVe5oc1pPP8d3kL+3mgnn2eVem5DGbmoAQ4uigQjFGDDg27FygtUYkRczkDIoWd4eC4NrJI+2mo7U/j8fVGHPu99b5AZik/8PM0svl+qGt1GE0JqBGmBOmJjhCWXCwQCNHzdFQ1fd0VeugxXD8bj1A9R1VhDQoipoIRiQkiN4BOk7npSyjnEP+S/i7VztcCbnwZi5b038OmB9tVRPWLuXgwFr+qNVAgFN4SQGqFRZydIrNQfWSuH3sK2qfehlPMvIMoIBfBr4VgNtSPm7sVQ8KreSMVQcEMIqREYhsGHm5pCwAAcC4SdSsfcDpcRR6uBE0JeQcENIaTGaNTJGd+c74jW/dwAALJCFVaPuI0nN7ONWzFCOANtpEIouCGE1CgObhaY8F0TfLavBRghoFJyWD8uDDG3S146hKO8BULMDgU3hJAaKai9E2YdaKVec0rJYev4WyXm4Dw6n26E2hFzQzk3poWGgpMyGxd0VW/ZzvDOvMcKBfyJn2kqe71lKo5/PpnS5sERQv9ze4r457nhnb+nlA8ea545cgBABD1jmgFYlzKFjqqU1ggPof7XrCql4nHPPHnLfesk85YbClvC+8C3mSNmHWyNb4epA5tbf8Tj9VF1dB6jyK/auUcIMWUff/wx5syZA09PT4SFhWHq1Km4ceOG3sc7ODjgm2++weDBg+Hs7IzY2FhMnz4dx44dq8ZaVz0KbgghNZpvU3tY2AghK1Ah41lRsfKsJKkRakXMDsupt6o+ZzkMHz4ca9euxZQpU3Dt2jVMnz4dJ06cQMOGDZGWllbs8WKxGKdOnUJqaiqGDh2KhIQE+Pn5ITs7u4pegPFQcEMIqfFeNGQJRcVbd7IpuCHVwQTWlpo5cya2b9+OPXv2AACmTJmCAQMGYPz48Vi5cmWxx48fPx7Ozs7o1KkTlEr1rOixsbGVrbVJMImcm3HjxoHjOAwcOBAA4ObmhmPHjiEiIgL37t1Dly5dNI+t7jJCiOl7EdTkpBbvguo10a+6q0NIlbKzs9PZJBJJsceIxWK0adMGp0+f1uzjOA6nT59Gx44lL53zzjvv4OrVq9i0aROSk5Nx7949zJ8/HwxjEqFBpRj9Ffj5+WHSpEm4elWbz7FixQqEhIQgKCgIH3zwAX7++WeIRCKjlBFCTJ9PI1sAwK0jSXj2SHfeG2cfK2NUiZgZAQyQUPz83AkJCcjNzdVs8+fPL/b8rq6uEIlESElJ0dmfkpICT8+S8+jq16+PoUOHQigUon///liyZAlmzZqFhQsXVvHVqX5GDW4EAgF27NiBqVOnQibTLn44fPhwbNmyBQBw8+ZNJCYmolu3bkYpe5VEIikWRRNCjGv0skYQigRgVcCOj8OMXR1CqpSPjw/s7e012/Lly6vkvAzDIDU1FZMnT8bt27fx66+/4ptvvsGUKVOq5PzGZNTgZubMmbh8+TJu376t2efs7AyxWKwTfcbExMDX17fay0oyf/58nQg6ISGhSq4FIaTiXHysMOqbYABAdrIMSiX/6DxCqpwB15bKy8vT2eTy4t2v6enpUCqV8PDw0Nnv4eGB5OSSRzgmJSUhIiICLKv9e3n06BG8vLwgFvOPQjV1Rut7adKkCYYMGYKuXbsaqwoVsnz5cqxdu1bzu52dHQU4ACY0vMxb/lMk/+KFfMO1LRkl77HZKhvecr663Yqty3ssoP+5LUuZhELM85oAgBHov7dgSrvvKGVofUnDpl8obSi4qpQkxpCYenrLYhSuvMeObHCT/+Q8mBKud+iJVMTcy8Pb0/1RUPD8mggAlUAIjtNew6/vva35OTuxENv/dwn56TJ4BTtg+Jo2WN//bIXrRYgpUCgUuHXrFnr16oXDhw8DUPeO9OrVCxs3bizxmMuXL+O9996DQCDQTHYZFBSExMREKBSKaqu7IRit5aZLly6oV68eIiMjER0djQ4dOmDbtm0YPnx4seizXr16iIuLQ2ZmZrWWlUQulxeLogkh1Sv0RCoW9riKHZ89xOkd8fiiy1WkRBYAUOcp8CVEOnpbY8zWDrBxliDpUQ5+GPxf9VSa1GqmMInf2rVrMWnSJIwZMwaNGjXC5s2bYWNjg927dwMA9u7di2XLlmkev3nzZjg7O2P9+vVo0KAB+vfvjwULFmDTpk1VeWmMwmjBzZYtW+Dt7Q1/f3/4+/sjJCQEkydPxpYtW3Do0CFNn1/btm3h4+OD8+fPA0C1lxFCTEPcgzzsmP4As9tfwo7PHiIrSZunl5+lwJUD8QDULfnbJvC3EHkE2WPij6/Dp6kjFFLqwiJVoLJrSOnbyuHXX3/F7NmzsXjxYty5cwctW7ZE3759kZqaCgDw9fWFl5eX5vHPnj1Dnz590K5dO9y9exfff/891q9fjxUrVlTwIpgOkxwSNG/ePOzfvx8RERGQy+UYPXq0Zgx+dZcRQkzDyiG3dH539JDg3XkBAIDdMx/plEVezSz1fM51bTByXVus63sGKiXNc09qh02bNulteenRo0exfSEhIXqHitdkJhPcvHzRU1NT0adPnxIfV91lhBDTYWEtRIN2Dug1oS6C2jtp9ic8LsDJbdquZL+WDmU6n72HFZr290HY38+qvK7EvAg4DoIqXqS1qs9nTkwmuCGEED5zf2sNv6Ylr0E2cGZ9FBRwSHiYiw93t4NIUvYe985jAyi4IaSWoeCGEFIj6AtsXhj0RXCFzusRxH9eQsqEfb5V9TlJhRh9hmJCCCGEkKpELTekWvyvwXVjV6FEbfziecv/ftpMb1mAOIP3WKlAxVvuweifi0YsEPIeWxlsKUMwSrtZdGRkesu8RVm8x24Pf13z85px9/D4ag7cfC2x7FRbFLAWpTwz//UU8rwuP4t03mO/uvcO8lKl+OPzW4i5kQFGJMCU37vDrb56BvKvm/1dSt2IuaOcG9NCLTeEEKPwaWANAMjNKD7bqjHYuVti9NaOCOjsBlbJ4fjye8auEqlJTGAoONGi4IYQYhQBrdW5LrJC00ksEIoZDPiiORiRAFEh6Yi/U/qQckKI6aHghhBiFA3bPx+uzQEpMYXGrcxLnOraILi3eqKz6Gv83VmEaBhwbSlSfhTcEEKMwt5FgherJNy/mG3UurzK1d8WAJCTVGTkmhBCKoKCG0KI0Th6SAAA//2cZOSa6KE/55sQHaawthTRouCGkDLISFZAVdpy2aTc+kysAwBIjipCVpLUyLXRkuapl19RFNEyLITURBTcEMIjJ0OJJZNi8EHnx3g36D4FOFWs+3ueYJ6Peg89lmLcyrykbgv10g73/klAXqrpBF3EhFHOjUmheW4I4fF+e90FGd8Nul/mY5/Ge/KWp7MKvWV2DP+cLhbgnwdHxTOGVFXKB2ZpdzxSTv9z2/PMgVPiczEMbJ3EyE1XICo0F114zl3ISnjPZSnQ38qSprTjPZZvHpu1vU7yHksIMT0U3BBCjMrN1wq56QqkPM03dlUIqTABq96q+pykYqhbihBiVH5NbAAAuSnla/UhxKRQt5RJoeCGEGJUQe3U893IClVgWbpVJYRUHgU3hBCjCu7sqPn52YM841WEkMqg5RdMCgU3hBCjsrYVQSRWTyjz+HyakWtDCKkNKLghhBids496RfCL++Ooa4rUSC9WBa/qjVQMjZYixEAC6ibzlp+MaqS3zKaUIdUNxBVPvi0tdCitnOGZNtWylOEdbqKSu51mrKqD+cOfQJqnxOHlERi4oHHxenH892J5rCVvOSHEfFDLDSHE6ILb2CDgNWcAwNUDcchNo4nzSA1Do6VMCgU3hBCTMHpdSzBCATgW2Dct1NjVIaR8OKibPatyo9imwii4IYSYBGt7CbpP9AcAxN/NQfhlSi4mhFQMBTeEEJPxxqeBsHESAwAOzrtLycWkxqCEYtNCwQ0hxGQwDINRq1oAAAqzFDjxfaSRa0QIqYkouCGEmJQGnVzh29IRAHBhVwwKc+XGrRAhZcHBAAnFxn5RNRcFN4QQkzP2+1YQMACr4vDLvHvGrg4hpIaheW4IMZJEpZPesnridN5joxT8t3TeIv1DqfNY/nua55MFV0g2K+EtHxQQxlNactnjC2mY1+R4xSsF4Ot7b1fqeEJKZYih25RzU2EU3BBCCCGV9WL4dlWfk1QIdUsRQgghpFahlhtCCCGkkgwxdJuGglcctdwQQgghpFahlhtCCCGksiih2KRQyw0hhBBCahVquSHESMYFXdVb9vfTZrzHqhj+8dppKpXeMkuB/rKycGT0Hx+lsOY99k5sHQCAUsnin7+K8NfBAjy4K4dcpn1McG8vjPyubbFjv2p2pGIVruSxhJQJtdyYFApuCCHVIjdbiZ925eDk0ULExaiKfW5b2IrQ8f366PFxQ+NUkJDKoODGpFBwQwgxmLinchzcloWQ/wqQmVq8xcfdg8HrPS0x9kM73HFpb4QaEkJqIwpuCCFV6ublAvy+Oxt3rxWhIF/3zpMRAgENROj/rjVGjLaFta027e9ObnXXlJAqRJP4mRQKbgghlaJUsvjtkBQHDhTh/v0UKOS6AY3EUoDgFhZ45z0HvPuOEAxD4xgIIYZFwQ0hpNxycljs2lmII38XISpKBfaVO0w7BwatO1pj6ARHNGtrpdnPMEXVXFNCqgdN4mdaKLghhJTL2Pczce6cvNh+L28Gr/WyxYjJTvCqw7+AJiGEGBIFN4SQMlv3ba4msGEYIDBQiIGDrDB2nDXs7RlEKeyMXENCjIRGS5kUCm4IMUHZKv75YiwFCt7yNn7xestezDWjjwolf6A+uCvH5g0FAIAGQUKcOu1SLH9GLFDynlsOod6yjjaRvMcSYtJYTr1V9TlJhVBmHyFmZuemXORkl28YhlLJYsrodHAcYGkJ/PlX8cCGEEJMBX06EWJmNqzKxbKFWeU65vNpWcjJVt9Fbt3uCHt7+uggRMeLbqmq3kiF0CcUIbVMUnzxZN9Xnf63CPdCZaU+DgBCLklx8qgUANC7nyV69LCsVP0IIcTQKLghpIaQFanAlXInd/6fXIztFsX7mF59raBSATM/zEBCPH+OjFLJYsbkTACAvYMAqzY5la/ShJgNQ7TaUMtNRVFCMSE1wKrxj3H/Ug4AoOcod3TrIUbLjjawstHen9y7XohvpiaCYVBs3pmXfb3aCTFRCjyNUGLA68n49bg7goJLHrq9cEa2ZpbhDbtcIBIxACq38CYhhBgaBTeEmDClgoVQJNAENgBw9kAqzh4ARGKgSVtrdOpti7bdbLB6bhIA/sAGAGztGPyw3w0j+6UgK5PF8L6pWL/TBd16WxV77IWz6u6o13tYoFU7i6p7YYTUNjQU3KRQcEOICVoy8gGSo6XIy1KCeWn0dL8JXpAXqfDwUhaS4hQIu1qIsKuFwBJ1ubu3CFuP+ePdFvzDqj08hdi0zxXvvZUKAPhsQgauhfvAwlKg8zj586UU2nagSfkI4UVDwU0KBTeEmKDI2/man9mXeoGO7UziPS41UVlqYNPS71mJ+19rmABAdx4c1fOUHDt7IVhOHfgUsoJix77gJpTyPnc2qz9IYqH/vIQQUh4U3BBC9HrRxeXkrH/yPUIIAI5Vb1V9TlIhNFqKEFIiuZzVdPm7uNFHBSGk5qCWG0JIie7f0c6XE9xMbMSaEFIDUEKxSaHbMUJIia5dUk/yJxYDEgl9VBBCag5quSGE6BjQJQkJcdosZntHCmwIKRWNljIp9KlFCNHxcmAjYIBRH9gasTaEEFJ+1HJDCNGLY4GNq3KxcVWuZt/1WD+9j7cH/7pWjoz+cgXHf6/1X3QD3vLu/vxD4AkxKMq5MSkU3BBCCCGVxcEAwU3Vns6cULcUIYQQQmoVCm4IIeWSm0MLZxJSTFWvCF7Bbq6PP/4Y0dHRKCoqQkhICNq1a1em40aMGAGO4/Dnn3+W+zlNEQU3hJByOXeskLf8n7+LsOTLHOTn0eyqhFSn4cOHY+3atfj666/RunVrhIWF4cSJE3Bzc+M9zs/PD6tXr8aFCxeqqaaGJwD16lWKnZ0dcnNzYW9vj7y8PGNXhxCjsLAQQCYr/lHSd4AlPv/SHp5e6uUbGJ7lo9JUlrzPoeD4UwQpodj8mMLn74s6DGkwC4X5/GurlZe1rSV+j1wDHx8fndcnk8kglxdPzg8JCcGNGzcwdepUAIBAIEB8fDw2bNiAlStXlvgcDMPgwoUL2LVrF7p06QJHR0e8++67Vfo6jIFabgghlVZSYAMAx/+RYtjb6YiJVlZzjQipPRISEpCbm6vZ5s+fX+wxYrEYbdq0wenTpzX7OI7D6dOn0bFjR73n/vLLL5Gamopdu3YZpO7GQqOlCCHlsnqHGy6fLUJqsgqXzxYBACwsBXBxEyIwUIgevS3Qup0EIZfkWL44F2mpLJYtysW2vc5GrjkhBmTAoeAltdy8ytXVFSKRCCkpKTr7U1JS0KhRoxJP37lzZ0yYMAEtW7asujqbCApuCCHlMntiWrF9MimHxHglEuOVuHCu+AfvhXMyNPJN4j3vgzhv3vIYpXX5KkpIdTJgcJOXl1fl3W62trbYv38/Jk2ahIyMjCo9tymg4IYQQgip4dLT06FUKuHh4aGz38PDA8nJycUeHxAQAH9/fxw5ckSzj2HUmSoKhQINGzZEVFSUYSttQJRzQwghhFTWi7WlqnorI4VCgVu3bqFXr16afQKBAL169cLVq1eLPf7x48do2rQpWrZsqdn+/vtvnDt3Di1btkR8fHyVXBZjMWpwc+LECYSFhSE0NBQXLlzQ9PtFR0fj8ePHCA0NRWhoKIYPH645JjAwEJcvX0Z4eDiuX7+Oxo0bG7SMEEIIqQnWrl2LSZMmYcyYMWjUqBE2b94MGxsb7N69GwCwd+9eLFu2DIA6b+fBgwc6W3Z2NvLy8vDgwQMoFApjvpRKM2q31PDhw5GTkwMAGDRoEPbs2aMJcEaMGIGwsLBix2zduhXbtm3D3r17MWTIEOzZswft27c3WBkhpHpwHAeBgGesOCEmjONYcFzVzu1U3vP9+uuvcHNzw+LFi+Hp6Yk7d+6gb9++SE1NBQD4+vqCZc1j/imTmedm7NixmD59Olq1aoXo6GgMGjSoWHDj5uaGJ0+ewNnZGSqVepbUpKQkvP7668jNza3ysqdPnxarp0QigYWFheZ3Ozs7JCQk0Dw3hFTS/Vgv3uAmRunEe/yA+g+qukrExJnSPDeD600zyDw3f8R8T98vFWD0hOK9e/eiR48eAID+/ftr9u/btw8CgQDXr1/H559/jvT0dNStWxdJSUmaIAQA4uLi4Ovri5ycnCovKym4mT9/PhYtWlSVl4AQAlCrDanZuPLlyJT5nKRCjJ5QPHbsWPj6+mLhwoWaGRS7du2KFi1aoHXr1khPT8fevXuNXEut5cuXw97eXrP5+PgYu0qEEEKMzUTWliJqRm+5eWHfvn3YsmULnJ2dNVnaSqUS69atQ0REBAAgPj4eXl5eEAqFmpYWX19fxMXFITc3t8rLSiKXy0uc9poQUjnCUnrIPYW51VQTQkhNZ7SWGwcHB3h5eWl+HzhwIDIyMiCVSuHg4KDZP2rUKISGhgIA0tLScPv2bYwePRoAMGTIEDx79gxPnz41SBkhhBBSJixrmI1UiNESin19fXHo0CFYWVmBZVmkpaVh9uzZyM3Nxe+//w6hUAiBQICoqCh89tlniI2NBQAEBQVhz549cHFxQW5uLj744APcv3/fYGWlMYWENkJqg8dxXrzlBaUsnNnGr2bPy0HKzxQ+fzUJxXU+RmFeFScU21nij2c/0PdLBZjMaKmayhT+uAipDSi4IeVlCp+/muDG5yPDBDcJm+n7pQKMnlBMCCGVFfO0Zk84RgipWiaTUEwIIRVx7K8CLPws09jVIGaOY1lwVZwjU9XnMycU3BBCaqxdG3Pxw+ocY1eDEIOuCk7Kj4IbQohJaOSbZOwqEEJqCQpuCCGEkMoq5yreZT4nqRBKKCaEEEJIrUItN4QQQkhlcRxQxauCU85NxVHLDSGEEEJqFWq5IYQQQiqJYzlwVZwjU9XnMycU3BBCCCGVxbEG6JaieW4qirqlCCGEEFKrUMsNIYQQUknULWVaqOWGEEIIIbUKtdwQQgghlUU5NyaFgpsqYmdnZ+wqEEKIWTGlz11re6sacU5zQcFNJb3440pISDByTQghxDzZ2dkhLy/PKM8tl8uRlJSEA/FbDXL+pKQkyOVyg5y7NhMAoIylSvL29jbaH1ZNYmdnh4SEBPj4+ND1KgO6XuVH16x8asP1srOzQ2JiolHrYGFhAYlEYpBzy+VyyGQyg5y7NqOWmypg7D+smiYvL6/GfpAaA12v8qNrVj41+XqZQr1lMhkFICaGRksRQgghpFah4IYQQgghtQoFN6TayGQyLFq0iJpvy4iuV/nRNSsful6ktqKEYkIIIYTUKtRyQwghhJBahYIbQgghhNQqFNwQQgghpFah4IbwWr9+PaKjo8FxHFq0aKHZHxgYiMuXLyM8PBzXr19H48aNjVZmSvRdr+joaDx+/BihoaEIDQ3F8OHDNWXmfL0sLCzw559/Ijw8HHfu3MHJkycREBAAAHBzc8OxY8cQERGBe/fuoUuXLprjqrvMlPBds3PnziEqKkrzPps+fbrmOHO+ZsQ8cbTRpm/r0qUL5+Pjw0VHR3MtWrTQ7D9z5gw3duxYDgA3ZMgQ7vr160YrM6VN3/V69feXN3O+XhYWFly/fv00v3/yySfcuXPnOADczp07ua+++ooDwLVt25aLj4/nRCKRUcpMaeO7ZufOneMGDhxY4nHmfM1oM8vN6BWgrQZsL385u7m5cTk5OZxQKNSUJyUlcQEBAdVeZuzrUpbrVdLvLza6XrpbmzZtuOjoaA4Al5eXx3l4eGjKrl27xvXq1csoZaa8vXzN+IIbuma0mdNG3VKk3OrWrYukpCSoVCrNvri4OPj6+lZ7WU2yb98+3L17Fzt27ICrqyuA6r+Wpu6zzz7D4cOH4ezsDLFYjJSUFE1ZTEwMfH19q73M1L24Zi+sWLECd+/excGDB+Hv7w8AdM2I2aHghpBq0LVrV7Ro0QKtW7dGeno69u7da+wqmZz58+cjMDAQ8+fPN3ZVaoxXr9n777+P4OBgNG/eHBcvXsTRo0eNXENCjIOCG1Ju8fHx8PLyglAo1Ozz9fVFXFxctZfVFPHx8QAApVKJdevWaRIv6XqpzZo1C4MHD0a/fv1QVFSEzMxMKJVKeHh4aB5Tr149xMXFVXuZqXr1mgHAs2fPNOWbNm1C/fr14ezsTNeMmCWj943RZvrbqzkj586d00lYvXHjhtHKTHF7+XpZW1tzDg4OmrIZM2Zw58+fp+v10vW4efMm5+joqLN/9+7dOsmqz5490ySrVneZqW0lXTOhUMi5u7trfh88eDAXExNjtOtJG21G3oxeAdpMeNuyZQsXHx/PKRQKLjk5mYuMjOQAcEFBQdyVK1e48PBw7saNG1zTpk01x1R3mSltJV0vf39/7vbt21xYWBh39+5d7q+//uL8/PzoegGcj48Px3Ec9+TJEy40NJQLDQ3lQkJCOACcu7s7d+LECS4iIoK7f/8+1717d81x1V1mSpu+a2Ztbc3duHGDu3v3Lnfnzh3u9OnTXPPmzema0WaWG60tRQghhJBahXJuCCGEEFKrUHBDCCGEkFqFghtCCCGE1CoU3BBCCCGkVqHghhBCCCG1CgU3hBBCCKlVKLghhBBCSK1CwQ0hhBBCahUKbgghhBBSq1BwQwghhJBahYIbQsyMq6srkpKSMH/+fM2+jh07QiaToWfPnkasGSGEVB2jL3BFG220Ve/Wr18/TiaTcW3atOFsbW25J0+ecGvWrDF6vWijjTbaqmKjhTMJMVMbN25E7969cfPmTTRr1gzt2rWDXC43drUIIaTSKLghxExZWlri/v37qFu3Ltq0aYP79+8bu0qEEFIlKOeGEDMVEBAAb29vMAyDevXqGbs6hBBSZajlhhAzJBaLcf36ddy5cwfh4eGYPn06mjVrhrS0NGNXjRBCKo2CG0LM0KpVqzB06FC0aNEC+fn5OH/+PHJycvD2228bu2qEEFIljJ7VTBtttFXf1q1bN04ul3OdO3fW7PPz8+Oys7O5KVOmGL1+tNFGG22V3ajlhhBCCCG1CiUUE0IIIaRWoeCGEEIIIbUKBTeEEEIIqVUouCGEEEJIrULBDSGEEEJqFQpuCCGEEFKrUHBDCCGEkFqFghtCCCGE1CoU3BBCCCGkVqHghhBCCCG1CgU3hBBCCKlV/h/j5MbWJQAZ3QAAAABJRU5ErkJggg==" + ] }, "metadata": {}, - "output_type": "display_data", - "jetTransient": { - "display_id": null - } + "output_type": "display_data" } ], - "execution_count": 13 + "source": [ + "# output inputs\n", + "variables_to_plot = [\"depth\", \"thickness_mean\", \"thickness_sd\"]\n", + "fig, axes = plt.subplots(\n", + " nrows=len(variables_to_plot),\n", + " ncols=1,\n", + " figsize=(7, 5 * len(variables_to_plot)),\n", + " sharex=True,\n", + " sharey=True,\n", + ")\n", + "for i, variable in enumerate(variables_to_plot):\n", + " plot_grid(\n", + " getattr(aquifer, variable), axes=axes[i], add_netherlands_shapefile=True\n", + " ) # See documentation on plot_grid in pygridsio,\n", + " # you can also provide your own shapefile\n", + "plt.tight_layout() # ensure there is enough spacing\n", + "plt.savefig(output_data_path / \"input_maps_1.png\")\n", + "\n", + "variables_to_plot = [\"porosity\", \"ln_permeability_mean\", \"ln_permeability_sd\"]\n", + "fig, axes = plt.subplots(\n", + " nrows=len(variables_to_plot),\n", + " ncols=1,\n", + " figsize=(7, 5 * len(variables_to_plot)),\n", + " sharex=True,\n", + " sharey=True,\n", + ")\n", + "for i, variable in enumerate(variables_to_plot):\n", + " plot_grid(\n", + " getattr(aquifer, variable), axes=axes[i], add_netherlands_shapefile=True\n", + " ) # See documentation on plot_grid in pygridsio,\n", + " # you can also provide your own shapefile\n", + "plt.tight_layout() # ensure there is enough spacing\n", + "plt.savefig(output_data_path / \"input_maps_2.png\")" + ] }, { + "cell_type": "code", + "execution_count": 6, + "id": "baf27245fe233465", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:33:03.875427800Z", - "start_time": "2026-03-03T13:32:28.682759600Z" + "end_time": "2026-03-10T09:31:56.256613Z", + "start_time": "2026-03-10T08:58:13.592148Z" } }, - "cell_type": "code", - "source": [ - "# if set to True then simulation is always run, otherwise pre-calculated results are read (if available)\n", - "run_simulation = True\n", - "# simulate\n", - "# if doublet simulation has already been run then read in results, or run the simulation and write results out\n", - "if (output_data_path / \"output_results.nc\").exists and not run_simulation:\n", - " results = xr.load_dataset(output_data_path / \"output_results.nc\")\n", - "else:\n", - " results = calculate_doublet_performance_stochastic(reservoir_properties, p_values=[10, 20, 30, 40, 50, 60, 70, 80, 90], chunk_size=100)\n", - " results.to_netcdf(output_data_path / \"output_results.nc\") # write doublet simulation results to file\n", - "print (\"ready with simulation\")" - ], - "id": "baf27245fe233465", "outputs": [ { "name": "stdout", @@ -137,94 +173,125 @@ ] } ], - "execution_count": 14 + "source": [ + "# if set to True then simulation is always run,\n", + "# otherwise pre-calculated results are read (if available)\n", + "run_simulation = True\n", + "# simulate\n", + "# if doublet simulation has already been run then read in results,\n", + "# or run the simulation and write results out\n", + "if (output_data_path / \"output_results.nc\").exists and not run_simulation:\n", + " results = xr.load_dataset(output_data_path / \"output_results.nc\")\n", + "else:\n", + " doublet = ThermoGISDoublet(aquifer=aquifer)\n", + " results = doublet.simulate(\n", + " p_values=[10, 20, 30, 40, 50, 60, 70, 80, 90],\n", + " chunk_size=100,\n", + " ).to_dataset()\n", + " results.to_netcdf(\n", + " output_data_path / \"output_results.nc\"\n", + " ) # write doublet simulation results to file\n", + "print(\"ready with simulation\")" + ] }, { + "cell_type": "code", + "execution_count": 7, + "id": "74cb182821e159d", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:33:28.748352100Z", - "start_time": "2026-03-03T13:33:04.045644600Z" + "end_time": "2026-03-10T09:34:50.449536Z", + "start_time": "2026-03-10T09:34:30.540987Z" } }, - "cell_type": "code", + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "# plot results as maps\n", - "variables_to_plot = [\"transmissivity\",\"power\", \"pres\", \"npv\"]\n", + "variables_to_plot = [\"transmissivity\", \"power\", \"pres\", \"npv\"]\n", "p_values_to_plot = [10, 50, 90]\n", - "fig, axes = plt.subplots(nrows=len(variables_to_plot), ncols=len(p_values_to_plot), figsize=(3*len(variables_to_plot), 5*len(p_values_to_plot)), sharex=True, sharey=True)\n", + "fig, axes = plt.subplots(\n", + " nrows=len(variables_to_plot),\n", + " ncols=len(p_values_to_plot),\n", + " figsize=(3 * len(variables_to_plot), 5 * len(p_values_to_plot)),\n", + " sharex=True,\n", + " sharey=True,\n", + ")\n", "for j, p_value in enumerate(p_values_to_plot):\n", " results_p_value = results.sel(p_value=p_value)\n", " for i, variable in enumerate(variables_to_plot):\n", - " plot_grid(results_p_value[variable], axes=axes[i,j], add_netherlands_shapefile=True) # See documentation on plot_grid in pygridsio, you can also provide your own shapefile\n", + " plot_grid(\n", + " results_p_value[variable], axes=axes[i, j], add_netherlands_shapefile=True\n", + " ) # See documentation on plot_grid in pygridsio,\n", + " # you can also provide your own shapefile\n", "plt.tight_layout() # ensure there is enough spacing\n", "plt.savefig(output_data_path / \"maps.png\")" - ], - "id": "74cb182821e159d", + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "c8890ed290f328b", + "metadata": { + "ExecuteTime": { + "end_time": "2026-03-10T09:35:14.987699Z", + "start_time": "2026-03-10T09:35:13.954849Z" + } + }, "outputs": [ { "data": { + "image/png": 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", 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" + "
" + ] }, "metadata": {}, - "output_type": "display_data", - "jetTransient": { - "display_id": null - } + "output_type": "display_data" } ], - "execution_count": 15 - }, - { - "metadata": { - "ExecuteTime": { - "end_time": "2026-03-03T13:33:29.626161300Z", - "start_time": "2026-03-03T13:33:28.779391600Z" - } - }, - "cell_type": "code", "source": [ - "# plot net-present value at a single location as a function of p-value and find the probability of success\n", - "results[\"pos\"] = calculate_pos(results) # calculate probability of success across whole aquifer\n", + "# plot net-present value at a single location as a function of\n", + "# p-value and find the probability of success\n", + "results[\"pos\"] = calculate_pos(\n", + " results\n", + ") # calculate probability of success across whole aquifer\n", "x, y = 125e3, 525e3 # define location\n", - "results_loc = results.sel(x=x,y=y,method=\"nearest\") # select only the location of interest\n", - "pos = results_loc.pos.data # get probability of success at location of interest as a single value\n", + "results_loc = results.sel(\n", + " x=x, y=y, method=\"nearest\"\n", + ") # select only the location of interest\n", + "pos = (\n", + " results_loc.pos.data\n", + ") # get probability of success at location of interest as a single value\n", "\n", "# plot npv versus p-value and a map showing the location of interest\n", - "fig, axes = plt.subplots(ncols=2, figsize=(10,5))\n", + "fig, axes = plt.subplots(ncols=2, figsize=(10, 5))\n", "results_loc.npv.plot(y=\"p_value\", ax=axes[0])\n", "axes[0].set_title(f\"Aquifer: ROSL_ROSLU\\nlocation: [{x:.0f}m, {y:.0f}m]\")\n", - "axes[0].axhline(pos, label=f\"probability of success: {pos:.1f}%\",ls=\"--\", c=\"tab:orange\")\n", - "axes[0].axvline(0.0,ls=\"--\", c=\"tab:orange\")\n", + "axes[0].axhline(\n", + " pos, label=f\"probability of success: {pos:.1f}%\", ls=\"--\", c=\"tab:orange\"\n", + ")\n", + "axes[0].axvline(0.0, ls=\"--\", c=\"tab:orange\")\n", "axes[0].legend()\n", "axes[0].set_xlabel(\"net-present-value [Million €]\")\n", "axes[0].set_ylabel(\"p-value [%]\")\n", "\n", - "plot_grid(results.pos,axes=axes[1], add_netherlands_shapefile=True)\n", - "axes[1].scatter(x,y,marker=\"x\",color=\"tab:red\")\n", + "plot_grid(results.pos, axes=axes[1], add_netherlands_shapefile=True)\n", + "axes[1].scatter(x, y, marker=\"x\", color=\"tab:red\")\n", "\n", "plt.tight_layout() # ensure there is enough spacing\n", "plt.savefig(output_data_path / \"pos.png\")" - ], - "id": "c8890ed290f328b", - "outputs": [ - { - "data": { - "text/plain": [ - "
" - ], - "image/png": 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" - }, - "metadata": {}, - "output_type": "display_data", - "jetTransient": { - "display_id": null - } - } - ], - "execution_count": 16 + ] } ], "metadata": { diff --git a/examples/07_example_maps_portfolio.ipynb b/examples/07_example_maps_portfolio.ipynb index 7dee4f3f1943e388d4fe0a83b17b1989192da3df..2ec7cc0bac7bc65e602bd1d8c5f76c884f5f14e2 100644 --- a/examples/07_example_maps_portfolio.ipynb +++ b/examples/07_example_maps_portfolio.ipynb @@ -2,123 +2,163 @@ "cells": [ { "cell_type": "code", - "id": "initial_id", + "execution_count": 1, + "id": "bea1c4b07cf23a2a", "metadata": { - "collapsed": true, "ExecuteTime": { - "end_time": "2026-03-03T13:34:53.509516600Z", - "start_time": "2026-03-03T13:34:48.148172100Z" + "end_time": "2026-03-10T09:15:30.439194Z", + "start_time": "2026-03-10T09:15:23.444982Z" } }, + "outputs": [], "source": [ - "from pythermogis import calculate_doublet_performance_stochastic, calculate_pos\n", - "from pygridsio import read_grid\n", - "from matplotlib import pyplot as plt\n", + "from pathlib import Path\n", + "\n", "import numpy as np\n", "import xarray as xr\n", - "from pathlib import Path\n", + "from matplotlib import pyplot as plt\n", + "from pygridsio import read_grid\n", "\n", - "input_data_path = Path( \"test_input\") / \"example_data\"\n", - "output_data_path = Path( \"test_output\") / \"example7\"\n", - "output_data_path.mkdir(parents=True, exist_ok=True)\n" - ], - "outputs": [], - "execution_count": 1 + "from pythermogis.aquifer import StochasticAquifer\n", + "from pythermogis.doublet import ThermoGISDoublet\n", + "from pythermogis.postprocess import calculate_pos\n", + "\n", + "input_data_path = Path(\"test_input\") / \"example_data\"\n", + "output_data_path = Path(\"test_output\") / \"example7\"\n", + "output_data_path.mkdir(parents=True, exist_ok=True)" + ] }, { + "cell_type": "code", + "execution_count": 2, + "id": "74ea19289644cf28", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:34:54.241913600Z", - "start_time": "2026-03-03T13:34:53.512815300Z" + "end_time": "2026-03-10T09:15:30.959900Z", + "start_time": "2026-03-10T09:15:30.448599Z" } }, - "cell_type": "code", + "outputs": [], "source": [ - "\n", "# read in reservoir property maps\n", - "reservoir_properties = read_grid(input_data_path / \"ROSL_ROSLU__thick.zmap\").to_dataset(name=\"thickness_mean\")\n", - "reservoir_properties[\"thickness_sd\"] = read_grid(input_data_path / \"ROSL_ROSLU__thick_sd.zmap\")\n", - "reservoir_properties[\"ntg\"] = read_grid(input_data_path / \"ROSL_ROSLU__ntg.zmap\")\n", - "reservoir_properties[\"porosity\"] = 0.01* read_grid(input_data_path / \"ROSL_ROSLU__poro.zmap\")\n", - "reservoir_properties[\"depth\"] = read_grid(input_data_path / \"ROSL_ROSLU__top.zmap\")\n", - "reservoir_properties[\"ln_permeability_mean\"] = np.log( read_grid(input_data_path / \"ROSL_ROSLU__perm.zmap\"))\n", - "reservoir_properties[\"ln_permeability_sd\"] = read_grid(input_data_path / \"ROSL_ROSLU__ln_perm_sd.zmap\")\n", - "\n" - ], - "id": "4193b180cd1064cc", - "outputs": [], - "execution_count": 2 + "thickness_mean = read_grid(input_data_path / \"ROSL_ROSLU__thick.zmap\")\n", + "thickness_sd = read_grid(input_data_path / \"ROSL_ROSLU__thick_sd.zmap\")\n", + "ntg = read_grid(input_data_path / \"ROSL_ROSLU__ntg.zmap\")\n", + "porosity = 0.01 * read_grid(input_data_path / \"ROSL_ROSLU__poro.zmap\")\n", + "depth = read_grid(input_data_path / \"ROSL_ROSLU__top.zmap\")\n", + "ln_permeability_mean = np.log(read_grid(input_data_path / \"ROSL_ROSLU__perm.zmap\"))\n", + "ln_permeability_sd = read_grid(input_data_path / \"ROSL_ROSLU__ln_perm_sd.zmap\")\n", + "\n", + "aquifer = StochasticAquifer(\n", + " thickness_mean=thickness_mean,\n", + " thickness_sd=thickness_sd,\n", + " ntg=ntg,\n", + " porosity=porosity,\n", + " depth=depth,\n", + " ln_permeability_mean=ln_permeability_mean,\n", + " ln_permeability_sd=ln_permeability_sd,\n", + ")" + ] }, { + "cell_type": "code", + "execution_count": 8, + "id": "6fecbfc21dffb597", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:34:54.574785200Z", - "start_time": "2026-03-03T13:34:54.502328500Z" + "end_time": "2026-03-10T09:15:33.185679Z", + "start_time": "2026-03-10T09:15:33.159408Z" } }, - "cell_type": "code", + "outputs": [], "source": [ - "# Select locations of interest from the reservoir properties and simulate doublet performance\n", - "portfolio_coords = [(125e3, 525e3), (100e3, 525e3), (110e3, 525e3), (125e3, 515e3), (125e3, 520e3)]\n", + "# Select locations of interest from the reservoir properties and simulate\n", + "# doublet performance\n", + "portfolio_coords = [\n", + " (125e3, 525e3),\n", + " (100e3, 525e3),\n", + " (110e3, 525e3),\n", + " (125e3, 515e3),\n", + " (125e3, 520e3),\n", + "]\n", "\n", "# Collect selected locations, create a new Dataset with the coordinate 'location'\n", + "aquifer_ds = aquifer.to_dataset()\n", + "\n", "locations = []\n", "for i, (x, y) in enumerate(portfolio_coords):\n", - " point = reservoir_properties.sel(x=x, y=y, method=\"nearest\")\n", - " point = point.expand_dims(location=[i]) # Add new dim for stacking\n", + " point = aquifer_ds.sel(x=x, y=y, method=\"nearest\")\n", + " point = point.expand_dims(location=[i])\n", " locations.append(point)\n", - "portfolio_reservoir_properties = xr.concat(locations, dim=\"location\")" - ], - "id": "275c8aec2c81f817", - "outputs": [], - "execution_count": 3 + "portfolio_reservoir_properties = xr.concat(locations, dim=\"location\")\n", + "\n", + "portfolio_aquifer = StochasticAquifer(**portfolio_reservoir_properties.data_vars)" + ] }, { + "cell_type": "code", + "execution_count": 9, + "id": "b11f283140d90aef", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:35:03.239154100Z", - "start_time": "2026-03-03T13:34:54.576799800Z" + "end_time": "2026-03-10T09:15:37.675953Z", + "start_time": "2026-03-10T09:15:35.533282Z" } }, - "cell_type": "code", - "source": "results_portfolio = calculate_doublet_performance_stochastic(portfolio_reservoir_properties, p_values=[10, 20, 30, 40, 50, 60, 70, 80, 90])", - "id": "a6bf247343ad275", "outputs": [], - "execution_count": 4 + "source": [ + "results_portfolio = (\n", + " ThermoGISDoublet(aquifer=portfolio_aquifer)\n", + " .simulate(p_values=[10, 20, 30, 40, 50, 60, 70, 80, 90])\n", + " .to_dataset()\n", + ")" + ] }, { + "cell_type": "code", + "execution_count": 10, + "id": "734fa65a41c768ef", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:35:03.360239Z", - "start_time": "2026-03-03T13:35:03.313340900Z" + "end_time": "2026-03-10T09:15:41.167523Z", + "start_time": "2026-03-10T09:15:41.161048Z" } }, - "cell_type": "code", + "outputs": [], "source": [ "# post process: clip the npv and calculate the probability of success\n", "AEC = -3.5\n", - "results_portfolio['npv'] = results_portfolio.npv.clip(min=AEC)\n", + "results_portfolio[\"npv\"] = results_portfolio.npv.clip(min=AEC)\n", "results_portfolio[\"pos\"] = calculate_pos(results_portfolio)" - ], - "id": "5bbd1b516ed87830", - "outputs": [], - "execution_count": 5 + ] }, { + "cell_type": "code", + "execution_count": 12, + "id": "48955d225fedb436", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:35:07.127828600Z", - "start_time": "2026-03-03T13:35:03.375899800Z" + "end_time": "2026-03-10T09:18:24.514422Z", + "start_time": "2026-03-10T09:18:19.819570Z" } }, - "cell_type": "code", + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "\n", "# plot results\n", "fig, axes = plt.subplots(ncols=2, nrows=2, figsize=(10, 10))\n", "colors = plt.cm.tab10.colors\n", "for i_loc, loc in enumerate(portfolio_coords):\n", - "\n", " # select single portfolio location to plot\n", " results_loc = results_portfolio.isel(location=i_loc)\n", " pos = results_loc.pos.data\n", @@ -127,8 +167,10 @@ " # plot npv versus p-value and a map showing the location of interest\n", " ax = axes[0, 0]\n", " results_loc.npv.plot(y=\"p_value\", ax=ax, color=colors[i_loc])\n", - " ax.set_title(f\"Aquifer: ROSL_ROSLU\\n POS \")\n", - " ax.axhline(pos, label=f\"POS: {pos:.1f}% [ {x:.0f}m, {y:.0f}m]\", ls=\"--\", c=colors[i_loc])\n", + " ax.set_title(\"Aquifer: ROSL_ROSLU\\n POS \")\n", + " ax.axhline(\n", + " pos, label=f\"POS: {pos:.1f}% [ {x:.0f}m, {y:.0f}m]\", ls=\"--\", c=colors[i_loc]\n", + " )\n", " ax.axvline(0.0, ls=\"--\", c=colors[i_loc])\n", " ax.legend()\n", " ax.set_xlabel(\"net-present-value [Million €]\")\n", @@ -137,12 +179,17 @@ " ax = axes[0, 1]\n", " kh = results_loc.transmissivity_with_ntg\n", " kh.plot(y=\"p_value\", ax=ax, color=colors[i_loc])\n", - " ax.set_title(f\"Aquifer: ROSL_ROSLU\\n kH\")\n", - " temp = results_loc.temperature.sel(p_value=50)\n", + " ax.set_title(\"Aquifer: ROSL_ROSLU\\n kH\")\n", + " temp = results_loc.temperature.sel()\n", " inj_temp = results_loc.inj_temp.sel(p_value=50)\n", " prd_temp = results_loc.prd_temp.sel(p_value=50)\n", - " ax.axhline(50.0, label=f\"POS: {pos:.1f}% TEMP res: {temp:.1f} inj: {inj_temp:.1f} prd: {prd_temp:.1f} \",\n", - " ls=\"--\", c=colors[i_loc])\n", + " ax.axhline(\n", + " 50.0,\n", + " label=f\"POS: {pos:.1f}% TEMP res: {temp:.1f} inj: \"\n", + " f\"{inj_temp:.1f} prd: {prd_temp:.1f} \",\n", + " ls=\"--\",\n", + " c=colors[i_loc],\n", + " )\n", " ax.axvline(kh.sel(p_value=50), ls=\"--\", c=colors[i_loc])\n", " ax.legend()\n", " ax.set_xlabel(\"kH [Dm]\")\n", @@ -150,8 +197,10 @@ "\n", " ax = axes[1, 0]\n", " results_loc.power.plot(y=\"p_value\", ax=ax, color=colors[i_loc])\n", - " ax.set_title(f\"Aquifer: ROSL_ROSLU\\n Power\")\n", - " ax.axhline(pos, label=f\"POS: {pos:.1f}% [ {x:.0f}m, {y:.0f}m]\", ls=\"--\", c=colors[i_loc])\n", + " ax.set_title(\"Aquifer: ROSL_ROSLU\\n Power\")\n", + " ax.axhline(\n", + " pos, label=f\"POS: {pos:.1f}% [ {x:.0f}m, {y:.0f}m]\", ls=\"--\", c=colors[i_loc]\n", + " )\n", " valp50 = results_loc.power.sel(p_value=50)\n", " ax.axvline(valp50, ls=\"--\", c=colors[i_loc])\n", " ax.legend()\n", @@ -160,8 +209,10 @@ "\n", " ax = axes[1, 1]\n", " results_loc.cop.plot(y=\"p_value\", ax=ax, color=colors[i_loc])\n", - " ax.set_title(f\"Aquifer: ROSL_ROSLU\\n COP\")\n", - " ax.axhline(pos, label=f\"POS: {pos:.1f}% [ {x:.0f}m, {y:.0f}m]\", ls=\"--\", c=colors[i_loc])\n", + " ax.set_title(\"Aquifer: ROSL_ROSLU\\n COP\")\n", + " ax.axhline(\n", + " pos, label=f\"POS: {pos:.1f}% [ {x:.0f}m, {y:.0f}m]\", ls=\"--\", c=colors[i_loc]\n", + " )\n", " valp50 = results_loc.cop.sel(p_value=50)\n", " ax.axvline(valp50, ls=\"--\", c=colors[i_loc])\n", " ax.legend()\n", @@ -170,24 +221,7 @@ "\n", "plt.tight_layout() # ensure there is enough spacing\n", "plt.savefig(output_data_path / \"npv.png\")" - ], - "id": "2896e3d7407ece6", - "outputs": [ - { - "data": { - "text/plain": [ - "
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UZWdn06tXr+jIkSPUrl07nTzatGlDGzZsoAcPHlBKSgplZ2dTVFQU7dixQ6f2PSAggAxx7tw5o653fjXnmmudk5NDbm5uWunt27enw4cP06tXrzgbt27dSi4uLjp5DBo0iPbt20fh4eGUlZVFEomEHj58SEuXLiVLS0st3fyYN28eASCxWEwLFy6kx48fk1QqpYyMDAoMDKQhQ4aU+vPDhAkTJu9LmL/Ov3yYv1YL89dMyrLw3vzBYDAM4O3tjZ07d6J69epszA6DwWAwGB8ozF8zGIwPFbZkGIPBYDAYDAaDwWAwGCUEG9PNYDA+aEQiESpUqJCvTlpaGluug8FgMBiMUoT5awbDMCzoZjAYHzRt27bFpUuX8tUZMWIEdu3a9X4MYjAYDAaDoQPz1wyGYdiYbgaD8UFja2uLZs2a5avz6NEjxMfHvyeLGAwGg8Fg5IX5awbDMCzoZjAYDAaDwWAwGAwGo4RgE6kxGAwGg8FgMBgMBoNRQrCgm8FgMBgMBoPBKON4eXmBiPDVV1+VtikMBiMPLOhmMBgckZGRICJOEhIScOXKFfTr10+v/rBhw3D58mWkpKQgKysLDx48wIIFC2Bubq6jy+Px8M033yAoKAhJSUlIT09HWFgYdu3ahVatWpXwmTEYDAaDwQDU65kTkcHx1wEBAQgODn7PVjEYHzcs6GYwGFrcu3cPw4YNw7Bhw/DLL7+gcuXKOHz4MMaOHcvp8Pl8HDhwALt37wYALFq0CFOmTMF///0HHx8fBAUFwcHBQSvf9evXw9/fH3FxcVi0aBFmzZqFU6dOoXXr1ujVq9d7PUcGg8FgMBgMBuN9QkyYMGECgCIjI+nYsWNaaY6OjpSRkUGhoaFc2uzZs4mI6Oeff9bJo0+fPqRQKOjkyZNcmoODAymVStq6dave41aqVKnUz50JEyZMmDApy+Ll5UVERF999VW+et7e3kRE1KxZM73bAwICKDg4uNTPhwmTj0lYSzeDwciXhIQEhISEoEaNGgAAU1NTzJw5E2FhYZgzZ46O/vHjx7Fr1y588sknXLfxGjVqgM/n49q1a3qP8fr165I7AQaDwWAwyilisRjHjh1Damoq2rRpU9rmMBjlFhZ0MxiMfBEKhahWrRqSkpIAAO3bt0eFChWwb98+KJVKvfv4+/sDAPr06QMAiI6OBgAMGDAAZmZm78FqBoPBYDDKN6ampjh27Bjatm2Lbt264fr161rbbWxsULFiRR0RiUSlZDGD8fEiLG0DGAzGh4VIJELFihUBAJUrV8acOXPg5OSE9evXAwDq1q0LALh//77BPDTb6tSpAwCIj4/Hrl274O3tjZcvX+LSpUu4du0aTpw4gbCwsJI8HQaDwWAwyh0WFhY4fvw46tWrhy5duuj12RcuXDC4/8OHD0vSPAaj3MGCbgaDoUXPnj2RmJjI/VYoFPD398esWbMAAFZWVgCAjIwMg3lotllbW3Np3377LW7evImRI0fiyy+/xJdffolVq1bhwoULGD58OGJjY0vidBgMBoPBKFfY2Njg7NmzcHNzQ6dOnfD48WO9ehMmTMCTJ0900letWgWBQFDSZjIY5QoWdDMYDC2CgoIwf/58EBEkEglCQkKQlpbGbdcE1JrgWx/6AnMiwubNm7F582ZUqFAB7dq1w7hx49C7d28cOHAAHTt2LKEzYjAYDAaj/LB27VqYmpqiSZMmBgNuALh58ybu3Lmjk56SkgJ7e/uSNJHBKHewMd0MBkOLxMREXLhwARcvXkRQUJBWwA0AISEhAICGDRsazEOzzZCzT05OxrFjx/Dpp5/i0qVL6NChA1xcXIrpDBgMBoPBKL8cPXoUPB4Ps2fPBo/HK21zGAwGWNDNYDAKydWrV5GSkoIhQ4aAz9f/Chk+fDgA9UzmBXH79m0AgLOzc/EZyWAwGAxGOeXIkSMYOXIkhgwZgk2bNpW2OQwGAyzoZjAYhUQqleKXX35B7dq1sWzZMp3tvXv3xogRI3D69GncuHEDAODo6MhNqpYbkUiErl27QqlU4unTpyVuO4PBYDAY5YHdu3fjf//7H8aPHw9fX9/SNofBKPewMd0MBqPQ+Pr6okmTJpg9ezbatGmDv/76C1KpFO3bt8ewYcMQEhICb29vTr9q1aq4efMmLl68iAsXLiA+Ph4ODg4YPHgwGjdujDVr1nBLkjEYDAaDwXh3Nm3aBGtra/z0009IS0vD8uXLS9skBqPcwoJuBoNRaFQqFQYOHIjhw4dj9OjRWLp0KcRiMSIiIrB48WKsWrUKEomE0w8LC8OUKVPQu3dvTJgwAY6OjpDJZHj48CFGjx6N7du3l+LZMBgMBoPxcbJ8+XLY2NhwgffmzZtL2yQGo1zCA0ClbQSDwWAwGAwGg8FgMBgfI2xMN4PBYDAYDAaDwWAwGCUEC7oZDAaDwWAwGAwGg8EoIVjQzWAwGAwGg8FgMBgMRgnBgm4Gg8FgMBgMBoPBYDBKCBZ0MxgMBoPBYDAYDAaDUUKwoJvBYDAYDAaDwWAwGIwSolys0125cmVkZGSUthkMBoPBYBiNlZUVYmNjS9uM9wrz1wwGg8Eoaxjjrz/6oLty5cqIiYkpbTMYDAaDwSg0VapUKTeBN/PXDAaDwSirFOSvP/qgW1NjXqVKFVZ7ztCLUwVbzOi3GwDwy5FvEJ+cWroGMRiMco+VlRViYmLKld96H/7aXATETrFB+BFHAEDHp+GQEr1zvjyRCap9vwcA8GLjMFBO9jvlJxaa4qfhfwIA5voPgFwhe2cbywI8MQ911tcBAIT8LwQkf/drw2AwGCWJsf76ow+6NWRkZJSrjxeG8ViKBciRKQEAmZnsPmEwGIzSpCT9tVIEIJsPVZYld6ziCbrlyMxWcHm+e9Cdw/mljIyMchV0Z+VkAXhTjizoZjAYHwlsIjUGg8FgMBgMBoPBYDBKiHLT0s1gGCJDIoMw6wL3N4PBYDA+TnKUwOobMtS2SsW/z5VQFEMrNwCQUom0G39xf78rSpUC5+//wf1dblACr0+95v5mMBiMjwUegI+6746VlRXS09NhbW3Nug0zGAwGo0xQHn1XeTxnBoPBYJRtjPVdrKWbUW4xNzeHvb09eDxeaZvCYDDKEUSExMRESCSS0jaFUYIwH8NgMBhlm+L01yzoZpQ7eDwevv32W3Tq1IlLMxWLAQAyubyUrGIwGOWNS5cuwc/PD1RMXZwZBcMD4GrDQyWBELHpQKwip5i6+/EgsK4EAFBlJOLbb0do+ZiiwOcL1Pmpylc/a55AXUlBSvZcMBiMD4Pi8Ncs6GaUO7799lt4eXnhjz/+QGhoKHhEsLd2AQAkpj9HTjGMx2MwGAxDCIVC1K5dGwMHDgQA7Nixo5QtKj+YiYCI760RdsgZqAQ0exJWTLOXi1F1vPo6dk06Cq8O7Tkfo1AUfkw2Dzw42VUHAMSnRIE+7pGAb+EBJpVNAADZsdkf+QBIBoPxoVOc/poF3YxyhYWFBTp16oQ//vgDJ06cAACIBAJk26kfhfiUaBZ0MxiMEiciIgIAMGjQIBw4cIB1Nf9IMBPy0MmrI/44cIDzMUWBBx6UWeoeWC8To8tV0G0KUwCALFrGgm4Gg1HqFJe/ZkuGMcoVFStWBACEhoaWsiUMBqO8o3kP2dvbl7IljOLC1lT9WcV8DIPBYHw8FIe/ZkE3o1yhmdCmKN39GAwGozjRvIfYRFsfD/w3l5L5GAaDwfh4KA5/zYJuBoPBYDAYDAaDwWAwSggWdDMYjHKJj48PiAhEhMmTJ5e2OYyPCM0Mp0SEzz//vLTNYTAYDEYhCQgIwJo1awq1D3vnv6Uo5fexU6pBt6WlJdasWYOoqChIJBJcu3YNzZs319JZvHgxYmNjIZFIcO7cOdSsWbOUrGUwSo/cH/HZ2dkIDw/HggULIBAIOB0+n48pU6bgwYMHkEqlSE5OxsmTJ9G2bVutvPh8PmbNmoWQkBBIJBIkJSUhKCgIo0aNKpRNuYNWjYSEhGjpBAQE6Ohs2bIl33wtLCywYcMGvHjxAhKJBI8ePcLYsWO1dFatWoWkpCQ8f/4cQ4YM0drWv39//PPPP0adw8OHD+Hk5ITffvvNoE7dunVx6NAhREZGGgzQZ8+ejZs3byI9PR0JCQk4fPgwatWqpaVjTFlUq1YNx48fR1ZWFhISEvDzzz9rXWMA8PLywp07dyCTyRAeHg5vb28deyZMmIDIyEhIpVIEBQWhRYsWRpXHu1LQPWFnZ4f169cjNDQUEokE0dHRWLduHaytrbXyyZsHEWHQoEFaOsVRDiYmJti4cSMSExORkZGBQ4cOwcHB4Z3LYfLkyXBycnrnfD40mM/+eGE+pmR8jAZvb2+977Xc4urqqvec85635pxnzZqlc5zjx4+DiODj46O3jKRSKR49eoTx48cXyv73haOjI/z9/REXF4fMzEzcuXMHX375pY5e7969ERQUBIlEguTkZBw+fNjoY2zZssWoyvYvv/wSCxYsKJT9Tk5OOHXqVKH2OXr0KKKjoyGVShEbGwt/f384Oztr6TRo0ABXrlyBVCrF8+fPMXPmzALzNeZ74kPDmGezsM+8UCiEr68vHjx4gMzMTMTExGDXrl06Zfy+oNKSAwcO0MOHD6lDhw7k7u5OPj4+lJqaSpUrVyYA9MMPP1BKSgr17duXGjRoQEeOHKGIiAgyMTEx+hhWVlZERGRlZVVq58nkwxFXV1fy9/cnV1dXLk3A55NLBWdyqeBMAj6/1G3UJ35+fnTy5ElydHQkFxcXGjduHCmVSpo9ezanc/DgQUpOTqZRo0ZR9erVqWHDhrR161aSy+X0+eefc3qLFy+m+Ph46t+/P6c3cuRImj59eqFs8vHxoeDgYHJ0dOSkYsWKWjoBAQG0detWLZ2CnsWtW7dSeHg4eXl5kaurK40ZM4ZycnLos88+IwDUp08fiouLo2bNmtHXX39NEomEO661tTWFhYVRtWrVjLL/3r17Beo1b96cfv75Zxo0aBDFxsbS5MmTdXROnTpF3t7eVLduXWrYsCEdP36coqKiyNzc3Oiy4PP59ODBAzp79iw1atSIevXqRa9evaJly5ZxOtWrV6fMzEz65ZdfqHbt2jRx4kTKycmhHj16cDoDBw4kmUxGI0aMoDp16tDWrVspOTmZKlWqVOL3aUH3RL169ejQoUPUp08fcnNzo86dO1NYWBj9+eefWvkQEXl7e2vlk/u9X1zlsHnzZoqOjqbOnTtT06ZNKTAwkK5evVps5UFEWs9eXtH3PtLIh+i7Stpnv49zFgtAmz4xpbMtKpOPoyOJeLziyVsgpArdx1GjIbPI33+33mtaOOGRnaUD2Vk6EFBMNuYjH5KPEVUQkaiCqMz7mNxiamqqZeO1a9d07Obz+XrPOe95BwQEUHR0NIWEhGgdo3LlyiSVSikmJoZ8fHz0llGNGjXIx8eHiIi+/vpro+0XCoUlfg8CoDNnztCNGzeoRYsWVKNGDZo3bx4pFApq3Lgxp/Pll19SUlISjR07ljw8PKhOnTo0YMAAo/Lv168f3bt3j16+fKnXl5eGTJkyhVq1akUuLi7Upk0bunbtGl27do3bbmVlRXFxcbR7926qW7cuDRo0iLKysmjMmDEG8zTme6K4RCAQ6E0PCAigNWvWFCqvgp7NvPezMc+8tbU1nT17lgYMGEC1atWiVq1aUVBQEN26datQthWTvy6dm8zU1JRycnKod+/eWum3b9+mpUuXEgCKjY3VeklbW1uTVCqlQYMGGX2c4nbiQoGI+Hz9NxgTbeGJeMQ3+bCC2Pwemg9Z/Pz86PDhw1ppZ86cocDAQALUAQYRUZ8+fXT2PXToEL1+/ZoLAO/du0cLFy58Z5uMCVqL8tINDg6m+fPna6Xlfi/MnDmT9u/fz22Lj4+n5s2bEwD69ddfacqUKcVmf16JjIw0ylHb29sTEVGHDh2MLotevXqRQqEgBwcHLm3s2LGUmppKIpGIAJCvry8FBwdr7bd//346deoU9zsoKIg2bNjA/ebxePTy5UuaNWsWl0ZE9N1339GxY8coKyuLHj9+TK1btyZ3d3cKCAigzMxMunbtGrm5uRX7PZFX+vfvTzKZTMtxFxSsFkc5WFtbU3Z2Nn311VecjqenJxERtWrVigCQl5cXERH16NGD7t69SxKJhC5cuECVKlWiXr160ePHjyktLY327t1LZmZmOnZ+TEH3+/DZpXHOvGIOaF1dXcl/N/MxzMfkL4bsNvacN23aRK9fv6a2bdty6XPmzKGjR4/SvXv3dILuvMcKCwujffv26c3f1dWViIgGDhxIly5dIqlUSt7e3gSARo0aRY8fPyapVEohISE0fvx4bj+RSEQbNmyg2NhYkkqlFBUVpVVpY4xkZGTQsGHDtNISExNp1KhRBKgDvBcvXtDIkSMLXeaVK1emFy9eUN26dY3y5XnLLTIykubMmUPbt2+n9PR0io6O1gl8C3rnGyOfffYZKZVKrqJj3LhxlJSUxH0HAKDly5frVLrkFmO+Jwxd90GDBtG1a9dIKpVScHAwdezYkdPR+MRevXrR7du3KTs7m7y8vMjc3Jx27dpFGRkZFBsbS9OmTSuRZzO/Z6cw0rx5cyKiQlWeFYe/LrXu5UKhEEKhEDKZTCtdKpWiffv2qFGjBpydnXH+/HluW3p6Om7cuIE2bdoYzFcsFsPKykpLiotdX83AxhF/Y/unQwpWZsC+tz08fD1g29YW+MAn5+WJTAwKBCKjdXlCsVG6xYFUKoVYrD7ekCFDEBYWhuPHj+vorVq1Cvb29ujevTsAID4+Hl26dMl32QNNV7iC8PDwQExMDCIiIrBnzx5Uq1ZNR2fo0KF4/fo1goOD8dNPP8HMzCzfPAMDA9G3b19UrlwZANCpUyfUqlULZ8+eBQDcv38fzZs3h62tLZo2bQozMzM8ffoU7dq1Q9OmTbF+/foC7S5pbGxsAADJycla6fmVRZs2bRAcHIxXr15xaWfOnIGNjQ3q1avH6eR+J2p0NO9EkUiEZs2aaekQEc6fP6/z3lywYAH8/f3RuHFjhIaGYt++fdi6dSuWL1+O5s2bg8fjYePGjYU+d2PuidzY2NggPT0dSqVSK33Tpk14/fo1bty4gW+//VZrW3GUQ7NmzSAWi7V0wsLCEB0drVNWixYtwvfff4+2bduiWrVqOHjwIKZMmYIhQ4bg008/RY8ePTBp0iQjS6hsUhI+uyT9tZ0pENrBFSGNaqKNuTkAwHnEelSdtBcCy4qo7lAH8wbuwNTP1xXbMQHA8StHiCqIwBNpOz3mY7RhPubdkMvl2Lt3r9a7ccSIEdixY4dR++e+tobw9fXFunXrUKdOHZw5cwZDhgzBkiVLMG/ePNSpUwdz587F0qVLMXz4cADA//73P/Tt2xcDBw6Ep6cnhg4diqioKC4/Pz8/BAQE5HvMwMBADBo0CHZ2duDxeBg0aBBMTU1x6dIlAEDTpk1RtWpVqFQq3L17F7GxsTh58iTnIw3B4/Gwe/durFy5Eo8fPy64gAwwffp03L59G02aNMHmzZuxZcsWnaFkuQkICICfn5/R+dvZ2WHo0KEIDAzkZstu06YNrly5gpycHE7vzJkzqF27NmxtbfXmY8z3hCFWrlyJVatWoUmTJrh+/TqOHTuGChUqaOn4+vpi9uzZqFOnDh48eICVK1fCy8sLn3/+OXr06IFOnTqhadOmWvv4+PggMjIy32MX9GxqKOwznxcbGxuoVCqkpqYWar93Rfhej5aLzMxMBAYGYsGCBQgJCUFCQgIGDx6MNm3a4OnTp9x4uISEBK39EhIS8h0rN2fOHCxatKhEbBbxBMgQmkNo0wrA7hI5xkcDD7BpbgORnQhVv6uKCl0qIG5vHKSR0tK2TC8u0/4yuE0ScQuvDy3mflf9fi/4YlO9urLnwUjYP4f7XWXcDgjMbXT0olf0eQdrga5du6Jnz57YsGEDAKBWrVo6Y900aNI1jmHatGk4dOgQ4uPj8ejRIwQGBuLo0aM4ffo0t09aWlqB68zeuHEDI0aMQFhYGJydneHj44N///0X9evXR2ZmJgBg3759iI6ORmxsLBo2bIgVK1bA09MTX331lcF8J02ahN9++w0xMTHIycmBSqXCmDFj8O+//wIAzp49iz179uDWrVuQSqXw9vZGVlYWtmzZghEjRmD8+PGYNGkSEhMT8d13372Tgy0KPB4Pa9euxdWrV/Ho0SMuvaCycHJy0vu+02zLT8fGxgampqaws7ODUCjUq1O7dm2tND8/P/z5558AgBUrViAoKAhLly7lnNu6desK9bEAGHdP5KZixYpYsGCBzpj6BQsW4OLFi5BIJOjRowc2b94MS0tL7n4vjnJwcnJCdnY20tLSdHTy+pj58+cjMDAQALB9+3b4+vrCzc2N+4A4dOgQOnfujJ9//rlQ5VWWKAmfXZL+WkWAiUoAqUwIG4G6fYFvbgOBuTUcK1rDPkcGZztXZOdIwQMPhIIDwILgm1lDYCEGeIDQQvvzivmYQviYN81B5dXHNGjQABkZGVppe/bs0RmHvWPHDvz777+YPHkymjVrBhsbGxw/fjzfZ4rP52Pw4MFo1KhRvnOZAMDatWu1xkovXrwY06dP59KioqJQt25djB07Fv7+/nBxcUF4eDiuXr0KAHj+/LlWfnFxceDz82/rGzhwIP744w8kJycjJycHEokEX3zxBSIiIgAAbm5uANQVodOmTUNUVBSmT5+OS5cuoVatWkhJSdGb76xZs6BQKN65wuTkyZPc+OEVK1Zg6tSp6Ny5M548eaJX//nz54iLiyswX19fX3z//fewsLDA9evX0afP2+fXyclJJ1jN/W2gL3A05nvCEBs3bsTff/8NABg/fjx69eqFUaNGYeXKlZzOwoULuQpWCwsLjBo1CsOGDcPFixcBqCvVXr58qZVvYmIidx0NUdCzCRTtmc+NiYkJVqxYgf379+s8ZyVNqQXdAPDNN99gx44diI2NhUKhwN27d7F//340a9asyHkuX74cq1ev5n5bWVkhJiamOMyFTfpNJFfsAZm5J2wtKiE163Wx5PtRQkDEkghU7FERlT6rBPOa5nD3cUfK1RQk/JkARdqHs4ap6AOfWEJDnz59kJGRAZFIBD6fj3379mk5V2PXDgwJCUH9+vXRrFkztGvXDh07dsSxY8ewc+dOjBkzBgBw5MgRHDlyJN98cn9ABQcH48aNG4iOjsbAgQO52vbff/+d03n48CHi4uJw8eJFuLm54dmzZ3rznTRpElq3bo3PPvsM0dHR6NixIzZt2oTY2FhcuHABgNr5L1789iNV4wBycnIwf/58NGjQAH369IG/v7/ORE8lzaZNm1C/fn20b99eK70oZVGSPHjwgPtb44yDg4O10szMzGBlZWW0YzLmntBgZWWFEydO4PHjxzofiT/++CP393///QcLCwvMnDmTCwDeN3nLKisrS+sjKCEhAS1btiwN094rxe2zS9Jfy5UAj68OpM0E6nejSpIKMysLPBuWjJC/quCyKgcmIjNUsHJEUkb8Ox2PJzJBtf/tg8D2BQCAb85X9/B691j+vfFB+BgeYOqirnA4feY0V37lyceEhYWhb9++Wmnp6ek6eg8ePEB4eDj69++Pzp07Y/fu3To9hjRMmDABo0ePhlgshlKpxOrVqwuccO727dvc3+bm5qhZsya2b9+uVeZCoZCruNy5cyfOnTuHsLAwnD59GsePH8e5c+c43blz5xZ47kuXLoWtrS26du2KxMRE9OvXDwcPHkSHDh3w8OFDLmhftmwZFxh+++23ePnyJQYMGKC3IqFp06aYPHmyTstrUcjtCwB1r478Jt/UN8GnPlauXInt27dzk+n5+/trBd7vk+vXr3N/K5VK3L59G3Xq1NHSyX1vuLu7w8TEBDdu3ODSUlJSEBYWprXPpk2bsGnTpnyPbcyz+S7fUkKhEAcPHgSPxyuVyQRLNeh+9uwZOnXqBHNzc1hbWyM+Ph4HDhzAs2fPEB+vdoCOjo7c35rf//33n8E85XI55HJ5idgrzkmEbeoTpNrWQqta3XHm3r4SOc7HAuUQEk8kIvVaKhz7O8KuvR3s2tvBupk1Xh97jaSzSSDFh/FFoto1GwCQkPoMOXmcFqlUWr9fbhxqOKM83eVifh1ZPAZC3U1p/PjxkMvliI2N1XKuT5480XkpatCk566JJSLcvn0bt2/fxrp16zB06FDs2bMHy5Yt0+oOVhjS0tLw5MmTfGcr1ryUa9asqfflaGpqip9++glffPEFTp48CUD9sdW4cWPMmDGDe+nmxtPTE8OGDUOTJk0wcuRIXLlyBYmJiTh48CD8/PxgaWmpt5W1JNiwYQP69OmDjh07Fhg85C2L+Ph4ncDN0dERALh3YHx8PJeWWyctLQ0ymQyJiYlQKBR6dXK/RwFodVXTdPPUl1ZQy0R+GLonLC0tcfr0aWRkZOCLL77gutEZ4saNG1i4cCHEYjHkcnmxlEN8fDxMTExgY2Oj1dptTFnl/q1Je5dyKisUt88uSX+dowJ4Ak3Qrb42yqxUAFUAAHxSwUKSgEzLqnCuUOOdg24NKqkroEwDeIDAXABllvo9/Xy14VYYfT6GBx6qVFQ/NzFJT9+2xDMf89H7GLlcXmCLoIYdO3Zg4sSJqFu3br4Vf3v37sWyZcsglUoRFxdnVNf+rKws7m9LS0sAwJgxY7SCKwDcfXLv3j3UqFEDn3zyCbp164aDBw/i/PnzGDBggFHn4ubmhkmTJqFevXpc74EHDx6gQ4cOmDhxIsaPH8+1GufuXSCXy/Hs2TO4uLjozbdDhw5wcHDQankXCoVYtWoVpkyZgho1ahhlH4ASe/cnJSUhKSkJ4eHhCAkJwcuXL9G6dWsEBQUZ9HcAdHyVBmO+J96F3PdGcVGUZxMo+JnXoAm4XV1d0aVLl/feyg18IOt0SyQSxMfHw9bWFj179sTRo0cRGRmJuLg4dO3aldOzsrJCq1attGph3jfOcUEAgNaen4D3oQ9U/kBQpCoQsy0GEUsjIImQQGAmgNNAJ9RcVhNWjYtvDN87oZADCjkoJ1tHoMzzktWjw4lCbpRuUcjKykJERARevHihU5t94MAB1KpVS2/N6PTp05GYmKhV45wXjQOzsLAokm2afd3d3fPtStW4cWMAMKgjEokgFouhyvMRqlQqDTq2rVu3Ytq0acjKyoJAIIBIJOLyAvDelsjYsGEDvvjiC3Tp0sWoj8q8ZXH9+nU0aNAAlSpV4nS6d++OtLQ07vpcv35d652o0dG8E3NycnDnzh0tHR6Ph65du5bKe1PfPWFlZYWzZ89CLpejb9++yM4u+Hlo3LgxkpOTuQCtOMrhzp07kMvlWjq1atWCq6trqfqYskBZ8NkK1duWblO+2lerg+63WGSp70tnO9diPDIPqmz1+0tg9fbdk5/fMORj9Pol5mPKrY/Rx759+9CgQQM8fPjQYPd/QF1hERERgdjYWKMC7ry8evUKMTExcHNzQ0REhJbk9ncZGRk4ePAgvvvuOwwaNAj9+/eHnZ2dUccwfzP3Qn7XRrNMpKenJ7ddKBSievXqiI6O1pvv7t270bBhQzRu3JiTmJgYrFy5Ej179ixMMbwXNOdqYqKem+H69evo2LEjhMK37aTdu3dHaGiowTHJxnxPGKJ169bc3wKBAM2aNcv33oqIiIBcLkerVq24NFtb23zHuuujKM8mUPAzD7wNuD08PNCtWzed+XbeF6UadPfo0QM9e/ZE9erV0a1bNwQEBCA0NJQbR7h27VrMnz8fn332GerXrw9/f3/ExsYW2O21JHF4fQ88lQyVbCrD3blBqdlRFpFGSPHsx2d4+dtL5KTmwMTRBK5TXOE63RUmlYtn4pfyyoEDB/D3339j165dGDlyJFxdXdGgQQP8+uuv6Nu3L0aPHg2JRAIA+PPPPzFlyhS0bNkSLi4u8PLywqZNmxAWFsaNsevXr1++L1lA3R2qY8eOcHV1RZs2bXD48GEolUrs378fgLrWev78+WjatClcXV3x2Wefwd/fH5cvX9bqxhwSEoJ+/foBUDvsS5cucZNyVK9eHd7e3hg+fLjedThHjx6N169fc5P7XLt2DV26dEGrVq0wdepUPHr0SGfMbmERiURo1KgRGjVqBLFYjCpVqqBRo0Zwd3fndDZt2oRhw4ZhyJAhyMjIgKOjIxwdHWFqamp0WZw9exaPHz/mPhB69OiBH3/8EZs2beKCzV9//RVubm7cGKbx48dj4MCBWLNmDWfL6tWrMWbMGAwfPhy1a9fGli1bYGFhUejx2UWhoHtCE3BrxoBZW1tzZaVxqn369MGoUaNQr149uLu7Y9y4cZg7d65W1/LiKIf09HRs374dq1ev5iZ98fPzQ2BgoE5LDkNNWfPZxHsTdAs0Qbf2eE8u6K5gfEuXMWiCbr4pHzzhx1E5z3xMyfmYvAiFQu69qBFDXZhTU1Ph7OysUwlZEvj4+GDOnDmYNGkSPDw8UL9+fYwYMQJTp04FAEydOhVff/01PD094eHhgQEDBiAuLo4LDH/66Sfs2rXLYP6hoaEIDw/H1q1b0aJFC7i5uWHatGno3r079w7JyMjAr7/+isWLF6N79+6oVasW101eM0cJoH3Nk5OT8ejRIy3JyclBfHy8wbHYxcWuXbvw008/GdzesmVLTJw4EY0aNYKLiws6d+6M/fv34+nTp1xl5b59+yCXy7F9+3bUrVsXAwcOxOTJk7WG5uR9noz5njDExIkT0a9fP3h6emLTpk2ws7PLd4K+rKwsbN++HStXrkTnzp1Rr1497Ny5Uyd4njhxos4EqLkx5tksyjMvFApx6NAhNG/eHEOHDoVAIOCeK03F2fvknaZdfxcZMGAAPX36lGQyGcXGxtKGDRvI2tpaS2fx4sUUFxdHUqmUzp07Rx4eHoU6RnEuQXKucwN67Fmb/L7+kTaOvUDDOv1QamVX1oVvyifH/o5U9/e6VH9nfaq3vR45DXEivnnJLjGmb8p/kUBA1exrUTX7WiQysN5gaYu+5VzyikAgoOnTp1NwcDDJZDJKTU2lU6dOaS0pAoBGjx5NFy5coISEBJLJZBQVFUU7duwgFxcXTsfb25tIXR1uUPbv308xMTEkk8noxYsXtH//fq0lpqpWrUqXLl2ixMREkkql9OTJE1qxYoXOs6hZk1nz29HRkXbs2EEvX74kiURCISEhNHXqVJ3jOzg4UGRkJDk7O2ulL1iwgBITE+nx48fUokULg/Ybu7yVZhmNvAQEBGidgz4052VsWbi4uNCJEycoKyuLXr16RStXrtRZA9PLy4vu3r1LMpmMnj59qlV2Gpk4cSJFRUWRTCajoKAgatmypU6Z517WRHOOjRo10joOEZGNjY2WjpeXV5HvCU2e+tA8kz179qS7d+9Seno6ZWRk0L179+i7774jXp71lIujHExMTGjjxo2UlJREmZmZ9Ndff5Gjo6PBMtA8GykpKUbdSwUtH1OWlgwDSt5nF/c5R3V3oceetWl65Qrq/Fv0o9qzDpFyng099qxNl9sOoI1jL9Csr35952PxRCbkOus4tf3xFPnv3k0eTT3ItLopCe2Ktr4xDzzOLxX3smb65IPxMTyQaXVTMq1uWuZ9TH6S35Jh+pBKpQXuqxFjlgzLT/T5A40MHjyYe+8mJSXRpUuXqF+/ftx1v3v3LmVkZFBqaiqdO3dOa31tPz8/Lb+pT2rWrEmHDh2i+Ph4yszMpP/++09nCTGhUEgrV66k+Ph4SktLo7Nnz1LdunXzveZ5pahLhuXdJ29Z533nBwQEkJ+fn8Fj1K9fny5cuMDdw8+ePaPNmzdT5cqVtfQaNGhAV65cIalUSi9evKAfftCOP/Q9T8Z8T+i77l9//TUFBQWRTCajhw8fUqdOnTgdfT4RAFlYWJC/vz9lZmZSXFwczZgxQ6f8fHx8KDIyMt8yL+jZLMozb+gbrqDvGX3lU2bX6X5fUhJB98Hen9HGsRdo1cjjZCoyL/VzLMsidhCTy/9cqP7O+lR/Z32qvaE22XW2I/BK5nhlNehmUvxSlDWly7N06tSJkpOTydbWttRtKSvysQXdJS3Ffc6RParRY8/aNLeqPQEgi7qdtILu243a08axF2jNqFPE471bhW/eoLuGZw118FjNtGj5veeg+4ORXEF3SX0HMGFSEiIWi4mIqGvXrqVuS1Ekv8oWJmV8ne6yjFgWhfiU5zARmaGJe6fSNqdMI38lx/P1zxG5MhKyGBmEVkJU8a4C98XuMPc0L23zGB85mqVZSmMWy7JG79698dNPP733dS3LIlu2bCmVSVoY2mi6l5vw9XcvN5MlQa6QQSQUo5J15WI9tkqmUk8UKngzkzmDwfhosbKywuDBg6FUKgtcbpVRfmGeoAjwAASFqZfGaePZq3SN+UjIepSFpwufInZPLJRZSpi5mMFtjhuqTagGUcWSHXOhIgJflQW+KguqIkwwwiibrF+/Hp6enmjcuDH27t1b2uZ88Pzwww/45ZdfStuMMsHChQvRuHFj1KxZM9/JpRgli0on6E6FEgL8LW+J19aZOJaeioQU9eRLzhWqv9OxSKVEZvB5SJ5cV7dpAFBmqicjE1oVfqEYApAlS0OWLA3lyiuRutyUmUqUrxNnlGUWL16MFStWYNasWcW27CHj46NUlwwry9wMP4fPWo6Cm1M9ONpWQ0Lqi9I2qeyjBJLPJyMtKA0OXzigQucKsGlpA6vGVkg8mYjXJ1+D5MXvhZUqFaKT2UuyvJGSkoKUlJSCFRmMQvL69Wu8fv26tM0o93BB95v1pZWSVMghwgz+ZETf+RxQKTEsOQrVKnnC2a467kdeLfrBlAoknVwLS1dXoNtSdVKmEkIbIfhm6gnVCrdEJiE5M6Ho9pRhchJzClZiMD4gpk2bhmnTppW2Ge9EdHQ0eLyPY+LHDxXW0l1E0iXJePziJgCgNWvtLlaUmUrE7Y5DhE8EskKzwBfz4dDPAbWW14JNK5vSNo/BYDAYZQAVtINulTQDpFK3PgvM1b4kLiUKwLu3dOuDFASV7M3yYZalt6wUg8FgMEofFnS/A9dDTwEAWnp0B5/HirK4kb2QIdI3Es83Poc8UQ5RRRGqja+GGnNrwNTVtFiPJRIIICrFtTYZDAaDUbwo3gTd4jfdy0EqKCWpMCMp7K1tYMbjIS45CgDgbFf9nY/HE5mAJxJr25ChAKC9ZrfR+b35V+7gvREGg8H4iGCR4jvw6PkNZEhTYGNREXWrtSxtcz5a0m+nI3xOOBL+ToAqWwWLWhZw93FH5W8rF+lDJi8igQBOdu5wsnNngTeDwWB8JGi6l4tzdZk0kbzGI9FoBFiZ4E4tT6S8GdPtaFMNAn7RR9zxRCZwmfYXKo9YD+Q6nkqiApQAT8Ar1IRqPPBQ1d4DVe09ylfgzQNMXU3VFevl6LQZDMbHDwu63wGlSoGbT9QLvbeuzbqYlySUQ3j9z2uEzwlH6vVU8Pg8VPCqgForaqFiz4rgCZh3ZjAYDMZbFG/+F+fqiaaSpGrppGa9glSeBYFAiEo2VUrGjky1JUJLNo0Og8FglFdY0P2OaGYxb+DSBpamtqVrTDkgJzkHL7e+xLMfn0EaJYXAXADnwc6o+WNNWDawLG3zGAwGg/GBoIB6PLUoV8uzUpKmoxf/prW7coUaJWKHMkM9jpxvxmcVxAwGg1FOYUH3OxKXEoWoV6EQCIRo6dGttM0pN0ieShCxOAIxO2KgSFPAxNkE1adXh+tUV4gdxQVnwGAwGIyPGuWbMd2iXP2UlVmpOnqxyZEAimdctz64CdV4bEI1BoPBKK+woLsYCHozoRrrYv6eISDlSgqezH6CxFOJIAXBqpEVai6rCadBTuCbsdubYRgvLy8QEYgIhw8fLm1zGB8R3t7e3L21Zs2a0jan3KKZSK2glu6SnMGcO+6b1u7imIeEwWCUPD4+Prh3716h9gkICGDv/DcUpfw+dlhUUgzciQiAXJGNyhVqwKWSZ2mbU+5QSVWI/yMe4fPDkf5fOvhCPuw/sUct31qw62j3UUzG4ufnx33EZ2dnIzw8HAsWLIAg18RvfD4fU6ZMwYMHDyCVSpGcnIyTJ0+ibdu2Wnnx+XzMmjULISEhkEgkSEpKQlBQEEaNGlUomzp06IB//vkHMTExICJ8/vnnOjoWFhbYsGEDXrx4AYlEgkePHmHs2LEF5j158mSEhoZCIpHg+fPnWL16NUxMTLjtQ4YMwfPnz5GcnIxVq1Zp7evq6oqwsDBYWVkZdR61atXCiBEjDG43MTGBn58fHjx4gJycHIMBupeXF+7cuQOZTIbw8HB4e3vr6EyYMAGRkZGQSqUICgpCixYtdI61ceNGJCYmIiMjA4cOHYKDg4OWTrVq1XD8+HFkZWUhISEBP//8s9Z9YKwtJUHuiozc4ujoyOnMnj0bN2/eRHp6OhISEnD48GHUqlVLK5+AgACdPLZs2aKlU1zlUNA1KQp//PEHnJycEBgY+M55MYqOQk9LtyorRUevOGcwN4RSolRPqCbkfZAVwszHlJyP0eyj792YW7y9vQ2+Q3O/R318fEBEOHXqlM5xZsyYASJCQEAAl6bRJyLk5OQgMjISq1evhoWFhdH2vy/4fD6WLFmCZ8+eQSKR4OnTp5g/fz63XSgUwtfXFw8ePEBmZiZiYmKwa9cuODs755uvpaUl1qxZg6ioKEgkEly7dg3NmzfPd59ffvkFXbt2LZT9X375JRYsWFCofXx8fBASEoLMzEwkJyfj3LlzaNlSe3JmOzs77NmzB2lpaUhJScG2bdsKvH7GfE98aOjz/USE48ePczoODg7w8/NDTEwMsrKycOrUKdSsWdPoYwwaNKhUG1voYxYrKysiIrKysnrnvM51bkCPPWvT0S4NdLZ5d5lDG8deoEHtJ5f6OZd3sWxgSR7LPaj+zvpUf2d9cvdxJ/Oa5gSAXF1dyd/fn1xdXTl9kUBA1exrUTX7WiQSCErdfn3i5+dHJ0+eJEdHR3JxcaFx48aRUqmk2bNnczoHDx6k5ORkGjVqFFWvXp0aNmxIW7duJblcTp9//jmnt3jxYoqPj6f+/ftzeiNHjqTp06cXyqZevXrR0qVLqV+/fkREWsfQyNatWyk8PJy8vLzI1dWVxowZQzk5OfTZZ58ZzHfw4MEklUpp8ODB5OrqSt27d6eYmBhatWoVAaCKFSuSRCKhgQMHUvPmzSkhIYE+/fRTbv8TJ07QF198UaD9Xl5eRERkY2OTr565uTlt3ryZRo8eTadOnaLDhw/r6FSvXp0yMzPpl19+odq1a9PEiRMpJyeHevTowekMHDiQZDIZjRgxgurUqUNbt26l5ORkqlSpEqezefNmio6Ops6dO1PTpk0pMDCQrl69ym3n8/n04MEDOnv2LDVq1Ih69epFr169omXLlhXKlpISTZl6eHiQo6MjJzwej9M5deoUeXt7U926dalhw4Z0/PhxioqKInNzc04nICCAtm7dqpVH7nd4cZWDMdfkXSQgIIDWrFljcLu+95FGitN3lRUp7nM+84kdPfasTZfq1ODSKtRsSMp5NvTYszY99qxNZjweWZtXoI1jL9D6MWdJKBAV6Vg8kQm5zjpObX88Rf67d+u9psIKQjKtbkpiB3HB+YHH+SUeeEWyqTDywfgYHsi0uimZVjelXp+UbR+TW/h8vtb7bOXKlRQcHKyVZmpqavAdmvs96uPjQzExMSSTyahKlSpax3n8+DFFRUVRQEAAl+bj48Mdq0qVKjRw4EDKzMykX3/91Wj7RaKiPReFlTlz5tDr16+pd+/e5OrqSl999RWlp6fTpEmTCABZW1vT2bNnacCAAVSrVi1q1aoVBQUF0a1bt/LN98CBA/Tw4UPq0KEDubu7k4+PD6WmplLlypXfy3nlJ4MHD6auXbtSjRo1qG7duvT7779Tamoq2dvbczonT56ke/fuUcuWLaldu3b05MkT2rt3b775FvQ9UVwiFAr1pvv4+NC9e/cKlZednZ3WPV+3bl3Kyckhb29vTicwMJAuX75MzZs3p1q1atGvv/6q8w1hSFxdXenFixd0+fJlvd9yBe1bDP66dG+2kpb3FXTXqtKENo69QD+POEoiQcEOlUnJCk/Ao4o9K1KdzXW44Lvq2Krk3tBd56ER8PnkWqEquVaoSgI+v9Rt1yd+fn46L4gzZ85QYGAgAerggYioT58+OvseOnSIXr9+zb2Q7t27RwsXLixW+wx9EAUHB9P8+fO10m7fvk1Lly41mNeGDRvo/PnzWmm//PIL/fvvvwSAWrRoQXFxcdy2AwcO0IwZMwgAff3113TkyBGjbDY26C7oOgAgX19fCg4O1krbv38/nTp1ivsdFBREGzZseHuP8nj08uVLmjVrFgHqj4ns7Gz66quvOB1PT08iImrVqhUB6ooOhUJBDg4OnM7YsWMpNTWV+ygyxpaAgABav349rVmzhpKTkyk+Pp5Gjx5N5ubmtGPHDkpPT6fw8HDq1atXoe6DopSpvb09ERF16NBBy778gtXiKoeCronm3v7uu+/o2LFjlJWVRY8fP6bWrVuTu7s7BQQEUGZmJl27do3c3Nx07GRBd+GkuM/5RC9beuxZm67WeXttLJ1c6cScrnSzcyNaV6Uyid8EMiu8D9PGsReoSkX3oh1PICL7z2dT45HLyN9ff9DNE/HUAaWrKUFQUJ48qmjlTBWtnAnvKej+IHwMDySqJCJRJRGB9za9LPqY/MRQQGLMO1Sz7z///ENz587l0tu0aUOvXr2iTZs26QTdeY+1detWio2NNXiMyMhImj9/Pu3atYvS0tLIz8+PAFC7du3oypUrJJFI6Pnz57Ru3TqtYGf8+PH05MkTkkqlFB8fT3/++WehyuXYsWO0bds2nftr9+7dBvdp3rw5ERFVq1ZN73ZTU1PKycmh3r17F+o+yVtummdk+vTpFBsbS4mJibRx40atoLOgd74xonkPdunShQBQ7dq1iYioWbNmnE7Pnj1JqVSSs7Oz3jyM+Z7I77rv27ePMjMz6eXLlzRhwgQtHSKicePG0dGjRykzM5N8fHwIAM2aNYvi4+MpPT2dtm3bRsuXLy900J1XJk+eTGlpadw95uHhQUREdevW5XR4PB4lJCTQqFGj8s2Lz+fT1atXaeTIkQa/5fKT4vDXH14fpzJKeMx/SMqIh7mJJRrVaF/a5pR7SElIOpOEJ7OeIPlyMkhFsG1ji+rTqkNgLtDqcq5UqfA64yVeZ7yEiUAFcxG0xCTPELy823OLqdA43eJAKpVCLFZPGjdkyBCEhYVpdcHRsGrVKtjb26N79+4AgPj4eHTp0gX29vYG89aMSX1XAgMD0bdvX1SuXBkA0KlTJ9SqVQtnz57Nd59mzZpx3Xxr1KiB3r174+TJkwCA8PBwmJubo3HjxrCzs0OLFi3w4MED2NraYunSpfj+++/f2e7C0qZNG5w/f14r7cyZM2jTpg0AQCQSoVmzZlo6RITz589zOs2aNYNYLNbSCQsLQ3R0NKfTpk0bBAcH49WrV1rHsbGxQb169YyyRYO3tzcSExPRsmVLbNiwAVu2bMGff/6JwMBANG3aFGfPnsXu3bthZmZW6PL477//EBsbi7Nnz+p0Pc2LjY0NACA5OVkrfejQoXj9+jWCg4Px008/adlRHOVgzDXRsGDBAvj7+6Nx48YIDQ3Fvn37sHXrVixfvhzNmzcHj8fDxo0bjS0exnsi583/glwvfEl6GiaopqJ/i6WYHBsP+Zv3nGZcd5FnMFfmIPGoL1Iu/Ab195U25iLADARThdrHWNsKC/AxBKksDlJZHMxFVH58DAE5r3OQ8zpHXzHqUF58jD527NihNTRq5MiR2Lt3L+RyeYH75r62hpgxYwbu37+PJk2aYOnSpXBzc8Pp06fx119/oWHDhhg0aBDat2/PvfuaNWuG9evXY+HChfD09ESvXr1w5coVLj9jvisCAwPRtWtXeHh4AAAaNmyI9u3b6+1Kr8HGxgYqlQqpqal6twuFQgiFQshkMp0yaN++cN/rnTt3hru7Ozp37gxvb2+MGDEi3+FpPj4+iIyMNDp/kUiE7777Dqmpqbh//z4AtS9LSUnBnTt3OL3z589DpVKhVatWevMx5nvCEDNnzuSuu6+vL9atW4du3bQnil60aBEOHz6MBg0aYMeOHRgwYAAWLVqEuXPnonnz5oiLi8OECRO09tEMnXB1dTW6PEaNGoUDBw5AIpEAADcEJPe11AyJKehaLly4EK9evcKOHTuMPn5xwxaNLCYIhKCw0/i0+Qi09uyF208vlrZJDKgnr4n1i0XyxWQ4D3EGvwEffHM+xI5i8F/xoZKol5TJmmttMI8TT3LQZ7+U+/1qhhUsxPoHil+KUqDzLgn3O2qyJSpZ6NZt8RanF/WUAABdu3ZFz549sWHDBgDqcckhISF6dTXpmnGz06ZNw6FDhxAfH49Hjx4hMDAQR48exenTp7l90tLSEBoa+k42AsCkSZPw22+/ISYmBjk5OVCpVBgzZgz+/fdfg/vs378f9vb2uHr1Kng8HkQiEbZs2YLly5cDAFJTU+Ht7Q1/f3+YmZnB398fZ8+exbZt27Bx40bUqFED//zzD0QiERYtWoS//vrrnc+jIJycnJCQkKCVlpCQABsbG5iamsLOzg5CoVCvTu3atbk8srOzkZaWpqPj5OSU73E024yxReOs7t+/j2XLlgEAli9fjtmzZyMxMRHbtm0DACxZsgQTJkxAw4YNcePGDaPKIS4uDmPHjsXt27dhYmKC0aNH49KlS2jVqpXeCVV4PB7Wrl2Lq1ev4tGjR1z6vn37EB0djdjYWDRs2BArVqyAp6cnvvrqq2IrB2OuiQY/Pz/8+eefAIAVK1YgKCgIS5cu5T7s161bBz8/P6PKiPH+yCb1+12Ye0y3NB2kUoLHF0BgbgPlmzHescmRqOncsMTGdev6mLcBD/MxRedj9TEvX77U+h0dHY369etrpR0/fhy//vorOnTogDt37mDgwIFo3749Ro4cmW/eTZs2xZAhQ3DxYv7fqRcvXsTq1au537///jv27t2LdevWAQCePn2K//3vf7h8+TLGjx8PFxcXZGVl4fjx48jMzMTz58/x33//cfsbc819fX1hbW2N0NBQKJVKCAQCzJs3D/v27dOrb2JighUrVmD//v3IyMjQq5OZmYnAwEAsWLAAISEhSEhIwODBg9GmTRs8ffo0X3vykpKSgu+//x4qlQphYWE4ceIEunbtyvnNvCQmJiIiIqLAfD/99FMcOHAA5ubmiIuLQ/fu3ZGUlARA7ctyVzADgFKpRHJyMufv8mLM94Qhrl27hhUrVgBQV0C1a9cOU6dO1Qrg9+3bh507d3K/Dxw4gO3bt3MB7YIFC9CtWzeYmppyOhKJBKGhocjJyYExtGjRAg0aNNCaCyI0NBTR0dFYvnw5xo4di6ysLEydOhXVqlXLd1x/u3btMGrUKDRu3NioY5cULOguRm6EncWnzUegdtVmqGDpiOTMhIJ3YrwXZNEyRC6PhEVfC2AMwBPwIHYQQyVTISfJuBdAadOnTx9kZGRAJBKBz+dj3759WLRoEbedxzNuxriQkBDUr18fzZo1Q7t27dCxY0ccO3YMO3fuxJgxYwAAR44cwZEjR97Z5kmTJqF169b47LPPEB0djY4dO2LTpk2IjY3FhQsX9O7j5eWFuXPnYsKECbhx4wZq1qyJdevWYf78+fjxxx/12texY0c0bNgQkyZNwtOnTzF48GDEx8fj5s2buHLlCl6/fv3O5/Kx8eDBA+5vlUqFpKQkBAcHc2maYLQwE688efIET5484X5fv34d7u7umDp1KoYPH66jv2nTJtSvX1+nhvr333/n/n748CHi4uJw8eJFuLm54dmzZ0bbU1zkLitNueQtKzMzM1hZWRn88GO8f3LetKoJKNe7kVRQSdIhsLQD38KWC7o1a3WX5AzmHzrMx3w4PqZDhw5a7xJ9gYpCocCePXvw7bffws3NDU+ePNF6L+WmQYMGyMjIgEAggFgsxokTJwpssb99+7bW70aNGqFhw4YYOnQol8bj8SAQCFCjRg2cO3cO0dHRePbsGU6fPo3Tp0/j8OHDkErVFUrGXPOBAwdi6NChGDJkCB49eoTGjRtj7dq1iI2Nhb+/v5auUCjEwYMHwePxMH78+Hzz/eabb7Bjxw7ExsZCoVDg7t272L9/P5o1a5bvfnl59OgRVCoV9zsuLg4NGjQwqL9p0yZs2rSpwHwDAgLQuHFj2NvbY8yYMTh48CBatWpVKt8u169f1/k9ZcoUrbS890adOnXw66+/6uzXuXNn7vetW7dQp04do+0YNWoUHjx4gFu3bnFpCoUCX375JbZv346UlBQoFAqcP38eJ0+eNPh+srS0xO7duzFmzBiuIqO0KDdBN0/MA09fzTEBlENaeoZQ8bS7xeTVTZG/QljsXXhWborWdXri5C1/g7o6ZsiNs0FHV8TLd3buD05XyMt3zvxC6eYQ1/2MJ+AB+azEotHNuJ+BnNQc9fItBPBN+TBzNoXnVnVgkZAeiZwcpda+SoLW+TmsyvVRnaenlArautXXZxrUzXdWdT09sAICAjB+wnjI5XLExsZCqXxr55MnT96+zPLkW6euOv1J+NtgiIhw+/Zt3L5zG+vWr8PQoUOxZ/ceLPtpGaKiogpvb154gKmpKX766Sd88eUXXLe94IfBaNy4MWbMmPH2gyhPvkuXLsXuPbuxfcd2gNRBl4WFBX777Tcs+2mZTvc0sViMzZs345tvvkHNmjUhFArVXdp46nJp1bqV3i6RhTq3AsoiPj4ejk6O6vQ3uo6OjkhLS4MsW4bEpEQoFIq3OnirEx8fr84jIR4mJiawsbXRqp12dHREfEI8d5yWLVtq5+HkyO0P3htbcs0WDp5aR2OLZt8cRY6WvUT0Ni0XfAH/bVrucjCyzG7evKkOqvPob9iwAX369EFHr46IiYnR3phH98ZNdUt7TY+aePbs2dtyyKVbYDlAuxx0rkmu6xYfH69lQ+5yoTeKuT+CNWlaZWUIXp6/eW/9EynozUsE+b7PGMYhV70JunMVurkIiLb9HmGHnAE7EzR7zYOU6J3X6uaJTOAy7S9UsRIAvESd7RY/vW15FtmJILAWQJmlRE5iDpQqbV2HXzLAAw9VKroDAGKSIrh7TJXnXVR9XSaKi4CAAIwfb4SPyYMmPXeFG+djbt/GunVvfMyePVi2LJeP0QcPMHVVt47JomX5djHnfMwXuXxMsB4fk4elS5di9+7d2L59O4A8PmZZIXzMm3Nu1coIH1NIIiMjdVop9bFjxw7cuHED9evXz7fbbFhYGPr27QuFQoHY2FijWhuzsrK0fltaWmLr1q1Yv369ju7z58+Rk5ODpk2bolOnTujRoweWLFmCRYsWoUWLFkadCwCsXLkSvr6++OOPPwCor42rqyvmzJmjFXRrAm5XV1d06dKlwMrOZ8+eoVOnTjA3N4e1tTXi4+Nx4MCBQlfi5i03IgKf/+4jdSUSCSIiIhAREYEbN27gyZMnGDVqFHx9fREfH69T+S0QCFChQgXu+yEv8fFvvids9HxPGNinMOS9N4obc3NzfP3111i4cKHOtrt376JJkyawtraGWCxGYmIigoKCdCoCNLi7u6NGjRo4duwYl6a5Zjk5OfD09HxvlfnlJuius74OsnJ0b5KM+xmIXhP9Vm9DHfBN9D9Az46rUC3Xt6HnL54QWmsX4YvXD+H5tCnaNf8Up27t5hylx08eENvrHz8ji5Hh6by3XVzcfdxhWsVUr648UY4nM946thpzasDczVyvriJdgdD/ve3KU316dVjU1r/EgCpbhcdjH3O/Xb53gVUjw8thPBzxkPu76ndVYdPCxqDuo+8eccF05RGVYdfezqBuyKQQbj1Tp8FOqNi1okHdsBlhyElUvwAd+jug0ieVDOqGzw1Hdmw2AEBgJlCvlfrmHc0DIFWor7nCXgxpggyUrbZXaC2EsIIQua9G7u8jebwcKpk6RWAlgKiiyLBughwq6RtdSwFE9oYH3slfybmu73xzPgSWAshIhhhFDMAHRFVFEEG9f05iDg4cOID9+/ej71d9cfaO9li2H+b/gMTkRPwb9i8EVgKufPmmfIid1PdkRIq6+1MFjwqIJ/ULWZGsgCJdoS4jMQ8mlU1gDDwRDyZVTGBlaQWxWAyhvZD7iAIAEr51UjwhDyZVtfO1sLUA35IPU1dTKNOVyEnO4T7+zKqbadUyA8DCaQtx/vp5PHzxEPWq1oNQKOQ+3MQWYpg5mWkdHwCUWdoVK3m350YlUUH+6u0YOYGZQEf/1uNb6NmzJ8SOYsjj1brdu3fHjXs3ON17D++hZ7+eOPPfGXU5yAldu3blxsM9jHsIuVyOT77+BEdOHwEAeLh5wNXVFXfC1WO5rl+/jnnz5qFq/apIzFB/2Pf+ujfS0tPwLOsZTF1NcfPhTfTs2pOzTewkRq/Pe+HGf29t4ZvyIbQSwrSqKWQv3o6NEloJdc5NXEmsTlMBsucyrXS+ueGPDVmUWrdx48ZISE7QynfN4jXo26Mvegzuob7fcgW9InsRBJbaEWerZupxa8m8ZID/thwq16qMZHmy3nK49fgWenTr8fbc7IQ65ZD7mmTHZAMKdbfazds3a9nLlQEAkyra96vQWgixo/o5Mq1mimzbbG4b35Svrjx8g+YdocGksglEFUXwWOwBS7klotZEIfO+OoiybWlrsGwZxqHpXs6ngmpC3o7ptrd2hlhoCrlClv8OhUSS61udl6qAibkAEAsgU+ZoO4o3urn9kiSf4c2SYuyolZWVZbArrMbH9OnTRyfAnD59OhITE3Hu3DmDeT9+rP6+KM5lqkQiEcRisY5PUCqV+QZC5ubmevcB1C23eYPu+fPn4/Tp07h37x4aN26s9jG5bMi7VOH75PHjx3j06BEaNmxosAs2AMjlcqO6OefH3bt3Ubdu3XzzUSqVuHDhAi5cuIDFixcjNTUVXbp0MXp5JkPXJvf11ATcHh4e6Ny5s858IPkhkUggkUhga2uLnj174ocffjB63/cJn8/nxi9fv34ddnZ2aNq0Ke7evQsA6NKlC/h8vsGhX3fu3IFcLkfXrl3x999/A1AP/3B1ddVpyc5L69atdX4bGlqiISQkBK1atcLu3bsN5lMYBgwYABMTE+zZs8egTnq6uiKzZs2aaN68ucGl2kJDQ3WGZvz444+wsrLC5MmT8eLFiyLbWVjKTdD9vois8ADZAglslPbwqNIYT2J0xzEyPmzE9mLkJOVwwXRZ4MCBAxgwYAD8fvPD3BVzEXAtANZW1hj7zVh82u1TDJ04FBKpehzgn3/+iWvXriHoThCSVclwreqKpT8sxZNnTxAWEQYA6NujLxZPX4w6noa7AlmYW8Dd1Z37XaNGDTRq1AgpGSl4pXqFjMwMXAm6gp/m/ASpTIrnMc/RoVUHDBs0DNOmTeP227ZqG2LjY7FwpbpG8+SFk/jfqP/h/qP7CLoaBNemrli6dCmOHT+m44xr16yN/n36o/Wn6pd7aGgoVCoVRo4ciWRVMjzdPXHnwR28K3Xq1IFYLEaFChVgbW2NhnUaAgAehKi7Hf++93eMGz4OP83/Cb9v+B1dunTBwIED8cWIL7g81m9bj99X/Y47D+7g9v3b+N77e1hYWHBjgdMz0rHz4E6smL8CyanJyMjMwOpFqxF0Jwg3794EAJw9exaPHz/GjvU7MO/neXCs5AifaT7YunsrN3nOtj3bMN57PFasWIEdO3agxxc98NWnX+GLUV+gpPn+2+8R9TIKj588Bs+Ch9GjR6NLly7oPbA3p7N2yVoM+nwQBnw3AJmZmXC0d4RMJkNaahpkMhncqrth8ODBOBNwBkkpSWhQpwF+nv8z/r3xLx6GPtQqB78tfpj/y3y95fD73t8x7ptxXDl079NdpxxyX5PAc4GYPHEyLCwssGvvrhIvK0bJk026Ld2GyJKlI12SDGvzCnC2c0X067ASs4vkBFW2CnwTdYWqMl1Z8E6ljMbH7Nq1CzNnzsSFCxdgbW2NiRMnom/fvhgwYAA32ZHGxwQGBiI+Ph41atTA8uXLERYWxo3p7devH5YvX55vd1MLCwvUdH+7/q7GxyQnJ+PFixfIyMjApUuXsHLlSkilUkRHR8PLywvDhw/X8jG7du1CTEwM5s6dCwA4duwYpk2bhnv37nHdy5cuXYpjx3R9TJ06dTBo0CA0adIEgLaPiY+PR+3atbW6vxYXDg4OWuNhASApKQkKhUJHt0uXLhCJREa3JhcVzXwWGzZswLZt25CVlYW6deuie/fumDRpEj799FO4ubnhypUrSElJQe/evcHn8xEWpn6WjLnmx44dw7x58/D8+XM8evQITZo0wbRp07hWfKFQiEOHDqFp06bo06cPBAIB16MpOTmZa4k+f/48Dh8+zHXt7tGjB3g8HsLCwlCzZk2sXLkSoaGhJT4Xx8SJE/HFF1/oTESmwdzcHPPmzcM///yDuLg42NvbY+LEiahSpQo3j0hoaChOnTqF33//HePGjYNIJMLGjRtx4MABxMXFAQAqV66MCxcuYPjw4bh16xbS09Oxfft2rF69GsnJyUhPT8eGDRsQGBhY4Bwt7dq1w8yZM3HkyBF0794dAwYMwKeffprvPuvWrcPOnTtx+/ZtXLt2DUOHDkW9evW0WpBbtGgBf39/dO3aFbGxsfnmN2rUKBw5ckRvhUr//v3x+vVrPH/+HA0aNMC6detw5MgRrUq/3M98dna21pwxALhJ9/Kmvw/eaTr3D10007hbV7QmnpinKyLtpTj06ryRM13qay0ZZkhvkNcU2jj2Anl3mWNUvjyx8Tbo6IrKmK6wGHVzLSfCExiny035X91VncYDiURv1+k2r2rGrREqdhATT8jj9PRK3nuuhHS55Q3y0RUIBDR9+nQKDg4mmUxGqampdOrUKWrbrq2W7ujRo+nChQuUkJBAMpmMoqKiaMeOHeTi6sLpeY/wJlJX9xu016uTemmTvPj5+XE6jk6OtGPHDnr58iVJJBIKCQmhqVOnauUbEBCgtY9AKKCFPgspPDycJBIJRUdH08aNG9VLqOSx4d9//6VP+3yqVQ6ffvopRUVFUVxcHI0aPcpgGWstzZLfteCpl9HQR97yuHv3LslkMnr69Kl6Xck8+Uz8fiJFRUWRTCajoKAgatmypVb5mpia0MZNGykpKYkyMzPpr7/+IkcnR63zc3FxoRMnTlBWVha9evWKVv6ykgRCgc65adkyQtuWgIAAWrN2jVa+kZGRNHnKZC09IqLP+32uVQ6a5UH0ldPMH2Zy1y0xMZEuXrxInTp10slTH5p1OKtWrUqXLl2ixMREkkql9OTJE1rx8wqysrYq9nLI95oYKAPX6q5ERNSoUSPOFs2zYGNro1vOeZePybXdtbor+e/2p+oe1dXvKf5bPStbtmTYu8rPncy49bhFb5YGMxdBZ51ujf73n/5MG8deoNaePQt9LGPW6c4tAksBmVY3JZMqJvrzK4V1ugtaQsegj2nbVkvPoI9xceF0vL31+BhAa53ufH3MG31Hx0L4mFznsXChAR+Tx55///1Xa41uII+PKWCZIkNS0JJh+tAs9VTQ+sdr1qwpcMmwgiQyMpImT56sk968eXM6c+YMpaenU0ZGBv333380Z476W7ddu3YUEBBASUlJlJWVRf/99x8NGDCg4GueSywtLWnNmjUUFRVFEomEnj59SkuXLuWWgnR1dTVYPl5eXlr2c74KoAEDBtDTp09JJpNRbGwsbdiwgaytrQt1jfQ9I3nLOu8738fHhyIjIw0ew8TEhP766y96+fIlyWQyiomJoSNHjlDz5s219Ozs7Gjv3r2Unp5OqamptH37drKwsOC2a8oldxmYmJjQxo15viccHQu87gsWLKA//viDMjMzKTY2llsjXSNE+pfvmzNnDr169YrS09PJz8+PfH19tcpPc28X9G6sVasWERF169ZN7/ZJkybR8+fPKTs7m6KiomjJkiU668jnfebzSmktGYbCHLAsyvtapzu3uFTypI1jL9DqUSfJTGzxzsdlUnyi76ERCd4G3SKRgIQVhGTqasqtpyq0E+oPmpmUaSnKmtLlWczMzEgikWg5dSb5C1unu3BS3Oe81MuUC67NeXwC8g+6v2o7kTaOvUBftB5X6GMVNugGD2TqovYzfBO+bn7vOej+YCRX0M38LpOyJoGBgfmu/f2hi6HKFiZsne4PluevwxCb9AxioQmauXcueAfGh4NKPZY5OzZbPf6aBwhthDCpYgKBBZvZ6GPk5cuX+Y6FY6jp3LkzLl68iMuXL5e2KR88Q4YMQUZGBjp06FDappRrpLlmKBPzjRjXrZlMrYJridnEQW/nlhBYMd/CYJRlxGIxmjVrhnr16pVKl2VG2YCN6S4hroedxldtJ6B17U9wNaR4Z7VklDyUQ5AnyME340NUQQSeiAdRJfWMszlJOVqzrDPKJpqxfIB6HU9G/pw8eZKbIZiRP//88w83bk4zdozx/slRAeARQDyIjVjuSjOZmrNdjZI17A2KDAUEVgIILATISdadUI3BYJQNPvnkE/j7++Off/7BoUOHStscxgcKC7pLiFvh59Gv1Xeo7lAbznbVOWfO+PBQEYGvknJ/a22TqpAdk62exdxWCL4JHyaVTaDMVCInJQf48Oe/YRhAJpO982yuDIY+MjMzWUXOB0COCuAJCKR4G3QrVcCZF0I4OYkRrKgK5ZO3E6bFvVmr286yEszEFpDKjV8Wh1QqSCJuQVrBEnBxMm4fOYHkBJ6YB4HF25UlAHVfRJk8k/u7PKFZuYPBKCscPXoUNjY2pW3GO1OjxvupcCyvsO7lJUSmLA3Bz9XT8rf27FXK1jDyQ6lSITr5BaKTX0Cp0u/sFekKyGJkUGa+6Q5oKYBpFVMIbVi9FYPBYHyIyJUEzUpDmqA7Wwn0OaTEF61/woK2YyHPNbO5TJ6FlMxXAIqwXrcyB68PLUbymY0oTJisyFDPRi20yutLCK/TY/E6PbZQ+ZV5SL1kpvyVvFydNoPB+PhhQXcJEhR6GgDQslY3CPgsOCvzKNVrYmfHZkOVrQL46rV/TaqYgG/GHiUGg8H4kMhRAur506DVvVwlTQeplODxBeCbWWvtE5scBQBwrlD9vdiozFICBPDEPPDEBXeBZzAYDEbZhEUKJcjjFzeRlpUEKzM71HNpVdrmMIoJkhPkcXLkvM4BKQg8EQ9iRzHEjmLwROyjicFgMD4ENN3LAe2gG6SCSpoOABBY2GntE8+N667+PkwEVG8nVNNt7WYwGAzGxwILuksQFalwM1y9WHsb1sX8g0UkEMDFviZc7GtCJDB+FllllhLZMdlQpCoAAvhm6vHewgpC9mQxGAxGKSNXEtfSLXoTdJuLgPSZ1jh38UccPjYHFhba4zCL2tLNE5mg2tRDcB6xHjBi0rbcaMZyCywE0PR254GHqhVromrFmuChHFXm8gBTF1OYupiiPJ02g8H4+GGhQQkTFKbuYl7XpRWszSuUsjUMQxD4oKI8DgQoUhXIjslWt1bwAKG1EKZVTNkyMAwGg1GK5CgB3pvXcO6WbgsxD6TkwVSZA4G5dtD9LjOY88Wm4IvEhd5Pla0C5RDAh9bSlDweHzxeOfxM44N9nTIYjI8O9lorYRJSXyAi/iEEfAFaenQvbXMYJQQpCDmvcyCPl6uXExMAoooimFQ2Ad+UPWYMBoPxvslR6R/TnRuBha3W7/g3M5hbm9vB0vT9zUZseEI1BoPBYHwMsGjgPaCZUI3NYv7xo5KpkB2bjZwk9XJiPDEPYicxRJVE4AlZX7kPCR8fHxARiAiTJ08ubXMYHxHs3vowkGtNpKb/c4dvph1YyxUyJKbHAniP47oB9coYBPBM2IRqDMaHQEBAANasWVOofYgIn3/+eQlZVLYoSvl97LCg+z1w99klZOdI4WTnghqOdUvbHMZ7QJmhVC8xlq7+kBJYCGBSxQRCW2GRxqn5+flxH/HZ2dkIDw/HggULIMg1Bp3P52PKlCl48OABpFIpkpOTcfLkSbRt21YrLz6fj1mzZiEkJAQSiQRJSUkICgrCqFGjCmUTn8/HkiVL8OzZM0gkEjx9+hTz5883qL9ly5ZCByGzZs0CEem8uFetWoWkpCQ8f/4cQ4YM0drWv39//PPPP0bl//DhQzg5OeG3334zqFO3bl0cOnQIkZGRBu3v0KED/vnnH8TExOTrdBcvXozY2FhIJBKcO3cONWvW1NpuZ2eHPXv2IC0tDSkpKdi2bRssLCy0dBo0aIArV65AKpXi+fPnmDlzps5x+vfvj5CQEEilUjx48ACffPKJMcXxznh7e3P3qUakUim3XSgUwtfXFw8ePEBmZiZiYmKwa9cuODs7a+WjKevcMmvWLC2d4iqHgq5JUfjll1/g5OSEFy9evHNejKKToyS93ctzk7elGwDi3vMM5gDUE6pJ3kyoZvn+W7uZjykZH6NB37sxr7i6umpV2OWWkJAQLq+AgAC970QAOH78OIgIPj4+Ovqa9/GjR48wfvz4Qtn/PmndujUuXLiAzMxMpKWl4fLlyzA1NeW2N2nSBGfPnkVKSgoSExOxdetWHT+ZF0NlPmPGDIP7fPnll1iwYEGhbHdycsKpU6cKtc/Ro0cRHR0NqVSK2NhY+Pv76/hEY/xdXqpVq4bjx48jKysLCQkJ+Pnnn7We5w+V2rVr4+jRo0hNTUVmZiZu3ryJatWqcdvd3Nzw999/49WrV0hLS8Mff/wBBweHfPOcPXs2bt68ifT0dCQkJODw4cOoVatWSZ+KDizofg9k50hx79kVAKy1u1yhAnKS3ywxJlWpx3vbqpcYyz1uz1hOnToFJycneHh4YNWqVVi0aJHWi/fAgQNYuHAh1q1bhzp16qBTp0548eIFLl26pBUE+vj4YOrUqViwYAHq1q2Lzp0747fffoOtrW2h7Jk1axbGjx+P77//HnXq1MGsWbPwww8/YNKkSTq6/fr1Q+vWrRETE2N0/s2bN8fYsWNx//59rfQ+ffpgyJAh6NGjB3744Qds27YNFStWBABYW1tj2bJlmDhxolHHUCgUSEhI0AoM82Jubo5nz55h9uzZiIuL06tjYWGB+/fv53vcH374Af/73/8wbtw4tGrVCllZWThz5gxMTEw4nb1796JevXro3r07+vTpg44dO2pVCFhZWeHs2bOIjo5Gs2bNMHPmTCxatAhjxozhdNq0aYP9+/dj+/btaNKkCY4cOYIjR46gXr16RpXJu5KWlgYnJydOXF1duW3m5uZo2rQpli5diqZNm+LLL7+Ep6en3g/YBQsWaOWzYcMGbltxlYMx16QoaD5ylErlO+XDeDeM6l5ubquTFve+ZzB/AzehmqWgVL7OmI9RU5w+RsMff/yh9T4LDAzEb7/9ppWmqaTTVAbnlvbt22vl9/z5c4wYMUIrrXLlyujatStiY2N1jq85Vt26dXHw4EFs3rwZX3/9tdH2C4XvpyKodevWOH36NM6ePYuWLVuiRYsW2LhxI1QqFQDA2dkZ58+fx9OnT9GqVSv06tUL9erVw86dO/PNN295fvvtt1CpVPjrr78M7pOSkoLMzMxC2Z+QkAC5XF6ofQICAjBw4EB4enriq6++gru7Ow4dOsRtN8bf5YXP5+PEiRMQi8Vo27YtvL29MWLECCxZsqRQthlDcQbybm5uuHr1KkJDQ9GpUyc0bNgQS5cuhUwmA6D+hjh79iyICF26dEG7du0gFotx7Ngx8PKZwNLLywubNm1C69at0b17d4hEIpw9exbm5ubFZruxUGkJn8+nJUuW0LNnz0gikdDTp09p/vz5OnqLFy+m2NhYkkgkdO7cOapZs6bRx7CysiIiIisrq3e291znBvTYszYd7dKg0Pu6OzegjWMv0C/fHiOx0LTUyry8i6urK/n7+5OrqyuXJhIIqJp9LapmX4tEAkGJHZtvzieTqiZkWt2UTKubkthJTDwxz6h9/fz86PDhw1ppZ86cocDAQAJAAwcOJCKiPn366Ox76NAhev36NZmbmxMAunfvHi1cuPCdz+fYsWO0bds2nWPt3r1bK61y5cr04sULqlu3LkVGRtLkyZMLzNvCwoLCwsKoa9euFBAQQGvWrOG2zZw5k/bv38/9jo+Pp+bNmxMA+vXXX2nKlClG2e/j40P37t0r1DkbYz8R0eeff66THhsbS9OnT+d+W1tbk1QqpUGDBhEAql27NhERNWvWjNPp2bMnKZVKcnZ2JgA0btw4SkpKIpFIxOksX76cQkJCuN8HDhygY8eOaR37+vXrtGXLFq3zmDdvHu3atYsyMjIoKiqKPvvsM7K3t6cjR45QRkYG3b9/X8sWY8Tb25tSUlIKtU/z5s2JiKhatWpGl3NxlUNB18TV1ZWIiAYMGEBXrlwhiURCN2/eJA8PD2revDndunWLMjIy6OTJk2Rvb1/o+0Xf+0gjxem7ikPKmr8GQO2qCeh5F1d67FmbBtnYEgAyF4GU82zosWdteuxZm2oMX617T9bsShvHXqApfdcYfSyeyIRcZx2ntj+eIv/du/VeU2PEpIraRwgthZxf4sE4P/Eu8sH4GB44H1nWfUx+kveYGjHGLwUEBNCmTZvo9evX1LZtWy59zpw5dPToUbp37x75+Pjke6ywsDDat2+f3vw1772BAwfSpUuXSCqVkre3NwGgUaNG0ePHj0kqlVJISAiNHz+e208kEtGGDRsoNjaWpFIpRUVF0ezZswtVLtevX6clS5YY3D5mzBiKj48nHu/tM1G/fn0iInJ3dzf6OIcPH6bz588X6hpFRkbSnDlzaPv27ZSenk7R0dE0ZswYrX0M+f/CyGeffUZKpZKEQiEBxvm7vNKrVy9SKBTk4ODApY0dO5ZSU1O18tF33QcNGkTXrl0jqVRKwcHB1LFjR07Hy8uLiIh69epFt2/fpuzsbPLy8iJzc3PueyI2NpamTZtm8B7PT/bv30/+/v4Gt3fv3p0UCoWWj7C2tialUkldu3Y1+jj29vZERNShQwej9ykOf12qLd3G1GKWVEvE+yYiLhiv0l7CVGyOJm4dS9scRi4IBL5QBr5QBojV47C1JM/a2zrbjdQlBUH+Wq6e5VwF8E35MHE2gaiiqEitGlKpFGKxeqbcIUOGICwsDMePH9fRW7VqFezt7dG9u3oiv/j4eHTp0gX29vYG89Z0hcuPwMBAdO3aFR4eHgCAhg0bon379lpdq3g8Hnbv3o2VK1fi8ePHRp/bpk2bcOLECVy4cEFn2/3799G8eXPY2tqiadOmMDMzw9OnT9GuXTs0bdoU69evN/o474saNWpwNfQa0tPTcePGDbRp0waAumU2JSUFd+7c4XTOnz8PlUqFVq1acTpXrlxBTk4Op3PmzBnUrl2ba0Vq06aN1nE0OprjaJg6dSquXbuGJk2a4MSJE9i9ezf8/f2xZ88eNG3aFBEREfD39y/0uVpaWiIqKgrPnz/HkSNHULdu/kNqbGxsoFKpkJqaqpU+e/ZsJCYm4u7du5gxY4ZWbXpxlIMx10TD4sWL8eOPP6Jp06ZQKBTYt28ffv75Z0yePBkdOnRAzZo1S6QF4UOiLPpruZLAf3PbaJYMUxFw5bkCchs5HlasAV5xtXQTQfY8GNlxT/RuNtZvKDOV4Il4ENoJkc2TIJsnKZI/Kg5Ky8eoZCqoZCoEXmc+xhByuRx79+7Ft99+y6WNGDECO3bsMGr/3NfWEL6+vlyvhjNnzmDIkCFYsmQJ5s2bhzp16mDu3LlYunQphg8fDgD43//+h759+3KttkOHDkVUVBSXn5+fHwICAgwer1KlSmjdujVevXqFa9euIT4+HpcuXUK7du04HRMTE8jlcq17R9NTLW9vAEM4ODjg008/xfbt243Sz8306dNx+/ZtNGnSBJs3b8aWLVvy7aYcEBAAPz8/o/O3s7PD0KFDERgYCIVCPbmiMf4uL23atEFwcDBevXqltY+NjU2Bvd5WrlyJVatWoUmTJrh+/TqOHTuGChW0V1/y9fXF7NmzUadOHTx48AArV66El5cXPv/8c/To0QOdOnVC06ZNtfbx8fFBZGSkwePyeDx8+umnePLkCU6fPo2EhAQEBQVp9aIxMTHhhsBokMlkUKlURl9/QP3dAQDJyclG71MclOo0mW3btsXRo0dx8uRJAEB0dDQGDx6Mli1bcjpTpkzBjz/+yHU/HD58OBISEtCvXz/88ccfpWJ3UbkRdgaftRyF1p49cePJ2dI2h/EGhVIFK19rAIAnrHW2Z9zPQPSaaO53nQ11wDfRHyVnhWYh0vftS8XzF08IrXUfs4ejHkJkJ4LAUgCBlQACCwFyUnPUY8CNoGvXrujZsyfX5bZWrVpaY75yo0nXOIZp06bh0KFDiI+Px6NHjxAYGIijR4/i9OnT3D5paWkIDQ3N1wZfX19YW1sjNDQUSqUSAoEA8+bNw759+zidWbNmQaFQFOojZdCgQWjatClatGihd/vZs2exZ88e3Lp1C1KpFN7e3sjKysKWLVswYsQIjB8/HpMmTUJiYiK+++67Qn2IlRROTk4A1F3PcpOQkMBtc3Jy0nKQAKBUKpGcnKylk9dpafJ0cnJCamoqnJyc8j2OhpMnT3Jd15csWYIJEybg1q1bXLe2FStWICgoCI6Ojjr5GSIsLAwjR47EgwcPYGNjgxkzZiAwMBD16tXT2+3TxMQEK1aswP79+5GRkcGlr1+/Hnfv3kVycjLatm2L5cuXw9nZGdOnTy+2cjDmmmj45ZdfcPas+p29bt06HDhwAF26dEFgYCAAYPv27TpdPT82yqK/1upezlcHojIF0Hl3FvgWyaj2/USQSgnw+ACpuP0SUp9DpVLCwtQa1uYVkC4p+MOMFHIk7J8DU1dXoNVSne31fjP8oZvbxygyFai1shb44rc+xgG23N9G+5gRDwu0OT9KzccQII9Xd8/1Xe4La6vy52MaNGig9T4EgD179uiMw96xYwf+/fdfTJ48Gc2aNYONjQ2OHz+ORYsWGcybz+dj8ODBaNSoUb5zmQDA2rVrcfjwYe734sWLMX36dC4tKioKdevWxdixY+Hv7w8XFxeEh4fj6tWrANRd4HMTFxcHPt9wC4ObmxsAYNGiRZgxYwb+++8/DB8+HBcuXED9+vXx9OlTXLx4EatXr8aMGTOwbt06WFhYwNfXFwB0xkEbwtvbGxkZGfj777+N0s/NyZMnsWXLFgBqHzl16lR07twZT57or2x7/vy5wWFpufH19cX3338PCwsLXL9+HX369OG2GePv8mLI/2m25cfGjRu5shk/fjx69eqFUaNGYeXKlZzOwoULuQprCwsLjBo1CsOGDcPFixcBqMv45cuXWvkmJiYiIiLC4HEdHBxgZWWF2bNnY/78+Zg1axZ69eqFv//+G507d8aVK1cQFBSErKwsrFixAnPnzgWPx4Ovry+EQqHR15/H42Ht2rW4evUqHj16ZNQ+xUWptnQX1FJWmJaIssCNJ2ehIhU8KjeGg03V0jaHUZoogZzEHGTHZUOVrQL4gKiCCCZVDC8x1qdPH2RkZEAmk+HUqVP4448/tJxrfuNZchMSEoL69eujdevW2LFjBxwcHHDs2DH8/vvvnM6RI0dQp06dfPMZOHAghg4diiFDhqBp06bw9vbGjBkzuFrvpk2bYvLkyYUKRqpWrYp169Zh6NChWjWZeVm8eDE8PDzQsGFDHDlyBHPmzMH58+eRk5OD+fPno3379ti2bVuRWmrLCw8ePOD+1jjj4OBgnbSCJijJTVBQEHbv3o379+/jypUr+PLLL/H69WuMHTtWR1coFOLgwYPg8Xg6H5Nr1qzB5cuXERwcjK1bt2L69OmYNGlSgS0zJYUxZVWYciqLlEV/naM0PKZbJUkHkQo8vgB8MyutbQplDl6lqSuJKhdhve53ohSnAWA+5i2l6WPCwsLQuHFjLVm4cKGO3oMHDxAeHo7+/ftj5MiR2L17t8F5JCZMmICMjAxIpVL8/vvvWL16NRc8GuL27dvc3+bm5qhZsya2b9+OjIwMTubPnw93d3cAwM6dO9G4cWOEhYVh3bp1XM8HDXPnzoW3t7fB42kC8q1bt2Lnzp3477//MG3aNK4yFwAeP34Mb29vTJ8+HRKJBPHx8YiMjER8fDw37rsgRo4cib179+Z7/Q2R2xcA6l4d+b37vb29MXfu3ALzXblyJZo0aYLu3btDqVSW6rfL9evXub+VSiVu376t86zmvjfc3d1hYmKCGzducGkpKSkICwvT2mfTpk3o1q2bweNqrv/Ro0exdu1a3L9/HytWrMDx48cxbtw4AOrAfcCAAfjss8+4ifZsbW1x584do6//pk2bUL9+/ULNaVBclGpLd0EtZYVpidAgFou1urJZWVnp1Ssab7qzGOl48pKalYiQF7dRz6Ulpn6+DkeCtrIW7w+ER9/lU9uVpwdcyCT9tf36dMNmhOnX06hnE+RxcggsBRDaCcET8SB2FEORqoAiTaGlGxAQgPHjx0MulyM2NlbLuT558sTgB4wmPXdNLBHh9u3buH37NvcBsmfPHixbtkyrO1h+rFy5Er6+vlwL1sOHD+Hq6oo5c+bA398fHTp0gIODg1Ztt1AoxKpVqzBlyhTUqKH7MdusWTM4Ojri7t27Wvt07NgR33//PUxMTHRerJ6enhg2bBiaNGmCkSNH4sqVK0hMTMTBgwfh5+cHS0vLQk+GUtzEx8cDABwdHbm/Nb//++8/Tiev8xYIBKhQoQK3T3x8PBwdHbV0NL8L0sl9XABaXdX0pWm67+XXMlEQCoUC9+7d05kRXBNwu7q6okuXLjqtOnm5ceMGRCIRqlevjidPnhRLORhzTTToK5e8ae9STmWBsuev3ywZJtAfdINUUEnSILCwg8CiAlSSNK3N8SlRcLJzgXOF6giNuYN3pTA+JmxmGMQOYkAJyGJk2tsL6WMKA/MxH4aPkcvl+bYI5mbHjh2YOHEi6tatq9XrJC979+7FsmXLIJVKERcXV+DwMUA9IaQGS0tLAMCYMWO0gisA3H1y79491KhRA5988gm6deuGgwcP4vz58xgwYIBR56JpEc7bcyAkJAQuLi7c7/3792P//v1wcHBAVlYWiAjTpk3Ds2fPCjxG+/btUbt2bQwaNMgom/KS128W17s/KSkJSUlJCA8PR0hICF6+fInWrVsjKCjIKH+Xl/j4eJ37oaB9CkPue6O4SExMRE5Ojt7rn7vruGaVkYoVK0KhUCAtLQ1xcXFGXf8NGzZwk9QWZtLF4qJUvxIKqsUsCnPmzEF6ejonxVmoKoX6YeMLTQvQNMxfgZsQm/QMVma2+KbzLEz+bDWcbF2Ly0RGERAJBKhm5YZqVm4QKvkgOWlLjrZz0tleBN28KDOVyH6ZrZ69lgcI7YQQVRJpLS+WlZWFiIgIvHjxQqc2+8CBA6hVq5ZWlyQN06dPR2JiIs6dO2ewDDQvuYKW3ciNubm5zseJUqnkHNDu3bvRsGFDrdr6mJgYrFy5Ej179tSbp6YbWe59bt26hb1796Jx48Z6azK3bt2KadOmISsrCwKBACKRCAC4/z+EJTIiIyMRFxeHrl27cmlWVlZo1aoVV6t8/fp12NnZaY2D6tKlC/h8PveRc/36dXTs2FFrJtnu3bsjNDSU62J2/fp1reNodHLXXr8v+Hw+GjRooNW9ThNwe3h4oFu3bkaNqWrcuDGUSiXX/b44ysGYa8J4S1nz14B6TLdmyTCTN0G3uQhImGKFkAYe+DNgFUwU2RBYVdTZNyZZ/QFXpaK7UcfiiUxQddJeOA37RW/FfGH8hjJNCZIQKmZURmUrN0COd/YxxvBB+BgeYFrNFKbVTJmPMYJ9+/ahQYMGePjwocHu/4C6O39ERARiY2ONCrjz8urVK8TExMDNzQ0RERFakrsSJSMjAwcPHsR3332HQYMGoX///rCzszPqGFFRUYiJiYGnp6dWeq1atRAdHa2j/+rVK2RlZWHQoEGQyWT53n8aRo0ahdu3b+u0WH9IaO5vTYWkMf4uL9evX0eDBg1QqVIlrX3S0tIKHA7RunVr7m+BQIBmzZrle29FRERALpdzc88AgK2tbaGX5MrJycGtW7eMvv5JSUlIS0tD586d4eDgUOAyfhs2bMAXX3yBLl26GF3xVxK80yx77yLPnz+nCRMmaKXNmzePm5GvRo0aRETUqFEjLZ1Lly7R2rVr9eYpFovJysqKk8qVKxfbbKhn2lSnx5616fhnHd8pHz5fQF0bDaRVI4/TxrEXaN3oM/RZy1EkEpqU2rUoL1Kas5cbKwIrAZm6qmdvNXE2IQj0zyybV/766y9KSkqikSNHkqurKzVo0IB+/fVXksvlWrNp/vnnnzRlyhRq2bIlubi4kJeXFwUGBlJoaCgJ3px/v3798p0ZE1Db9OLFC+rduze5urpSv3796NWrV+Tr62twH30zy54/f54mTpxocJ/8ZsAcPXo0/fnnn9zvFi1aUGpqKrVq1YoWLVpEDx8+NJivsbOXi0QiatSoETVq1IhiYmLo559/pkaNGmnNlGphYcHpEBFNmTKFGjVqpDUj9w8//EDJycn02WefUf369enw4cMUERFBJiZvn/uTJ0/SnTt3qEWLFtS2bVsKCwujvXv3ctutra0pLi6Odu3aRXXr1qWBAwdSZmam1gyqbdq0IblcTtOmTSNPT0/y8fGh7OxsqlevXr7XIe+sq5qZTPO+f/OTBQsWUPfu3alGjRrUpEkT2rdvH0kkEqpTpw4BIKFQSEeOHKHnz59Tw4YNydHRkRPNjKqtW7emyZMnU8OGDalGjRo0ZMgQSkhIoJ07dxZ7ORR0TfSVgWb2VhsbGy7N0KztH9Ps5WXNXwMgJ0sevfqyCj32rE3zHBwJ0J29vNb0v8iyUU+dfRtWb0cbx16gWV/+atSximv2co2IbESlPnt5XnkvPibX7OVl3cfkJ/nNXh4cHKz1bnR0dNSahTrvvjY2NtzM8QCMmr08PzH07h81ahRlZWXRpEmTyMPDg+rXr08jRoygqVOnEgCaOnUqff311+Tp6UkeHh70+++/U2xsLDfT+E8//US7du3K99iTJ0+m1NRU+uqrr8jd3Z2WLFlCEomE3NzcOJ2JEydSkyZNyMPDgyZMmMDZlDufkJAQ6tevn1aalZUVZWZm0tixY4t0jfTdW3nLOq8f3bVrF/30008Gj9GyZUuaOHEiNWrUiFxcXKhz58509epVCg8PJ7FYTIBx/i7v88Tn8+nBgwd0+vRpatiwIfXo0YMSEhJo2bJlBV73qKgo6tevH3l6etKvv/5K6enpVLFiRQL0+z8AtHnzZoqMjKTOnTtTvXr16MiRI5Senq5VfhMnTixwxvh+/fpRdnY2jR49mtzd3WnixImUk5ND7dq143RGjBhBrVq1Ijc3Nxo6dCglJibSL7/8ku8zv2nTJkpJSaGOHTtqPVempsavJlUc/rpUu5cXVIuZuyVCs46ipiXC0FgUuVxe6DXyjEWlkAMwBY8vhMDaAcr0VwXuozcflRIX7h/E3YhL6N/2ezSq0Q49mwxBM/fO+PPaBjx6fqPgTBgfLcoMJUhOEDuIwTPhwaSyCWBERfrAgQMxZcoUTJ06FZs3b4ZMJsP169fRqVMnbsInQD2D5eDBgzFnzhzY2NggPj4eFy9exKJFi7jWDRsbG9SuXTvf402aNAlLly7F5s2b4eDggNjYWGzdurXQszi7u7vnO8utIRwcHDBv3jy0bduWS7t16xZWrVqFEydO4NWrV/mOHzOWypUra3U3njlzJmbOnIlLly6hc+fOANTrvV66dInTWbNmDQD1GDfN7LI///wzLCwsuPVqr169il69emmNKxs6dCg2btyICxcucGuI/u9//+O2p6eno0ePHti0aRPu3LmDxMRELFmyRGus5PXr1zFkyBD8+OOP+OmnnxAeHo5+/foVy4QhRIQRI0Zg165derfb2dnh999/h5OTEzcTe9u2bbla8ipVqnAzkeZdG7dTp064fPkysrOz8fXXX2PRokUwMTFBZGQk1qxZg9WrVxd7ORhzTRhqypq/BrS7l5vxDQ8LE1jpvn9iktQt3U4VXMHnC6BSvd/B1sosJTTzp/FEPJ0W7tLgvfuY/03C0iUfv4/JS/369XW6AMtkMpiZmenVT0tL05te3Gzfvh0SiQQzZ87EypUrkZWVheDgYKxduxaAupX7hx9+gIeHB5RKJW7duoXevXtzLevOzs5a3cT1sW7dOpiammLNmjWoUKEC7t+/j+7du2t1HW7ZsiUWL14MS0tLhIaGYuzYsdizZ49WPrVr1+ZmqNbw9ddfg8fjYf/+/cVQGsbh4uKS71hjiUSCL7/8EosXL4aFhQXi4uJw+vRp/Pjjj9y70Rh/l/d5UqlU6NOnD7Zs2YLr168jKysLu3bt0js3QF5mz56N2bNno3Hjxnj69Cn69u2LpKSkfPeZOXMmLC0tcezYMWRkZGDVqlU65W9vb8+N/zfEkSNHMG7cOMyZMwfr169HWFgYvvrqK1y7do3T8fT0xPLly1GhQgVERUVh2bJl3DeXhrzP/IQJEwAAly9f1tLL73umpDA6yi9uMaYW05jWofykOFsLTrVwpseetenE513I3LPdO+enkQaubWnJkH20cewF2jj2Ao3u7kO2FrprvjJ5dykLLd0a4Ql5ZFL5zbrerqYksPhwbPsYpCjrdJdnqV69Osnl8kKtu1ze5WNq6S5r/hoAWYhAiV+r/faqyuq17vW1dFfsrXuNeODRym//oY1jL5CzXfUCj1XcLd088N76JTtxqV//9ya5WrrB+wDsYcLESBGLxUREhVov+kOSovRuK09S5tfpnjRpEg4dOoTNmzcjJCQEv/zyC7Zu3YoFCxZwOj///DM2bNiA3377Dbdu3YKlpeUH0RIhdqpZsJKRBEcH4seDI3Huvz+gVCrQ2K0j5g/0Q+cGX4HP+7gn52EYhhSknt1cogJ4gKiSCEK7Uu2c8tGhWZol7+zZDF169+6N3377DU+fPi1tUz545syZg4yMjAJbdcoSZdFfy5UAn2vpNuxL9bV0EwixSYUb111SCCxLf14KBoNhGCsrKwwePBhKpbLA5VYZ5ZdS/YLPzMzE1KlTMXXq1Hz1fHx84OPj856sMg6xk0ex5idXyHD0xm+4FX4Og9pPhrtzA3zVdgJa1eqBA/+uRdSrfGbMZny8ECB/JYfQVqgWGyH4Yj7kr+WAcasjMAywfv16rkva69evS9maD5/NmzeXtgllhl9//RUHDx4E8PHcW2XRX+dep9s0n+7lQj1BN6CeTM3duQGqVHTH7acXSsRGY+DxeeCb89UVsAwG44Nj8eLFGDJkCGbNmlUqs2Izygas2ayIFGdLd25ikyOx9p+paO3ZC/1af4eq9jUxrd96BIacwNEb2yCVl+7SR4zSQZGqgEqugtheDL4ZHybOJpAnyEEKKm3TyiwpKSlISUkpbTMYHyHs3vpwUPIKDrr1tXQDQEySetmmKhXf81rdehBaCSGXlNz4dwaDUXSmTZuGadOmlbYZ70R0dDR4RVwSmWEcrO9yUSAVBKaWENrqX3v0nbMH4XrYKSz9YwSCwk6Dz+Ojfd3PsPDrnWjhYXhheUbRIBD4lA0+ZYPw4QaxKokK2fHZIAWBJ1JPsMY3ZY8wg8FgGEIBTdCtfleqCLgTq4TSUo5H2TIQjw++2Aw8E92lrDSTqVWpYET3ciJkxz2B/HVUsdkuV8ggV8oAEPhmfPCE5eODWJWtgiqbteozGIyPC/bFXgRUOTIAxd/FPC+ZsjTsubQSa/6ZgrjkKFiZ2cG7yxxM6vMLHG2rleixyxMKpQrRSdGIToqGQvlhO3qSE7Jjs6GSqQA+IHYUQ2DNxvsxGAyGPhRvxuGI37TgyBRAS79MNLjzDAOioiDNlgDQ38U8NjkSKlLBxqIiLE1t8z0OKeSI95+G10d8gSKsg6yTHwgJqc+RkPIcSpl6xu9yMbabAHmcHPI4OT7gOnAGg8EoNCzoLgIk1wTdJdPFPC8RccHw/Wssjt74HfIcGTyrNMGc/r/j0+YjIBKI34sNjA8IFSCPl0OZqVRPsFZBBFFFUWlbxWAwGB8cCk33cgOTkioz1EvhCKx1g265QobEtFgAQNVSnExNkaEAAAisykHQzWAwGB8pLOguApqWbpP3FHQDgFKlwLn/DuDHgyPxMDoIQoEInzT7BnMHbEedai3emx2MD4ecxBzkJOcApP4YEzuJ2RPNYDAYuch50+osNjBWUZGRCMDwZGovuXHdbiVgnXGoJCpACfAE6gnVGAwGg1H2YG/vIkByKQBNS/f7HWOVnJmAX0/Pw29nFiIl8xUq2VTGxN6+GNltAWzMK75XWz4WhAIBXCq6waWiG4SCstWSoExXQp6gnsmcb8qHSWUT8MTlY9wfg8FgFEQOTzvoNhMCz763Qkijmjjv5g5hWgIAQGCl33++nUwt/5ZuntAEVcZth+PXy4BimIyIBx4qV6iByhVqgAceFJnq1m6h5Uc+/y0PMKlqApOqJu/784rBYDBKFBZ0FwGVIhuqnGzwTSwgtHMuFRseRF3DjwdH4sL9P6FUKdHUvRPmD/KDV/0v2NrehYQHgHhCEE9YJn28SqZCdmw2KIfAE/Jg4mTCWkMYDAYDgFylDrpFb97uPB7gasMHyYSoLBJBmanuXi60qqR3/9hk9WRqlQtq6eYBQhtHCA0E70VBwBdBwFcPHVJmqMd188344AnKoqcyHp6QV24mjWMwGOUH9mVeFAiQv1I74pKeTC0/snOkOBz0K37+axwiEx7DTGyBAe2+x4wvNsGlkmep2cV4/5CCkB2XDZX0zQRrDmIIbT/yFpF3xM/PD0QEIsLnn39e2uYwPiLYvfXhkANN0G1gTHe6unu5oZZuTfdyJ1sXCPil904lBanf7zw2tpvBeB8U9v3t5eUFIoKNjU0JWlV2YP5PFxZ0FxF5/FMA73dctyFikp9h9ZH/Yf//2Tvv8KiKrwG/29MLCSm00HvvTTpKE5Gq/JSOoGADpaiABUFRwYaACgoiIiKgUqX5oTSl11BDTSG9Z+t8f4QsLGmbukmY93nmSfbec2fPzt2dM3PnzDn7FpKiT6RK+dq89uSXDO34Es7azGlQJKWP+wfxer2eS5cuMWvWLFT3ucMrUfLC0y/w35b/iA2O5c61O2zftZ32Hdrb1KVUKpk+fTrnz58nJSWF6OhoDh06xNixY/Ok04wZM/j3339JSEggIiKCjRs3Urt2bRuZvXv3WvXOKEuWLMm2TrVazQcffMCpU6dISkri9u3brFy5ksDAex4lWq2WVatWER8fz4ULF+jevbtNHa+99hqff/65XZ9h27ZtBAQEsG3btmxlHnnkEX7//Xdu376dpRGxR2eAkJCQTG0xffp0G5lGjRqxb98+UlNTuXHjBq+//nomfQYPHsz58+dJTU3l1KlT9O7dO5PMO++8Q2hoKCkpKezcuZOaNYunn7r/e5pRHmzbN954g/3795OcnJxtLusH6xBCMGzYMBuZzp07c/ToUdLS0rh06RIjR47MVM8LL7xASEgIqampHDp0iFatbONf6HQ6vvzyS6KiokhMTGT9+vX4+fkVsBXg5ZdfJiCgaFJKSvKGXqRHL1crFFkOeDJWurPL1R2bdIcUfSJqlYYArypFpaZdmJOKLoq5XTZGqeSVV17h1KlTpKamEhMTw9atW2nfXtqY3JgzZ06W/dr9BbLuQx/sRzNsyYN9IsCZM2cQQtj0h/fbnqSkJI4ePcrgwYPzpH9xUatWLTZt2kRkZCTx8fH8/fffdOnSxXp+5MiR2bZf+fJZe6vcj1ar5fjx4wghaNKkSY6yuY0NHuTAgQMEBAQQHx9v9zW1a9dmz549hIeHk5qaypUrV3jvvfdQq20f8Nlj9x/EHhtZ0sjt/t9PuXLluHnzpl0POuwZfxUHctKdTwzhl4Dii2CeGwLB/vNbeHftKA5f/BOlQkmnBk8wa9j3tKjR1dHqSQqBjAlirVq1+OSTT3j77bdtJmVr165l9uzZfLrwUxo2b8hjTz3GrTu3+GvvXwwYOMAqN2fOHF599VVmzZpF/fr16dq1K19//TVeXl550qdz584sXryYtm3b0rNnTzQaDX/++ScuLi42cl9//TUBAQHWMm3atGzrdHFxoXnz5rz33ns0b96cgQMHUqdOHX7//XerzHPPPUeLFi1o164dX3/9NWvWrLGeq1q1KuPHj+fNN9+06zPo9XoiIiIwGAzZyri6unLy5EkmTZqUb50zmDVrlk1bfPHFF9Zz7u7u/Pnnn1y/fp0WLVrw+uuv8/bbbzN+/HirTLt27fjpp59Yvnw5zZo1Y9OmTWzatIkGDRpYZaZNm8ZLL73ExIkTadOmDcnJyezYsQOdTmdXmxSUjO9pRnn66adtzmu1Wn755ZccB8YAo0aNsqln06ZN1nNVq1Zly5Yt7N27l6ZNm/Lpp5/y7bff8uijj1plhg4dysKFC3nnnXdo3rw5J0+eZMeOHTYDs0WLFvH4448zZMgQOnfuTIUKFdiwYUOB2yBjkiBxPIb70ndlFUwtI3p5doHU4L583Q6MYA5gTjanB1RTK1A6F/7wzV4b89lnn1GvXj26dOnCzZs3+euvv2weRhaajelU+m1MBh9//LGNjjdv3sxkDzJ4sA/Nqh+9ceMGo0ePtjnWpk0bAgICSEpKyvT+Ge/VrFkz/vvvP37++WfatWtnt/6qYop3s3nzZtRqNd26daNFixacPHmSzZs34+/vD8DPP/+cqW22b9/OX3/9RWRkZK71L1iwgNDQULt0yW1s8CBGozHP/b7RaGTVqlU8+uij1KlTh1deeYXx48fzzjvvWGXssfsPYo+NLAw0msLNnJPb/b+f5cuXc+rUKbvrzmn8VZyIslzc3d2FEEK4u7sXuK5trQLFuTp1xa8tAoTGt4oImr5ZVH5lnUChdPjnfLDUqtBUvDX0O/HlhN3iywm7xeS+C0R5j4oO18vRJSgoSKxatUoEBQVZj2lUKlHZt7ao7FtbaFQqh+uYVfnuu+/Exo0bbY7t2LFDHDhwQABi6NChQggh+vXrZz2v0CmErrJObNy6UURGRwo3bzcBiOPHj4vZs2cXuo6+vr5CCCEeeeQR67G9e/eKRYsWFajeli1bCiGEqFy5sgDE4sWLxfz58wUgnJychBBC+Pr6CkBs27ZNDBgwIN9tmlsRQognnngizzoDIiQkRLz88svZXjNx4kQRHR0tNBqN9dj8+fPF+fPnra/Xrl0r/vjjD5vrDh48KJYsWWJ9HRoaKqZOnWp97eHhIVJTU8WwYcMEpP8GhBBiyJAhYt++fSIlJUX8+++/olatWqJly5biv//+E4mJiWLr1q3Wdi3I9zS7MnLkSBEbG5uvdv7ggw/E6dOnbY799NNPYtu2bdbXhw4dEl988cW934NCIW7duiWmT59ubRe9Xi8GDRpklalTp44QQog2bdoIQHTu3FkIIcSjjz4qjh07JlJSUsTu3btF+fLlRa9evcS5c+dEfHy8+PHHH4Wzs3OeP0dW/VFGKUzbVVpKUXzmrU+7iHN16opzdeoKT6VSuGgQ5jc9rcdcNE4iaPpmETR9s1BoXbKsY3D7SeLLCbvFk20nZvs+Co1OBE3fLNrP3SZW/fBDlvc0L0WBwmqXFCisx9XeauFU1Ulo/bSF2vb5sTEZZf369SIyMlK4uKS3X4FsjALhVNVJOFV1Eihsz5U2G5NTyc4e2NOHhoSEiHnz5onU1FRRqVIl6/Fly5aJzz77TMTGxoqRI0dm+14qlUokJSWJefPmZVl/Rr/Xq1cvceTIEaHX60Xnzp2FQqEQM2bMEFevXhUpKSnixIkTNv2nl5eXWL16tbhz545ISUkRFy9eFKNGjbK7TXx8fIQQQnTs2NF6zM3NTQghRPfu3bO8xtfXV+j1evHMM8/kWn9Gn12vXj0hhBBNmjTJUf7+/jvDbj755JNiz549Ijk5WZw4cUK0bds2U7t5enoW6LvxySefiH379llf22P3Hyz22MgHS4ZNfuKJJ8TFixdFamqq2L59u813bM6cOeL48eNi7Nix4urVq8JsNgtA1KxZU/zf//2fSE1NFWfPnhU9evSwe7yUn/s/ceJEsXfvXtG1a1e72jy38Zc9pTDstVzpzifG6FtYDGkodS6oy1VwtDqZuBR6gg/WP8cf/y7HYNJTt1IL3hj6LX1ajECtkjmdH0R3tzgrFJnKg6sjWclkFJ2dsoVBamoqWm16nvbhw4dz4cIFNm/ebD0v9AJ9qJ5Pl3yKbzlfeg/ujcpNRXh4ON26dcPXN/uVnQwXrryQ4d4TExNjc/x///sfkZGRnD59mnnz5uHs7Jznei0WC3FxcQCcPHmSjh074uTkxGOPPUZoaChRUVEMHz6ctLQ0mxVRR/GgzhnMmDGDqKgojh07xmuvvWazetCuXTv27duH0Wi0HtuxYwd169a1rhC1a9eOXbt22dS5Y8cO64pFtWrVCAwMtJFJSEjg8OHDmVY13nnnHebOnUvz5s0xmUysWbOGBQsW8PLLL/PII49Qs2ZN3n333Tx/9i5duhAREUFwcDBfffUV5cqVy3MdAIsXLyYyMpLDhw9nWtHJrR00Gg0tWrSwkRFCsGvXLqtMixYt0Gq1NjIXLlzg+vXrmdrq7bffZvLkybRv357KlSuzbt06XnnlFYYPH07fvn159NFHefHFF/P1OSVFi8Ei4G4Ec50y85BHmPSYUxMAUGeRqxvgdkwIULC0YTnZjexsTFZ2SZ2c7i6vdFaCyrE2JoNPPvkEX19fevbsCSBtTDEQERHBjh07rC7Dzs7ODBs2jBUrVuR6rdlsxmg0Wu9tdnzwwQfMmDGDevXqcerUKWbOnMmIESOYOHEiDRo0YNGiRaxevZpOnToB8N5771G/fn169+5NvXr1eP7554mKirLWt3fvXr777rts3y86Oprg4GBGjBiBi4sLKpWKCRMmEBERwdGjR7O8ZsSIEaSkpLB+/focP4ufnx/ffPMNzz77LCkpKTnK5sT777/Pxx9/TNOmTbl48SI//fRTjl4AD7r650aNGjXo1asX//d//2c9lpu9y4r8XAPpniBvvvkmI0aMoEOHDnh5ebF27VobmZo1azJo0CAGDhxI06ZNUSgUbNiwAYPBQJs2bZg4cSIffvhhproL6/7Xq1eP2bNnM2LECCwWS46f535yGn8VFzLSUn4RFgx3ruBUqQE6/5qYom85WqNMmCxGdhxfw9ErexnS4SUaVGlNn5YjaVmrO+v+/pzg21l3Yg8bAvjd5+5gzCfzdoH/S0ri+dv37u/fNWvhksXgDeDflBRG3bxhfb2zeg3KqTP/zOpfCC6Qzt27d+exxx6zusfUrl2b8+fPZxY0w8l/TgJQq3otNL4apr87nZ++/Ynw8HDOnj3LgQMH+O2339i+fbv1svj4eIKD7ddRoVDw6aef8s8//3D27Fnr8TVr1nD9+nVCQ0Np3LgxH374IXXq1GHQoEF21avT6fjwww/56aefSExMBGDFihU0btyYc+fOERUVxdChQ/H29ubdd9+lS5cuvPfeezz11FNcuXKFMWPG2O1KVlhkpTPA559/zrFjx4iJiaF9+/bMnz+fwMBApk6dCqTvHwsJCbGpK8NVLSAggLi4OAICAjK5r0VERFhdEzP+5iSTwccff8yff/4JwGeffcbatWvp1q0bBw4cANJdt0aNGpWnz759+3Y2bNhASEgINWrUYN68eWzbto127drlyTjOmjWLPXv2kJKSwqOPPspXX32Fm5ub9fueXTt4enri5OSEt7c3arU6S5m6deta69Dr9Zn232XVVm+99ZZNu3zwwQdUr17der/Wr19P165dWbBggd2fUVI86M2gVAksJgVOCgWJAs5HmlG4Grkaa0GQ7mKucvZA5e6LMepGpjpu25OrW4Ah6jpGkxMEZZ7MHK2dfXDTXG2Mz719zP+mpPBcWjhKJyVqNzU7fas61saA9XjGfuspU6awfv36fNsYYcg8GX+YbEy/fv1sbAfAvHnzmD9/vs2xFStW8Mknn/D+++8zePBgrly5wsmTJ3OsW6PRMHXqVLy8vNizZ0+OsrNnz7ZO3LRaLW+88QY9evTg0KFDQPo+2Y4dOzJhwgT27dtHlSpVOH78uHWCdP36dZv6bty4QVhYWI7v2aNHDzZt2kRiYiIWi4U7d+7Qq1evTA+wMxg7dixr1qwhLS0tx3q///57li5dytGjRwkKCspRNic+/vhjtm7dCqRvozh37hw1a9bkwoULWcoHBwfbtcd7//79NG/eHCcnJ5YtW8bs2bOt53Kz+1mRm43Mrr20Wi2TJ0/m33//BdIfjgUHB9OqVSv+++8/q8yIESOsD1R69uxJ3bp1eeyxx6z394033rD5vUPh3H+tVstPP/3E66+/zs2bN6le3b4HobmNv4oLOekuAIbwyzhVaoA2sBbJ5/5ytDrZEpUQxpJtM2larRODO0zCz7MSk/st4MjlPWw4uISElJjcKynDmMxmR6tgFxmGWKPRoFQqWbNmDW+//bb1vCK71Y274xdzihkEXAy7SPPuzWlUpREd2nWgU6dO/PHHH3z//ffW/cMZe4bsZfHixTRs2JCOHTvaHP/mm2+s/585c4awsDD27NlD9erVuXr1ao51qtVq1q1bh0Kh4Pnnn7ceN5lMTJ482UZ2xYoVfP755zRr1owBAwbQpEkTpk2bxueff16sAWOy0xnS9w9ncPr0aQwGA8uWLWPmzJl52jdWWNy/FyrDOJ8+fdrmWF6Div3888/W/8+cOcOpU6e4evUqXbp0yXWAdz9z5861/n/ixAlcXV15/fXXHbYH68G2Sk5OtnlAEhERQevWrR2hmiQX9CaBQiXAlL6nO9UIDb9OAu7tezUlRqH1q5btvu6wmBAsFjPuzt54uJTL0mYKk56w5ZPQBgVBk/eK6uMA6enDlE7KQo9inm8b8wDnz5+nYcOGtGjRgg4d8mhjBOhD9ZkOP0w2Zu/evZnsx4Or+wBbtmxh2bJldOrUiTFjxuS4yv3hhx8yd+5cnJycSEpKYvr06dbJY3YcOXLE+n/NmjVxdXVl586dNjIZgckAlixZwq+//krz5s35888/2bRpEwcPHrTK2rPiu3jxYu7cucMjjzxCamoq48aN448//qBVq1aEh4fbyLZt25b69evz7LPP5ljniy++iLu7e6aHFvnhfluQMYH08/PLdtJdr149u+odNmwY7u7uNGnShI8++ojXXnuNjz76qMD65hWj0WidXEO691dsbCz16tWzHr9+/bqNB0O9evW4efOmzYT6/vueQWHc//nz53P+/Hl+/PHHPH2ukjL+kpPuAmAIK1nB1HLjRMg+gm8doW+rUXRuMICWNbvRoHJr/vhvBX+f+wMh7F+JKmu0uJh1hwnw4JT8kcuXspV9sAV7Xr2Sf6UeIMMQGwwGQkNDMd/3sODixYvZdu4Zx4NPBWO4Y0BbXovCScHp26c5+tVRPvvsM/73v/+xevVq3n//fa5du5Ynvb744gv69etHp06duH37do6yhw8fBtINeE4DoozBUFBQEN26dcv01P9+unTpQoMGDRg3bhwfffQRW7duJSUlhXXr1mUaOBUledEZ0ttCo9FQtWpVLl68SHh4eKZgIRmvMwYb2cncf/7BYxmvT5w4YXPd/W7sGW6eDx5TZuPRYS8hISFERkZSs2bNPE26H+Tw4cPMnj0brVaLwWDIth3i4+NJS0sjKioKk8mUa1vpdDo8PT1tViIebDvI3C73v844VtC2khQNBgvpk27AKZt7dC9tWNaTbqPZwJ34WwR4B1HRp0a+HlQXpo0xI9BYNCjUCh4LDcGSVji2u6A25uLFi9ZjQgiOHDnCkSNHpI3JI8nJyVy5kvvYwWw288MPP/DOO+/Qpk0bnnzyyWxlP/roI77//nuSkpLsDvaVnJxs/d/NzQ2Avn37ZroHen36Q5Lt27cTFBREnz596NmzJ7t372bx4sVZZuHIim7dutGvXz+8vb2t92PSpEn07NmTkSNHZnJZHjduHMePH+fYsWO51tuuXTurnhkcOXKEH3/8MU8eXVnZzcLo+2/dSvd0OX/+PCqViq+//ppPPvkEi8WSq93PitxsZEG4/3tRmNhz/7t160ajRo2sD7oyHgRGRUXx/vvv2zwkzIkHx1/FhRwlFAD93bRhWr8aoCgdTZlmTOHXA1+xYOMkrt0JxlnnxtCOL/HagC+o7Ou4nOOOJlWIbIvhgX1nOcnq7ZTNDxmG+ObNmzaDIUiPKlu7dm369euX6bqpU6cSFRXFzp07saRa0IfpEUaBQqNAF6hD6azk3LlzQHqk7rzwxRdf8OSTT9KtWze7BlJNmzYFyNHFKGMwVKtWLXr06JHlE/4MdDodixcvZsKECVgsFlQqlTWapkajKbY9O3nROYOmTZtiNpu5c+cOkP5kuFOnTjapQnr27ElwcLDVtergwYOZ0tf07NnT+lQ5JCSEsLAwGxl3d3fatGmT5ZPnoqZixYr4+Pjk6lKWG02bNiUmJsb6RDq3djAajRw9etRGRqFQ0L17d6vM0aNHMRgMNjK1a9cmKCjIIW0lKRr0JlDe7QYejLmRgTkx51zdcF8E83L5i2BeqDZG3EsfZnBTligbkx3SxhQNK1asoEuXLvz222/ZumBD+qTkypUr+c6qcO7cOdLS0qhSpQpXrlyxKRkTxoz3WbVqFc8++yyvvPIKzz33nN3vkRGV/sGtSBaLJdPE1tXVlaFDh7J8+fJc633ppZdo0qQJTZs2pWnTpvTp0wdIX13OaxT64kCpVFq9TSB3e5cV+bkG0r/TLVu2tL6uXbs23t7e2W4tgfQHBZUrV7Zxd2/btm2O75MV9tz/QYMG2dzLcePGAempXRcvXmz3ez04/iouSsdMsYRiirmNRZ+CUuuExqeyo9XJE7eiLvHJphdZ+/enpOiTCPKry+tPLmZw+0k4PWS5vdUqFUE+1QjyqYbawQY0v6xdu5YNGzawcuVKxowZQ1BQEI0aNWLp0qX079+fcePGWYOHrFuzjueHPk+Lui2oUrkK3ft356ulX3HhwgXrHrsBAwbk2MlCuhvQM888w/Dhw0lMTMTf3x9/f3+cnJwAqF69Om+99RbNmzcnKCiIxx9/nFWrVvF///d/Nm7M58+fZ8CAAUD6YGj9+vW0bNmS//3vf6hUKmu9WaWmmDVrFlu3brWu4u7fv5+BAwfSqFEjJk+ezP79+wvatLi6utKkSRNrTs9q1arRpEkTKleubLfObdu25eWXX6Zx48ZUq1aN4cOHW4PQZAyU1qxZg8FgYPny5dSvX5+hQ4fy8ssvs3DhQqsun332Gb169WLKlCnUqVOHOXPm0LJlS7788kurzKeffspbb73F448/TsOGDVm1ahWhoaFFHvzH1dWVBQsW0KZNG+vq0W+//cbly5fZsWOHVa5y5co0adKEKlWqoFKprG2bMRjv168fY8eOpUGDBtSoUYOJEyfyxhtv2LiWL126lOrVq1v3bz7//PMMHTrUxoVs4cKFjB8/nhEjRlC3bl2WLFmCq6urNZBLQkICy5cvZ+HChXTp0oXmzZvz3XffceDAAetqmaT0YzAL60q3TqHAWQ1nnnPjbPMa/FGtGk4KBaa7k261R/Z5fm/HZKQNq5bleYVaR+DYxfgNng2FEMhMgYIA7yACvINQkLk+U6IJAJWLqlhGcnmxMb/88guvvPIKrVu3pkqVKtb0knbZGAXoKujQVdCx+KuHw8Y8iE6ns+qUUXx8sn4gFBwcjI+PT6Zgk4VNUlISH3/8MYsWLWLEiBFUr16dZs2aMXnyZEaMGAGkB+fs378/NWrUoH79+vTr18/mHq9cuZJ58+Zl+x4HDx4kNjaWlStX0rhxY2rVqsWCBQuoVq0aW7ZssZEdNmwYarWa1atXZ6qnVatWnD9/ngoV0oMc37x5k7Nnz1pLxsrmlStXcvWcKCj3f/eyYvjw4QwZMoS6detSrVo1hgwZwvz58/n5558xmdJ/4/bY/Xnz5rFy5Urra3tsZFYYDAa++OILWrduTfPmzfn+++85ePCgjcv5g+zatYuLFy9a71vHjh15//33M8kVxv2/evWqzb3M2OZ1/vx5a8q4B++/PeOv4qRAIdRLeimqlGEZx/yfni+Cpm8Wrg27Ofyz5ruNnL3FyG4zrenF3n/mZ9GsemeH61UUpSylDHuwqFQqMXXqVHH69GmRlpYm4uLixLZt20T79u1t5MaNGyd2794tIiIiRFpamrh+67pYuW6lqNGshjVFy8iRI4VI953KtmRHRqqSSpUqib/++ktERUWJ1NRUcfHiRfHhhx9m+i3ef01GWo6s6NzZ9jvZoEEDcfHiRWuaGkhPC7V48WIRFxcnDh8+LGrUqFGgNoV7aUAe5LvvvrNb52bNmomDBw+K2NhYkZKSIs6ePStmzJghtFrbtD+NGjUS+/btE6mpqeLmzZti2rRpmfQZPHiwCA4OFmlpaeL06dOid+/emWTeeecdERYWJlJTU8XOnTtFrVq1bH4DQtimS8kq1cmDKb0yZLJLheTk5CS2b98uIiIihF6vFyEhIWLZsmXCz88vU7vn1FaPPfaYOHbsmEhISBCJiYni+PHj4rnnnhMKhcKmns6dO4tjx46JtLQ0cfnyZZsUORll0qRJ4tq1ayItLU0cOnRItG7d2ua8TqcTX375pYiOjhZJSUni119/Ff7+/nlqF7iXRiWr34hMGWZ/KYrP/EEPnbjavro4V6eu6OrqlillmLNCIZyCmoig6ZtF4NjF2dbToEob8eWE3eKNId9meb64UobdX7SBWuFU1UmoPdQFbqeitDHXrl0TK1asEFWqVLHKZGtj7ksZlh2lxcbkVHJKGZYV96eOzC39UW4pw3IrOaW+eumll8T58+eFXq8XERERYtu2bdYUbm+++aY4e/asSE5OFlFRUWLjxo2iatWq1mv37t1rtZvZlRYtWojt27eLqKgoER8fLw4cOCB69eqVSW7//v1i9erVOeqf3W8wKxuYVbm//87qGk9PT5vvTVbtdv93L6sydOhQceTIEau9O3PmjJgxY4bQ6XQ2crnZ/e+++07s3bs3UzvkZiPvLxm27cknnxSXL18Wqamp4s8//7RJfZqdratVq5bYt2+fSEtLE8HBweLRRx/NZP8K8/7n9F198P7bO/7KrRSSvc57Z1GaSlFPur27jhVB0zcL7x4THP5ZC1rqVGwuZg9baZ18T+rzgfD1qOBwvQqzlNZJd1EWlZtKOAWlD3J0gTqByvE6FUfJT57uh7mMGjVKXLx4UajVBR/gPyzlwUHHg0VOuov+M7/bVSeudawmztWpK3q5u2c56VaXqyiCpm8WlV/5Odt6vFx9xZcTdovPxv8p1CpNpvOOmHSr3FTp/XZFXYHeq0SVHPJ0yyJLSS6PPvqoMJvNQqPJ3D+UhpLVA2VZ7hWZp7sEoA9PD3iiCyj9+6Ev3D7GvPXj2Pzf9xhNBupVbsWbQ5bTq/kzqJUyt3dZxZxkxhBuADModAp0FXQodIWT57WkkxGtt2/fvo5WpcTTp08f3njjDavLmyR7lixZkmsgPUnxoDcJFGoB5L6nW6lzRaHNOsdzXHIUyWkJqJQqAryrFomuecWcbAYLKDQKlE5yOCeROAo/Pz+eeOIJLl26lCnQpkSSgeylC4jhbjA1jV+1UhNMLSdMZiPbj/3AvF/Gcf7mETRqLf1ajWbmkG+oXaGpo9WTFBEW/d0AawaBQqVAF6BD5Vo697fby7Rp06hbty5NmzZl7969jlanxDN06FDWr1/vaDVKBbNnz6Zp06bUrFkzx+BSkqLHYAaFMmPSnbWNFkY95tT0hyTZpQ0DuHU3X3elnPJ1Fyfi7sQbCj19mEQisZ+tW7fSo0cPJk2a5GhVJCWY0j9LdDCm2DAs+mSUGh0a3yqOVqfQiEy4zeKt0/lu11zik6Px96rMS49/wohuM3F39na0epIiQJgE+jA9lhQLKEBTXoPau+xmFYyMjLRGX80IACSRFAbyu1Vy0JtBmRFITZm9B8+9CObZT7pD7wZTq1CuhEy6Kf6AahKJJDMtW7akTp067N6929Gq5JuVK1fi7S3H90WJ7KILjLCudmvLgIv5gxy9spf31o3m/85sxCIstK7Vg1nDvqdjvX5ZRlSVlHIEGO4YMMWlD+TUnmq0/lrZU0gkklKJ3iRQ5JIyDMCcGA2A2iP7SfftuyvdFX3ylzasKBAGgdALUIDKTa52SyQSSUlFDqULgYx83bqAmg7WpGhIMyTzy/4v+XjDJG5EXsBF58ZTnV5lyoDPS9TgI78IQCFMKIQJ4WhlSgimOBOGOwawgNJZiS5Qh0ItH7JIJJLSheG+lW4nhRIh4Hq8BYWTiVCj0drnmxLT083ktNJ9626u7kpZ2T0BpvgITHcn74WB2WLEbMl9f2jGarfavWx4JgmTQJikNZZIJGULOekuBMrySvf93Ii6yEcbJ7Pun89JNSRTzb8+0wcuYWC759Fpsg4+Uxowmc3ciL7KjeirmMxmR6tTYrCkWNCH6xEmgUKTHmBNBuuRSCSlCf19ebq1CgWpJqj+ZSL1Tl6mx9UrpIn0cxkr3TlNusNjr2G2mHF18sDL1VZOmPTcXjqWiLVvgij4hFEgCI0JITQmBJHL42CbgGq6Ut5HC9Df0qO/pUc+BZdIJGWJUt47lwwMdyOYa/2qgrJsPGnODiEs7Dv7G3N/Hs3Ry3tRKlV0azyYt4Z+R9NqjzhaPUkhIwwCfageS5oFlKD116LykC6MEomkdGAwY510O+Wwp9t0d093ToHUTGYjEXE3gJLlYi4DqkkkEknJR066CwFTXDjmtCQUam2ZCqaWE/Ep0Xy3ey5fbplGZPxtvN3KM+7Rt3m+9zx83AMdrZ6kMLGAIdyAOdGcHmCtnAaNj0whJ5FISj560z33cm0OGUbsCaQGEHrXxbxiCQqmBvcFVHOVAdUkEomkJCK75kIiY7VbF1i2XcwfJPjWUeb9Mo6tR1dhNBtoUKUNbw5dzqPNhqMqJav+apWSIJ8ggnyCUKvkTyI7jNFGjDFGEOmrKdoAGWBNIpGUbAz3uZfrFAqc1PDvaDdOt6jOL0FB1uBqpoSMlW6fHOvL2Nf94Eq3Qq0lYMRCyg+YATkEbLMXBQr8varg71XFrqClwiAQhrsB1UpzukcFaAO1aAO1yFitEomkLCGHzIWEISxjX3fZDKaWE0azga1HVjL/l/FcuH0MrVpH/9ZjmTH4a2oGNna0ermiQIFFocOi0MmI7LlgTjBjiLgbYM1Jia6CDoW2dLbZyJEjEUIghGDRokWOVkdShpgzZ471u/Xyyy87Wp2HGv0D7uVKBbSooEKVpKWBk7N1EGROSt/TrXRyQ6HNPkbJ7ZiMCOYPrHQrFOgCa6MtX7XQdNeqndCqneyWLysB1ZQ6Zenfmy4p9ezduzfPYwMhBE888UQRaVS6yE/7lXVkr1ZIGCLuTrr9H75JdwZ34m/xxebX+X73PBJSYgn0DuKV/ot4tst03Jy8HK1eqea7776zDuL1ej2XLl1i1qxZqFT3VjSUSiWvvPIKp06dIjU1lZiYGLZu3Ur79u1t6lIqlUyfPp3z58+TkpJCdHQ0hw4dYuzYsXbpYkmzoA/VI4yCihUr8uPaH4mKiiIlJYVTp07RokULG/m6devy22+/ERcXR1JSEv/++y+VK1fO8T0GDx7M+fPnSU1N5dSpU/Tu3dvm/NSpU4mIiCAiIoIpU6bYnGvdujVHjhyxaZvsiI+PJyAggFmzZmUrExAQwI8//siFCxcwm81ZGpFx48axb98+YmJiiImJYefOnbRq1cpG5v57mFG2bdtmI+Pt7c3q1auJj48nNjaWb7/9FldXVxuZRo0asW/fPlJTU7lx4wavv/56Jn1ya7+i4v4HGRklNTXVel6tVvPBBx9w6tQpkpKSuH37NitXriQw0HZLSnG2wzvvvENoaCgpKSns3LmTmjUL3od//PHHBAQEcPPmzQLXJSkYBjMo7450cnIvF4ZULGlJAKhyWO3OSBvm51kJjUpbeIoWAuZkMwhQaBUodHl7GFqSbMz9VKhQgR9++KHU2pgMOnfunKlvfLB07tw5yz70wX40414tWbIk0/t8+eWXCCH47rvvMsnndG9LCtm1zWuvvWaVadasGX/++SexsbFERUWxbNmyTPYhK/La1w8cODDHsUFWBAQEZLLrufHbb79x/fp1UlNTCQ0NZdWqVZlsoj327kEqV67M5s2bSU5OJiIiggULFpTIe34/9tz/WrVqsWnTJiIjI4mPj+fvv/+mS5cuOdY7Z84czp8/T1JSknWM1rp16yL+NJmRk+5CQh92XzA1Vel+ylxQjlzezXs/j2Lf2d+wCAtt6jzKrGHf0b5uH7mSXAC2bdtGQEAAtWrV4pNPPuHtt9+26XjXrl3L7Nmz+eyzz6hXrx5dunTh5s2b/PXXXzZPXufMmcOrr77KrFmzqF+/Pl27duXrr7/Gy8vLbl2ESeCc4szuX3ZjNBkZMHYAjds2ZurUqcTGxlrlqlevzj///ENwcDBdunShcePGvPfee6SlpWVbd7t27fjpp59Yvnw5zZo1Y9OmTWzatIkGDRoA6cbn3Xff5amnnuLpp59m7ty5NGzYEACVSsXSpUuZOHEiZjsi0QshiIiIICkpKVsZnU5HZGQkc+fO5eTJk1nKdOnShZ9++omuXbvSrl07bt68yZ9//kmFChVs5DLuYUZ5+umnbc7/+OOPNGjQgJ49e9KvXz86derE119/bT3v7u7On3/+yfXr12nRogWvv/46b7/9NuPHj7e7/YqajAcZGSUoKMh6zsXFhebNm/Pee+/RvHlzBg4cSJ06dfj9999t6iiudpg2bRovvfQSEydOpE2bNiQnJ7Njxw50Ol2B2iBjkGPPd1BStKTn6c5IGZaz/bEnmFpCSgyJqbEolSoCy1UrPEULA8u9gGpqt7yPQ0qSjQHw8vJi//79GI1GevfuTf369UudjcngwIEDNv3izz//nMkeHDhwAMjchz7YjwLcuHGDp556Ciene54QOp2O4cOHc/369Uzvn9u9zQ21unjGtQ9+7tGjR2OxWPj1118BCAwMZNeuXVy+fJk2bdrQq1cvGjRowPfff59jvfnp62NjY3McG2RFREQEBoMhT9fs3buXoUOHUqdOHQYNGkSNGjVYv3699bw99u5BlEolW7ZsQavV0r59e0aOHMmoUaN4991386SbPRTmRD63+w+wefNm1Go13bp1o0WLFpw8eZLNmzfj7++fbb0XL15k8uTJNGrUiI4dO3Lt2jX+/PNPfH1zjuFRFIiyXNzd3YUQQri7uxe4rm2tAsW5OnXFry0Csjxf6cUfRdD0zUIbUNPhn7uklCC/umL6oKXiywm7xZcTdospT3wuKpSr7jh9goLEqlWrRFBQkPWYRqUSlX1ri8q+tYVGpXJ4m2VVvvvuO7Fx40abYzt27BAHDhwQgBg6dKgQQoh+/fplunb9+vUiMjJSuLi4CEAcP35czJ49u8A6zZ8/X+zbt0+ovdXCqaqTcKrqJLR+WoHinsxPP/0kVq1alad6165dK/744w+bYwcPHhRLliwRgBgyZIg4ePCg9dyhQ4fE4MGDBSBmzJghPv30U7veZ+TIkSI2NjZPuu3du1csWrQoVzmlUini4+PFs88+m+M9vL/UrVtXCCFEixYtrMcee+wxYTabRWBgoADExIkTRXR0tNBoNDb34fz583a3HyBCQkLEm2++KVauXCkSExPFtWvXxOOPPy58fX3Fpk2bRGJiojh58qSNLkXVpi1bthRCCFG5cuVib4fQ0FAxdepU62sPDw+Rmpoqhg0bJiC9vxBCiCFDhoh9+/aJlJQU8e+//4patWqJli1biv/++08kJiaKrVu3Cl9f30yfLSQkRLz88svZfvas+qOMUpi2q7SUovjMDf2UIn6MnzhXp674oXIV4aJBmN/0FOfq1BXn6tQVzgqFVdZvyNsiaPpm4dqoZ451Tu67QHw5YbdoV6e39ZhCoxNB0zeL9nO3iVU//JDlPc1LUaCw2iUFCruvU+qU6f1xFSebvji3UmJsjAKrPZn/QbqNyUm+JNuYvLY32NeHZlx76tQpMXz4cOvxp59+Wpw4cUJs3LhRfPfdd3bf26yKEEJMnDhR/PbbbyIpKUnMmTNHAKJ///7i6NGjIjU1VVy5ckXMnj1bqO4bN82ZM0dcv35dpKWlidu3b4vPPvusQO20ceNGsWvXLuvr8ePHi/DwcKG473fbsGFDIYQQNWrUyLae3Pr6rMqD9j4kJETMnDlTLF++XCQkJIjr16+L8ePHZ2q3J554okCf+fHHHxdms1mo1WoB9tm7B0uvXr2EyWQSfn5+1mMTJkwQcXFxNvXcXzLs3bBhw8T+/ftFamqqOH36tOjUqZNVpnPnzkIIIXr16iWOHDki9Hq96Ny5s3BxcbGOJ0JDQ8WUKVPsHi/l5f77+PgIIYTo2LGj9Zibm5sQQoju3bvbXW+GrenWrZvd1xSGvZYr3YXIw5KvOy9cvxPMRxteYP2BxaQZUqge0IDpg5byZNsJedqrVtRoVFo0Kq11D939Ra2yjdSdlUxGedDdMDu5wiA1NRWtNv39hg8fzoULF9i8eXMmuU8++QRfX1969uwJQHh4ON26dcvxCV+Gi1tO9O/fnyNHjrBm2Rqu/3udg5sPMnbMWHSBOhRqBQqFgr59+3Lx4kW2b99OREQEhw4dynW/U7t27di1a5fNsR07dtCuXTsATp8+Te3atalcuTJVqlShdu3anDlzhurVqzN69GjeeuutHOsvDlxcXNBoNMTExNgc79KlCxEREQQHB/PVV19Rrlw567l27doRGxvL0aNHrcd27dqFxWKhTZs2Vpl9+/ZhNBqtMjt27KBu3brWVaTc2i+DV199lf3799OsWTO2bNnCDz/8wKpVq1i9ejXNmzfnypUrrFq1Ks+f3c3NjWvXrnHjxg02bdpE/fr1c5T39PTEYrEQFxdXrO1QrVo166pJBgkJCRw+fDhTW73zzjvMnTuX5s2bYzKZWLNmDQsWLODll1/mkUceoWbNmkWygiApOAbzvejlTsqchzymu7m6cwumdtsaTM3+COY52Y3sbExWdik3G6M2a9GY04NcqtwKtgLlcBvzeLqNWbduHRERERw7doxx48ZZzz/MNgZgxYoVjB492vp6zJgxNm7lOXH/vc2Ot99+m40bN9KoUSNWrFhBx44dWbVqFZ999hn169dnwoQJjBo1ijfffBOAQYMG8eqrrzJhwgRq1arFgAEDOH36tLW+OXPmEBISYvfn8/Pzo2/fvixfvtx6TKfTYTAYbL47Ga73HTt2zLKevPT1uTF16lSOHDlCs2bN+Oqrr1iyZAm1a9fOVn7v3r123xNI31r1v//9jwMHDmAypcdosMfePUi7du04ffo0d+7csbnG09MzV6+3jz76iE8++YRmzZpx8OBB/vjjD5uxCsAHH3zAjBkzqFevHqdOneKjjz6ic+fOPPHEEzz66KN06dKF5s2b21xTGPc/Ojqa4OBgRowYgYuLCyqVigkTJhAREWEzZsgJjUbDc889R1xcXLbei0WFQ/2gQ0JCqFq1aqbjixcvZvLkyeh0Oj755BOeeuopdDodO3bs4IUXXrD5EpUkDOGXca7e4qEMppYTFmHhr9MbOH5lH4Pav0DzGp3p3mQozWt04Zf9X3Lq2n5Hq8iUAZ9le+7M9UMs3f6m9fX8EevRabIOtHMp9ASf/THV+vqd4T/i7uyVSW7ysu75Vxbo3r07jz32GF988QUAtWvX5vz581nKZhzPMAxTpkxh/fr1hIeHc/bsWQ4cOMBvv/3G9u3brdfEx8cTHBycow7Vq1fn+eefZ+HChcybN4/W7Vvz6SefYjAY+PGXH/FWeOPu7s6MGTN46623mD59Or169WLDhg107dqVffv2ZVlvQEAAERERNsciIiIICAgAIDg4mDfeeIOdO3cCMHPmTIKDg9m5cyfTpk3jscce4+2338ZoNPLyyy/z999/59achc6HH35IaGiojZHfvn07GzZsICQkhBo1ajBv3jy2bdtGu3btsFgsBAQEZOrbzGYzMTEx1s8eEBCQyWhltFVAQABxcXG5tl8GW7dutbpsv/vuu7zwwgv8999/Vre2Dz/8kEOHDuHv75+pvuy4cOECY8aM4dSpU3h6evLaa69x4MABGjRowO3btzPJ63Q6PvzwQ3766ScSExOtn6M42iHjrz1t9fHHH/Pnn38C8Nlnn7F27Vq6detmdQddvnw5o0aNsquNSiul1V7f716uy8W93JwQCeSeNixjX3decnUvHLsl23NFYWNe29EXtZs6PdVjPiiJNqZVq1Z8/vnnGAwGVq1ahZ+fX5m0MV5eXtb+MIO///6bPn362BxbvXo18+fPp0qV9FS1HTp04Kmnnsp1f+uD9zY71qxZY+O2vWLFCj744APrw9iQkBBmzZrFggULePfdd6lSpQrh4eHs2rULk8nEzZs3+e+//6zXR0VFceXKldw+vpWRI0eSmJjIhg0brMf27NnDwoULee211/jss89wdXXlgw8+AMi0DzqDvPT1ubF161brXvoPP/yQV199la5du3Lx4sUs5W/cuEFYWFiu9X7wwQdMnjwZV1dXDh48SL9+/Wz0z83ePUh23/GMcznx5ZdfWtv8+eefp1evXowdO5aPPvrIKjN79mzr+MbV1ZWxY8fyzDPPsGfPHiD93t26dcum3sK4/wA9evRg06ZNJCYmYrFYuHPnDr169cqyHe6nb9++rF27FhcXF8LCwujZsyfR0dF261MYOHTS3apVK5u9AA0bNmTXrl388ssvACxatIi+ffsyZMgQ4uPjrV+E7J5mORr93ZVunZx0Z0l8ShQrdr3LoQutGdrxRXw9KvDcY+9y+vpBfvnnC2KS7BvYP6z069ePxMRENBoNSqWSNWvW8Pbbb1vPK+xMU3P+/HkaNmxIixYt6NChA506deKPP/7g+++/t+4RytjjlhNKpZIjR45Yn3KfOHGCBnUbMO7pcfy44Uecyqev6P/22298+umnAJw8eZL27dszceLEbAdE9rBs2TKWLVtmfT1ixAgSExM5ePAgFy5coFWrVlSqVIm1a9dSrVq1PO+xKgjTp0+3Dnz0er31+M8//2z9/8yZM5w6dYqrV6/SpUsXq6EqTk6dOmX9P8MY378qkXHMz8/P7kn3oUOHOHTokPX1gQMHOH/+PBMmTGD27Nk2smq1mnXr1qFQKHj++efz/TmKA3vays/Pr9j1Kk5Kq72+f6U7Y9IdlWxBoTUTk2q70mpd6fbI36TbnBKPWV1CgqsJUOgUKLSK9FRidlBibMzd5wRZ2ZiGDRsyceJEVq1ahfKu50JZszEJCQmZVgnvD6SWQVRUFFu2bGHUqFEoFAq2bNmS7SQit3ubFUeOHLF53aRJEzp06GC9H5C+n9fZ2RlnZ2d++eUXXnnlFa5evcr27dvZunUrf/zxh3Xv++LFi1m8eLE9TQCkr9z/+OOPNnb03LlzjBw5koULFzJ//nzMZjOff/454eHhWCwWu+vOL/fbAkj36sip7x85cqRd9X700UcsX76coKAg5syZw6pVq2wm3sXJwYMHrf+bzWaOHDlCvXr1bGTu/27UqFEDnU7H4cOHrcdiY2O5cOGCzTWFcf8z6rlz5w6PPPIIqampjBs3jj/++INWrVoRHh6ebX179+6ladOm+Pr6Mn78eNatW0ebNm2IjIy0W6eC4tBJd1RUlM3rGTNmcPnyZf7v//4PDw8Pxo4dy/Dhw9m7dy8Ao0ePJjg4mDZt2tjc3JJCRq5ujW8QCrUWYSq+gX5p4tzNf3n/l3H0avY/ujcZSqOgdtSp0IytR39gz+lfsFiKN/iQ0WxmyvK+2Z63CFt9Zq4anK2sELad/pw1/yuYcvexd+9enn/+eQwGA6GhoTZBXC5evJipU8wg4/j9T2KFEBw5coQjR47w2Wef8b///Y/Vq1fz/vvvc+3aNbv0CQsL49y5czbHzp87z6CBgzAnmYnSRGE0GrlwzbbjPX/+fI4D8fDw8EwBMfz9/bPtTH18fJgzZw6dOnWiTZs2XLx4kcuXL3P58mU0Go3VNbA4mDp1KjNmzKBHjx42k7KsCAkJITIykpo1a7Jnz54sjbdKpaJcuXLWz55d22Scy0nmwfa731Utq2MZ7nvKXFxyc8JkMnH8+PFMUWIzJtxBQUF069bNZlWnuNoh4++DbePv78+JEydsrsuqXR48VpB2Kg2UVnt9f8ownVJBihH8P00EEjPJmu8GUsttpTs87gZmswkXnRvebn7EJt1BGPXc+uJ/qIKC4L33Ml1T3DZGeJlRualQu6sxRmf+rWdFibAxAtJupgdBy9LGnD/PoEGDgPTvpNFozFKmNNsYi8Vi94rgihUr+PLLLwGYNGlStnI53dvsSE5Otnnt5ubGnDlzMq08AqSlpXHr1i3q1KlDjx496NmzJ1999RWvv/46nTt3trpK20vHjh2pW7cuw4YNy3Tup59+4qeffsLPz4/k5GSEEEyZMoWrV69mWVde+vrceNBuFlbfHx0dTXR0NJcuXeL8+fPcunWLtm3bcujQIbvs3YOEh4dnis6d2zV54cHvRmGT3f3v1q0b/fr1w9vb2zpumDRpEj179mTkyJF8+OGH2daZkpLClStXuHLlCocPH+bixYuMHTvW6ilRHJSYUYJGo+GZZ55hxYoVALRo0QKtVmvjnnnhwgWuX7+e5z0YxYU5MQpzciwKlRpNIebqLIsYTXr++G8F89c/x6XQE2g1TgxoO54Zg5ZRI6BRsetjMKVlW0xmo92yRrPBLtn8kJyczJUrV7h582Ymg7l27Vpq166d5ZPRqVOnEhUVZXWVy4qMQYs9aTcy2L9/P3Xq1LE5Vrt2ba5fv44xykjqnVSOnjpKnXp10Pprrb1Nhkx2HDx4kO7dbd3ve/bsafP09X4WLVrEokWLuH37NiqVCo3m3v5ItVpdbCkyXn/9dWbNmkWvXr3s2ltUsWJFfHx8rK5nBw8exNvb22aFo1u3biiVSuuk5eDBg3Tq1MkmkmzPnj0JDg62ulbltf2KEqVSSaNGjWzc6zIm3LVq1aJHjx6Z9r0XVzuEhIQQFhZmI+Pu7k6bNm0c0lalidJkrw1mgeJuF6DLIWUYgCnRPvdys8VEeNwNwH4X8+K2MeakdBuhclVhb9KQ0mRjIH0C9N9//+UokxWl1cZkxfbt29FqtWg0Gnbs2JGtXE731l6OHTtGnTp1rBOX+0vGw8i0tDQ2b97Myy+/TJcuXWjfvj2NGuV9TDd27FiOHDmSaWX5fu7cuUNycjLDhg0jLS0t2+9faevrMybxGZHV7bF3D3Lw4EEaNWpE+fLlba6Jj4/P9JDqQdq2bWv9X6VS0aJFi2y3lgBcuXIFg8FgjbkC6VskctrrnhvZ3X8XFxeATF4NFoslzw8/lEplgTOV5IcCRZYrrDJkyBBhNBqt0WmffvppkZaWlknu8OHD4oMPPsi2Hq1WK9zd3a2lQoUKxRa9HBB+g9Ojn/oOmCmUzh4Ob9fSUlrX6inmj/jVGuX82a7ThYdLuUJ/n5yiD5bkklvka0D8+uuvIjo6WowZM0YEBQWJRo0aiaVLlwqDwWATTfOXX34Rr7zyimjdurWoUqWK6Ny5szhw4IAIDg62RiEdMGBAjpExIT3qtMFgEDNnzhQ1atQQTz/9tEhKSrKJpjpw2ECh1+vF8zOeF/U61BOTJk8SRqNRdOjQwSqzcuVKMW/ePOvrdu3aCYPBIKZMmSLq1Kkj5syZI/R6vWjQoEEmHXr06CEOHTpkjWRasWJFkZKSInr16iXGjx8vIiMjhZOTU5b65yXSdpMmTUSTJk3Ef//9J1avXi2aNGki6tWrZz0/bdo0kZaWJgYOHCj8/f2txdXVVQDC1dVVLFiwQLRp00YEBQWJbt26iSNHjogLFy4IrVZrrWfr1q3i6NGjolWrVqJ9+/biwoUL4scff7Se9/DwEGFhYWLlypWifv36YujQoSIpKckmgqo97ZdVVO0Ho65mRDJt0qSJ3d/TWbNmiZ49e4pq1aqJZs2aiTVr1oiUlBRrW6nVarFp0yZx48YN0bhxY5u2uj+ianG1w7Rp00RMTIx4/PHHRcOGDcXGjRvFlStXhE6ny7YNMqK3enp65vpdKqvRy0uDvc4oGiXC8Jq3OFenrjheq3aOsgqtswiavlkETd8sFJqs+42MMqLrDPHlhN2iV/Nn7L6nxV10FXXCqaqTULnlnpWjtNqYAQMGCL1eL8aNGydq1KghJk0qOTYmP+09cuRIERcXZ9M3ZpQMHR68NuP3k/HanujluZWsonA/+uijwmAwiNmzZ4v69euLunXrimHDhon33nvPqvuYMWNEgwYNRLVq1cS7774rkpOTRbly6WO5SZMm2USizq64u7uLpKQkMWHChCzPT5o0STRr1kzUqlVLvPDCCyI5OVm8+OKLNjLnz58XAwYMsL7Ora/PqmQVvfzB/vz48ePWyO5ZtduD370HS+vWrcWkSZNEkyZNRJUqVUTXrl3FP//8Iy5dumQdG9hj7x78PSmVSnHq1Cmxfft20bhxY/Hoo4+KiIgI8f7772erS4a9u3btmhgwYICoU6eOWLp0qUhISBA+Pj4CsrZ/gPjqq69ESEiI6Nq1q2jQoIHYtGmTSEhIsGm/wrj/Pj4+IjIyUqxfv140btxY1KpVSyxYsEDo9XrRuHHjLO+/i4uLeP/990WbNm1ElSpVRPPmzcXy5ctFamqqqF+/vt2/iUKy13nrKIqqbN++Xfz+++/W1/k14nPmzBFZUVyTbpe6j1iNdqWXfhJuTXsLFEqHt29pKC46d/F0p1etE++PR/8hujcZKlRKdaG9R1Y/GrVKKYLKVRFB5aoItapk3it7jKZKpRJTp04Vp0+fFmlpaSIuLk5s27ZNtG/f3kZu3LhxYvfu3SIiIkKkpaWJa9euiRUrVogqVapYZUaOHClE+qPrHEvfvn3FqVOnRGpqqjh37pwYN25cJpkx48aIS1cviZTUFHHi1AnRv39/m/N79+61GSAAYvDgwSI4OFikpaWJ06dPi969e2eq18nJSQQHB2eaFI4dO1aEhYWJa9euiT59+mSre14m3VkREhJiPR8SEpKlTIYxdnJyEtu3bxcRERFCr9eLkJAQsWzZMpt0HoDw9vYWP/74o0hISBBxcXFi+fLl1ol7RmnUqJHYt2+fSE1NFTdv3hTTpk3LpG9u7ZffSbcQQowcOTLbdlq4cKG4du2aSEtLE2FhYWLz5s2iadOmmerMis6dOxd7OwDinXfeEWFhYSI1NVXs3LlT1KpVK8c2kJPu0mGv7y/6afelCFMj9j7rKk60rCpWVakidArbdFyVXvpJBE3fLDS+OU+auzQcKL6csFs83zt9QK1Qa4X/0/NFi0mfFVrKMD/PSsLPs1KeUobdX1QeKuFU1UnoKmY/scgoJcbGKBDaAK3QBqSnn7THxowePVpcvHhRpKSkiOPHj5cYG5Of9s5ol6zw9/e3614V1aQb0ife//zzj0hOThZxcXHi0KFD1nvyxBNPiIMHD4q4uDiRmJgoDhw4YJOSac6cOTZ2M7syfvx4kZycLDw8sl64WrlypYiKihJpaWnixIkT4plnnslS/wdtVU59fValMCbdWX337i8NGzYUu3fvFlFRUSI1NVVcvXpVfPXVV6JChQo2crnZu6x+T1WqVBFbtmwRycnJ4s6dO+Kjjz6ySe/2YMmwd0899ZQ4dOiQSEtLE2fOnBFdunSxymQ36XZ1dRWrVq0SSUlJIiwsTLz22muZ2q+w7n+LFi3E9u3bRVRUlIiPjxcHDhwQvXr1yvb+63Q68euvv4pbt25ZU9lt2rRJtGzZMk+/iTIz6a5SpYowmUw2HWXXrl2zvLHXrl0Tr7zySrZ1OXqlGxC6ivVF4KjPrZPvgJGfCm2Fug5v59JSgsrXEVMHfGGdfM8a9r2oX7l14dRdSvN0l/aidL6bOzbISSi0+RtAFnbJT07ph7lUrVpVGAwGUbNmTYfrUlpKWZx0lxZ7fX9JnOZhnXT7aBXZ5ukGRMCzC0XQ9M3CuVbbHOus5FtLfDlht/ho1G9CoVCWmDzdNkWBcKqcnvNa6VIyHyhnqfPdPN15yTMuiyyOLlqtVgiRt3zRJankx7vtYSplJk/36NGjuXPnDlu23EupcfToUQwGg80ejNq1axMUFJTjHgyDwUBiYqJNKW70t88RtvIVYnYuxZKWhC6gJoHPfoxPn5dRungWuz6ljeuRF1i46SV+2PshCSkx+HtV5oU+85nQay6+HhUcrZ4kH1hSLel7DBWg9S0h0X25l5qlOANplFb69OnD119/zeXLlx2tSoln5syZJCYmWlP5lCVKo73W35fT1zm3XN1xoQBovLNOP5TB7egrpBqScda5UbGc/fm6ixUBpsT0AFYaL00uwhKJJL+4u7vz9NNPYzabc02FJ3l4cWj0ckhPQTF69GhWrlxpE9whISGB5cuXs3DhQmJiYkhISOCLL77gwIEDJTJyeSaEhcRjm0kO/hvvziNxa/wobo164lKrHXF/rybx+FYQRZ/eoLQiEBy++Ccnr+2nd/Nn6NJwII2C2lG3Ugv2nFrPjmM/5jsgmcQxGGOMqJxVKLQK1J5qTPF5i2Za2Pz666/8888/ALnmd5TAV1995WgVSg1Lly5l3bp1AMWajqSoKa32Os0kUKgsCLMS51yCqRnj0iP7qr1yfsArhIWr4WdoUKUNNQMbczvhZqHpW5iYEkyoPdQotAqUzkosqXLcIZEUNu+88w7Dhw9n+vTp3L5929HqSEooDp909+jRg6CgIGsU1Pt59dVXsVgs/Prrr+h0Onbs2MELL7zgAC3zjyUlnuhtn5N4cgflej6PLqAm5XpOxK3JY8TsXIr+1llHq1iiSTMks/HQMg4Eb2Vw+0nUq9yKx5oNp03tR9l0aBlHLhd/fmNJPrGkT7w15TWovdSYk80Ik8j9uiIiKSmJpKQkh72/pOwSGxtLbGyso9UodEqrvU4zgVItMJvBKbcI5rHpK93qXFa6AS6Hnbo76W7E/13Ykqu8Q7Ckr3arPdWoPdUYUmUqU4mksJkyZQpTpkxxtBoF4vr16ygUdqY6kOQLh7uX79y5E4VCwaVLlzKd0+v1TJ48GR8fH9zc3Bg0aBAREREO0LLgGEIvEL5qCtE7FmNOTUTrV42A/32IT98pqFy9Ha1eiSci7iaLt85g2fa3iIwPxcvVl1Hd3+SV/p/anbJF4njMyeb0lRYFaHylu6NEUpoorfY61SRIj8cJzsqcB5Wm2PT0dhqvgFzrvRJ2GoAagcWf5jIvmBJMIEDppESpc/iwTyKRSB5KZO9bnAgLSSe2EfrNBBJPbEMIC24Nu1Fh/DLcWz4BSsfleiwtnL5+kPd/GcMf/y5Hb0ylZmAjpg9cwrCOL+Pq5JHr9eLu3r778x1KihdjtBEs6QNAlZv8zkseXjL6ISEc5/HxMJCx0g3k7l5+d9Kt8igPqpztxI3IixhMetydvfH3rASA5e6tLFE2xow1b7faswTpJZFIJKWEwrDXctLtACypCcTsWEz4qqnoQy+g1LlQrvt4Akd9jq5yyX5iXhIwmY3sOL6G934ezZHLe1AqVTzSoD+zh62kU4MnUOYwqIqOjgagbt26NscVWFAg97oVB8IkMMYZAdCU04Ccd0seUjL6oaioKAdrUrZJNQoUqoyVbiXJhvQ93qmWzH2+JSUOiz4FhVKF2tM/x3pNFiPXIs4DUCOgIRZDGjEJKUBmG5MfhLAgCin2iyn+7mq3ixKFtoS7kFruFolEIikhFIa9lo88HYgh/BLhP7yGW+OeeHUeibZ8EAHD55N87v+I3bsCc1K0o1Us0cQlR/L97vf5+9zvDOnwIpV8ajC040t0qNeP9fu/5FLYyUzXJCcn89dffzF06FAAgoODMZlMQPoksIJrpeL8CA812vJaFBoFFh8Lxhijo9WRSIoNtVpN3bp1GTp0KH/99RcpKSmOVqlMc/9Kt9KiwOOjBCAhW3lTXDha/+povAIxxeQcFOlK+GlqV2xKjfL12L9oMAB/jRmThY3JD+n9YhW3womCrymnSQ+m5l1K+tyyF/xfIpGUMgrTXstJt8MRJJ36k5SLB/B65FncmvXGtX5nnGu0Iv7AWhKO/A4Wx0Z5LulcCTvNgl8n0r5eXx5vNYaKPtV5uf9Cjl7Zy8aDy4hLto0e/N133wEwbNgwR6gruYtCnR7FHAWYE8xYDHJpQ/Jw8ddff1n7I0nRYbunO3cHP2NcGFr/6qi9c09ReTnsFAA1Axtbj5VUG6NQKVB7q9NTicWZEGa5rUEikUjsoTDstZx0lxAsaUnE7FxC0qk/8e45EaeK9fDuOga3xj2J2bmUtOuZV20l97AIC/+c+4PjV/6Pvq1G0bFeP1rU6EqjKu3YcXwNu0+tw2ROf7IvhGDFihWsXbsWX19fGa3Rgfg86oNPVx+MCUauf3pdprORPBQIIYiKipIr3MVEXvZ0w30RzO0IphYScQ6z2UQ5d3+83fyITbpTom1MhZEVcKvrRtyROO5suONodSQSiaREU5j2Wk66SxiGiCtErJ6Ga8NueHcZjcanMv5PvU9y8D/E7vkWc6Lc+5cTyfoE1v3zOfvPb2FIh8nUDGzM463H0K5uLzYcXMqpa/utsikpKdy4cYNybm4sePJ9AKZtfJMYmUaq2Ljx/Q1qVq+JLlCHvo2e0JWhjlZJIpGUMdL3dKc/0HNXK9kyzBn/q+U5Gmbhxdu3MTwQGMcawdyOlW6DKY0bURep5l+f5v3ncMpwh8iN88BstNqY/KBWaRjX820Avt35tvWhcUG5s+YONd6qgaWBhdvf38YUW7I86RQaBVUmp/uV3/jyBsIoV+MlEknZQAZSK5EIks/s5vY3E0g48jvCYsa1bkcqjFuKR9shuUZUlcDt6Ct8+vurfLdrLrFJkfh6VOC5x95lUp8P8Pey3Sim06lJc2lImktDdDrZtsWJMApuf5++Z7Jc13K41HFxsEYSiaSskWa+t9LtqlTQq6YWlwQXHnF1yzKOY0YEc3tydUP6vm6A6j41canRCoUdLuy5oVSoaBjUloZBbVEqCi/aZOrlVJKDk1Gqlfj28i20egsNBbg3cce9iTuUHAcBiUQiKTBy0l2CEfpkYnd/Tdj3L5N28yxKrRPenUdSYcxinKo1d7R6pYKjV/by3s+j2H5sNUazgXqVW/HG4G94su1EnLSujlZPAqRcSCFmbwwAFUdXRKGRIy2JRFJ4pBrv7el2smNCbIq7O+n29Ac73NEv383XXclUOoZUkZvT45yU61JOpm2USCSSYqJ0WIiHHGPkNSLWTCfqj48xJcWgKVcR/6HvUv7JN1F5+DlavRKPwZTG5v++4/11Yzh1bT8qlZruTYYwe9hK2tZ5DIV8nO5wwn8JxxhrRBego3z/8o5WRyKRlCHyuqfbnBiNMBlQqNSoPXLvj66EncYiLPhYlLiUgrAUSWeSSL2WilKnxKenj6PVkUgkkocCOekuRSSf+4vQbyaQ8O9GhMWMS+12VBi3BM/2T4FK42j1SjxRCWF8vWM2i7fOIDz2Bh4u3jzTZRoju85ztGoPPZYUC6E/pO/nLt+7PE6VnRyskUQiKSukmgQKa/Ryex6yCoxx9ruYpxqSCIu9BpS+1W6fHj4onUqHzhKJRFKaeWg2sGrVTmjVmQORWITZJkCJVp39YN+isJ3Y5iQrhAWj2WB9rVHrsl1RFQiMJr19shYLsXuXk3R6J+V6TMStSmPKd3wGr4Y9iN27grSQYzbyBlPavXpVWhQ5POW/X1at0uS4jyzfskoNSmXhyBpNegTpAymVUo1Kmf3X+X7Zi7eP88mmyXSs359Hmz1NRZ/aVjlPFz/CYxIQwmJfvWaDVVapVKFWZv/ww2Q2YMmPrEKJWqXNXtZixGIx51lWoVCiyUHWbDFhvpuuLk+yKNCodXmW1Z8ykvJfKh7NPakyqirXPriGxWzGZLHz92nJg2xefvd5kH3wd++QPuJB2Tz87mUfYafsfb/7ouwjJIVDmgmUKvtXuiE9mJrWNwi1VyBwIlf5K+FnqViuOpVMpeO+JRxNQB+mRxeoo1zXckRtk0FaJRKJpCh5aCbd80b8gjHNnOn4meuHWLr9Tevr+SPWo9M4Z1lHWOJ5qh390vr6neE/4u7slaXs9TvBfLRxkvX1W0NX4OOedfqRsJhrvP/LWOvraU9+RWC5qlnKRieGM2fN/zBG3SBi7RuMGr6Kyu4VQVENur1nI5uYGsfMVYOsr1/oM59aFZpmWa/emMrUFf2sr8f1fJuGQW2zlAWYvKy79f8RXWfSvEbnbGWnLO9rHSg/1elV2tZ5LFvZGSsHkpQWD8DA9s/TqcET2crO/nE4MUkRADzeegw9mmSfE3XuujGEx14H4LFmw+nTcmSWcpP7LGHvqfVsPPw1FouZLo0G8mTbCdnW+9nvU7gUlp7OrWO9fgzt+FK2sku2vcHZG4cBaFWzB892nZat7PKd73D86j4AmlTryNiec7KV/WHvAg5f3AFAvcqteL539iv36/75nH1nfwOgZkAjXu6/MFvZjYeWsfvkOgAq+9Zi2sCvspXdemQlW4+uAsDfuwpvDV2Rreyukz+z6dDXAHi7+fHu/9bcO2kC/r37/xjYd/Y31v3zOQBuTp58MHJDtvUeurCD1X8tANInuwvHbslW9tiV/2PFrnetr3OSzUsfcSn0BJ/9MdX62pF9RAav9F9EkF/dLGVlH3EPe/sIgAUbXuBG5AWAIusjmlfvmq2cJG+kGu+5lzvlYdIN9kUwB7gccYZO9R+nkrmUrBoLiNwSSaVxlfDp5UP0rmgZKVwikUiKkFJiHSTZYUlNzOGs3KucH7o2Hswbg7+hbqUWjlbloUe6PUokkoKSZroXSM3ZzsjieXEvB7gSfgYAP7MC51ISpDP+YDyGaAMaTw3eHb0drY5EIpGUaRRAmX606e7uTkJCAr7l/EhMzDxBzYvr6MbmflSLd+G8WxyDjoaXONdRtXcFvLuNxTmoCQCm+DtE7Pma1EuHMslmxcPuOqpAQctaPejXaiTuzukDkFMhB/j93+XEJIVnXa90L88sm0/3cisKCJoShGttVxLOxnN14RXrKeleng9Z6V4OlD73ck9PL+LiYvHw8MjSdpVFMux1YX/mZxprWNLOi5t/+XBBn8aT167leo1T1Wb4D3sPQ9R1wpZPylUeYPZTK/HzrMRXW2dy7ua/uV9QAijXoxwVnqmAIdLAxekXoRQEgpNIJJKShL2266FxLzeY0mwGaznJZYdS2O4Jt6e+DO4fBBeq7H2DdkPkVVJ+fhOX2u3x7j4OtZcffgPfIvXqEWJ2fY0xNtTuetMnGZn3wBdY1mIES+HL3j+RK4js/vN/cOzKHnq3GEHnhk/SuFp76lVuya6TP7PzxNoc77nFYsZgybyFocCywmL3dy0vsqKoZBEFlr3+fQg159bEpbEzXu29iDsQB+TtN1faZIujjyhM2Ye1jyiIbF77CEnhkL7SnT6btH9Pd7q9VHsGYO/6xOWw0/h5VqJmYONSM+mO3ReLX38/tOW1eLbxJP5gvKNVkkgkkjKJ9N0sg6RcPEDot88Tf+BnhMmIc/WWVBizGK9OI1Bosl+BlKSTakhmw8ElzP9lPMG3jqJRa+nd4llmDfuO5jW6OFq9hwJDhIE7m+4AEDA8AJV76QhOJJFISh6pxnuB1FzsdC83JUQizCaUGh0q93J2XXMl7BQANQMb509RByAMgug/owEo36+83JUmkUgkRYScdJdRhFFP3N8/ELpiEqlXj6BQa/BsN5QK45bgUqeDo9UrUZRzc+ObZz/im2c/opybm/V4eNx1vtwyja93zCYqIQxvNz/G9JjFy49/QoVy1R2o8cNB1PYoUm+konZTEzjcvn2VEolE8iC2e7oV/DLQmYOtKvNZxQpoFdnMMoUFU3z6gz+1lx3B1FQaohu2B6BK+do5brGxB7VKw5gesxnTYzbqIk4JGr0nGnOKGaeKTrg3dS/S98oNhUZB5UmVqTypMgqNfAIgkUjKDnLSXcYxxYZy55e3ufPre5jiwlF7+FF+wEz8hr2H2qeSo9UrEeh0avQuzdG7NEeny7zj4tS1/by/bgyb//sOgzGNWhWaMmPQUoZ0eBEXnWMHKGUaM4R+F4qwCLzaeeHWyC33ayQSieQBUk3cy9OtUPJkXS2eCa70dPMgJx8aU1y6i7nGjmBqCqUSY82WJCoEapWGqn71CqSzUqGieY3ONK/ROcd4CIWBJcVCzO4Y4O5qtyNRgGcrTzxbecpVd4lEUqaQk+6HhNTLhwld/gJx+9cgTAacqzajwugv8eoyGoU26/RHknsYzQa2H1vNe+tGc+zKXyiVKjo3HMCcp1bRsV6/HINPSfJPakiq1fWxwsgKKHWynSUSSd64f6VbqVAg7Nwub4zNWwRzFHBTnV55zcBGedbTkUT9GYXFYMGlhguu9UpH9HWJRCIpTcgR7EOEMBmI/2cNoctfIOXSYRQqNZ5tBlFh3FJc6nVytHqlgtikO6zY9R6f/TGV0OiruDp58FSnV5k28CtqBJSuQVZpIWJDBIZIA1pfLX6D/BytjkQiKWXcv6cbwGJnLu2MXN1qL/u3t9y6G7CtNO3rBjAnmondFwuUgNVuiUQiKYPISfdDiCkunMgN73Hnl7cxxoahdvehfP9p+D81D41vkKPVKxVcCj3BB79OYN0/n5OiT6Syby1efeJTRnV7A08XX0erV6YQBkHo9+lunj49fHCuLj0zJBKJ/aSZBAoloEyfeAv7gs1bI5jb416eQcaku5pf/RxTyZVEorZFIUwCtwZuOFeT/axEIpEUJnLS/RCTevVIusv536uxGPU4BTUmcPTneHcbh0Lr4mj1SjwWYWHf2d94d+1I/jn3BxZhoWWt7sx+6nsebfp0jvl4JXkj6WwSsf/EolAqqDi6IgqV3OwnkUjsI+3uJDvDxdxisq//MMaFA3lb6Y5WCpLS4tFqnKjsWytvijoYY7SRuENxgFztlkgkksJGTrofdsxG4g+sJfTb50m5cACFUoVHqwFUHL8M1wZdHa1dqSApLZ61f3/Kgg0vcCX8DDqNM/3bjOPNoctpGNTO0eqVGcJ/CseUYMKpshO+faQ3gUQisY9U09393HdXoS1m+ybdpvhwhLCg1LmgdPGy780UcCXiLFD6XMwBorZEISwCjxYe6CrIFKMSiURSWMhJtwQAc8IdIjfNI2LdbIwxt1G5eePbbyr+wz9EU76ao9UrFdyKusSi317m+93ziE+OorxnRSb2msvzvefj5ykjxRcUc7KZsB/T91iW718ebaDWwRpJJJLSQH5XujGbMCdEAnlzMb8SfgaAGqUsmBqAPkxPwrEEAHz7yoebEolEUliUrg1HkiInLeQYoSsm4dFyAJ7tn8KpcgMCR31K4rEtxP3zI0Kf7GgVC52w6DjeXz/I+n9BOXJ5N6evH+CxZsPp1ngIDaq0pk7FZuw9vYEdx1aTZkwp8Hs8rMQfjservRfuTdypOKoiIR+EgMj9OolE8vBinXTfDaY26OdUjqZdINUIqSLnDsQYG4ba0x+1VyD62+ezlRNGPTcWptsR4RkEbaBGQCMUCiVCWPKss8GUxpTlfa3/FyeRmyPxbOmJV1sv7my8gzHKWGzvLQyCs8+dtf4vkUgkZQW50i3JjNlEwuH1hH47keTgv9Ndzlv2T3c5b9SDspg8Myw6rlAm3Bnojan8/u9y3l83ljPXD6FWaejZdBizhn1P61o9UZTBNiwuQleGYk4z41rHFe8u3o5WRyKRlALuTxumEkpiDCLXCTfcF8HcjpVuYdQjjHpuRV8mzZCCi86NCt5V862zwZRW7BNugLRraSSeTkShUuDbu/hXu4VByAm3RCIpc8hJtyRbzIlRRP32IRFr38QYfROVqxe+fV7B/5kFaP1rOFq9UkFkwm2Wbn+TJdve4E7cLTxdfRjRbQavPvEZVXxrO1q9UokxxkjE+ggAAoYGoPaSDjsSiSRnUo2guDvpdlbYP/QxxaVPuvPiXm4RFq5GlF4Xc0jf2w3g3ckbtafsYyUSiaSgyEm3JFfSrp8kdMWLxO5djkWfglPFegSMXES5ns+jdHJztHoFxtPNhW+emcc3z8zD061oorafvXGYeb+MY9Ohr0kzpFA9oAGvDVzM052m4ObkVSTvWZaJ2R1DyuUUVM4qKoyo4Gh1JBJJCef+le7xTbT8X6tKfBAYiEaRs9eR0ZqrO5d+RqXGp88r+PR5BVRqLoedBvIfTE2t1PBMl2k802WaQzJhJAcnk3IpBaVGic+jPsX2vgq1gorjKlJxXEUUaukRJpFIyg5y0i2xD4uJhH83Evrt8ySf+wuFQol7875UGL8MtyaPUZpdzl10WvSubdC7tsFFV3TBuUwWI7tO/sx7P4/i34s7USqUdKjXl9lPraRLw4Eolaoie+8yh4DbK25jMVnwaO6BR0sPR2skkUhKMKmme3u6W/ppKJ/gRn8Pz1wD22Tk6lZ7B+Qop1CqcGvUA7dGPVAoVVwp4KRbqVTRts5jtK3zmMNsQ+SW9CBy5bqVQ+lSTMNFJXh39Ma7o7ccoUokkjKF7NIkecKcFE3UHx8TvmYmhsjrqFw88en1IgHPfoI2oHTlJHUU8SnRrNr7AQs3vcSNyIu46NwY3GESMwd9Te2KzRytXqlBH6onanO6C2Tgs4HFNyiUSCSljvtXuoWdKcMgPW0YgMrZI0+eXdcjgzGaDHi4lCu12SsSTyaSdjMNlbMKn+7Ft9otkUgkZRE5SpXkC/3N04R9/xIxu7/Bok9BV6E2ASM+odxjk1E6y1VHe7gacZaPNk5izf99QmJqHIHlqvJSv48Z13MO5dz8Ha1eqSBycyRpoWloPDUEDMt5JUoikTy83L+n2+6UYaQHRzMlRgOg9rJ/X7fJbOTanfRo5zUCSue+bkR6Hwvg86gPCm3p9WiTSCQSRyMn3ZL8YzGTeOQ3bn/zHEln9qS7nDftle5y3rQ35CFYzcOKEBYOBG/l3bUj2Xt6A2aLmabVO/HWsO/o02IEGrXO0SqWaIRJELoi3f2zXOdyuNZzdbBGEomkJJK+0p2euisvk264F0zNngjm93MlvGAu5iWB+P/iMdwxoHZXU65zOUerI5FIJKUWOSuSFBhLchzRWxYSvnoahjshqJzd8XlsEgEjFqKtUNfR6pUKUg1J/HpgMR/+OoELt4+jVevo03Iks4Z+R9NqnRytXokm5XIK0bvTV6IqjKqAQiNXYyQSiS2pJqzu5XmedMdmRDDPW9DGy2GngNIbwRwAy7293b69fFGoZP8qkUgk+UFOuiWFhv72OcK+f5mYnUuxpCWhC6hJ4LMf49P7ZZQuno5Wr1QQGhPCF5tf49s/3yEmMYJy7v6Me3QOL/b7iMAC5Hst60Ssj8AYY0Tnr8NvgJ+j1ZFIJCWMNJOwBlLLy55uAGNGMDWvvG1hCYk4h9lixtcjEC/X8nm6tiQRtz8OY6wRjY8Gz/bSlkskEkl+cPiku0KFCvzwww9ERUWRkpLCqVOnaNGihY3MO++8Q2hoKCkpKezcuZOaNWs6SFtJrggLicc2c/ubCSSd2gmAW+OeVBy/DPfm/aTLuZ2cCNnHe+tGs/XISgwmPXUqNmfG4K8Z1H4SztrSn6atsLGkWghdlT4w9u3li1MVJwdrJJGUPUqzvc7vnm7Iv3u53pjKzahLANQsxavdwiSI2pEetLJ83/KlOVmJRCKROAyHzoC8vLzYv38/RqOR3r17U79+faZOnUpsbKxVZtq0abz00ktMnDiRNm3akJyczI4dO9Dp5F7XkowlJZ7obZ8R9sNr6MMvo3Ryo1zPiQSO+gxdxfqOVs+GsOg4vtk1hm92jSEsOs7R6lgxmvRsPbqKuT+P5sTVfaiUKro2Gsjsp1bSvm4fFPIBhg2JJxKJ/zcehUpBxTEVS8AjRYmk7FDa7fX90csP3bTw+O3LdLh8iVQhcr3W6l6eQ65uYdRz8/Ph3Px8OMKotx7Pb+owgymNGSsHMmPlQAymtDxdWxTE7o3FlGRCF6Ar0hSNwiA4/+J5zr94HmHI/d5IJBJJaUI4qsyfP1/s27cvR5nQ0FAxdepU62sPDw+Rmpoqhg0bZtd7uLu7CyGEcHd3L7C+21oFinN16opfWwQ4rM1KZVEohVvT3qLSSz+JoOmbRdD0zcKn7xShcvV2vG6lqNSp2Fy8OWS5+HLCbvHlhN1i2sAlopp/fYfrVZKK2lMt6i2uJxp+31D49PJxuD6yyJLfUpi2qzBKabPXD5Zl/ZxE4nPl0214UNU8XavQulhtl0LrnKdrGwW1F19O2C3eHLrC4fewoMVvgJ9o+H1DUeOdGg7XRRZZZJGlpBR7bZdD14L69+/PkSNHWLduHRERERw7doxx48ZZz1erVo3AwEB27dplPZaQkMDhw4dp165dlnVqtVrc3d1tisTBCAtJJ7YR+s0EEk9sRwgLbg27UWH8MjxaD0Sh1jpaw1LBhdvHmP/rc6zfv5gUfRJVytdm6oAvGNF1Bu7O3o5Wr0RgijcRtjZ9Vcr/SX805TUO1kgiKRuUdnt9/55uZ2Xehj7CkII5JR7I+77uq+FnAAj0DsLNyTNP15Y0ondGY04z4xzkjFtjuc1JIpFI8oJDJ93Vq1fn+eef59KlSzz22GMsWbKEzz//nBEjRgAQEJBu3CIiImyui4iIsJ57kJkzZ5KQkGAtt2/fLtoPIbEbS2oCMTu+JHzVVPShF1HqXPDuOoYKz32TnmJMqXaIXp5uLix7Zg7LnpmDp5uLQ3SwF4vFzF9nNvDu2pHsP78Fi7DQunZPZg/7ns4NBqCULufE/R1H0rkklDolvr18Ha2ORFImKO32OtUESk16yrBAJyV/tqrAHH9/NAr7NihnBFPT+FTOWkClplzPiZTrORFU92xZsj6B29FXAahTsbnd+qqVGoZ2fImhHV9CrSwZDw/NyWZi98YC6Q81i2Jvt0KtIPDZQAKfDUShlpvHJRJJ2cGhI3SlUsmxY8d48803OXHiBN988w3ffPMNEydOzHed8+fPx8PDw1oqVqxYiBpLCgND+CXCf5hK1JZFmOIjULv74PPYJCqOX4prw27FHmzNRafF6NoJo2snXHSlY9U9KS2On/Yt5OONk7l2JxhnnRtDOr7I6wO/opp/ydoz7wiitqQH/fFs4ykHbhJJIVDa7XWS4d6ebp1CSaUED4Z5eWPvo15jRPrEWetfI8vzCqUK9+b9cG/eD4VSZXPuzI1DADSu2sFufZVKFZ0aPEGnBk+gfKA+RxK5NRJzqhnnas54timClXsl+HT3wae7j4zLIZFIyhQO7dLCwsI4d+6czbHz589TpUoVAMLDwwHw9/e3kfH397eeexCDwUBiYqJNkZREBMlndnP7mwlE/7kEU1IMaq8AfPtOocLYxbjU6YAMkZo7NyIv8MmmF1m7bxHJaQlU9q3F1AFfMLzTVFydii7YTUkn6VwSxlgjajc17k3kFhOJpKCUdnudZAClNn3SjTnvQx9DxBUg+0l3TpwK+QeA+lVal5hV6/xiTjRbH2r6D/aXDzUlEonEThw66d6/fz916tSxOVa7dm2uX78OQEhICGFhYXTv3t163t3dnTZt2nDw4MFi1VVSRJhNJB3fQuiy8cTuXYE5NQGNT2XKD5hJ4KhPca7e0tEalniEsPDP+c289/MoDgZvA6B9vT7MHraSDvX6ongYH14IiDsQB4BXBy+HqiKRlAVKu71O1AtUaku+r9eHXwbyN+m+EXmRuOQonLWu1K7YLN86lBSi/ozCGGNE66ulXI9yjlZHIpFISgUOnXQvWrSItm3bMnPmTGrUqMHTTz/Nc889x+LFi60yn376KW+99RaPP/44DRs2ZNWqVYSGhrJp0ybHKS4pdIRJT8K/G7i9dBxx/6zBok9B618DvyFv4//MR+iqlN4cp8VFUlo8P/7fxyzc9BK3oq/g6uTB052mMHXAF1T2reVo9YqduP1xALg3dkflXnLcMyWS0khpt9dJBoFCBUKRv4m3MeoGwmRE5eyO2tM/9wvuQyA4dW0/kDcX85KKMAgiNqTv3fd73A+Vq+xfJRKJJDccOuk+cuQITz75JE8//TRnzpxh1qxZvPLKK6xZs8Yqs2DBAr744gu+/vpr/vvvP9zc3OjVqxd6vT6HmiWlFWFIIX7/Gm4vHUv84V+xGNNwqliPgKfn4zdsLtrA2o5WscRzNeIsC36dyPr9i0k1JFPVvx6vD/yKIR1exFnr6mj1ig19qJ7UkFQUakXR7D2USB4iSru9TjKk/xV393XnGYsJQ+Q1IJ8u5tZJd/sy4X0Utz+OtJtpqFxVlO9X3tHqSCQSSYnH4WEqtmzZQuPGjXF2dqZ+/fp8++23mWTmzJlDYGAgzs7O9OzZk0uXLjlAU0lxYklLJO6v7whdNp6Eo5sRZiPOVZsSOGIh5QfOQlO+mqNVLNFYhIW/zmxg7s+jOXJpN0qFks4NBzBr2Epa1+rpaPWKjdj96ZF2vTvIlGoSSUEpzfY6yZA+2c6IYJ4fCrKv+1LoSVL0SXi4lKOqf71861BiEBC+Ln2vfrke5dD4lu696hKJRFLU2BW489dff81zxRMnTiQyMjLP10kk92NOjiV211IS/t2AV4encW3YDZdabXCp1Ybk8/uI++dHTDEyLVx2xKdE8/2eeRwI3srQji8R4B3EiG4zaF+vDz///RlhsdccrWKREn84nsCnAnGu5oyugg59qONX3CSSokba7Mzcm3QL8jvttk66A2rm+VqzxcTZG4doVasHjat2JCTiXO4XlXCSTieRdDYJtwZu+A/y59ayW45WSSKRSEosdq10DxgwAIPBQHx8vF2lb9++uLm5FbXukocIc8Idord9RujyF0g+vw8A13qdqDD2K3x6v4zKI//ubXdiEtj03yts+u8V7sQkFJbKJYqLoSeYv/45Nh36Br0xlZqBjZkx+GuebDsBncbZ0eoVGeZEM4mn0iMiy4BqkocFabMzk+FertamT7mXJtyh55UrpAn73c0NOQRTE0YDt5aM4daSMQijIcvrM1zMm1TLfV+30aRn9o/Dmf3jcIymkvuwMPzn9NVur3ZeOAU5Fbg+YRRceO0CF167gDDmcyuARCKRlEDsTVHJSy+9ZPdT8MGDB+dbIYkkJ0wxt4n6fQHxB3/B65FncKnVBrfGPXFt0IXEEztIOPgz5uTYPNVpFhZ2HTtdRBqXHMwWE7tOruXolT0Mavc8Tat3onuTobSo2Y1fD3zF8av/52gVi4TYf2LxaO6BV3svItZHgBzHSR4CpM22JfHuSrdGKzAAkakWbpuMearDEHkNYTGjcvVC5e6LOTHqvrMCc8KdHK8/d/M/jCYDfp6VCPAKIjzuerayAkFMUkSe9HMEaTfSiDsQh1d7LwKGBXBtwbWCVSjAGJW3+yKRSCSlAbtWurt27UpMTIzdlfbu3Zvbt6XLr6ToMEaGELnhPcJ+mErqtRMoVBo8WvSjwoRv8OoyGqWTzM2cHbFJd/h25zt8tXUmkfG38XL1ZWzP2UzuuwA/z0qOVq/QSTqVhCnJhMZbg1v9sr2aJ5GAtNlZkeFenrHS7a7MR8RtsxFj1A0gf/u69cZULtw+BkBjO1a7SwsRv0ZgMVpwq++GW2PZx0okEklW2DXp3rdvH2az2e5K9+/fj8GQtXuVRFKYGEIvcOfntwj/aSZpt8+j1Djh2WYQFScux7PDcBTa3F2n3ZydWPrMGyx95g3cnAvuHldaOHfzX97/ZSxbjnyP0WSgbqUWvDHkW/q1Go1GrXO0eoWGMAniD8UD4NXRy7HKSCTFgLTZmUm++/FUmvTJ98gK7kzzK09ew39ZXcwDHph0K9V4dRmNV5fRoMzeifBkhot5LqnDVEo1A9o+x4C2z6HKob6SgDHaSPTOaAAChgYUKESvQqXAf5g//sP8UahKf5R3iUQiyaBA0cv79OnDggUL+OSTTxg4cGBh6SSR5Bn9jdNErH6dO7+8jSHiKkqdC14dh1Nx4nI8Wg9EkcMk0t3FCZNrd0yu3XF3eXgm3QAms5FtR3/g/V/GcOb6IdQqDb2aP8NbQ1fQKKido9UrNDJydns090Dp5PCkDRKJQ3iYbbZZQKpRoLw76fY2OjHK2we1Im8Tu3sRzG2DqSlUKjzbDMKzzSAUquxX0c9cP4hFWAjyq4uXa/axSFRKNT2aDKNHk2ElftINELk5ElOSCadKTnh3LEC2CBWU712e8r3Lg0z/LZFIyhD5Hn2+++67LFiwACEECoWCRYsW8fnnnxembhJJnkm9eoSw718m8rcPMEbfROXsgXfXMVSY8A1uzfqCquQPXhxBVEIYS7e/ydc7ZhOTGIGPewATes1lQq+5+LgHOFq9ApMakkpaaBpKnRKPVh6OVkciKXakzU53MVdq858yDMAQkX0wNXtITI0lJPwskJ6zu6xgSbEQ+Xt6DAG/J/1QaOUqtUQikdyP3ZPuFi1a2LweNmwYLVu2ZPr06UyZMoXHH3+cZ555ptAVlEjyjiAl+B9Cl08iassiTHHhqN3K4fPo81QcvwzXRj1AIVc7s+LUtf3MXTeGP4+vwWQ20iioHW8OXUGv5s+gVpXuPKwZq90yZ7fkYUDa7MwkGUBVgDzdAIY7IQiLGbW7DyrX/PUlGS7mjXNxMS9txOyJwXDHgMZbg+9jvo5WRyKRSEoUds88li5dyqJFi3B2Tt8je/XqVaZOnUrt2rVp2LAhzz//PBcvXiwyRSWSPCMsJJ/Zze1vJhL951eYEqNRe/rj2+cVKoxdjEvdRwD5NP5BDKY0fv93OfPXj+fC7WNo1Tr6tRrNG0O+pV6llo5WL9/EHYhDWASudV3R+JbuBwgSSW5Im52ZJMM99/L8Iox6jDHp+ajzu9qdkTqsVmATnLVlJ/CYMAkifk2PuO7bxxeVh/QPl0gkkgzsnnS3adOGsLAwjh07Rr9+/RgzZgzNmjXjwIED/P3331SqVInhw4cXpa4SSf6wmEg6vpXQr58jdu9yzCnxaHwqU/6J6QSO+gynSg0drWGJJCLuJl9sfp3vds0lPjkKP89KTOr7IWN6zMbLtfStYphiTSSfSwbAq72XY5WRSIoYabMzk2gQBV7pBjCE393XHVAzF8msiUoIJTT6KiqVmoZBbQusT0ki/t94Uq6moHJW4feEn6PVkUgkkhKD3RtcLRYLCxYs4JdffmHJkiUkJyczefJkwsLCilK/QkOh0aHQZI7OKiwWMBtt5LKt44FnFDnJIgTCdO/9FGpd9ouqAoRJn09ZLeQQCEYY8yeLSoNCmf0zmfzLqlHkkKolb7IGrEmXleocg9cIowFh0pPw70YST+3Co2V/PFr2R+tfnXI9xkNSulx62ytBWOyr12S8T1aFIoc94/mWVShRqLNfmRVmE1jMRSBrBouJo1f2cvbmf/RtNYpO9fvTvEZnGlRpzbbja9h7dhMWYbbK3q0YhUaba712yVrMYDZZX+f0m7NHNu5wEm4N3fDq4G3df5h7vfb3EZl+97KPyIes4/oIu2VtfstF10cUhNJus4uCJAMoXQq20g1393U37JbvlW5IdzGv4FOdxlU78N+lXQXWqcQgIPzncKrPrE65LuWI3hmNIbxsR8aXSCQSe8hzVKmQkBB69erFM888w759+1i0aBFfffVVUehWqFSevJokvSnT8ZQr/xG5/h3r60qTf0SpzTqCtfrYHEhItr6uOHEFKhfPLGX1YRcJXzXF+rrCuK9Qe/pnKWuIuk7Y8knW1wEjF6L1DcpS1hQfwe2lY62v/Yd/gC6wdpay5pR4bn3xP+trvyHv4FSlUZayFkMaNxcNtr4u/+QbuNRolaUswPUP+1n/9+03Fde6HbOVvbFwkHWg7PPYZNwa9chW9ubnw7GkJgBQrts43Jv3y1b21pIxmBPuAODV6Vk82wzKVjZ0+QvW/KoeLR7Hq8PTWcoFPrOA+D9Xk3x6Z7psy/54dx2Tbb3ha2aiv3kaALcmvfB59PlsZe/88japV48A4Fq/C759X81WNnLTfFIupLsgutRuR/kBM7OVjdqyiOQzuwFwrtYcvyFvZysb/ecSko5vAUBXqQEBw+dnKxu7dwUJ/24AwFIukCMde3HdbKRHClTCmQGtx9Kx7Wh2uhg5c2g18fvXAKDxrUyFsdn3CfGHfyXur+8AUHmUp9LzK7KVTTy2mZidSwFQOntQ+aU12comnd5F9NZPgfTJbpUpv2YWUhgQlrno/MGlpgspl1MAspa9S176iLQbp4n46d69kn1EOqWtj/BsNxSvjtmvAoetfBVD+CWgCPuIuo9kK5cXSqvNLgrS3csLc6U7/5PuU9f207vFs9Sv3AqNSovRXHYmpikXUkg4noBHMw/8B/tz88ubjlZJIpFIHI7d7uWenp58+OGH/P7777z33nts3LiRNm3a0FWZJLAAAQAASURBVKpVKw4ePEjDhtJFV1I6iVG6c0z7D8e0/xCjdMe3z8uUHzQbjV81R6tW4ohUCX5yM7DV2UCKQuBrUfJ0ko7BlTrj7lwKApQJLaaE9L7Kq4OXY3WRSIoQabMzk2QQ1jzdFiF4IuQqaSLvK9+GO1cBUHv4oXROz4YgjAZCl79A6PIX7npN5MzNqEvEJEag0zhTp2LzTOeNJj1z141h7roxGO/zXCktRPwSgbAIPFt64lLLxe7rhFFw6Y1LXHrjEsJYcK8EiUQiKSkosPrT5cymTZvw8vLip59+onv37qSlpTFixAgAunXrxhdffMEff/zBjBkzilLfPOPu7k5CQgKePuVJTEzMdD4vrqPbmvpSJcGd825xDDoaLl1H8yVbcl1HVe6+eLQdgluDrtb3TQ7+h/iD6zDF3s663ofAvTw7WRetG/1ajKRD3d4oFUpS9Uls/u87/j73B0Kdw2dzoHs5gEsdZ6q9Vglzipngl4MRRiHdy/Mh+zD2EVbZYnAvd/f0IiEuFg8PjyxtV26URpudYa/z+5lzY3EfJyY203JhfQUAWl+6SJIlfyvfFcYtReNTiYifZ5F27Xi+6hjcfhJdGg3kQPA21vzfx/mqoyRTYWQFynUtR8rlFK7OvepodSQSiaRIsNd22e1e3q1bN5o1a8aVK1f45ptvuHz5svXcnj17aN68ObNnzy6Y1kWIMOptB2s5yGV7DlvjbE99Vtk8PKnOm6z9Lml5kcVsRJiLQtaUPvErbFmLCWEpmKwp5jYxWz8l4eA6vDoOx7V+F1zrdsSldjuSz+4lfv9PmOIjcqjXnD7xs0uHPMgKi/3ftWKUTTbq+XnfQg6e38Kwji8R5FeXIR1fpG3dXvz892dcu3Penorz9jsqBNnks3oMUX5ofbW4N3Un4b+EYtchS1nZR9yVLbl9RMFl89ZHFITSbrOLgiSDQKECCwIlCtyUynxPug0RV9D4VEIbUDPfk+5T1/bTpdFAGgW1Q6FQIkTBXd9LEnc23cGznScuNV3waOlBwpEER6skkUgkDsNu9/JLly7x3HPPUatWLSZOnMj169dtzuv1et58881CV1AiKWrcnJ1Y/MxrLH7mNdycnTDFhhL1x8eErphMyqVDKJQq3Br1oML4pZTrORGVWzlHq1yiuBF5gY83vcjafYtI0SdS2bcWrz35JcM7TcXVycPR6mVGpKcPA/DuWApc4iWSfCBtdmYSDQKFAhTq9MntBB8f8ps80BCR/hDDGkxNqcazw3A8OwwHpX3rGZfDT5OcloC7sxfV/RvYnFMp1fRpMYI+LUagsrO+koYp3kT09mgA/Af7o1DlnqJToVLgN8APvwF+dslLJBJJacHuSfeYMWPo1q0bx48fZ/jw4Tz/fPbBYCSS0oS7ixPCtTfCtTfuLvcCZBkjrxG5YS5hq6aQeu04CpUG9+b9qPDcN3h1GW3dyycBISz8c34z764dxaEL2wFoX68Ps4etpH3dPihKWD70uP1xALg1dEPtWToHtBJJTkibnZmku44cGl36NoJhXt6oc9hOkRPWYGp3J90KlQqvjsPx6jg8x+0G92OxmDlz/RAAjat2sDmnUqrp03IkfVqOLLWTboCobVEY443oAnR4d7XjIacK66QbmeZbIpGUIeyedJ88eZJWrVrh5uZGx44dCQ4OLkq9JJISgyHsInd+nkX4mpmk3TqHUqPDs80gKk74Fs+Ow1Fo7Q8SU9ZJSotj9V8fsXDTS9yKvoKrkwfDO09lyoDPqeRby9HqWTFEGEi5nIJCpcCzbdbRxSWS0oy02ZlJMqRPtgslV3dE+qRb4x2IUuea73pOXvsHgCbVOuQiWTqx6C3c2ZieQcCvvx9KZ7uHnRKJRFKmkL2fRGIn+punifhxGhG/vI0+/DJKnQteHYZTceJyPNoMyjlo1kPG1YizLPh1IusPLCbVkEw1//pMe3IxQzq8iLM2/wPUwiR2fywgo5hLJA8LGZNupabgUbEt+mSMsek5zwuSrzv41lEMJj2+HhWoUK56gfUqicTuiyUtNA21h5ryfco7Wh2JRCJxCHZNuqOjo/Hx8bG70uvXr1OlSpV8KyWRlGTSrh4hfOWrRG6ajyHqBipnd7y7jKbic9+m5wzOITrxw4RFWPjr9Abm/jyaI5d2o1Sq6NxwALOGraR1rZ6OVo+EfxOwGC04V3HGqXLWebclktKItNlZk+FerlQXTsCyjNXuguTrNpjSCL6Vnpv9QRfzMoMFItalByH1ecwHtbe0kRKJ5OHDrp7Py8uL3r17Ex8fb1elPj4+qOzc0ySRlE4EKRf2k3LxIK71u+DZcTgarwDK9ZyIR+uBxB/4iaTTu++lCnqIiU+J5vs98zgQvJWhHV8iwDuIEd1m0K5ub9b98zlhsdccopc52UziiUQ8W3ni1cGL8LXhDtFDIilspM3Omnvu5YWT/9kQcQXXuh3R+tcsUD0nQ/bTuGoHmlTtwPZjPxSKbiWNxBOJJF9IxrWOK/4D/bm9POs0nBKJRFJWsftx48qVK4tSD4mkdCIsJJ/dQ/L5fbg17oln+6dQe/rh0/tlPNoMJu6fH0k5/zfW/L8PMRdDTzB//XN0azyYXs2foVaFJswY/DV/nf6VrUdXoTemFrtOcfvj0ifd7bwIXxcO8hmJpIwgbXZm7rmXF9JKd/gDEczzyZkbB7FYzFQuX4tybv7EJOWQmrIUE742nBpzauDVwYuoHVHob9mf+lAikUhKO3a5l6tUqjyXkJCQotZdIik5WEwkndhG6NfjidnzLeaUeDTlKlK+/zQCR3+Oc802jtawRGC2mNh5Yi1z143hRMjfqJQqujcZyqxh39Oseudi1yfxdCKmBBNqTzVujdyK/f0lkqJA2uysSbw7xyuMPd1wXzA1n0ooNM75ric5LYEr4aeBMuxiDqSGpBJ/OB6FUkHAsABHqyORSCTFitxYI3noiYpP4vjV963/FwRhMpD43yaSTu7Ao0V/PFo/idavGn6DZqEPvUDc3z+Qdu1EIWhduolNusO3f75N/cqtGdLhRcp7VmBsz9mcv3mEX/Z/wZ34W8WjiBniDsbh+5gv3h28STpZsPsvkUhKLhkr3dxd6d6XlIRe5H8CbklNwBR/B7WnHxqfSoStfBUAYTLmua6T1/ZTq0JTGlftwF9nNmA0G1iw4QUAjGZDvnUsaUSsj8C9hTvujdxxbeBK8tlkm/PCKLjyzhXr/xKJRFJWkNHLJQ89RpOJ5Tv3sHznHowmU6HUKQypxB/8mdvLxhF/cB0WQxq6CnXwHzYX/6fno6tYr1Dep7Rz7ua/zPtlLFuPrMRoMlCvcktmDvmGfq1Go1EXTzT4jJzd7s3cUbrILlEiKatkTLq1Tul/TYgC7yixBlPzr44h/BKG8Ev5iuVxKmQ/ADUDG+Gq80AICzciL3Aj8gKiDMUGMUQaiNkTA0DA0AB4ME26SF8RTw1JlbuyJBJJmUKOMCWSIsSSlkTcvlXcXjaOhCO/I0xGnKo0IuCZj/Ab/HaB9wKWBYxmA1uPruL9X8Zy9sZhNCotvZo/w1tDV9AoqF2Rv3/ajTTSbqah1CjxbC1zdkskZZXkuwvQGXm63ZUFDx53b9JdsGBqMUkR3Iy6hFKpomEx9HuOJPK3SMwpZpyDnPFq5+VodSQSiaRYkJNuyUOPm7MTn//vRT7/34u4ORdN6ihLShyxu7/m9tfPkXhyB8JixrlGSwJHfYbvgJlofCoXyfuWJqISQlmy7Q2+3jGbmMQIfNwDmNBrLhN6zcXHvWj3/8mc3RJJ2cdkgTSTQKFKX0IN0mrQFLBOfUYwtYAaeLQeiEfrgaDM3869U9fSV7sbV+2ASqmme5OhdG8yFFU+6yupmJPNRG6OBMBvkB8Kzb3lboVKgW9vX3x7+6JQPbgMLpFIJKUXOemWPPS4uzihdBuA0m0A7i5Fm6/ZnBhJzPYvCP32eZLP/oUQFlzrdCBwzJf49HkVtad/kb5/aeDUtf3MXTeGP4//hNlsolFQO94cuoLHmv0PtbKgQ+SsiT8Yj7AIXGu5ovXXFsl7SCQSx5NkENY83X5qDWpFwSZ2hoj0SbemXCW8u47Bu+sYFPlMv5bhYl6vUguctC482XYCT7adUOYm3QDRO6MxRBvQ+mjx6XFfTnkVBAwLSA+0Vvaz2EkkkoeIfE26q1evznvvvceaNWsoX748AL169aJ+/fqFqpxEUlYxxYYStfljwla8SMrFgyiUKtwadafC+GWUe/QFVG4+uVdShjGY0vj932+Zt348F24fR6vW8XjrMbwx5FvqVmpR6O9nijeRdCY9iJpXe69Cr18icSTSZt8jSQ9KdeFtFrYkx2FKjEZRCK7qt2OuEpUQhlbjRJ2KzQtBu5KLMAru/HoHgPKPl0flKmfYEomkbJPnSXenTp04ffo0bdq0YeDAgbi5pafZadKkCe+8806hKyiRlGWMUdeJ3Pg+YStfJTXkGAqVGvdmfajw3Nd4dx2L0tnD0So6lIi4G3yx+TW+2zWX+ORo/LwqMbnvAsb0mI2Xq2+hvldGQDWvDl6Zg/tIJKUUabNtSTKIQksZlkHGvu7CIMPFvGGVsr2vG9IzR6TeSEXloqJ8//KOVkcikUiKlDxPuj/44APeeustHn30UQyGe2ks9uzZQ9u2bQtVOYnkYcEQfok762YT/uN00m6eRanR4dH6SSpO+BbPR55BoXN1tIoO5eiVvbz38yj2nFqP2WKmeY3OzBr2Pd2bDEVZCCtMAAnHEjCnmNH6anGt83C3t6TsIG22LclGgeq+SbdTAd3L4Z6LeWFw8to/ADSo0rrQ6iyxCAj/ORyAct3LoS0vt/ZIJJKyS54n3Y0aNWLjxo2Zjt+5cwdf38JdeZJIHjb0t84SsWY6Eetmow+7hFLnglf7p6g4cTkebYeg0BRPGq2SSJoxhQ0Hl7Dg14lcCT+DTuPMk20nMGPQMmoGNi5w/cIoiP8vHpAu5pKyg7TZtiQZQHGfe7lbYUQwDy+8le6Q8LMkpsbh6vRweDkln00m8XQiSrUSv8F+jlZHIpFIiow8T7rj4uIIDAzMdLxZs2bcvn27UJSSSB520kKOEb7qVe5sfB9D1HVUTm54dx5JxQnf4t6iP6iKJqBYaeB2zFU+/e0VVv+1gMTUOCqUq8Yr/RcxousM3J29C1R33D9xAHi08kChlT7mktKPtNm2JBsE9y9uu6kKHk+2MFe6LcLCmesHC62+0kD4z+EIi8CrjRfOVZ0drY5EIpEUCXm2NmvXruXDDz/E398fIQRKpZL27dvz8ccfs2rVqjzVNWfOHIQQNuX8+fPW8zqdji+//JKoqCgSExNZv349fn7ySajk4SH14kHCVrxI1B8fY4wNQ+XqTbkez1Hxua9xa/IYFJJrdWlDIDh0YQfv/TyKv8/+jkVYaF27J7OHfU/nBgNQKvI3kE65lILhjgGVswqPFg/HSpOkbFNYNrus2Otko+1+bjdlwSfd5sRozMlxBa4ng5N393U/LOhv6a0xNfwHyQweEomkbJJna/PGG28QHBzMzZs3cXNz49y5c+zbt48DBw4wd+7cPCtw5swZAgICrKVjx47Wc4sWLeLxxx9nyJAhdO7cmQoVKrBhw4Y8v4dEkhNR8Ulcvr2Qy7cXEhWf5Gh1MiMsJJ/7i9BvJxK9/QtMiVGoPcrj0+tFKoxdgmv9LpDPSWZpJ0WfyM//fMbHGydzI/ICzjo3hnR8kdcHfkVVv3r5qjMjZ7d3h4KtmkskJYHCtNllwV7H60GhFKRqjADoCqnvzAimFv/vRoTJWKC6Ltw6it6YCsCa/1uI0WzI5YrST8SGCCwGC651XAlfH07IByEIY+EGvJNIJBJHkufkj0ajkeeee4733nuPhg0b4ubmxvHjx7l8OX/uVSaTiYiIiEzHPTw8GDt2LMOHD2fv3r0AjB49muDgYNq0acPhw4fz9X4SyYMYTSY+3bzF0WrkjsVM0skdJJ3Zg3uzPni2HYKmXAV8H38Nj7ZDiPt7NamXHi63xAxuRF7go42T6VCvL/1bj6Wyby1ee/JL9p/fwu//fktyWoLddcUdiMP/SX9c67ui9lJjijMVoeYSSdFSmDa7LNjrBL1AoYQUpQlnNIXiXg5gCL+Mc/UWKLXOICwFqstoNnD+5n80rd4Jb7fyiALWVxowxZqI3hFN+cfL49Xei6itUSDn3BKJpAyR50l3Bjdv3uTmzZsFVqBWrVrcvn2btLQ0Dh48yMyZM7l58yYtWrRAq9Wya9cuq+yFCxe4fv067dq1K1FGXCIpVsxGEo/8RtLJHbi37I9n64FoywfhN/BN9GEXift7NWkhxxytZbEjhIV/zv3Biat/M6DteNrW6UWHen1pWu0Rfjv8DQeDtyHsGMUZI40kX0jGtY7rvcGfRFLKKQybXVz2OqCcF27azFtn9HoTMUn3vJECfbyyrcNkthAZl5BJVq9UEWtSY9ZqMRu1VPD0oLxKYSPr7+1Fdl7nFgtExMZlknVOvoG3KRr3AD90d9/rQdnyXh6oc5jkh0Xfk7165xhNq3eieY1HOBayKUfZcm5u6HTZD+fyK+vp5oKLLvuI4nmRvROTgPnuwwM3ZyfcXZwyySgOGXFqp0QR4IR3J29i/4rNVjaDqPgkjCZTjvVmJevipMXT1SVb2diEJNKMeZd10qjx9nDLVjY+OYWUNEOeZTVqNb6e2csmpqSRlJqWZ1mVQolfuey3UuVFNkVvID4pxfo6p99nXmTz8rsvjD7CHtn89BH2yOalj8iLbFnpI/IjW1x9hD3kedK9fPnyHM+PHTvW7roOHz7MqFGjuHDhAoGBgcyZM4e///6bhg0bEhAQgF6vJz4+3uaaiIgIAgICsq1Tq9Wi092L8Ozu7m63PpKHExcnLXMHjgHgrQ0rrEaupCOMaSQcXEfSsS14tB6Ie8v+6AJr4z/0XfRhF0k4tJ6US4cKvOpS2khKi2P1Xx9xIHgbwzq+TEWf6gzvPJW6lVqwau8HmMy5u37G7Y+Tk25JmaCwbHZx2uvXBvyAMc2cSd4p5QzjfnjZ+nrWk2uwqLLO6OCUcpFxPzxvfT3nie8xadLrXxMFtEg/3hxol3qd8avGWGXffeJrjDqfLOvVpYUxfuUz1tdz+3+J3uluoLokwKkSDO4AgEYfzYTvh1pl5/X/FL1zUJb1qo2JTFwxwPr6qSaPYwD8vary5uBfbWSVZj0vfNvH+nrBk++T5tIwy3oBJi/rbv3/wyfnoHdpnq3s++sHWQfKHw94C71rm2xlv9k1hpNXrqfrMOB1jK6dspXd9N8r7Dp2Or3eQVMwuXbPWvAS/FV5HqZhZhJOJPBhv8kI197Z1nv86vss37kHgHkDx6N0G5Ct7OXbC61ebXMHjkHrPiRb2dCor5j3a3q7zx7wP9w8n8lWNjp2OXPWrQFg5pND8fHO/jeVFL+aGWu/A2BK/yeo4PtCtrKGxF+YsmYpAJN6PUbNilOylbUkbeKlH78AYETXTjSr/ma2sorkbUxa/TEAgx5pTad672crq07ezcTV8wDo2qwBA1p9mq2sJnkfE1a/A0CTGkGM77EiW1ld8mHGr34DSJ/sPvgdt5FNOcb4H163vs5JtrD6iEw6FFYf8QAF6SPmP/4haS61s5Qt030EsO/8m6zbdyhd30GO7yOm9xuardz95HnS7e1tu89Ro9HQsGFDvLy82LNnT57q2r59u/X/06dPc/jwYa5fv87QoUNJTU3Nq2oAzJw5k7fffjtf10oeTjxdXaw/LE/XtaVm0p2BRZ9M3N8/kHD0dzzbDsGtaW90gbUp/+QbGKNvkfDvrySd3Qvmh8tN+mr4GT78dQJdGg6kf5txNK/RBXdnb77eMZtUQ8579+OPxFNhZAWcKjmh8dVgjCrYHk2JxFEUls2W9rp4UTxkD0sfROWsotLYShAhfcwlEknZQEEh7JpRKBQsWbKEK1eu8NFHHxWorn///Zddu3axc+dO9uzZg5eXl83T82vXrvHpp5/y6aefZnl9Vk/O/5+9+w6PolofOP6d7Zst6T2kUqQJUgQbAopYEAti770rtmu713Kv5WcBe++9IdWCigVRilQRlBKSkN6T7XXm98dCACWQssmmnM/z7KOE2TNvQnbOvHPOeU9paSlWqxW73d6u2L4anUqWLZo/zQ1MW13RrraErmPPp6x7PsHrrlRR0VhGnoxlxBTUhtAUs4C9FvuqudjXfY3ia9sNcnfWL204Vx73AEa9mfL6Il748k7qHVX7fU/OnTmYDjJR9m4ZdYvrOilSQQixWCzYbLaw9F1/F64+u6P66/7ZmTgc//yewzF1dEpfFY+M11E+P1RZ/RuPnUfra9s9dVTS6Ek9/zEAHJt/wbbsk3ZNHU2LT+TuMz4CwB/w8tyXV+Py2fZ5bE+aOirpJOIfSkfZ+WOq/6gG+TdPs+2K6eUhYnp5648V08vbf6yYXh46Njkxnoqqmhb110o4Xv3791fKysra1YbJZFJqa2uVG264QbFarYrX61VOP/30vc6hKIoyZsyYFrdpsVgURVEUi8XS7u/xq9GpyqYBBymzR6aE5WcmXl3jlRofozx31WLluasWK6nxMRGPJ1wvSWdULKNPVdKvfVvJ+tdCJetfC5WMmz5SYo46X1FFRUc8vs5+pcXlKP897yPluasWK/87/2MlPS53v8fHHx+vDHlriJJ1a1bEYxev3vcKZ9+1r1d7++yu3l839zqhr1oJ3hOtbBpwkLJpwEHKC+npYWlX0uqbrrPpV73e7vZ0GkNTv/TcVYuV40ec32m/e5F8STpJGfLWkKbXoFcHKfoMfcTjEi/xEi/xau7V0r4rbPsM5eXlodG0brb6448/zrhx48jKyuKwww5jzpw5BINBPvzwQ2w2G6+//jozZ85k/PjxjBgxgjfffJNff/1VFFEThBZQfG7sv82l9OXLqPnyafy1xagNZqIPP5v0q98g9tir0UT3nj1Ry+oKeHLuDZTVFRBjSuDmU56if/ohzR7vWB96Wm46yIRK3zu3ZBN6rtb22T2lv673KHv9OU7d5nqyzdLEJKON7xPWNscNPhWNWhvWNrs623obKq2KPtf0QdJJkQ5HEAShXVrd2zz55JN7/VmSJFJTUznppJN4++23W9VWRkYGH374IfHx8VRXV7N06VLGjh1LTU2ocNGMGTOQZZnZs2ej1+tZtGgR117bfNEJQRD2IRjAueFbnBu+w9hvLNFjp6NP64915BQsh5yA68+faVzxGf7qwkhH2uEanNXMmncTV05+kH5pw7n2hEd478fHWbVt8T+O9ZZ78VX50CXpMA0yYV8b3im+gtAZwtVn95T+usG9d9Idq/5nlfRwMOaNxl/b/h1eAOodVcSakxjd91iWbf4qLG12B2Vvl2H8txFDuoGUs1Iof7c80iEJgiC0WauT7kMO2XtkSJZlqqurufXWW3njjeYrFe7LOeecs9+/93q9XH/99Vx//fWtDVMQhH9QcG9dhnvrMvSZQ4keOx1jzghMg8djGjweV/5v2JZ/hrdkY6QD7VBun5Pnv7iTCyb+i5F5E7j4mLuJNSfy7bqP/nGsfb2d+EnxWIZZRNItdEvh6rN7Sn/d4O28pNu28vOwtPXzxvlMHXM5Ew8+o1cl3UFHkJJXS8i5I4f4Y+Jx/OEQ12FBELqtVifdEydO7Ig4BEHoRN4dG6jasQFdch7WMdOIGnAEUXmjicobjaf0T2zLP8W97TdCy1B6noDs563vHqLBUcMxw6ZzypgriDEl8tmvz6PsUTXYvm530i0I3ZHos/dm9+79Z7NajVaS8CvhvdbpMwYh6U0oXme721q+ZRGTDjmH1LhsBvU5lE3FK8MQYffg3OSk+stqEk9MJP2ydLbdu41AQ+/aiUMQhJ5BLFQUer16m4Oymhcoq3mBetv+t5LqaXyV+dTMf4yyV6/GvvYrlIAfQ/pAkqb9h9TLnsM0ZCKoOmYkKNIUFOYsf4nPfn0eWZE5esipXDbpP2jVu6trOjc7CXqCaGO1GLKar3gpCEL34AmAwy+TcVQtwZ2JdlwYRruVgJ+qT++n6tP78dXsQFKpMeY0v9ftgQSCPl786m5e/OpuHO4Glv0VGuGeePAZ7Y61K1MCCoWzCimcVYgSCP37VM2uwl3oRmPWkHFlRmjfHUEQhG6mRSPda9asQWnhU+CRI0e2KyBB6Gwef6Bpg/veKtBQTt03z9P4ywdYRk3FcsiJ6BKySDjpFmKOOh/byrk4fl+E4vceuLFu5scNn9PorOHCCXcxPOcorFOe4OWv78XptaEEFJwbnVhHWrEMs+Apan7rGkHoKkSf3bygAtVuhbx0L3YlSIykIU6tpjLQztFTRca9fRUA+syh6BIyMeaNxvXXz21qTlZkNu7YXYTuhw2zOXrIaRyUMZL0uFxK67a3L96uSt5dxHIXJahQ/GIxfR/si3mQmYTjE6j5qiZCAQqCILRNi5LuuXPndnAYgiB0BUFnPQ0/vU3jsk+xHHIC1lGnorEmEXfslUQfcTb21Quwr16I7OlZ6+rWbl+CzV3PVZP/S27KYG459Rle+PJOau0V2Nfbm5Lu6vnVkQ5VEA5I9Nn7t6uCuUsKEoNmZwXz8D1QdOevInrMNIy5I0FSwR5LVtqq3lHFuu1LGNl3AhMPns67P/5fGCLtPnyVPsreKyPjsgySpyXj+NOBp1A8BBUEoftoUdL94IMPdnQcghAxUQYd/zn1PAAenPs+Lo8vwhFFnuJzYVsxG9uq+ZiHHIN1zDS0sanEHHke1kOn4fh9EbaVcwnae04Sml++gZnzbuLaEx4hOaYPt576LC98dTcVvxcAYMwxoraqCdqCEY5UEPZP9NnN06jAoIKG7UZ27UIVpwnDEhqVGtOg8QA4//oZ2eNAHRWNLrUfvrLNrW9OpWZ032MB+G3bd8hykO9//5SRfScwsu8E5q98jUZXbfvj7mrUEHNYDAANyxpgj8ttw88NWIZaiD40mj5X9yH/vnxkb/sfaAiCIHQGsaZb6PWiTVGYo8/HHH0+0aaoSIfTtQT9ONZ/TdmrV1E97//wVmxDpTNgHXUK6Ve9SvyJN4d9P9pIqqgv4sm5N1BSm481Ko6bT55JP/Nw3IVuJJWE5WBRUE0QujOdGgYlaChfGUsCeiA8FcwltYaEk2aQcNIMJEnCXbAGCFUxbwuNSssFE+7gggl3oFGF9ucuqt7MtvINaNRajh5yartj7ooktUTG5RlkXJ6BpP7n4u3St0rx1frQp+hJPT81AhEKgiC0TauTbpVKxa233sqKFSsoLy+ntrZ2r5cgCD2QIuP662cq3r6Zyo//jadoPZJag3nosaRd/iKJp9+LLu2gSEcZFo2uWp6adzN/lazGoIvi6hMeJvev0LZLooq50N2IPvvA4tWt3sjlgNz5ofXdxtxRYW33+98/BeDIQSej0/S+4o6yS6bk5RIUWSH2qFiix0RHOiRBEIQWaXXSfd9993HLLbfw8ccfEx0dzcyZM/n888+RZZn777+/A0IUBKEr8RSupfKjeyh/5xacm39BUWSi+o0l9YInSD7nEQy53b8wk8fv4sWv7mbl1u9Qq9ScEn0NI0qOwzzYvM/RF0HoqkSffWAdsVe3e/sqFEVGn9IXtTk+bO1uKFpGVWMJUXoLYwdMDlu73Ylri4vqBaGlTWkXpaFN0EY4IkEQhANrddJ93nnnccUVVzBz5kwCgQAffvghV1xxBQ8++CBjx47tiBgFQeiCfOVbqJn7CGWvXYvj929Qgn4MmUNJnv4AqZc8S9TAo0NFhLqpoBzg3e8f5Zu1HwBwaPFJTCg/F3N/c4QjE4SWE332gYVjy7C/k902fOVbADDmhW+0W1Fkfvg9tNvGhKFnIHXja2x7VM2rwrXVhTpKHdpGrHf+GARB6EZafZlKSUlhw4YNADgcDqKjQ1N7Fi5cyEknnRTe6ARB6PICdSXUfvUMpS9fTuPKz5F9bnRJOSROvZ20K1/BfMiJSBrdgRvqghQU5q98nU+WPoOiyAyqOpxLDvtPr5zWKXRPos8+sDhN+KeXQ8dNMV++ZRFOj43E6DQOzj48rG13GzIUv1xM0B3E1N9E4smJkY5IEARhv1qddJeUlJCaGipekZ+fz3HHHQfA6NGj8Xp73h6+giC0TNBeS8MPb1D64iU0LHmXoKsRbUwK8cddS/rVb2AdOx1Jb4p0mG2yZOM83t/+GAHJR3/tCG6c8gRmQ0ykwxKEAxJ99oF1xEg3gDv/NwAM2cMhjOvG/QEvP2+aD8DEg6eHrd3uxl/jp+ztMgCSTkkiqq8ohCoIQtfV6qR7zpw5HHPMMQA8++yz/Pe//2XLli288847vPHGG2EPUBCE7kX2OGhc9jGlL15K3bcvEWisRG2KIfboi8i45k1ixl+C2hwX6TBbbeXSxcwf8BwejZPs5IHceuozJFjTIh2WIOyX6LMPrCPWdAP4KvMJ2GtR6YwY+gwNa9tLNs7DH/SRlzKE7KSBYW27O2lc3kj9L/VIKomMqzNQRYl55oIgdE0SoLSngTFjxnD44YezdetWFi5cGKawwsdisWCz2bBardjt9na19dXoVLJs0fxpbmDa6oowRShEmkGr4a7TzgTgkTmf4PEHIhxRD6NSYzroKKxjz0CXmA2AEvDj2Pg9tpWfE6grjWx8rZB9ezbpubkc/9sVxGqTsLvreemreyiqbv0+vIKwP+Hsu/bUlfvsjvqe96SW4PbDtNw1IJZqu4JvQ6jI2bAtm/Er7bgdklRE9T8MANeWZaCE9o+OO/4GLMMmY1s1n/rFr7S4OZWkYljOkQCsL1iKrPxzP+rzx9/O2AHHsyb/J974rofsza4C60grALbVNmjBNtwqg4q+D/ZFl6SjYUUDJS+WdHCQgiAIu7W072p10q3X67vVlDSRdAtC12HMHYV17HQMfQYDoaJAri3LsC3/DF/F1ghHd2Dxx8WTem4q8gYVUwquITOxP16/mze/+x9/7Fge6fCEHiRcfVd36rM7I+kGyIuV2HajBZtHoXBOGlpJYkL+NioD4X/gauw3lqTT78VfX07ZK1eEte20uBzunv4ashzkgY8upNbee+9LjLlGcu/JRVJLlLxaQsMvDZEOSRCEXqKlfVer5+FUVVXx1ltvceyxxyJJYuscQRBazr19FZUf/IuK927HtXUFkqTCNOAIUi+aRdJZ/8OQNSzSIe6XfX3oYioNDPLsN7exqXgleq2RKyc/yOEHnRjh6AThn0Sf/U8NntB/rQaJhmAQ6Lh13Z7CdSgBP9rYVDRxGWFtu6yugD+Lf0OlUjN+6Olhbbu7cW93UzWnCoDUC1LRJXXP4p2CIPRcrU66L7roIqKiopg3bx6lpaXMmjWLkSO7/768Qu9l0Gp44MxzeeDMczFoO6aKrbA3b+mfVH/+X8pevw7HH9+jyEGM2cNJPvshUi56iqgBR3TJ7cZ8lT685V4kjYT2IDUvfX0vyzd/jUql5tyjb+WkURdHOkRB2Ivos/emlmBSthrbDgO2HQYa5dDodrvXdUsqogYc8Y9rl+L34CkOVY835o1ucXMqScUhueM4JHccqv1cCxf//ikAhw04AaOuexaq3IsKrKOtWEdbW32HWv1FNc6/nKgNajKuzkBSi4dMgiB0Ha2+q507dy5nnnkmycnJ3H333QwaNIjly5ezefNm/v3vf3dEjILQoWKtZuJjLyM+9jJirWIP5s7krymi9ouZlL58ObZV85H9HvQpfUk89S7SLn8J87DJYa36Gw67RrstwyzIcpD3fnycr1a/C8AJIy/gvKNvQ6XqmFEzQWgt0WfvTa+B9083UfprHKW/xuEiNNId385twySNlsRT7yLx1LuQNNq9/m7X1mFRrdivW6PWcdmk+7hs0n1o1M2P2v5Vspqy2u0YdFEcMXBK24LvQiSNROZ1mWRel4mkaWXSrEDJKyUEHAGicqNIOi2pY4IUBEFogzYPJTkcDt566y0mT57MwQcfjNPp5L777gtnbIIg9BJBWzX1i1+h9MVLafjlA4JuO9q4NOKPv4H0q17Heug0JJ0x0mECeyTdB1tCVTGAL1a9xYdLZiLLQQ476ASumvw/sZe30KWIPnvfPFIo6e6oCuawe+swfcZgJF34t7X6fsNnABw95DTUqq71kLKz+ev8lL0Z2kYs4cQETAN7wOi/IAg9QpuTbr1ez/Tp05kzZw5r1qwhLi6Oxx9/PJyxCYLQy8huG41LP6D0xUuoW/wKAVs1Gks8sRMuCW03Nu5CVFExEY3RtcVF0BVEE63BmL37QcAvf37BK4v+g8/vYXDmodw8dRYWY2wEIxWE3USfvW9edceu6QYINJTjry1GUmsw5hwS9vZXbf2eRmctseZERuSND3v73Y1ttY26H+pC24hdmYHaJGYeCYIQea1Ouo877jjeeustKisrefHFF6msrOS4444jOzubu+66qyNiFAShl1H8Huyr5lP68hXUfDELf20xKoOZ6MPOJOOaN4ibdA2a6OTIxBZUcGx0AKEp5nv6Y8dynl5wC3Z3A5mJ/bn11GdJig5v8SRBaA3RZ+9fUL1za68OXsaya4p5a9Z1t1RA9rNk41wAJh58Rtjb747KPyzHU+ZBG6sl/dL0SIcjCILQ+qR7zpw5GI1GLrzwQlJSUrj66qv5+eefOyI2QRB6OzmA84/FlL12LVWf/w9v2V9IGh2WESeRduUrJJx8O9qknE4Py75u5xTz4ZZ//F1R9WaenHsD1Y2lJFhTueWUZ8hJHtTZIQoCIPrsA9LuSro7djR01xRzY+5ImtalhNHSTQvx+T30SehHv7ThYW+/u1F8CiUvlSD7ZawjrcSOF7OOBEGIrFYn3cnJyZx11lnMnz+f5ORksQWJIAidQMG9dTkV795GxQd34t6+CkmlxjToaNIueZak6fej7zOk06Kx/25HkRWM2UY0Mf8cIauxlfHk3BsprPoLszGaG6Y8wcHZR3RafIKwi+iz90+lDyXdsZqOTbo9JZuQvS7Uplh0qf3C3r7Ta2P5lkUAHHPw9LC33x15dnio/LQSgNRzUtGn6SMckSAIvVmrk26Hw9H0/5s2bSI7Ozuc8QiCIOyXt/gPqj69n7I3b8C56afQdmO5o0g591FSLngCY7+xdMRI0p6C9iDuAjews6DaPjg8DTyz4Fb+KFqOTqPn8kn3cdSgqR0alyD8neiz909r6Jzp5cgB3IVrATC2oop5a/zw+2xkRWZI1liSYzI75BzdTe23tdg32FHpVaFtxLTioZMgCJHRro1wxRNzoSdodLpwNL6Ho/E9Gp2uSIcjtJC/qoCaBY9T9upV2Nd8gRLwoU87iKTT7yXt8hcwDT0WOrCSb1MV831MMd/FF/DwyqJ/88ufC1Gp1Jx11E1MPfSyDotJEPZH9NngC8LlC1yU9akh9dB6dFHhKaSmBAPUfDGLmi9moQQD+zxm9xTzA6/rDsh+3v3hMd794TECsr9FMVTbStlQuAyAiQdPa2HkXYsSVCh5rYSS10pQgkoYGoTS10oJ2AIYM40kT49MLRBBEIR2Jd2C0BO4PD7u/OhN7vzoTVweX6TDEVop0FBB3bcvUvLipTT++jGyx4E2vg8JJ95M+lWvYhl1CpI2/Nt37VrXbRpk2u/oiazIfLhkFgt/exOA4w45lwsn3Nnrt/YRhEgIyPDm737mNDYSk+vGZAoldha1Gm17HkrIQZx/LMb5x2KQg/s8ZFcxNX1qP9Sm/a8xluUgK7YsYsWWRcjNtLcv3//+KQCH9jsOsyGmxe/rMoLQsLSBhqUN0PJve78CjQFKXisBIOG4BMwHm8PTsCAIQiu0K+l++OGHqaurC1csgiAIbSa7Gmj4+V1KXryE+h/eIOCoQ2NNJO6YK0i/5k2ijzwXldEatvN5dnjw1/tRG9SYBhx4L9iv17zHez8+RlAOcmj/SVxzwsMYtOHfs1cQmiP67N3qPaFk22pS8Cuh/+/IvbohdI3ylm0BOm6KeX7FBgqr/kKr0TFusFjOsovjdwc139QAkHFZBmqr2EZMEITO1a6k+9FHH6WxsTFcsQhCRBi0Gu6eNo27p03DoBWjj92d4nNjW/k5pS9dRu3Xz+KvK0VttBBzxLmkX/MGscdcidqaGJZzNU0xH9b8FPM9Ld+8iJe+vgev381BGSO5+ZSniI6KD0ssgnAgos8GtQRT+mk4KsqEvUxPjEGiIRgaUo1vT9ItqTDmjsKYOwqk5m+t3NtbNsVcJakYnDmGwZljUO2nvX3ZNdp91OCpaNW6Vr034lRgHmbGPMwc9rmYlZ9W4in2oInWkHF5RkeX/hAEQdhLmy5pl156KRs2bMDj8eDxeNiwYQOXXSbWKQrdU6zVTFrCtaQlXEusVUw76zGCfhzrF1H22jVUz30Eb/lWVFoD1lFTSb/qNeJPugVtQla7TtHapBvgz+LfeGr+DGyuOjLi87j11GdJiWlfHIKwP6LP3k2vgXlnmji6IZWSJfHE6FTU7VyD3Z6RbkmjJWn6/SRNvx9Jo232uF3rug3Zw2E/xds0ah3XnPAw15zwMJpWJs7rti+h1l6BxRjL6H7Htuq9kSZpJLJnZJM9IxtJE96sWPErFL9YjOyTsRxsIX6SeOApCELnaXXS/cADD/D000+zYMECpk+fzvTp01mwYAGzZs3igQce6IgYBUEQ2k6RcW3+hYp3ZlD50T24C9chqdSYh0wk7bLnSTz93+jTB7apaecmJ7JfRpekQ5/a8u1oimu28uTcG6hsKCbOkswtpz5NXsrQNsUgCPsj+uz9izFI1AV2FVPr+JlOvop8go56VPooDBmDO+QcsiLz44bPAZh48BlIYki3ibfMS8WHFQAkT0/GkBn+eh+CIAj70uqk+5prruGKK67g7rvvZsGCBSxYsIC7776bK6+8kmuvvbYjYhQEQQgLT9F6qj6+l/K3b8b511IURSaq3xhSzn+c5HP/LzQ1tBVkr4zzTyew/yrm+1Jrr2DmvBvZXrGRKL2F6096jOE541rVhiAciOiz9y/aAPU7p5d39F7dIQru7aGCasa8A1cxb6tlf32F2+sgJTaLQZmHdth5uqO6H+qwrbGh0u7cRkwnHkoIgtDxWp10a7VaVq1a9Y+vr169Go1GrIcVBKHr81Vso2beo5S9ejX29YtQgn4MfQaTNP1+Ui95FtOg8ftdl7mntkwx38XpsfHsF7ezvmApWo2OSyf9m/FDT291O4LQHNFn759KknASml7erjXdreDKXwmAMa/jkmGP38Wvf30JwMSDp3fYebqr0jdK8df7MaQZSD0nNdLhCILQC7Q66X733Xe55ppr/vH1K6+8kvfffz8sQQmCIHSGQH0ZdV8/S+lLl9O4Yjay14UuKYeEk28LbTc2YgqSZv/Txncl3VH9olBFtb5Mhj/g5bVvH2DJxnmoJBVnHH4dp429SkwJFcJC9NkH5lbtHOnuhOnlAJ7CdShBP9q4NDSxaR12nh//mENQDjIg/RAy4vt22Hm6o6AjSMkrJSiyQtyEOCwjWv/QVBAEoTXa1MNcdtllHHfccSxfvhyAMWPGkJmZyTvvvMOTTz7ZdNytt94anigFQRA6UNBRS8OPb2Jb9gnmQ07EOuoUNNHJxE26mugjzsG+aj72NQuRvc5/vNdf48dT6sGQbsA8xIxtpa3V51cUmU+WPkO9o4pTxlzBMcPOJNqUwHs/PEZA9ofjWxR6MdFn759fLQMQ10kj3YrPjad4I8bs4RjzRmNfNa9DzlPvqGJt/o+M6ncMEw8+g3d+eLRDztNdOf90UvNVDYknJZJ+aTrbCrYRqA9EOixBEHqoVifdQ4YMYc2aNQDk5eUBUFNTQ01NDUOGDGk6Ttm576UgCEJ3IXud2JZ/in3VPExDj8V66OloY1KIGXcB1jHTcKxfhG3VXIL22r3eZ19nx5BuwDrc2qake5dv131Eg7OG84++nVF9JxIdFccri/6D2/fPZF8QWkL02Qcma3YWUuuUNd0h7vzfOjzpBlj8+6eM6ncMI/MmMH/lazQ4azrsXN1R1edVmAeZMeYYybgig8LHC6H3fhQEQehArU66J06c2BFx8K9//YtHH32Up556ihkzZgCg1+t58sknOfvss9Hr9SxatIhrr72WqqqqDolB6J0anS589k+b/l8QlIAPx9ovcaz7mqiDjiR67HR0STlYDz0Ny8gpODf+QOOKzwnUlQChKeaJJyViHmoO7f3ajpu237Z+h81Vx+XH3U+/tOHMOOVpXvjyLhqc1eH55oReRfTZe/MF4aZFLgYbqhmVqkZSKUg6GZT2VS9XggFqv3mx6f8PxJ3/GxxzBYY+g5F0RhSfe6+/D8h+Pln6TNP/t1VxzVa2lq2jX9pwjh5yGvNWvNrmtjqDElQoe7es6f8743zFLxWT90Ae5kFmEk5MoOYL8WBCEITwa9M+3eE2atQorrrqKtavX7/X12fNmsXJJ5/M9OnTOfroo0lLS+Pzzz+PUJRCT+Xy+Ljlg5e45YOXcHl8kQ5H6EoUGdefSyh/8wYqP70Pz44NSGot5oOPI+3yF0g89W50qf1xbXMRdAbRWDQY84ztPu3m0jU8NX8Gjc4a0uJyuPXUZ0mLywnDNyQI7ded++yADM+t8nPN+lrKY+xIKlAbQtPL27NPN3IQx9ovcKz9AuTggeOoL8NfV4ak1ob27P57c3KQJRvnsWTjPOQWtLc/i3//DIAjBk5Br23/9alDBaFucR11i+ugfd92i/kqfZS/Vw5A8mnJGHO6+M9IEIRuKeJJt8lk4v333+eKK66gvr6+6etWq5XLLruMW265hR9++IE1a9ZwySWXcMQRRzBmzJgIRiwIQm/k2b6ayg/vovzd23BtWYYkqYgacDipF84k+cyHcG0PjZJZh1nDcr7S2nyemHsD5fVFxJoTmTH1KfqlDQ9L24LQVj2pz673hEZStTuTbqtajVbqvAKG7p1VzKM6sIo5wMai5VQ2FBOlN3PYgBM69FzdVcPSBhpXNCJpJDKuzkBliPjtsSAIPUzEryrPP/88X3zxBYsXL97r6yNHjkSn0/Hdd981fW3z5s0UFRVx2GGHNdueTqfDYrHs9Qo3g9x5676EjqfVaLh5ykncPOUktGILHeEAfGV/UT3nIcpeuwbHhu9QggEMWcPQxJ0JgHVUfNjOVe+oYta8m9hW/jtGvZnrTnyUwZldM4EReodw9tmd0V//nUqC8VlqLs8xo6rXo8hgMioEdq5pb/Not6RC32co+j5DW7zdoDv/NwCMuaPgb7sVSJKKfqnD6Jc6DKmF7TVHQeGHnaPd44eejlrVhfs5CUwHmTAdZPr7j6TDlb5diq/Ghz5ZT9pFaZ1+fkEQeraIJt1nnXUWI0aM4K677vrH36WkpOD1emlsbNzr65WVlaSkpDTb5l133YXNZmt6lZaWhi1e+865TjkuCy9nZJCm0YatbSFyEqLN9E2/hb7pt5AQbY50OEI34a8tpvbLpyh9+Qpsv83FX58FgD5VRfSRUwjXHZvLa+e5L+5g7fYlaNRazjv6Now6U1jaFoTWCHef3ZH9dXMMGlh8vplbdBmMrEhFkSUSzRI1gdA67OQ2PniVNFpSzn2ElHMfQWrhvYGneCOyx4HaHIsh55C9/k6r1nHT1JncNHUmWrWuTTHtacXWb7G56kmwpnLiyAvb3V5HkbQSOXfmkHNnDpK2c7Ne2SVT8nIJSlAh5rAYUs5p/l5TEAShtSKWdGdkZPD0009z3nnn4fV6w9buI488gtVqbXqlp6eHre0PbXUkHmxDUSkcZTIzPyeHC2JjIz9dQBCEiAnaq6n//jVKXriBgC00Uhc/eRxJZz6A2hQblnMEgn7eXvwwlQ3FWKPiOPnQy8LSriC0VEf02R3ZX7dGukWixB8qVtZH24kP0+UAjj9CMwYsh5zYoafyB7x8svRpACYNP5uc5EEder7uyrXVRenroYc/CcclkDQtKcIRCYLQU0QsXxw5ciTJycmsWbMGv9+P3+9n/Pjx3Hjjjfj9fiorK9Hr9URHR+/1vuTkZCoqKppt1+fzYbfb93qFy7LSIAmDHOQeX8Vqt4solYq7kpL5IDOL/np92M4jCEL3I7sasa0tAkCtz8eYM4LUS5/DmDc6LO0HZD8f/fwUAEcOOpmsxAFhaVcQWqIj+uyO7K9bI92iotgfKqLZR9v+UeXWsK/9EgBj3mjU1sQOPde6gp9ZseUbVCo1F0z4FzqNoUPP1101/NpA6duhxDvp5CQSp3Tsv4sgCL1DxJLuxYsXM2TIEIYPH970+u2333j//fcZPnw4q1atwufzccwxxzS9p3///mRlZbFs2bKIxFzhUChskDFYg7ypKuU/FeXYgkEONhr5NCubGxMS0HViERZBELoW19bQlnNBx0/4Krejjoom6Yz7iJt0NZKm/TfzW8vWhW6aJRVnj5uBqp1rPQWhpbpjn91S6VaJHb6dI926zl02FqgrxV24DkmlxjLs+A4/32e/PEe9o4qk6AxOHXtlh5+vu6r/oZ7yj3ZWND8jmbhj4yIckSAI3V3E7tgcDgcbN27c6+V0OqmtrWXjxo3YbDZef/11Zs6cyfjx4xkxYgRvvvkmv/76KytWrIhU2CwvCa3rHpOh5rPGRk4uKOAbux2tJHF1fAJzsrMZaRTbTQhCb7Qr6Tb0UVHx4a3YfpsLgGXEFFIumoU2Mbvd55iz7GWcHht9Evoxfsjp7W5PEFqiu/bZLZEQpaIiuGt6eeeOdAPY134BgHnYcdCOvcJbwu1z8t6PjwMwbvApDMwY1aHn685qv66lam5oj/m089OIHRee5UKCIPROXXqYZMaMGSxcuJDZs2ezZMkSKioqOP30yN5k7kq6x2aEKpxWBwPcXFbKjaUlVAX85Oj0vJuZxX3JyZhVXfrHKwhCmPkqfQRsAVRaFYYMDfXfv0blx/8m4KhDl5BF6oWzsIyaSnuKrDk8Dcxd8SoAJ42+mFizWHModA1dsc8+EE8gVLXcq43Amu6d3FtXELDXojbFEtX/8A4/3+bSNfy4IbR/+nnjb8eoEwVEm1M1t4qar2oASLs4jegx0Qd4hyAIwr51qaxwwoQJzJgxo+nPXq+X66+/nvj4eMxmM9OmTaOysjKCEf4z6d7lO4eDkwsK+KQhtG/pWTGxLMjO4Riz6MwEoTdxbQuNdkf1iwLAU7iW8jeux7V1BZJGS9wxV5I0/X5Uppg2n2P5X1+RX74BvdbIGYdfH46wBaHVukOffSBltlDSTVSoenmKVou+s5eJKTKOdV8BYDnkpE455byVr1HZUEyMKYGzjryxU87ZXVV8XEHt97VIKomMKzOwHNLxW9sJgtDzdKmkuztYWxHEG1BIMqnIidm7Y7bLMvdXVnLhjiIKfT6StVqeTc9gVloaCW3d+1PocHaXB9kxF9kxF7vLE+lwhG5u1xTzqL5RTV+T3TaqP/8vtYueR/Z7MeaOJO2SthdZU1D46OenCAYDDMs5gqFZHT86Jgg9gT8Id33vZmVULTOrqyhzhh6kR5sV7MHQ/2e0YbRbCQap/+EN6n94A2VnO63h+P0blGAAQ5/BaBOzCcoB5ix/mTnLXyYoB1rd3oH4A17e+f4RgnKQUf2OYUTe+LCfo02CoSS34uMKaP2PscOUv1tO/S/1SGqJPtf2wTRYbNsoCELriKS7lXxBWFMe6gkO67PvRHqV282phQW8XFuDX1GYbLGyMCeXadFiWlJX5HB7uPH9Z7nx/WdxuEXSLbRPU9LdL+off+dY9xUVb98cKrJmiiHpjPuIPbZtRdbK6wtZ/PunAEw/4npRiVgQWsAvw2PLfFy8tprX6uoodYRGutOjVRT727GuWw5gW/k5tpWfQxuS5KCjDtfWUME5yyEnEpQDLF7/CYvXf9IhSTdAUfVmFq19H4CzjryJ6Kj4DjlPayhBhZqvaqj5qgYlqEQ6nN0UKH29lMZVjai0KrJuzNrnNV4QBKE5Iulug+Wlu6aYN1/wxKcoPF1Tw5lFhWxwu7Gq1fw3JZU3+/QhKwJrxgRB6BzuIjeyX0YbrUWX+M+bd39tMeXv3tJUZM06cgopF7atyNpXa96lxlZOnCWZk0Zd3L7ABaEXKrXLQGiv7qZtwzq5gvku9jWh7cNMgycg6TqnIOvXa95jR/UWTAYr5x59a6ecs9uSoeTFEuzr7aj0KrJmZGHIFg87BUFoGZF0t0HTuu70A08Z3+z1cs6OIh6tqsQly4yJMjE3O4fL4+Lo2BqlQktpNRoumzSRyyZNRKsR/ypC+yh+BU9haMZEsyMhwUCoyNon/yHoqEeXmEXqhTOxjJzaqnP5A14+WfoMAOOHnk56fF67YheEnk4lweg0FdMzjBxsMDSt6U63qJq2Dctsy0i3pEKX0g9dSj9o41Z+3uIN+Gp2oNIZMQ8+hszEAWQmDkDqwK0BZTnIO98/ij/gY3DmGI4Y2DlrypslgTHHiDHH2J56kx1GCSrseG4Hjj8dqKPUZN+WjT5dH+mwBEHoBkTS3Qa7ku7hKSoMLcjRZOCd+npOKSxgqdOBXqXilsQkPsnKZrBePCWNtIRoM4fk3sMhufeQEC0K3wnt59zmBPaTdO/kKVhD2RvX4dq2EkmjI+7YnUXWomJafK5NxStZk/8TapWac46a0aE36ILQ3Rk0sPwSCw+YsvgoK5vKXUm3dY+R7jbMRpM0WlIvmkXqRbOQNG0fKXesDY12x444kTtOf4E7Tn8BrbpjtzGraChi/srXADj9sGtIsKZ26Pn2R9JK5N2XR959eUjaLph1E3qwuuPpHbjyXWjMGrLvyEaX3PlbzQmC0L2Iu7M22NGoUG6X0aolRqS2vEBaqd/PlSUl/Ku8jIZgkIMMBj7KyuL2xESMnV0tVRCEDrOvYmrNkd02qmc/SO03L+4ssjaKtEufw5jb8v1zZ//6PG6fk+zkgRw5cEqb4xaE3qbMsXuku2lNd4SmlwM4/vge2edGF5/Zqef9ccPnbC1bh15r5ILx/xIP7w5A9sgUPlmIe4cbbbSW7Duy0caLpYOCIDRPXFXbqLmtw1pigc3GlILtLLQ1opYkLomLZ252DodFiaIcgtAT7No2TJ+uRxXVssusY+0XVLwzA19VQajI2vT7iT32qhYVWWt01bJw5RsATD30MizG2LYHLwi9SNnONd1pFoliX2ikO0Ori9jNkeJz4dz4Y+efF4V3fvg/3D4nealDOebgMzs9hu5GdskUPl6Ip8yDLl5H9h3ZaKLFEjVBEPZNJN1t1FRMrQXruvelLhjkjvJyrioppszvp49Ox+t9Mnk4JZVolfhnEYTuLGgL4q30IqkkovJa/jDNX7OD8nf2LLJ2cqjIWkLWAd+7ZNN8iqr+wqg3M+3wa9sauiD0KhX20Ei3XiMR0AXxKwpaSSIlgvU97DunmHe2ekcVn/3yPABTRl9MWlxuROLoToL2IIWPFeKr8qFP1pN9RzZqs9giVhCEfxLZXRstK277SPeefnY6mVqwnXfr65AVhVOjo1mYk8uJFks4whQEIUJaM8V8L0H/P4usXTQLy8iT9/s2RZH58OenkOUgo/pO5KCMkW0NXRB6Db8MVc7QaHeqRaKkqYJ55Nbo+qsL8JT+GZFzr9iyiPUFv6BRa7lw4p1oVGLK9IEEGgIUPFaAv86PId1A9m3ZLZ7hJAhC7yGuCm20ujxIQFboE60i3dK+9dguReGRqirO3VHEVq+XeI2GJ9LSeSE9g1RRTVsQuqX97dfdEp6CNZS9ef0eRdauIumM/RdZK6nZyk8b5wJw1pE3d3gBJkHoCUqbiqmpKPbt2qs7ssmmfd2i3X/o5PXVHy6Zid1dT0Z8HieOurBTz91d+Wv8FDxeQMAWwJhtJGtGFiq9uMUWBGE3cUVoI5cffq8MPR1v72j3Lr97PJxRWMAzNdX4ZJnxZjPzc3I4LyZW/EMJQjeza123MdfY5iut7Grcu8ha3ijSLn0Ww36KrC387U3qHdUkRqcxecR5bTuxIPQie+/VvSvpjuwDK/e2ZU3/v7/Pe0dweBr4cMksAI4ddha5yYM79fzdla/cR+HjhQSdQUz9TGTelNllK7ALgtD5RC7XDu0pptYcP/BSbS2nFxWy2uXCpFJzT3Iy72Vm0TeC0916MrvLg+T8Csn5FXaXJ9LhCD2Et8xL0BVEbVBj6NO+rQH3LrIWS/L0+4k95kpQ/3M0zut389mvzwGhG+bkmM6tgiwIXZk/CP/72cMfpnperK0hoCiU2nePdO9o47ZhSjBIw9IPaFj6AUow2O44g34v31ev4xe9n6jhx7W7vdb6vfAXlm9ehEql5oIJd6LTdNL2pkGomltF1dwqaP+PsdN5ij0UPllI0B3EPMhMn+v6IKlF4i0Igki626Ujku5dtvt8XFi8gwcqK3AEgww3GpmdncP18QloxfZiYeVwe7juvSe47r0ncLhF0i2EibJ7tLutU8z31FRkbdU8AKyjppJ60b6LrK0vWMofRcvRqLWcfdTN7T63IPQUfhnuW+LlzDWVPFtTgx8ote0x0r1renlrH3LLARp/+YDGXz4AOdDuOINygHnfPcovBh/67OFo4tLb3WZrffbr89TZK0mMTuP0w67ulHMqQaUp6VaCSqecM9zc290UPVWE7JOxDreScWUGiNs2Qej1RNLdDruS7pGparQd8JNUgI8bGji5sIDv7Xa0ksS1CQl8npXNIUZj+E8oCEJYtbmYWnOCfuoXv7pHkbXsZousfbL0GXx+D/3ShjF2wOTwnF8QeqCmkW6LanchtQiv6QYI2qpxb/sNAMvwEzr9/B6fk/d+fAyAIwedzKA+h3Z6DN2Va7OLHc/uQA7IRI+JJv3SdJF4C0IvJ5LudthaJ1PnVjBqJQ5O7rgfZWUgwPVlpcwoLaUmECBPr+f9zCzuTUrGJLYXaze1pOLMcWM5c9xY1J1csEbo2dpbTK05TUXW8n9rtshanaOSL1e/A8CpY67CZLCGNQZB6I4kYHCiiuNSDPTV6ZDYY6TbuntNt1WtbuX2nRLahEy0CZmEI7uSkEiJzSJqyypQwDz0WCStvt3tttaWsnV8//tnAJx39K2Y9B18HZFAn6ZHn6bv9kmqY4OD4heKUYIKsUfFknpeaqRDEgQhgkSG0U7LS0LTyDpiivnfLXLYmVKwnc8aGgA4NzaWBdk5jDeZO/zcPVlSnJVxAx9i3MCHSIoTiYkQPq7tLpSggi5ehzYuvCNnsquR6s8eoO7bl1ACvn0WWft+w2eU1m7HbIzmtLFXhfX8gtAdGbXw+5UWnorOZn5OLgZJ2mOkW8KrKFTuTLwzWzHFXNLqSLvsBdIuewEpDEXYtBo99575BrcfcRs0VKAymDENHNfudttiwcrXqagvItqUwJlH3tih55K0Ev0e7ke/h/v1iCJk9jV2Sl4rQZEV4o+NJ3l6cqRDEgQhQkTS3U7LOnBd977YZJn/VFZwSfEOdvh8pGi1vJCRwZOpacSrOycGQRBaRvEpeHaE6gQY+3bMkhD7moWUvz0DX3XhP4qsyXKQj34OVSEeO+B4+qYe3CExCEJ3tmukOz5KhUHDHhXMIz/FHMDxe2j7MPMhJ0Xk/P6gj3e+f5SgHGRk3wmMzJsQkTi6q8ZljZS9XQZA4kmJJJ6cGOGIBEGIBJF0t9Oudd2HZXTuftorXC5OLSzgtdpaAorCCVYrC3NyOc0a3alxCIKwf7uKqZn6mTrsHP6aIsrfnoFt1XxgZ5G1C2eiTciioHITSzctBODso25Grerca5UgdHX1HnD7Q6PdaRaJ4qZ13V1jxxDnHz+gBHzoU/qiS+0fkRh21Gzh6zXvAnDmkTcSHZUQkTi6q/qf6in/oByA5GnJxB8XH+GIBEHobCLpbqeVpUFkRSEvTkViVOdOhfIoCjNrqjmrqJCNHg/RajUPpabyekafLvOEXhB6O+dWJxDGYmrNCfqpX/wKlZ/eR9BZjy4pJ1RkbcQU5q14FZurnpTYLI4ddmbHxiEI3dCexdR2+HZNL+8a/ajsceD8cwkAlgiNdgMsWvsBRVV/YTJYOW/8rRGLo7uq/aaWys8rAUg9N5XYo2MjHJEgCJ1JJN3tZPPCn9WhqWljOmmK+d/96fVydlEhj1dV4ZZlDjOZmJudw6WxcYgJ54IQWbuKqRkyDaj0HX/J9WxfTdkbN+wusjbpasxTb2XumrcBmDzifBKsoqCPIOxp72JqXWukG8C+9ksATAOPQmWMTO0RWQ7yzg+P4gt4GdTnUI4c9M9dE4T9q55fTfWX1QCkXZRG9FgxO1EQeguRdIfB8tLOXde9L0Hgzfo6Ti0sYJnTiVGl4rakJD7OymagvvMrngqCEBKoD+Cr9SGpJYw5nbPVn+xq2KvIWlTeaMrGn8mW2i3oNHrOOvKmTolDELqLPUe6u9qabgBf+Ra85VuRNDrMQ4+NWByVDcXMW/EqAKeNvYpEa+fvH97dVX5SSe3iWiSVRMYVGVhGWCIdkiAInUAk3WGwa1332PTIjysX+/1cVlLM3eXlNAaDDDIY+Dgrm1sSEjFI3b8SqCB0Rx21ddiB7FVkzRzLT9mZ+OUgA/uMFsWQBGEPpfbdI907fKGR7mStFn0X6jd3jXabDzmRSO6nteSPuWwuXYNea+SCCf9CJbbabLXy98qpX1qPpJboc00fzEPELjSC0NOJK2UY7Eq6D01Xo+oi/fNcWyNTCrbzpc2GRpK4PD6eudk5jInq3Jv+7sDu8qBxLkbjXIzd5Yl0OEIPtKuYWmcn3RAqslbxzi3YVs2nQa2wIiqUXEw78gaMuo4r7iYIXZE/CDNXeMi3NPBWfagQKUCpbfdId6MsYwuG+vWWjnYrwSCNK2bTuGI2ys73tkdQDvDd+o/5bv3HBOXQ1qSuP5cQ9DjQxqRgyB3R7nO0lYLCez8+jtvrIDdlMMcOOyt8jQeh+qtqqr+qDk3h66kUKH2jlMbfGlFpVWTekElUf3F/Jgg9mUi6w2BTtYzNq2DRSwxK7Do/0tpgkNvKy7i2pIRyv59MnY43+2Ty3+QUrKquE2ekOdwern7vYa5+72EcbpF0C+HXNNLdNyoiA1RKwLezyNr9LAtUU6eSsRqimXbSfzs/GEGIIL8Mt3/n5eRVFTxWVY1/59ebRrotoQ/o7inmLVzXLQdo+PFNGn58E3Ymye0RlAPMXf4Kc5e/0pR0KwEvzg3fAZEtqAZQ76ji01+eA+DEUReRHp8XlnaVoELlx5VUflyJElTC0maXJUPJSyXY19tR6VVkzcjqtCVIgiB0PpF5hYGshKqYAxwWwXXdzfnR6WBqYQHv19cjKwrTYmJYmJPLZLNYRyQIncFT7CHoCaKOUqNPi1yNBc/2VRS/eQML6/8AYEzSwQw/63FUUaKYj9C7NY10W0O3RcU7p5j36SIVzHfZNcXcmDcKtTUporGs3Pot6wp+RqPWctGEO9Gou9bPqjtQggo7ntuBY5MDtVFN1q1Z6DNEHR5B6IlE0h0mTeu6u2DSDeCUZR6qquSC4h3ke70kaDTMSk/nubR0kjW9e99etaTi2BFDOXbEUNRibZrQEWRwb3cDnbB12IFCcTWw8qMZrKnZhITE1LjhpF/8HIacyE1XFYTOIgHZ0RKj47Ska7RNE092jXSnWSQk2jDSjYTamrQzEW7/dBYJiThzMnHmZKQ92gvUl+EuWIMkqbAMP6Hd52mvj5bMwuaqJy0+l5NGXdL+BiXQJmjRJmgjuWy9Uyl+hR1P78C11YXGrCHn9hx0yV2ncr4gCOEhMoww6epJ9y5r3W5OLyrk+Zoa/IrCRIuFBdk5nBUT01v6t39IirNy6uinOHX0UyTFRWYrFqHni1QxteZ88sW/cfocJMkqDtUmknzmg8QecwWI0SqhBzNqIf96K28n5vFtXl5TgdHyndXLdWqJhCiJHU3bhrXs8yBpdWRc8wYZ17yBFIatxrQaPQ+e9wEPnvcBWs3eI59NBdWGHQfqyD40d3ga+XDJkwAcM2w6eSlD29WepJUY8MQABjwxAEnbe+5KZK9M4axC3EVuNNEacu7ICT14EAShxxBJd5is2Dm9fFCimuguPjPIryg8X1vDtMIC1rndmNVq7ktO4Z0+meTqxNNVQegITcXUIjzSvYvD08DcZS8DcIRLwiJLWEedQuqFM9EmZEY4OkHoXH4ZKh177NXt2znS3cWmlwO4t60kYKtGHRWNacCRkQ6HDUXL+PWvr1BJKi6YcAd6rViX3BayS6bwiUI8pR608Vpy7shBE9O7ZyIKQk8iku4wqXEpbKsLddiHdoGtw1pim8/H+TuK+F9lBU45yMioKD7Pyubq+Hi63m2GIHRvrnwXiqygT9GjtnaNa8Tyv74iv3wDOpWGo7blE3Q2oEvKIeXCWZgjXKhJEDrbnnt1l+wc6c7Q6rrejZIi41j3NbBr+7DI+/zXF6i1V5BgTeP0w66OdDjdVtAepPDxQnxVPnRJOrJvz0Zt6Rr9hSAI7dPl+pLubHlJqMJoV59ivicZ+KChgakFBfzkcKBTqbgxIZHPsnM42GCIdHiC0GPILhlvqRfoOqPdCgof/jyLYDDA4KTBxH/7Nu7tq1Bp9cQfdw2J0/6DyiiWXAi9Q6lt90h3RSCAX1HQShIpXbDuif33RSjBAIaMQWiTciIdDh6/i3d/+D9kReaIgVMYnDkm0iF1W4GGAAWPFeCv9WNIN5B9WzaqKHG7LgjdnfgUh9GybrKue1/KAwGuKS3h1rJSagMB+un1fJCZxV1JSUSJ4mKCEBaR3K+7ORX1RSz+/RMApo28hIY5/0fdd6+gBPxE9T2UtEufF0XWhF5hz5FuGZpGu/t0wWVXsrMB15ZfAbB0kdHubeW/88PvswE47+jbMBnEA7u28tf4KXi8gEBjAGOWkexbslHpxb2YIHRn4hMcRruLqXW9p+It9ZXdzpSC7cxpbEQlSVwQG8f8nBzGmUyRDk0Qur1dxdRMfbvW5+mrNe9RYysjzpLMSaMuwr56PuXvzMBXU4TaHBsqsjbxclFkTejRmvbqtu7cq3vXuu4WFlPrbPY1XwBgGjQBSdc1HuQt+O11yusKsUbFcfZRMyIdTrfmq/CFEm9HgKi+UWTelNmrissJQk8jku4w+r1Sxu1XiDNK9I/vvj/aRlnmnopyLiveQbHPR5pWy0sZfXgsNZVYdfcbxReErmJX0m3INnSpmyd/wMsnS58FYPzQ00mPz8NfXUjF2zOwrV4IgHX0qaEia/F9IhmqIHSYpr26LTv36m71tmGdy1uyEV91ESqdAfOQiZEOB4BA0M/bPzxKMBjgkNxxjOp7TKRD6ta8JV6Kniwi6A5iHmQm8/pMJHXX6TsEQWi5iGaGV199NevXr6exsZHGxkZ+/fVXjj/++Ka/1+v1PPfcc9TU1GC32/nss89ISkqKYMT7F5BhVVn3nWL+d8tcLk4tLODNulqCisIUazQLs3M42dqzpoy5vD60ziVonUtweX2RDkfowXzVPvyNflRaFcasrlXhd1PxStbk/4hapeaco2YgSSqUgI/6716i6rMHdhdZu+ipLlO8Seg8PaW/Dsjw0hovJVYbHzfUE9jj75pGui2hpGbXtmGZLahgrshB7GsWYl+zEEUOtjtOWQ6yZOM8lmych7yf9uxrQ6PdlhFdp/BhSc1Wvlz9DgBnHnkjMaaElr9ZhtrFtdQurg0VnRFwF7gpmlWE7JWxDLOQcXWGGDIThG4ooh/bkpIS7rzzTkaOHMmoUaP4/vvvmTdvHoMGDQJg1qxZnHzyyUyfPp2jjz6atLQ0Pv/880iGfEDLS3tO0g3gVhQer67m7KIi/vJ4iNVo+L/UNF7N6EN6F51y11qNDhdXvfcAV733AI0OV6TDEXq4rrZf955m//oCbp+T7OSBHDlwStPX3fm/Ufbm9XsUWbuWxNP/LYqs9SI9pb/2BeG6rzwc91sZD1RW4leUpr9rGum27hzp9rVipDsYoO7bl6j79iUIBg58/AEEZD+fLH2GT5Y+Q0D2N3ucc+MPyF4X2vg+6DPbt0d2OH277kMKK/8kSm/m/PF3INGy0VkloFD+bjnl75ajBJQDv6GXcG1xsePZHch+mejR0aRfmk4Lf6SCIHQhSld61dbWKpdeeqlitVoVr9erTJs2renvBgwYoCiKoowZM6bF7VksFkVRFMVisXRK/KcP1CjKfVZlzZWmiP8sw/3SgHJ5XJyytl9/ZdOAg5RV/forF8XGKqouEJt4iVd3ecUfH68MeWuIknljZsRj2dfr6MGnKs9dtVh5/OJ5ijUq7m9/LymWUVOVzFvnKFn/WqikX/eOYsg+JOIx98RXZ/ddbXl19/76768YA4pyn1VR7rMqBg1Knk6nbBpwkLKib7+I/6z394qbdI2S9a+FSsIpd0Y8lj1fSdEZysxLv1Ceu2qxMm7wKRGPpye8LCMsyuDXBytD3hqipF6QGvF4xEu8xKvlfVeXmaCiUqk466yzMJlMLFu2jJEjR6LT6fjuu++ajtm8eTNFRUUcdthhEYx0/3YVUzs4WYW5ay4Da7MA8FpdHacWFrDS5SJKpeJfScl8mJnV7bcXG5aXxbC8rEiHIfQCTSPdXWTbsL9bsmk+RVV/YdSbmXbYtX/7WwX7qvmUv3MLvpoiNOY4ks/6b6jImqpnzO4RDqy799cJURJ5Zs0/apQ0eMDlV4DQFPOSnWu6LWo1MS2oZ6IyWsM6+8NsiMZsiD7gcfa1XwIQ1f8w1Oa4sJ2/vaoaS5i74hUATh1zJUnRGS16n9qiFntTN8O+xk7JqyUoskL8MfEkn5UsRrwFoZuIeNI9ZMgQ7HY7Xq+Xl156idNOO40///yTlJQUvF4vjY2Nex1fWVlJSkpKs+3pdDosFster85UZlcoapBRqyT+uMbMtaO16HtY31Hk93NJ8Q7+XVGOLRhkqNHIR1nZfJiZxRSLle426Tw1PoYrjn2DK459g9T4mEiHI/RwniIPsl9GY9WgS+56T+YURebDn59CloOM7DuBnORB/zjGX11AxdszsK/ZXWQt7pgrOztUoZP1hP46SguVM6wsSO/LL337YZT2zlhKdu7VnRmtwqsolO9MvLMPMMVc0urpc+MH9LnxAyStvt1x6jQGHr3ocx696HN0mv0/1PbXFOEp/gNJpSZm3AXtPnc4/bxxPn+VrEanNXDjyU+SmdB/v8dLOomBzw5k4LMDkXQim9yXxuWNlL1VBkDiCYnk3JmDLqXr9SWCIOwt4kn35s2bGT58OGPGjOHFF1/k7bffZuDAgW1u76677sJmszW9SktLwxhty1y10E25XSYrRsXzJxopuMnMLYfpMHW3bHQ/FGB2Y2PT9mJ+RWGY0chjaWkszuvL9fEJJKq779ZpgtBRlICCu9ANQFRe1xztLqnZyvLNiwA4fsS+b+KVgI+6b1+ieu4jKIqMZcRJmIYe25lhCp2sJ/bXf7exKpR0D0sJPS3/0+sB4GBj157N1bDkXRQ5iHnoJKIGjot0OE0UFN794f8oryskxpTAzVNncUju0ZEOq9urX1JP6RulBD1BTANM9P1vXxJPThSVzQWhC4t40u33+8nPz2fNmjXcfffdrF+/nptuuomKigr0ej3R0XtPrUpOTqaioqLZ9h555BGsVmvTKz09vaO/hX9YlB8k52kH137hpqhBJtWi4snjDBTebObuo3RY2/8QvMuoCQa5p6KcifnbeKammkq/nwSNhmsTEvguL4/HU9MYbuhaVZoFIdLc+aGk25jbdT8b36z7gKAcZHDmoWQmDmj2ONfmX2j8+X0A4o+7Fl1Kv84KUehkPbG//rs1FaElYiNSQrdH69yhz2pX78e8JRtpXPYxAPGTr0cT0/wMg87W6Krlybk38EfRcnRaA5dN+g8njrywxcXVhH2rX1LPtnu2YV9vR6VVkTwtmbz78zDmde3fVUHorSKedP+dSqVCr9ezevVqfD4fxxyze4/H/v37k5WVxbJly5p9v8/nw2637/WKBG8QXlzlp9+zDi6d52ZrbZCEKBUPTTRQdLOFByfoiTf2nA6nNhjkpdpaJm3P55ayUla7XGgliZOsVj7IyuLTrGxOtUajk3rO9ywIbeXK37muu4uOdAPU2MpZtXUxACeMOH+/xzYu+wTXlmVIGh2Jp92NKurA61CF7q+n9Nd7WlMeGukekRoa6W5Kuo1dP5Fp/OUjPMV/oNJHkXDyHaDqOrPNPH4XLy/6N4vXfwLAiaMu4pJj70Wr6UGjEBHgr/VTNKuI4peKCdgCGPoYyL0nl5RzU1AZutwtviD0ahH9RD788MMcddRRZGVlMWTIEB5++GHGjx/P+++/j81m4/XXX2fmzJmMHz+eESNG8Oabb/Lrr7+yYsWKSIbdKn4Z3lznZ+DzTs6d7eKPqiAxBol/j9NTeLOZxybpSTb1nEQ0AHxtt3NB8Q6mFRbweWMDXllmsMHAw6mpfJ+bx80JCaRqus7NgCB0tl0j3YY+hi69bnHR2veR5SBDsw8nI77vfo5UqPliJv7aYjTWRBKn/gskccPXk/SG/hpgTXlopPugBBVRWtjo8RBQFFK0WlK6er+lyNQseIKg244+rX+XW9+tKDJzlr/Mez8+TiDoZ0TeeGZMnUV0VCv28Rb2qXF5I1vv3kr90noklUTCcQn0fagv5mHmSIcmCMJOEb0rSkpK4p133mHz5s0sXryY0aNHM3ny5KYKqDNmzGDhwoXMnj2bJUuWUFFRwemnnx7JkNssqMCHfwQ4+EUnp33sYnVZELNO4vbDQ8n3MycY6GPtujffbfGn18u9FRVM2J7Pk9VVlPn9xGk0XBmfwDe5eTyVls5oY9cd6ROEjuKv8+Ov9yNpJIxZXXcEraqxhDX5PwJw/Ijz9nus4nNTNechZK8LQ9bBxE64tBMiFDpLb+mvKxwKZfZQMdRhyWrcisJfO9d1d4fR7qC9htqvngYgesw0DDkjIhzRPy3f/DXPLrwdu7uBzMQB3HH68/tdwiK0TNARpPS1UgoeL8BX5UMXryN7RjYZV2eIavCC0AVENOm+/PLLycnJwWAwkJyczKRJk/bacsTr9XL99dcTHx+P2Wxm2rRpVFZWRjDi9lOAuX8FGPWqkxPed/FrcQCDRuKGQ3Vsu9HMKycbyI3tWcl3QzDI63V1TN6ezw2lJSx3OlFLEsdZLLydmcmc7GymR0djEFPPhV5k1xTzrr7+7uu17yMrMsNzx5Eam73fYwO1JdR8MQsIVTSPGigKJvUUvam/3jXaPSI1dIu03r0z6e7i67p3cW9d3rSzQMJJM1CZYiIb0D7kV2zgiTnXUVa7neidBdZG5k2IdFg9gnOjk633bqX6q2oUWSFmbAz9HulHzJExkQ5NEHo1Mf8vgr7eFuCIN1xMeNvJ4u0BdGqJK0bo2HK9mXdPMzAwoWf98wSBxQ4Hl5YUM7VgOx831OOSZQboDTyQksoPeX25PTGRdG3nlnl3eX3onSvQO1fg8vo69dxC77VrinlXXtcNUFFfxLrtPwNw/AHWdgO4ty6j8dePAIg/4Qa0STkdGp8gtEZAhnd/91JtdTDf1khgH8f8fV33WnfoAdn+RroVOYhjw3c4NnyHIgfbHacsB1m+eRHLNy9CbkN79T+8ga+qALUploSTbqErbuZca69g5ryb2FC0DJ1GzyXH3suJwy+ifmkD9UvrQY50hN2X4lOo/LiS/AfycRe50Zg1ZFyeQfbt2egSxfZighAJEqHB1x7LYrFgs9mwWq1dokjL/hyWoeaeo3Sc1D+UdMqKwud/BnjoZy/rKnpm72NVqTgtOppzYmLJ1IU6AllR+NHp4P36epa5XBGOUBA6RlT/KHLvzsVf62fzrZsjHc5+pcflctf0V5EVmYc+uZTKhuL9v0FSkXTGfzDmjsLfUEHF2zcjexydE2wP0Z36rnDpKt/zKQM0zD07inUVQQ552UmaRst3eXn4FYVDt27Bq3SP2yZNfAapFz2FSmug/oc3sa2cHemQ9kmSVEw99HImDT8LgLXbl/DuD/+HL+CJcGQ9hBoSjksg6bQkVDoVslemam4VNYtqxIMNQQiDlvZdPWsotZtbVhJkyoduRrzs4LNNflSSxBmDtKy9ysyCc4yMzeh5a3Jssszb9fWcWLCda0qKWep0oJIkJpotvN4nkwXZOZwTE0OUKMok9DDuQjdKUEEbr0UT27ULNJXWbWd9wS+oJBWTD9n/2m4gVNBp/uP468vRxqSQMPUOUVhN6DZW75xePjhRhV4NZQE/1YEAWklisKFr79e9p0BtCfXfvQJAzLgL0KX2j3BE+6YoMvNWvMK7PzyGP+jjkNxxzJj6FDEmUWAtLIJQ81UN2+7dhmOTA5VeRcpZKeT9Jw9DVvf5fRaE7k7cBXVBaytkpn/qZvALDt773UdQVpjSX8uyy0x8e0EUR2f1vORbBn5yOrmypISTCrbzfn09TjlInl7Pv5NT+CEvj7uSksjqoKnnqfExpMbHdEjbgrAvik/BUxwayenqU8wBvl7zLgCj+k4kwZp2wONlr5PqOQ8h+zwYc0YQc9SBp6YLQmeI0kKcTsLYTB2REptCtVNGq5YYmhy6TVrbgq3DJK0eSRu+LbB0GgM6TfuSIsfv3+D8cwmSWkPC1DuQdF33WrNiyyKeXXAbdnc9fRL7cftpL5CVdFCkw+oxfFU+Ch8rpOS1EgKOAMZsI3n35ZF8VnKX3kVDEHoKkXR3YZuqZS6Y42HAcw5eW+PDH1Q4NlfDjxebWHpJFMf37dqjY21V4PPxUFUl4/PzeaiykgKfF4tazQWxcXyVm8fL6RmMM5nCtkItNT6Ge86YzT1nzBaJt9CpXNu7RzE1gOKarfxRtByVSs3kQ85t0Xv81YXUfv0MANGHnUlU/8M7MkRBOKAoLdjviGZpzgBW9x/QbOL993Xd63cl3c0UU5O0ejJvmU3mLbPDknjrNAZmXvYFMy/7ot2Jd+3XzxFoqEAbk0L85OvaHVtHKqjfxPzDn6E2qoxoUzw3nzyLUX0nRjqsHqVhaQNb795Kw/IGJJVE4gmJ9PtfP0yDTJEOTRB6NJF0dwP59QpXLPDQ91kHz6304QkoHJGp4avzolh1hYlTD9J0wRIp7eeUZd5vqGdKQQFXFBfzo8OBrCgcZTbzUkYfvszJ5YLYWMwq8WssdE9NxdRyu+7o056+XvMeAIf2m0S8JaVF73H9uYTGlZ8DEH/izWjj+3RYfIIQLmsqdlUwDyXd6zwHHunuqhSfi+oFj6PIQUyDjsY0dFKkQ9ovu6GOuUOe4vcdv6LV6Lj4mHuYMvoSpB55pxMZQVuQkpdKKJxViK/Why5JR84dOaRfno7a1PNmUwpCVyCylW5kR6PCDV95yHnawRO/enH6FEamqZlzVhS/X2Pi7CEaVD2wT1KAX1xOri0t4YSC7bxVV4ctGCRLp+OupGR+zOvLv5OSydOJipxC99K0bViOEbrBfU5h1Z/8WbwKtVrDpOHntPh9DT++hbtwPSp9FImn39ulp7gKAsDqslDSPXJn0r3R48GvKCRoNGR08g4b4eAr20zDktASkbhjr0ITnxHhiPbPr/by2uL7+Gbth0Bo54TLjruv3aP+wt4c6x1su2cbtd/WosgKsUfG0u+RfkSPjY50aILQ44ikuxuqcCjc/q2XrKcc/G+Jl0aPwpAkNR9Oi+LP60xcPFyLpof+yxb7/TxWXcXE/G08UFHBVq+XKJWKc2JjWZCTy+sZfZhoNotfbKFb8FX6CDgCqHQqDBnd42byq51ru8cOmEyMKbFlb1Jkaub/H4HGKrRx6SRMuZWuuIWRIOyya6/uoUkqtCrwKQqbPN1rv+6/s62YjbtwLSqdgcSp/wJ11354oKAwf+VrvPP9o/iDPobnHMUtpzxNrDkp0qH1KLJHpvz9crY/tB1PiQeNVUOfq/uQNSMLbXzX/h0RhO5E5CbdWK1b4d8/eMl6ys4933uoccn0j1fz5ilGtt5g5upRWvTdYPSsLVyKwseNDZxSWMAlxTv4zm4nqCgcZjLxXHoGX+fkcmlsHNFi6rnQlSng3t499uveZXvFH2wpXYdGrWXS8LNb/D7ZbaN6zkMoAR9R/cYQfUTL3ysIna2gQaHBo6DXSAxK3LuY2rBuOMU8RKF24UyCzgZ0STnETrg00gG1yMqt3/LMgluxuerJSOjL7ac9T07yoEiH1eO4893k35dP5exKZL+MZZiFvg/1JX5SvHhGKghhIDKSHqDRCw//7CP7KQe3fuOhwiGTHaPixZOMbL/JzM1jdUT14IeVK1wubiwrZfL2fF6rraUhGCRDp+O2pCS+z+vLA8kp9NeHr6KsIIRT0xTzblBMbZddo92HH3Qi0VHxLX6frzKf2kXPARBz5HkY80Z3SHyCEA67Rrv/XkztkG6bdEPQWU/NFzMBsI48GWPfMRGOqGUKKjfx+JxrKanZhjUqjhunPMnofsdGOqweRwkqVC+oZtt/tuHc7ERtUJN6Xiq59+aizxD3UYLQHiLp7kGcfpi5zEfO0w6u+9LNjkaZNIuKWZMNFN5k5q4jdVh78DWzLBBgZk01E/K3cW9FOX95PBhVKqbHxDA3O4d3+mRynNnSHZbOCr1IdxvpBthato788g1oNTqOGXZmq97r/ON7bKsXApAw5VY0sQfefkwQImHXft0j0/YuptZfryeqmarn3YGnYM0exQ1vQm1p+YOzSKp3VDFz3k2sL1iKVqPjool3MfXQy0SBtQ7gK/dR8GgBpW+VEnQFicqLou/9fUk6PQlJK37egtAWIunugTwBeOE3P32fcXDZfDfb6mQSTSoePsZA0c0WHhivJ87Ycy+aXkXh88ZGTi8q5PwdRXxtsxFQFEZFRfFUejrf5OZxVVw8serQjZTXG0DvWoPetQavNxDh6IXeZlfSrU/Rd6uqsbtGu48cOAWLMbZV763//jU8xRtRGcwknn4Pkq77jhwK3UtQhs//9NFodfKtw0ZwP8c2jXSnhG6VKgMByv1+NJLEkL+t61ZkGedfS3H+tRRFltsdp6wEWZP/E2vyf0JW9hdl2zT89A7e8i2ojVYSptwGUhe5HVSg8bdGGn9rDFVR/RtfwMNr39zPorUfAHDcIedy+XEPiAJrHUGB+h/r2Xr3VhpXNSJpJJKmJtH3wb5EDeg+D4kFoauQ2OdlreewWCzYbDasVit2uz3S4USEWoKzhmi45yg9gxJDN/UOn8ILv/mYucxHpbNH/woAkKTRcFZ0DGfGxBCvCe1v7pNlvrTbeb++no1eT4QjFHqzfo/0Q5+qp3BmIY7fHZEOp8VuO/U5spMH8u26j5m34pVWvVdliiH1oqfRWOJx/rWUmnmPdlCU3VNv7Lu62vfcP17F5uvNuPwK1kfsBBV4MjWNE6xWnqqu5pW62kiH2C6amFRSL34alT6KhqXv0/jLh5EOqVVG9T2G846+Da1GR0ltPi9/fS/1jqpIh9VjWUdaST0/FW1saL1i3Y91VHxSgexq/0MmQejOWtp39ZqkOzk6ep8/iCChqqS7GPczZUwmNIralmMNUvMToBTA08Zj9ZK03+kK7r+1e8oADf86Qs+wlFDy7fYrvLnOx9MrfGxr3H3h1EnSfqdh79lua47VShKaMB3rUZSmX14toNnPv8euY7WSxEkWC+fExDJ0j3V5v7vdfNTQwPd2Gw5FYddP4kDtevc4VrOz/eb4FKVpVKU1x6oJ/Yyb41cUAm04VkXo96c5AUXB34ZjJUK/a2E5dmfMu+zvM9eaY1vzue+Ma0T65ekkj4mhZkE11Quq/3FsZ10jWnOsTpIY3GcMl53wEF6/m4c/OA+X19bssfu6RmhTB5B85gP4dFHU//QWthWzI36NaMmx3k64RsRaLNR1oQS0M3S1pFsCGu+0YNFLDH7BwaZqmfNjYrk7OZkfHA6uKy2JdIjtZho0noSTb0ORg1R+eDfeko2RDqlVspMGcuXkB7FGxWFz1fPqN/+hoHJTpMPqsVRRKlKmpxA3IQ4Af4Of8vfKsa2yHeCdgtBziaR7p10/iM0jRyE7nf/4+58cDq7Zo+Nc1a8/Uc1UvF7pcnFx8Y6mPy/N60ucZt+3fBvcbs7aUdT0529z80hvZm/PbV4vUwsLmv48PzuHvs0U/ir1+5m0Pb/pzx9nZu2VPO6pLhDgyPxtTX9+q08mh0bte0qQpJZZkruD//vFy/Z6hRfTMzjabN7nsQCDNv/V9P+z0tKYbLE2e+zILZubbpQfSknltOjm9388YttW6oOh2857k5I5N7b5aavH5udTFgilb7clJnJpXPPr0qYWbGebzwfAdfEJXJeQ0OyxnzY08GxNNTXBIJfGxnFbUvPbk1y0Ywe/uUOFsM6JieHfySnNHnt1STFLdv4OnmqN5uHU1GaPnVFayiJH6IM72WxhVnp6s8feXV7OXFsjAONMJl7K6NPssf+trODDhgYARhujeDszs9ljn6iq4o36OgCGGAx8kpXd7LHP19TwfG0NAH11Oubn5DZ77Bt1tTxRHUos0zRavsvLa/bYD+rr+V9VJQCxajW/9O3X7LFzGhu5p6IcCCW7q/sPaPbYRXYbM8rKmv68acBBzR7bGdeI2AmxzHEmk9S47xi6wjXCJcuM2rql6c8vpmcwzmxm1ch/YbdkklX0NXkFC5r+vjXXiFOnPIRHpaHq0/v4t6eyy18jziwq5I+d20d11DXinPQMPigp7jIJaGfoakk3wJKLozgqS8OFc9y8+7ufoQYDH2dlUx8IcMQen53uLP7EmzEPPZaArZryN29E9nSNn31LxZqTuHLyg/RJ6Ic/6OPDn2aycuu3kQ6rR4vqH0X6JenoU0P9kG2NjbJ3ygg0iCV6Qu/T0r6riyziEbqCK0fq2Hy9mbdPNWDWRTqazhNU6fh+/PN8P/55giod02NiWJzXl8dSU0nV7m8cTRDCw53vjnQIbSIB2UVfAVCSfjR+TdvWZjs2LEZSqUmYegcqnVibKXScKC0E74lm04CD2DTgoP3ORoHdxdRGpIZul/7yePDIMrEaDVl7PEiXtHqy/rWQrH8tRNK2v2KpTmPguasW89xVizt8vXLdty/hry1BY00k/oQbO/RcByLpJIa8NYQhbw1B0rWs9ky9o4pZ825mXcHPaNU6Lpx4J6eMuQKpq6xT74FcW1xs+882quZXoQQUrCOs9Hu4X2gEvOeWDBKEduk1I91ievn+jx2Toeb2o7Sc2C90ExEIKMz5M8gTv3jZUPXP9TrddXr5vo5NiYvh1jM+A2DFgguYrNEwwrh7tG+jx83HDQ18Y7fvNX0ZxPTyfR0rppe34VgVDH9mIGqdim335eOr8O51bFe4Rvz92F2fewmJGdNeJjU+l29Wv8O3q99p9thm21VpSDn3UfRpA1DKt1Lz4V0oAe++jxXTy3uszhjpjtKC/Y5oNn8Wmmm050ysfbngYC3vnGZkSVGAo98KzVh4t08mI6OiuKu8jHm20LRaSasn85bZAOyYOQ3Fv+/f35bSaQzMvOwLAG55/SR8gY6tO6JNyiX1gieRNFpqv3kRx9ovOvR8zZF0EoNfGQzAxis3ovhafosqIXHiqIs4YeQFAGwo/JW3vn8Yr797PtTsLvQZetIvSW/agcO5xUnZm2V4y9v3GRCE7qKlfVevGcZzK8p+O9Y9j2tNmy3l6aBjvWE69sfiAD9+EGBEqpd7jtJz+kAt04dqmD5Uw4LNfv73s4+VpfuuoOprRQz+PRKusB4L/0iIW3qsZ4/nTt95Xbxb1sBAvZ7zY2M50WJlsMHIgylGbk5I5NPGBj5qaKAy8M8pVAFCCWVLtObYIC3/XWvNsXIHHat00LH05GNlaCzxYDrIhJRnwF2+/xvsSFwj/m73517hyzXvctmk+zhyyGl88/tneHzOZo5tRtBP9dyHSb3oKdSp/TBOvo7ahU8eMIbOukaE69jWXiOEyNtVwfyQFHXTKMU6j5uRUVEcYjQ2Jd3dnb9qO/U/vkncsVcSN/EyvCWb8FcXHPiNXYiCwher3qKyYQfnHX07Q7MP55ZTnuHlr++lzlEZ6fB6LG+Jl+3/207cMXEkn5GMqb+JvAfzqF5YTc0XNSiBHj22JwgtJubeCHtZUy4z7RM3Q15w8MEGP0FZ4eQBWlZcbuKb86MYl9V9tjRqjz+9Xu6pqGDi9nxmVVdR7vcTp9FwVXwC3+bmMSstjZHNrJMVhLZw5YdG0brTft27rNv+M+X1RUTpLRw9+JQ2tRG011I97/9Q5CDmwROwjJwa5igFofX+qpFx+RUseol+8aFbpnXu0MjpsB7WB9hXz8e1bSWSRkfiKXeEZZp8JKza9j1PLZhBo7OW9Phcbj/9eXJThkQ6rJ5Ngbrv6th29zbs6+2otCqST0sm74E8jHk963MiCG0lkm5hnzZWy5z3uZuBzzt5Y60Pf1BhUp6Gny42seTiKI7L6x3Jd30wyKt1dRy3PZ+bSktZ6XKhkSQmW6y8m5nF51nZTIuO3u8UaUFoiV1Jd3e8QVFQWLTmPQAmHjwdvbZt34O3+A/qv38dgNiJl6HvI26UhcgKKrC+Yu913et3Jt39dHrMzRRV7K5qv3yKgL0WbXwfYo+5MtLhtFlR1V88PudadlRvwWKM5cYpTzCm/+RIh9Xj+ev8FM0qovjFYgK2AIZ0A7n35JJ6fioqQ8/6rAhCa4lPgLBfW+tkLpvvod+zDl74zYc3oHBUloZF55tYebmJqQM0vaJmRhD41mHn4uIdnFpYwCcNDbhlmYMMBv6bksoPeX25NTGRNM2+K9QLwoG4t4du5A0ZBlT67ndpXp3/I1UNJZgMVo4a1PZRavvq+Tj++B5JpSbxlDtRW5qvIi4InWFNRWhV/ojU0MPmmmCQYp8PlSQx1NCzCv/Jbhs1C59AUWQswyYTddBRkQ6pzRqcNTw1fwZr8n9Co9ZywYQ7OG3sVaLAWidoXNHI1ru2Uv9zPZJKIv7YePo91A/LcEukQxOEiBFXHqFFihoVrvvSQ87TDp5c5sXpUxidrmbe2VGsv9rEWYM1qHpD9g1s8Xq5v7KCifnbeLyqihKfj2i1msvi4vkmN5dn09IZ28y2S4LQnEBDAF+ND0klYczphqPdisyite8DcMyw6Wg1bZ+aWrfoeXyV+ahNMSSeejeoxcMsIXJ2resekbJ7htc6T+gh2fAeNsUcwLtjA43LPgEg/vjr0UQnRziitvMFPLz53X/5avW7ABwz7EyumvxfDFrRR3e0oDNI6eulFDxWgK/KhzZeS9bNWfS5pg+a6F5TUkoQmoikW2iVcofCbd94yX7awUM/e7F5FYYmq/nojCg2XWviomFaNN3st8rrDWBw/YHB9Qdeb8vLFzXKMm/W13F8wXauKynhV6cTlSRxjMXCG30yWZCdw9kxMUSJqedCC+0a7e6OU8wBftu2mBpbGRZjLEcOnNLmdpSAl6rPHyLotqFP60/cpKvDGKXQmwVl+HqbD5fVxc9OB/suD7q3pqQ7dY+k27130q3IMq7833Dl/4Yi/3PHj9aSlSB/FC3nj6LlyEpLogyvxqUf4CnZiEpvImHq7aDqpCVlCtjX27Gvt4dtb51dBdbe+O6/+AJehmSN5ZZTnyHekhqeEwj75dzkZOu9W6n+oholqBA9Jpp+D/cj5qiYSIcmCJ2q12wZ1pu2XelMMQa4/lAdN4/RER8VyrYLG2QeXerlrXV+vJ1/rxBRuTod58TEcmq0FdPOmxR7MMicxkY+aKhnh7+ltZaF3ih+cjyp56RiW2NjxzM7Ih1Omxx20Imcd/StNDpruf/D8/EHfW1uy5A9nKTpDyCp1NR+/RyO9V+HMdKurTf2XV31e9aqwH6XBb1GIvdpOwUNCgP1emZn52ALBjls29YeeSOltiaSesmzqA1mGpd/SsNPb0c6pHbLTBzAVZMfJNqUgMPdyKvf3kd++YZIh9VrGDINpF+ajjE79LDKsclB2dtl+Crb3k8IQqS1tO/qZmOSQlfT4IH/LfGR/bSD27/1UOmQyY5R8dIUI/k3mrlpjI6oXjQzdLvPx0NVlUzIz+fhykoKfT4sajUXxsXxdW4eL6VncJTJ1CvWwQut11RMLbd7jnQDrNzyDXX2SqJN8Rx20AntastTuI6Gn0L7fsdNugpd2kHhCFEQWsUvw4aqvdd1b/F6cckyVrWaXJ0ukuF1mKCtmtqvngYgeux0DNmHRDii9ttRvZnHPr+OHdWbMRujueGkxzlsQPuuU0LLeXZ4yH8wn/KPypG9MuZBZvr+ty8JJyVA76jPK/RiIukWwsLhgyd+DSXf13/pprhRJt2q4qnjDRTcZOZfR+iw9Mz7kn1yyDLvNdRzUsF2riwu5ieHA4BxZjMvZ/Thi5xczo+J7XGVb4X28RR5kAMy2hgt2vju+bQqKAf4Zt2HAEwafjYaVfu+D9vK2Tj/+hlJrSXx1LtQm2LDEaYgtMrfp5gHgQ09eF33Lu4ty7Cv/RKAhJNuQRUVE9mAwqDRVcOs+TNYk/8jGrWW88bfxumHXSMKrHUWGWq/rmXrvVtx/OFApVORMj2FvPvyMGT3rMKEgrAncYURwsoTgOd/85P3jIPL57vJr5NJMql49FgDRTdbuO9oPbFd7JqaGh/DC5d/yQuXf0lqfExY21aApS4n15SWcPz2fN6uq8MeDJKt03F3cjI/5OVxb1Jyjx0pEVpH8St4dniA7ruuG2D55q9pcNYQa05izID2b9NT++XT+KqL0FjiSTj1TlCJIjxC20RpwXa7lT8H9Wd1v/4YW1hzY7/rug1GJK2ePjM+o8+Mz8Kyv7VOY+DJSxfy5KUL0Wki22nWf/8avupC1OZYEqbcAh04V0vSSQx6eRCDXh6EpOu48/gDXt747r98seotACYefAZXH/8/DDpTh51T2Ju/2k/hE4WUvFJCwBHAmGkk7z95pJyd0qH/9oIQKSLpFjqEX4bX1/oZ8JyD8z9382d1kFijxP3j9RTdbOHRY/UkmbrORVVW65HV7b9R2p8dfj//V13FhPxtPFBZQb7Xi0ml5tzYWBbm5PJaRh8mmMziQ9nLufNDN/JRed23um4g6OfbdR8BcNwh56BqZxEmxe+hes5DyB4HhozBxE68PBxhCr2USSehBFUYWzHTaPXOpHtk6u73/L2YmkpnQKULX4Ks1xrbvOd9OCkBHzXzH0P2ezDmjMB66Gkdej6VXtVp2yZ+tfpdXv/2AXx+D4Mzx3Drqc+SYBUF1jpTw68NbL1rKw3LGpBUEgnHJ9DvoX6Yh5gjHZoghJW4vxc6VFCB9zf4GfKikzM+cbGuIohFL/GvI/QU3mTmqeP1pFu6TvLdGVyKwscNDZxcWMClxTtYbLcTVBQON5l4PiODr3JyuSQ2DquYet4rubaH1nV356Qb4Nc/v8DmqiPeksKh/Sa1u71AfRk1C58EwDpyCqYhx7S7TUFoqQ2VMgFZIdGkIsMa6rPWe0KzUvL0eqJ7+PXaX7OD+sWvAhAz7kJ0qf0jHFH4rN2+hKfmz6DBWUNqbBa3n/YC/VKHRTqsXiVoD1LycgmFTxbiq/GhS9SRfVs2GVdmoDaLxd5Cz9Czewmhy5AVmP1ngENedjLlAxfLSwIYtRI3jdGz/SYzL00xkBPTu5JvgOUuFzeUlTJ5+3Zer6ulMRikj07H7UlJ/JDXl/uTU+in69gReKFrcW8LjZ4ZsgxImu77mfAHfXy3PrTX7+RDzkUVhvWS7vzfaPj5PQDiJ1+HLqVvu9sUhJbwBmHj34qpNQSDFPi8AAzV9/zrtGP9op31FTQknHw7ki7yo/DhsqNmC49/fi2FVX9hMli5/qTHOPygEyMdVq/j2OBg2z3bqPmmBkVWiDk8hn6P9CP6sOhIhyYI7SaSbqHTfbE1wGGvuzj2HSc/FgbQqSWuGqljyw1m3jrFwID43vdrWRbw82R1NRPyt/HvinL+8ngwqlScGRPDvJwc3uqTySSzRRT37AV81T4CtgAqrQpDny5WAKGVlm5agN3dQGJ0OiP7TgxLm42/foxr63IkjY7E0+5GZbSGpV1BOJB9r+sOjXYfYuj5STdA7dfPEWisRBubSvzk6yIdTlg1ump5ev4MVm37HrVaw7lH38q0w68NywNDoeVkr0zFBxVs/992PMUeNBYNfa7qQ9atWWgTumeBUUEAkXQLEbS4IMiEt10c+YaTr7YG0KgkLhquY9N1Jj6aZuTg5N736+lRFGY3NnJ6USEX7Chikd1GQFE4NCqKp9PT+SY3jyvi4ohRi/S7J9s1xbw7F1MD8AU8fP/7pwBMPuS8MFUHVqhZOBN/bQkaaxKJp/wLxE2x0AnWVPxzXff6neu6h+m79wOyllK8TqrnP44iBzENGo9p6LGRDims/EEfby1+iIW/vQnAhKHTuPqEh0SBtQhwb3ez7f5tVH5WieyXsQy10O+hfsRPjhfZi9AtiV9bIeJ+KQ5y4gcuRr3iYM6fflSSxFlDtKy/2sy8s42MTuudv6ar3W5mlJVx3PZ8Xq6toS4QIFWrZUZiEj/k5vFQSgoDe8GUxt6oJxRT22XJxnk4PTZSYjMZkXt0WNpUfK5QYTWvC0PWMGLHXxKWdgVhf1aX7T29HGDtzqT7YIMelSJHJK7O5iv7q2mZR9yxV6OJy4hwROH39Zr3eO2bUIG1QX0O5bZTnyXBmhbpsHqfIFQvrGbbvdtw/uVEpVeRek4quffmdvuZYELv0zuzGaFLWl0uc/onboa+6ODDDX5kRWHqAC0rrzCz6PwojsrsmNHdQFDG4NqCwbWFQLDr3TRVBAI8XVPDxO353FVexh8eN3qVitOiY5idncN7mZmcaLEgJl31HK5tPaOYGoDX7+aHDbMBmDziPKQwbTfkry2m5stZAFgPPY2ogePC0q7Qs8kKLNkRwGfxsMrtojVX/PWVQWRFIc2iIsUc+j3O93lxBIOYVCpSN/+MZ8cGUJR2x6koMlvL1rG1bB1KF0zmbStm4y5cj0pnIHHqHaAOUw+kgPMvJ86/nKE9NyNoXcESZs6/mXpHNSmxWdx+2vP0Sxse2aB6KV+lj4L/K6D0zVKCriBRuVHk3Z9H8hnJSNruW/tE6F0imnTfeeedrFy5EpvNRmVlJXPmzKF//70rYur1ep577jlqamqw2+189tlnJCUlRShioTP8USVz7uduBj7v5M21PgKywnF5GpZcYuKni6OYlBve5Lu6wcbl717D5e9eQ3WDLaxth5NPUZhns3FmURHnFBWy0NaIX1EYYYziibR0vs3L49r4eBLE1PNuz13gRpEVdEk61Nbu/+/50x9zcHsdpMXlMCznyLC1696yjMZloWJt8SfciDYxO2xtC3vrKf21JwAT3nUyfFUhF+7YgbcVCbLLD3/VhBLgQ1JCn0uZ3VXM+/z4KpUf3oUS8LU7Tn/Qx9MLbuXpBbfiD7a/vbBTZGq/eJKgqxFdcm7YZpsofoWCRwsoeLQAxR/hrBsoqdnK43OupbDyz1CBtRP/jyMGTol0WL2TAvU/1bP1rq00/taIpJZInJJI3//2xXSQmP4vdH0RTbqPPvponn/+ecaOHcukSZPQarV88803REXtHt2ZNWsWJ598MtOnT+foo48mLS2Nzz//PIJRC51lS63MpfM99HvWwYurfHgDCuOyNHxzgYkVl5s4ub8m0iFGzHqPhzvKyzkmfxvP19RQHQiQpNFyfUIii/P68lhqKgcbxNSr7kr2yHjLQlWRo3K7/2i32+fkxz/mAHD8iPPD2nbDz+/h3r4aldZA4mn3oDKIvV07guivQ3YVUxuZ9s913bv26+4tgo46ar7YOdtk1FSMfQ+NcEQdw+aq4+kFt7Bq62LUag3njJvBGYdfJwqsRUigMUDx88UUPVOEv96PPkVPzp05pF+ajipK/JsIXZvSVV4JCQmKoijKUUcdpQCK1WpVvF6vMm3atKZjBgwYoCiKoowZM6ZFbVosFkVRFMVisUT8+xOv9r3SLJIyc7Jecd5tUZT7rIpyn1VZd5VJmT5Io6ikyMcXyZcWlBMtFuX9zExl04CDml4fZWYpU61WRStJEY9RvFr3SrskTRny1hAlaVpSxGMJxytKb1GeuGSB8txVi5WhWYeFtW2VwaykXfWakvWvhUrS9AcUJFXEv9/2vrp639Vb++ubx+oU5T6r8vmZxqavHRllUjYNOEj5Kic34vFF4hU78XIl618LlYwbP1DUlviIx9ORr8mHnKs8d9Vi5bmrFivXnfh/ilFnjnhMvfmlMqqU1AtSlSFvDVGGvDVEGfD0AMU62hrxuMSrd71a2nd1qUdC0dHRANTV1QEwcuRIdDod3333XdMxmzdvpqioiMMOO2yfbeh0OiwWy14voWcosyvcsshL9lMOHlnqxeZVGJai5pPpURTcZObZEwxMylWja+Vs3NT4GF66dC4vXTqX1PiYDom9o/mBL+12ztuxg+mFhcxpbMQnyxxsNPJoahpLdo5+n2y1Eiumn3cLPamYGoDLa2fJxrkATA7zaLfscVD9+UPIfg/G3JFEH3F2WNsX/qm79tdRWqi82cKfQ/vxS9++GKXWrQfdNdI9On33dXS9J/RZzdLpOPiKl5C07S9wqdMYeOTC2Txy4Wx0mq49a6n+p7fwVmxDbbSSNP0B9OkD29yWpJM46JmDOOiZg5B0XW+t7qK1H/DqN/fh9bsZ2GcU95z5OieNupgEa2qkQ+uVZLdM+bvlbH9oO54yD9poLZnXZZJ3fx6JJyeiS9VFOkRBaNJlkm5JknjqqadYunQpGzduBCAlJQWv10tjY+Nex1ZWVpKSkrLPdu666y5sNlvTq7S0tMNjFzpXtUvh7sVesp6y858fPNS5FTKjVVx/qI5vLjBRc7uFT84wcv7BWuKMLeu0A1oLAW3PeECz0evhnopyJmzP56nqasr9fqLVaqZYo/m/1DR+zuvLB5lZXB0fzyC9PkxlrYRwa9o2LMdIT/lH+v73z/AHfGQnHURmQv8Dv6EV/NUF1H39HADRh52FLjW87Qu7dff+OsGkQvGpiVW3fonS6rIgDp9ChlXFsTvri9hlmbU713VfuGN52OK0GGOwGGPC1l6HCQaomf8YQbcNXWI2Kec/TsLUO1Bb27aeX2PVoLF23eVj6wuWMmvezdTZK4kxJXDCyAu4/5z3uOnkmYzpP7nLPyTpiVxbXeT/J5+quVXIARljtpHkacn0f6Q/fR/qS9LpSRgyxb+LEFldJul+/vnnGTJkCGef3b4RikceeQSr1dr0Sk9PD1OEQlfT4IH/LvGRPtPOlA9cvLzaR5ldxqKXmD5Yy7unGam6zcxPF0dx2+E6+sd3mV/3TlEfDPJKXS3Hbc/n/B1FvFJbw18eDypJYrjRyI0JiXyWncOPeX35X0oKx5ktmFW962fUlXnLvMheGbVRjT6lZ2wN5/A0sq5gCQBHDDop7O07N/2Ic9OPSCo1CSfNQNKIUY6O0Jv7a6cf3lgbKmx2y9jdn8sna0Mj/scXruAgXe/7vQvUl1H22rXY132NosiYBo4j/YqXiBl3IZKu5611L6ndxoMfX8Sb3/2PTcUrkRWZfmnDuGDCHTxy4WecP/528lKHRjrMXkUJKFTNrWLzjM2UvlmKfYMdJaBgSDeQNDWJvg/2pf9j/Uk+KxljXs95mC10H13iUeKzzz7LlClTGDdu3F5PuisqKtDr9URHR+/19Dw5OZmKiop9tuXz+fD5umClT6HDeALwxdYAX2wNcA2hAjcn99cydYCG4SlqxmVpGJel4fFJsLkmyIItAeZvDvBrcZCgEunoO14QWON2s8bt5qmaGpI1Go4ymRhnMnO4yUSiRsPp0TGcHh2DX1FY43bxs8PJEqeDbeKzFDkyuAvdmAaYMOYY8ZZ7Ix1RWPzy5xeM7ncsI/Mm8vmyl/D63WFtv+7bl9D3GYo2vg8x4y6k/vvXwtp+byf6a3h6hY/rD9VxQj8NgxJVbKqWWev18kPGIUwoWctd8fFc6LRHOsxOJ7saqFv0HPY1XxB3zOUYsoYRfdiZmIdOouHnd3BsWAxdcPuztgoE/azO/4HV+T8QY0rg0P7HMXbAZJKiMxg74HjGDjie6sYyVmxZxIot31DvqIp0yL1C0B6k/qd66n+qRxWlwjrcinWkFfNQM7okHYknJJJ4QiL+Oj+2NTZsq2w4tzhp1f6BgtAGEU+6n332WU477TTGjx9PYWHhXn+3evVqfD4fxxxzTFMF1P79+5OVlcWyZctadZ4oLQT3sY1kUAZvcO/jmiMroQSvLccaNdDc0jFFAXcbjzVoQLWfp3Uuf9uO1atBvZ9Bz7Yeq1ODJkzHuv2hygQAWhVody6x21Qts6nay//94qWPVeKEfhqOz9MyIUfNgITQ67bD9dS6ZL7JD/BT2e6TGLWhn5Gs/LPdffEEdh+rUbHf9eTeAE1JfmuOVUug388n1ReEgNzyYysDAT5rbORzWyMWjcQhRiNHGM0cEWUiW6dnTJSJMVEmbiOJUr+fJQ4HS10O1vlczW6v4w+Cf2cMEqGfY3Nac2xADsW8y/4+c605tjWf+0heI/xFbhhgwtLXSMOvDfs9dpeufo0oq/md6sZiEqP7cFj/Cazc8mV4rxFBB+7vnibptLuRRk/FtXUF3uINB/wsN3c92Zc9P/cdeY3oajqrv+7qttcrzPkzwLRBWmaM1XHFgtDU8jcGncRh5X8wygjHWyx8be99iTeElnpUfnQPxr5jiJ1wGdq4NOJPuAnLiCnUff8a3h0bIh1i2DU4a/hm7Qd8s/YDcpMHM3bA8YzIG09idBpTRl/CiaMuYkvpWpZvXsT6gp+75jZwPZDskmn4tYGGXxtQ6VWYh5qxjrJiGWZBG6cl/th44o+NJ2ALYFu7MwH/04kS6AUjMkKnk9h9n9Hpnn/+ec4991xOOeUUNm/e3PT1xsZGPDvXR73wwguceOKJXHzxxdhsNp599lkAjjjiiBadw2KxYLPZ4JEM8P6zA/xii58pH+4eaXHcZcHUTPGOHwsDTHjb1fTnqtvMJJr2fWf0W2mQQ19zNv254CYz2TH7PnZjVZAhL+4+9o9rTAxO2vedWWGDTM7TjqY/r7zctFdBlz1VO2WSnth97A8XRTE+e98ZmdOnYH5k989n4TlGTurffMYgPbB7P+tPzjAyfXDzx5oetjXdKL95ioGLhzc/9S7xcTs1rtCv5HMnGrhudPPHZj9lp6gxdOxjk/TcfnjzU3AHv+CguFHmuDwN/x6nZ1jK7p9ZfcDIBzUfAHBuwrlc+GkNC7eEsqzbDtfx+KTm1wGNf8vJT0WhY68dreX5E5ufRnfSBy6+3BrKhi4apuWtU5s/dvqnLj7bFDr2jEEaPp3efDGti+e6eXt96Ad8Yj8NX5zb/LHXfenmhd9Cxx6dpebHi/fe29JnV+MoN+Ao19NYrkOzxwoUSaUQlezFnOrFnOpBZ9mdid7/o5cHfgqNxA5KVLHx2ua3bXr8Vy93fBs6NitaovDm5tfSP/+bj+u/DF0LEqIkqm9v/ti31vm4ZF7o2CgtOO+2Nnvspxv9nPnZ7s+9cl/zx0byGvGVKYo7khLIc3iYd/22pq9392vEWudUfrVfQpJmK9MT7uiwa8SR3qcpbJApe+N6/u9o+YDXiE3VoadB9x2t5/7xzR87+lUHq8pCx3bUNeKqw+N46ZdarFYr9i6QvHVmf92R33OUFux3RLP5s1Dhq5FbNuNuxV7duxzeR80vl5rwBBSynnJQ7dORectszv3rGy746xvK/H6mFGzH04a2IVRIbeZlXwBwy+sn4Qt42tROxKk0WEZOIebws5u283NtWUb9D28QaCj/x+GSTmLwK4MB2HjlRhRf901+dBoDw3OOYsyAyQxIP6Tp626vg9X5P7J889cUVv0ZwQh7L0krYR5kxjrSimWEBY15d78XdAWxr7NjW20LTVHvxr+DQudoad8V0ZHua6+9FoCffvppr69ffPHFvP322wDMmDEDWZaZPXs2er2eRYsWNb1PEFrD7oPZfwYYkqTeK+n+uwXnmFhfEWT+lgDRPWMpbYvpLEHiLE7i+ju58xsvy3/XMM5kZlK0mQS0OMsNOMsNVBKNzuLHnBZKwFVKz5j63NUM8YZ+rkVReiS1hNJD1kMcZPyB5fbzqQr0o9qfC6zrkPMEbNVoogcRO/FyCL7SIefoLUR/vbdfi4MsLwkwNkPDtaN1PPBL6Ouz+47nmA1fkqbVcklcHC/W1kY20EiTA9h/m4vzj++JOfJczMNPIKr/YRjzRmFbvYDGXz9G8ToP3E435At4WLn1W1Zu/ZZ4Swpj+h/HmAGTibekcOSgKRw5aAoV9UUs3/wNv239lkZXL/9d6USKX8G+3o59vR3eBtMAE9aRoWno2hgtMYfHEHN4DLJXxr7Bjm2VDfs6O7JHzEEX2i6iI92dYdfTh5T4fT99ENPL931sd55e3tpj46Ot/OfEpwDIUd/O+Awf6j1+UBV2mS+3Bfhya4AfCwN7/fy74/TyXceqpNDvRHP2nAaukmCQUccRUaFp6MMNUWj2+CV1ykGWOV0scTpY6nRikwLNtCqmlzd3bHOf+6yZB6G2aNh2/zY8hZ79Hgvd5xpx7vh7GJ47kWV/zuf9JU83fT2c1wg5ZTBJ5zyCJKmon30fgaLVzR7b1aaXx0ZbqGvo2FHfrqYzRroNGlhygRnj70n8VRPk/B07ml02cyDTB2n4ZHoU1U6ZrOd8RJ/5KADD5/2XmSnJuGWZkwq2UxFo/nrYHK1ax81TZwHw1PwZPWY6sjYhk9gJl2HMHQlA0NVIw8/v4Vi/CBQZSSuRc1cOAAWPFKD4e9YtqoRE37RhjB0wmUNyxqHThmbJyHKQTcW/sWLLIjYULiMg+w/QktAhpNA2ndZRVqyjrOgSds+kkv0yzk1OGlc1Yl9rJ+gI7qchoTdpad/Va5Lu3nTjIrRPnFHihL4apg7QcHxfDVb97izE5Vf4bnuoENvCLQEqnT3649Mss0rF4VEmxplDBdkSNHtn7395PCxxOljidLLe7UZ0TW2XdWsWlqEWyt4uo+6HukiHEzb904Zz48lP4vY5uefdMzts+mzsxMuxjj6VgKOO8tevQ/Z0j36gN/Zd3e17Vkuw7cbQspArF7h5dc3uROmdPpmMiopioa2RO8r/OY26tzPkjiRu4uVo4/sA4Ksuov771/AUro1wZJ3HoI3ikLzxjO1/3F6Vzp0eG6u2LWbZ5kWU1GyNYISCIctA9KhorKOs6FN3T31UggrOzU5sq23YVtsINLT+wZrQc4ike6fu1okLXYtWBUdnq5k6QMvU/hqy/rbmdkVJkPlb/CzYHGBDVe+cdiQBA/V6xpnNjDOZOdhgQLXHMGxjMMhSp7NpFLw+KFLw1kg6LYmkU5Ko/7me0tc7Zx/jziAh8e+z3yIpOoP3fnyc5Zu/7pjzaHSkXvw02vg+ODf9RM2CxzvkPOHWG/uu7vg93zxWx6zJBv6sDjL4BWfTDdVAvZ5Ps7JRSRLn7yhijTu8Vfp7BJUay/ATiD7yXNTGUF0N17aVofXedSURDq5zJUVnMGbAZA7tN4lYc2LT10trt7N889f8tnUxDk9D5AIU0Kfpm0bAjZl71+Zwbt2ZgK+y4a8RsxR6G5F079QdO3Gh6xqapGLqAA1TB2g59G/FqQobZOZv9rNgS4CfCoNNU6h7m1i1miNNJo4ymTjKZCZavfvnJCsKG3aNgjucbPJ6evYFKAwswy1k3ZyFp8TDtnu3HfgN3cixw87i1LFXUlC5iSfn3tBh59Gl9CPlgieQVGqq5z2K66+lHXaucOmNfVd3/J4tOiieYSHaIHHi+y6+2rZ7xOv+5GTOjIllo8fDmUWF4lrXDJXeRPQR52AZMQVJrUEJBrCv/ZLGXz7sNjNTwkWSVByUPoKxA47n4Owj0GpC05uDwQB/7FjB8s1fs7F4BbIsHl5Hki5RF0rAR1qJ6rt38Vp3obspAe8pW30K+yeS7p26YycudK7k2BgePCVUZOk/866ksr6hRe9LMUtM6a9han8Nx+ZqMGr3GN31KHy9LcCCLQG+3OqnvpsWnm0vNXCw0ci4nfuCDzTsXeW5JhDg550J+K8uJ3a5lz6p2A9NtIaDnj4IRVb489o/e1QhF7Mhhv+d/xEatZZHPr2C0rrtHXau6CPPI+aIcwi6bZS9fi2ys6HDzhUOvbHv6ozv2aiBjVdb8P6cTKldaVeF8V0en6TntsP1LPX24+yGayl77VqUgJdYtZqvcnKxqtXcW17O57bGAze2k1aj594z3wDgf59cij/Q82/eNXHpxB5zIYmTfgbAtvFKGpd+in3tl9ALk0yjzszIvhMYO+B4spMOavq6zVXPb1u/Y8WWRZTVFUQwQgFAE6tpKsJmGmBC2qMwiqfU05SAe3b00hvBXkAk3Tv1xhsXoXVS42O454zZADz02TTKaxta3YZRA8fmajh5gIaT+2tIMe+ehh6QFZbuCLJgS2gt+La6npM0tVaSRsNROxPww01RmFS7R8EDisJat5ufnA6WOBxs8/WMwkHh0P/J/ujidWx/ZDuuza4Dv6EbufTYfzMibzw//TGXT395tuNOpNKQcsET6FP64tq2kurZD3bcucKgN/Zd3WnLsD1lRkvk32hGo5I40fswXz95K4o/lCRfGBvLnUnJ1AQCnFCwHWcLHyz2mC3DWmnPLcPsfz0Iig5/bTH1P7yBO/+3CEcXOamx2YwdMJnR/SZhjYpt+vqO6s0s37yIVdu+x7WPbXGFzqW2qLEeEpqCbhpkQrVHpU9flQ/bahuNqxpxb3f38OyrdxFJ90698cZFaJ1wJN17koDR6WpO7h8qxnZw8t7T0P+qCTJ/cygBX1YSbKps3NtogZFRUYwzmTnKZCJPv/f+bGV+f9M09BUuZ7tvjLuzPtf3IXpUNOUflVP7dc/aVmZA+ghumPI4Lq+De947s0NH9LQJWaRe9BSSRkvNl0/j3PBth52rvXpj39Vdk274f/buOz6K4v0D+OdqyuVSSEijpEFCDxB6C0WKNBuKghJUULDBzwaoNP0qoiIooKIIihQRFKVXA6EFpAQCJCFAEiC952quPb8/jhwcKQRIcinPm9e8yO3N7c5OLvvs7M7OABueluHZNiL8aeyDpxcesDS6JQC2+Acg0M4Oq/Jy8VV2dqXWx41uIGWpL1x6ToBI5goA0CSdQf6/P0Ofk2LDEtqWUChCm2bd0CNkKNo37wmRyDyIqd6oQ2zyMUQn7EHczVMgargX92sLoaMQ8lA5XLq4wKm9E4TS2w1wfb7eMgibKkEF8K+rTqsT83QzVh8RgJOpRpxMNWJ2ZDH8XAQYFSLG6GAJ+vuL0MrDnN7vbYcctQk7Lhuw9bIBe68aoGxAN3f1AKLVakSr1fgiG2gqkVi6oXdzdISvRIJnXd3wrKsbik0mnNSocVhpHpDtur5hDVSiuaaBSxcXOAY4Ihf1q9F9OfUscorS4OHsi86B4ThxeW+1bUufk4KCw2vhNuBFNBo0GdqUGBiLKtcIYqwii08Y8WwbEUYLj8PXCUjNNy/XA1iYnYUVTZvhBbdG2FRQgJQGdvx6UMrYfVDGHoFLz2fg3OUxOAR0hv2LoVCe24OCw2th0hTZuog1zmQy4kLKcVxIOQ4nexd0aTEIPUKGoqlHC3QO6o/OQf1RoMrBycv7EJ2wG1mFDWtAutrEpDah8HghCo8XQiAVQN5BDucwZ8g7yiFxk8D9EXe4P+IOQ5EBRWdvNcAvqUCGhnuDob7jRjdj1SylkLDspB7LTurhbAcMDTLfAR/eUgIPRyEiOkoR0VGKYgMhMtmIbbdGQ79R1LAOvDf1eqwvKMD6ggLYCwTodusueLiTE5pIJOgrc0JfmRM+gBeSdMWIutUAP6XRQF/P74JrkswjHzsEOtwjZ91DIByL24nR3SehV+sR1droBoCi/7bAoWV32DdtA4/h05H5+0eo5x2+WA34L51w0hSCbsIEvB4mwgf7b793WKXCIaUS4U5OeN/TC6+nckOoskinRsGhX6A8txuu/V+ELKQ35J2GQ9YmHIXHfkfR6W2AsWFO16TUFuLghb9w8MJfaOreAt1DhqJri0FwlXlgSKfnMKTTc7iWcRHRCbtx5tohaHUqWxe5wSIdoeiU+dlugUQAWRsZXMJcIO8sh9hZjEbhjdAovBGMaiMU5xQoOlUERawCpOPYVJ9w93LW4FV19/LKEgmA3s1F5tHQg8Vo6W7dDf1seslz4HqcSTfV7z/UewiSSi3d0MMcHSG5Y0oytcmE47emJDusUiHDUP9OwIQOQrT5vg0AIO7NOBgV9WtQIbmDG/43/neIRGJ8+sfLSM9PrtbtiV194PPiUgil9sjbvwKK09uqdXsPoiHGrrrcvVwgscOkd2fiR+li5GkIzRYroL7jhra/RIp/AgIgEQjwyo0bOKKuuAHE3cuBi69cLNXosGvWDm4DJ8HOuwUAQJ+fhvzI1dAkHq/xstZGYqEE7fx6oEfIMLRu1hWiW+Om6PRaxCQfQXTCbiSmxoAa9BlFLSIEZCEyy0joEleJ5S1TsQmK2FsN8HMKmDTcB7224u7ljNVyRgKiUoyISjHi3b3FCHE3T0c2KliMXs1E6ORjTnPC7ZBaZML2RPNz4P8mGaCtf+3KCl3V6XBVl4fV+XlwEgrR01Fm7oru5ITGYjEGyeUYJJcDAOK1Why+1QiP0WhQH5qnJo0J2jQt7H3t4RDgAOV5pa2LVKUUmnzEphxDx8B+6NV6BP48trxat2coSEf+wVVwH/IaXMMnQpN0Boa8+jMHOrON/aYwJJu84O+QiYkdJfjuv9ut7mS9Duvy8zGxUSPM8PREdHISGthhvEoU37iAjDVvQ9ZuIFz7TYDEzReeT34I7fVY5B34Cfqs6psBoS4wmPSISTqMmKTDcHZshK4tH0GPkGHwcfNDt5aPoFvLR5CnyMSJy3sRnbAHuYp0Wxe5YTMBqjgVVHEqpK9Nh2OQo2UucKmHFC5dXODSxQUmvQmqS7fmAj9TBKOyPpzZNDx8p5s1eF5urvjf6GUAgI+2vlHpKcOqk4ejAMNbmhvgw1qI4SS9fWdXpSPsu2ZugO9INCBLVa//hCskANDKzg79ZE7o5yRDqL0DhHfcBS80GnH0VgP8iEqFPGPdDVRNJjeBW283ZG7JRPY/9e855NZNu+D1EQuhLlbgw9+egd5Y/QMceD7zMRwCOqM4LR4Za98HatHgQw0xdtXUlGH/veQEwSkvXMs34enk5IeeMgwABGI7eEd8jYmy4/jMbSuu5JkQskxpNVCmXCjEzoBAuIvF+CwzE2sL8stdn0Rsh/ef+A4A8MWW1xrElGGA+U530NwgAMDV+Vcr7F4rkNjDpccYyLs+AaHEDkQmqGL3oyDqNxhV5ddtQ+TXOAQ9QoYhrMVAONo5WZYnpsUgOmEPzl6LajC9KeoKez97OHdxhksXF9j53B5olkwEVbzKMhCboYAv39kaj15+S0M8cWH1i50I6O8vwqgQCUYHi9HM5fYImCYinLhpxNbLBmxLMOBidu1pNNiCq0iEPo4y9HOSoY/MCa6i2132TUS4oNWaR0RXqXBRq61TB79GjzSC7/O+KIopwvUl121dnCongADzxq2Fu9wbv/67AP8l7r/3hx6SSO4B35eWQWjvhPxDv6IoelO1b7OyGmLsqg/77CgBbvyfHI0cBHj8dzX+SbA+IR7j4oKPvX1QZDTi0aRryK/DFwJrC5FzY7iFT4SsTTgAwFSsRmH0JihO/QMyNKDRSStBIpKig39v9AgZipCmYRAKzOcTWp0aZ68dQnTCHlzNiLVxKdnd7HztLF3QHfysx3ZRJ6pReLoQRaeKoM/hQRptgRvdt9SHIM7YnUK9zN3QR4dI0MXX+jnwa/kmbE3QY9tlA6JSjDA04Da4EEAHewf0czKPiN7G3t7q/RyDAYdVKhxWKXFUpYKikvPn2opDoAOC5gTBUGRA/Fvxti5OtRjaaTxGdXsJV9LPY8nW/6uRbcraDoTHyLdBRj3Sf30b+uykGtnuvTTE2FVf9vmzQXaY1ccOUSkGhP+itnpPCOAPP3+0sbfH7wX5+Dgz0zaFrIekvq3QaNAk2Pm2AgAYCjORf/AXqOMP27hktZOrrDG6Bw9G95Ch8HRpalmeXZiK6IQ9OJm4D/nKLBuWkJVF2lgKeZh5KjLHFo5W72mSNeY74KeKUJzeMHrH1Abc6L6lvgRxxsriKxdgZLC5G/ojgWLYi293rS7QEnYlGrDtsh67rhhQ0MB7jjUWidH3VgO8l6MjnO64C24gwlmNxjIveKKu9gUrgUSANt+3gUAsQMI7CdDn1r8r2i6OHvh4/HqIhCJ8svFFZBbUzB39xk98CMfgntBlJSF9zf/VitGQG2Lsqi/77OMkQPJ0J0hFAnT9SYlTadYX9MIcHPBbcz8YiTAmJRkJxbXveFN3CSBrEw7X8AiInRsDALQ3LyH/35XQpV+2cdlqr0DvdugRMgydA8NhLzU35ExkwuXUs4hO2I1zSUdq5JEfdn/ErmI4h5mfAZeFyCAQ3j4H1KZpLSOma6838BPAasaN7lvqSxBn1ac2PtP9IBwlwOBAMUbdGozNU3a7G7rBRDicYu6GvjVBj2v59frP/p4kADo7OlrmBQ+ys7N6P12vtzTAT6hVUNeSKcmC5gXBwd8B15ddR9Gp+jlH7eQhHyM0oDf+Pb8Zfx3/vka2KXR0ge/L30Hk6ILC43+gIGpNjWy3Ig0xdtWHZ7oBIOPXt/HLSAEmhEqxIVaPcX9pSuX/yscXw52dcUKtwos3bpR6n5/pvvcz3RWuR2wH525PwLn7GAil5l5Oygv/oiDqVxgVuVVW3vpGKrZHx4C+6BEyDMFNOlqWq4uVOHM1EtEJe5CcFWe7ArJyieQiOHcyd0GXtZVBKL59DqjL0qHodBEKTxdCc1VTz1t+NY8b3bc0xBMXdn9sNWVYdRIKgG5NRBgVbJ4TvJ2ndTf0S9lGbE0wYNtlA6JvGq0G+2mImkok6HurAd7d0RH2wjuClcmE/zQaHFIqcVilRIredneYfSb4wH2gO7J3ZiPzj/rZLbVNs254bfgCqLRF+HDtMzAYa6a+HYJ7wvOJD0EmIzLWzYAuzbZd+Bti7KrrU4Y1f9scR65//RQ6NNIjZooTDCZC4DdK3Ciy3oaPWIwdAYGwFwoxPTUVe5XW+8tThpU9Zdj9Ejm5w7XfBDi1HwQAMOm1KDrxF4pO/gnSN4wLGQ/KXe6D7iFD0D14CNzl3pbl6fkpOHGr+3mROs+GJWTlEToKIQ+VwznMGfL2cgjtbp/T6PP1lkHYVAkqoHY/WVcn8JRhjDVgJgKibxoRfdOID/8tRoCrwDIQWz8/Edo0NqeZfeyQrTJh+2VzA3zvVQNU9a/X8j3d1OuxoaAAGwoKYCcQoLujI/rKnBAuk6GpVIreMhl6y2QAvJCi0+GQUokolRKnNBroavAuuCbJfMfMIcDhHjnrrribp5CnyEQjuRc6BvTFqSv/1sh2NZePQ3nhXzi1GwiPEf+H9NVvgRrI3UVW9c5lmnDgmgGDAsV4q7sU7+2z/i6lGwz4OS8Pr3t44D1PTxxSKVFcS3rU1CdGZS5ydy6G4sx2uA2aBPumbeHaZxycQoeg4NCvUF08iHp+7+mB5SrSsfPUr9h1ag1a+oaiR8gwdAzoCx83Pzze4xWM7vYyLt34D9EJe3Ah5TgMpgZ48lBLmdQmFB4vROHxQgikAsg73GqAd5RD4iaB+yPucH/EHQaFAYqzChSeKoTqkgpk4L+F6sSNbsYagKQCwrcndPj2hA4udsCwFuaB2Ia3FKOxTIgXO0nxYicpig2EA0nmBvi2BANSFQ3vAFxMhCiVClEqFT4FECiVmqckk8kQ5ugIP6kUExo1woRGjaA2mRB9K+9hlRLphup9FtjS6PZ3qLf9lIhMOBa/CyO7TkSvViNqrNENAPn7V8DerwMkjZrANTwC+Qd+rLFts/rn62gdBgWKMbmzFB8fKobirkdif87LxZMuLmgikWCiWyOsyONuz9VFl5GIzHUz4BjSG24DXoLYxQseI9+BvPMo5P/7E4pTuct0eQiEy2kxuJwWgz+OLkWnwHD0CBmKIO92aOfXA+38ekClLcJ/ifsRfXkvbuYk2rrI7A6kI8uz3QKxALK2MriEuUDeSQ6xXAy3fm5w6+cGo9oIxTkFik4XQXFe8dC9TFhp3OhmrIEpLAY2XjRg40UDxEKgT3OReTT0YAmCGgkxvKUEw1tK8P0I4HSaEdtuPQd+NqNh9kG6ptPhmi4Pv+TnQSYUoqejo2VecE+xBAPlcgyUywEAl4u1OKQ0zwt+TqNBVTfBi1OLYdQaIXIQwc7HDsVp9fNObHTCLgwPewHBTTrC06Upsgpv1sh2TcUq5O76Fl7PfAznLqOhuXIC2pRzNbJtVv/sSjQgLtuI1o1FeLmzFEuirVvdWiJ8lZ2FRb5NMNndHX8XFSKzmi/cNXTqhKNQXzkJ5y6PwaXnM7DzDYb3819CFReF/IO/wFjEo3VXRKtT4Xj8ThyP3wlPl6boETIU3YKHwFXmgf7tn0T/9k/iZu5VRCfsxqnEA1BqC21dZHYHMhCU55RQnlMCQkAWIjNPRdbZGRI3CVx7usK1pytMxSYoYm81wGMUMGka5vlfVeNGN2MNmMEEHEw24mCyEW/vKUZrD/N0ZKOCxejZTIQwX3Oa198ON4tMtxrgBkQmGVDcAKeXVZlM2K9UYr9SCWQCre3s0E/mhL5OMoTaOyDYzh7BdvaY7O6OIqMRR1XmBvgRlQq5VTEfLwHaFC1kITI4BDjU20Z3gSoHF2+cRHu/nujVejj+jq65O87apDNQnN0JeafhcH90GtJWvQHSqe/9QcbuQgAWR+vw4ygHTOsuxdITOhjvunm0S6HAOLUaYY6OeLtxY8xIT7dJWRsUox5FJzZDeWE/XPu+AKcOgyFr3Q+OLXug6L+/URi9CaQrPfgds5ZVeBNbT/6Mbf+tRqumYegRMhQd/HujqXsQxvR6HU90fxUXrkcjOmE3Lt44CZOpAZ401GYmQBWngipOhfS16XAIcoBLFxc4hzlD2lgKly4ucOniApPBBNVFlfk58LNFMCr49/iguNHNGLOIyzEhLkeHhUd1aOwowPCW5oHYhgaJ0dRZiKldpJjaRQqljrD3qrkBviPRgBx1w+yGFFdcjLjiYqzIy4WLUIg+t+6A93GUwU0sxqPOznjU2RkAcF6jweFbjfALWu0D9wzXXNOYG92BDig4WlBl+1LbHI3bgfZ+PdE9eCi2n1xdo88L5keugr1/J0jcfNBo0GTk7vqmxrbN6pffzuvx6UA7+LsK8WRrMTZdKn0n+7OsTGzy88coZxdsyC9AjJYbfDXBpCpA3u6lUJzZjkYDJ8HeLxQuPZ+BU/vBKDi8BsrYAwDxHb57ITIh7sZ/iLvxHxzt5AgLGoAeIUPh59kKoQF9EBrQB0XqfHP384TdSM9PtnWR2d0I0FzRQHNFg4zfM2DvZ2+Zisze1x7yUDnkoXL4mnyhildZBmIzFHDPnPvBjW7W4JlMgKQ41/IzM8tWE349p8ev5/SwEwEDAsS3uqGL0cRZiCdbS/BkawlMRDh+w2i5Cx6X0zArsdBkwg5FEXYoiiAE0N7e/lY3dCe0tbdHBwcHdHBwwOseHsg1GCwN8GMqFYru44unTjLfda3Pg6kBwKXrJ5CvzIabU2N0COiNM1cP1ti2Sa9F7s4l8Bq3AE4dBkN9+Tg0V0/W2PZZ9SECUgpNENibx6yossuFBBgKMy0/l9AagO9O6TE33A7v9LQrs9EdV1yMPwsL8bSrK2Z5euLZ6ykgEHIVGbdW17AuaupyanY+aH1WEjJ//xAOLbrDbeDLkLj5wv3RaZB3Hom8AytRfCO2RstTl6mLFTh8aSsOX9oKHzd/9AgZiq4tB8PZ0Q2DQp/GoNCnkZIVj+iEPTh9NRLq4oYxM0Ndo03RQpuiRdZfWbDzsTN3QQ9zhoO/A5zaOMGpjRN8X/CFOlGNwtOFKDpdBH02D6R3L/V0KJ7bGuK0K4xVt07eQowOkWB0iBidfaynI7uSZ8K2y3psTTDgyHUjDA2zDW6lsUiMvjIZ+jrJ0NtRBifR7TozEOGcRoNDKiWiVCpcLq64y7iksQQhX4bApDchbmpcvR5tdHiXCAwPm4D4m6exbMf7Nb591/4vwqX7UzAq85G26nWYNDU3N3pDjF31dZ89ZQKkTHeCvViAXj+rcPxm6e6Z7iIRdgYEQi4S4YP0dPxdxM/C2oRIDHnnUXDtNRZCeycAgDrhGPIProKhIMPGhaubhEIR2jbrhh4hw9CueQ+IROb7fXqjDueTjyI6YQ/ib54Gca+CWk/SWALnMGe4hLnAsaWj1XuaFI1lwLbi9Pr56Ft5eJ7uW+prEGestmjqLMDIYPNAbAMDRLATCyzv5WsIu66YB2LbfcWAwoZ1HC6TBEAnB0f0czLPC97Czs7q/XS9HodvNcCjVSqoy5hGqNXSVhDLxbg6/6plRPP6yM3JE/PHrYNQIMS8DS8gpyitZgsgksBn4hJIPfygij+MnH8W1timG2Lsqs/7/NMoe0zqLMWfl/QYs6nsv9mJbo3wvqcncgwGPJp0DSruemUzQgdn89RiHR+FQCgCGfUoOrUVhcc28hgPD8HJ3gVdWg5Cj5BhaOoeZFleoMrByct7EZ2wp8YGzmQPR+wqNndBD3OGrJUMAuHtcz9tmtbcAD9dBG2K1oalrBnc6L6lPgdxxmobJykwONDcDX3ErenISuiNhKgUI7ZeNmBbgh5JBfX60FNpTSQS9JWZG+DdHR3hILxdZzqTCf9pNIhSKRGlVCJFb+6+5fe2H+Qd5Ehbk4a8f/NsVfQaMfXRz9C2eXfsPbsBW0+urPHtS72C4P3CIghEYmRv/QLquKga2W5DjF31eZ/bNBbi4mtOMBGh5VIlruWXPv5JAPwTEAh/qRQ/5eZicU52zReUWZF4NIfbwElwCOgMADCqC1FweC2U5/bw894Pqal7i1vdzx+BzN7ZsvxqxgWcSNiDM1cPQqvnCxx1gUgugnOnWw3wtjIIxXecx2TrUHS6CIWnCqG5qqmXrU5udN9Sn4M4qxqNXZ3x2eglAIAPtk5HdkHNdSGtz4QCoEdTEUYFmxvhbRpbd0O/kGXE1gTznOAnU40w1esjUeXYCQToVjIlmUyGZlKp1fspOh2iVEqcD5UgbawrsqILkLoy1UalrRkd/HvjlaEfo0idj9nrnoXRVPMDt7j0fg6ufcbDqFEgfdXrMCqr/0JHQ4xdNbHP9mIg6gUnOJz3RHyOEc9fv47iMnqT3C+BWAqvcZ8DADLXzwQZSj+XvHOcIx5tKcY3J4oxfXfZ3X76yWT4oWkzaCDCX23fgI5MWLL1/6A31uxzzrYikAgQMCsAAJC0IAmkrx2BwT6wCxoNfBkS92YAAF12CvL/XQlt8lkbl6zuEwslaOfXEz1ChqJNs64QCs3nCjq9FjFJhxGdsBuJaeca3NgGdZXQQQh5Rzmcw5whby+H0O6Omy/5ehSdMXdBVyWogHpy3Yob3bc0xBMXdn983F3x4Zg/AQCfbn4K6bkFti1QPRXkJsCoEAlGB4vR108E8R1dkTKVJmxPNGBbggH7rhmg5vE4AAABUin63boL3sXRERLBHd23JMB5LxN2ncpClEqJ9Ho6v69QKMIn49bDReaBlXvnIyapZu40WxdCBO/nv4KdT0torp5C1uZ51b7Jhhi7amKfHSWA4n0XJGz2AQCEXU6Apioa3RI7NH/bHEeuf/0USF+6Uf1IoAj7XpBBqSM0W6xAQTm9Llc0aYpezo1wqN9iAMDbP4+AzlD/u2gCgEAqQNsf2wIALr5yEaSrRaeoQhHkHR+FS59xEDmY78yqr5xEfuQqGPK4S3RVcHZshG4tB6NHyFB4u/lZlucqMnDi8l6cSNhjGWCQ1X4CqQDy9nI4d3GGPFQOkeMd49koDFCcVaDwdCFUF1V1enyaysYuHr2cMVYjruYTlkTrsCRaBzd7YFgLMUaHSPBoCzG8nIR4uZMUL3eSQmsgHLhmwNbLBmy/bECaou4eiB9Wkk6HJJ0Ov+bnQyYUokfJXXC5E7wgRrebQnTz9gYAJBYX45BSiSiVEjEaDepLE9xkMuJ4wm4M6/w8erceYZtGt8mI3B1fw2fiN3AI6gKn0KHm7qWM3Yf914w4n2lEBy8RJneW4stjZd+9Xpidhc1ytxouHbsnkxGKM9uhunQQLr2fg7zTCDi26AaHgM5QnN2JwqPrYdIqbV3KOq1InYf95zZi/7mN8PNshZ4hw9A5aADc5d4YHjYBw8Mm4HJqDE5c3oOz16IazMWouop0ZJleTCAWQNZGZn4OvLMzxHIx3Pq5wa2fG4waIxQxChSdLoLivKJ2XWyrQtzoZozVuHwtsOGCARsuGCARAn39RLemI5MgwE2IEcESjAiWAABOpRmxNcE8Gvq5zHrSF+kBqEwmHFAqcUCpBDKBobOC0S1XjNaHNGhPUrS0s0NLOztMcndHkdGIYyoVolQqHFEpkWMsPVpyXXI8fheGdBqH1s26wF3ubZM7HfrcG8iP+g2NBr4MtwEvQ5scc3uKKMYq6evjOvzyuAPe6i7Fkmgd9GUc0q7pdPijoABNb70WA2gYncvrBpNWifwDP0FxdifcBrwMxxbd4NxlNGRtB6Dw6Hoozu4ETHX7mFsbpGTFIyUrHn8e+w6hAX3QPXgoQpp2RnCTjghu0hFP934TZ64dQnTCblzLuGDr4rJ7IANBeV4J5Xkl0n5NgyxEZhmITeImgWtPV7j2dIWp2ARF7K0GeIwCJk39Oe/jRjdjzKb0JuDfJCP+TTJi+u5itG0sxOgQMUYFi9G9qQhdfM3p4wHA9ULTrfnA9TiYbISuAZ/XXCrSILWXC76/oYB+Tx563+qG3lcmg5tYjGHOzhjmbO4CeUGrQZTSPC/4Ba22zj1GlavIQPzNU2jTrBt6tRqObf+tskk5FKf+gWPL7rBv1g7uw6cjc8MHqOdPaLEqtuGCHgsG2aGpsxBPtxVjfWzZfVJ+ysvF/Fs/P+Xiit9yuUttbWPIS0X2nx/D3r8j3AZOgrSxPxo98irknYYj/9+fobl2ytZFrBf0Rh1OXfkXp678CzcnT0v388YuTdCr1aPo1epRZBXexImEPThxeR8KVDwAYa1nAlRxKqjiVEhflw6HQAe4dHGBcxdnSBtL4dLFBS5dXGAymKC6qDLfLT9bBKOibp/0caObMVarXMw24WK2DguO6OAlE2BEsLkBPiRIjOYuQrzeVYrXu0qhKCbsuWrA1gQDdiYakKtpWI0fTZIGLl1d4BDggByTCTsVCuxUKCAE0M7e3twN3UmGdvYOlvSahwfyDAYcVpkb4MdUKhTWkWmJjsXtRJtbc73uOP0rTLa4k0Qm5O5YDJ+XlsG+eXvIu4yG4tQ/NV8OVmfpjMCy/3T4dKA93u5hV26jW3HH3+Wr7u7YVpCNgjreY6W+0ibHIH31W3DqMASufZ+HxL0ZPJ+eB03SGeT/+zP0OSm2LmK9ka/Mwp6z67Dn7DoEebdHj5Ch6BzUH54uTTGq28sY0fVFJNw8jeiEPTiffLTBDEBYpxGguaqB5qoGGRszYN/cHs5dzHfA7ZvYQx4qhzxUDl+TL1QJKstUZIaCuvcQHTe6GWO1VqaKsOqsHqvO6mEvBgYFiDHq1l1wX7kQY9pIMKaNBEYT4dgN46274AYk5NaNhuTDKJmf2yHQwWq5CcB5rRbntVosy82Bh0iEvrca4L0cZWgkFuMxFxc85uICIxFiSqYkU6mQUFx7J1I/n3IMReo8uMjc0a55D5xPPmqTchgKM5H/789wH/YG3MIjoEk6DUMuD6LEKu+HU3p82NcOYb4ihPuJcCil4sa0i0iEN9w98L8sfpyh1iITlOd2QxUXBZdeY+HcZTQcAjrD/sVQKM/tQcHhtTBpeGaUqnQ1IxZXM2Kx6egydArshx4hQ9HStyNaN+uK1s26Ql2sxOkr/yL68h6kZMXburiskrTXtdBe1yLrryzY+dhZGuAO/g5wau0Ep9ZO8H3BF+orahSeKkTR6SLos+vG6Lvc6GYMgFjfMEYHrsu0BmBHogE7Eg2YCqCzjxCjQyQYHSJGR28R+vqJ0ddPjC8GA5dzbzfAj143wlgPb4JrkjUgE0HqIYVILiq321WO0YgtRYXYUlQIMYBODo7o52Tuit7Szg5hjo4Ic3TE/zUGMvR6RKlUOKxS4rhKDXUtmofWZDIiOmE3hnQah96tR9qs0Q0AynO74RjcEw6BYfAY/jYy1r7Lc/bWITkqEwRSI/KquHeMUV1YqXx5GsIvMXq81lWKt3tKcShFU2Y+habAMmPBWFdXbCwoQKKu9l4YqyqGorp3B6sE6dQoOLgayphdcO3/ImQhvSHvNByyNuEoPPY7ik5vA4x1d/9qI51Bax7Z/PJeeDj7oHvwUHQPHoJGci/0bTsafduORnpeMqIv78HJy/ug0OTbusiskorTi5G9LRvZ27Ih8ZBYGuCyljI4tnCEYwtH+DzrA02KxtwF/VQRitNq7zHSplOG9e3bF++99x7CwsLg6+uLxx9/HP/8Y91Vb/78+Zg8eTJcXV1x9OhRTJ06FVeuXKn0NhritCuMNTTNXQQYGWweiG1AgAhS0e2ptfI0hJ2J5oHY9lw1oKj2Ho/vW4vPWsDe1x7JXydDef7+R831FUvQ91YDvIejIxyEd8ynSYRTajUOqZSIUqqQrLd9Nz0PZx/Me24tTGTC3PXjka/MsllZRE7u8Hl5OUT2Tig4vBaFx36v0vXXxthV3TG7Nu5zdWnZSIj4N2QQCgQIWabE5Qp653zt44thzs6IVqnw0s0bNVhK9rDsmrWD28BJsPNuAQDQ56chP3I1NInHbVyy+k0AAVo26YgeIcPQMaAvpGI7AIDRZETcjf8QnbAbsSnHYTTxBZC6SOwqtgzCJmslg+COKWi1aVpLA1ybUjOj29eJebqHDRuG3r174/Tp09iyZUupAP7+++9j1qxZiIiIQFJSEj755BO0b98ebdq0QXElu0E2pCDOGAPkUmBIkBijQ8QY0VIMd8c7GpJGwsFkI7Ze1mNbggEphXX7FniTSU3g1scNWX9nIevvh2uA2gkE6HrHXfDmUqnV+9d1OnM3dKUK/2nUKK6CuY0fxBsjvkCrpmHYdfo37Dj1i03KUELWpj88Rr0LMhqQ8ds70GVerbJ118bYVd0xuzbuc3X6e6wDHmslwfendHhtR/knh75iCbYHBMBeKMSbqTfNMxiwukMghKzdQLj2mwCxUyMAgDblPPL+XQl91jUbF67+s5fK0DkwHD1ChiHQu61luVJTiP+uHMCJhD24mVv5m3msdhE5iSDvJIdLFxfI2sogFN8+59Nl6ywNcPVVdbW1eOtEo/tORFQqgKelpWHRokVYtGgRAMDZ2RmZmZmYOHEiNm7cWKn1NrQgzhi7TSQAejYTYVSwuRHeykNk9f75TCO2Jhiw7bIB/6Uaa8fB8D40GtQIvi/4QnFOgZTFVTtYj79EammAd3V0tHRzBQCNyYRotRpRKiUOK5VIM9Tc3YJOgeF4efAcFKhyMGfdczDZuFu3x+OzIAvpDV12CtJ/nVZlXUdre+yqjphd2/e5qvXzE+HQRBnUekLzxcoKB4N8w90Dr3l44IZOh1HJSdDZ6KIXe3ACqQNcuj8F525PQiCWgsgEVex+5EetgUlVYOviNQhers3QPXgIugUPgavMw7L8Zs4VRCfswakrB6DUVu4xEVb7CB2EkIfK4dzFGfL2cgjt7rjpUqC3NMBVCSpU5TQudb7RHRAQgGvXrqFjx444d+6cJd/BgwcRExOD6dOnl7keqVQKOzs7y2u5XI7U1NQGE8TZ/Wvs6owFoxYCAGZtm4HsAh7spL5q2UiIUSFijA4Wo09zEUR3dEnKUJqw/bIBa87pcfh63Rgl2CHQAUFzgmAoMiD+reobKMZRIERPmaN5QDaZDN4SidX7V4qLcUilxOaCAqToq3dAE5FQjP89/zvkDm5YsfsjxKbYtpum0MEZvi8vh0jmhsLozSg49EuVrLe2N0CrImbbIl7bi4Fdz8ngFtcY57NMmHzjRpX02hCIpfB82jzJV9amuSBD5R7HODVZhjBfET76V4tPD9/+jEQkxWvDFwAAvts5C2KTHjsCAuEtkWBJdjZ+zMt96DLXRgKJAP7v+AMAkhclg/S14hS1SomcG8MtfCJkbcIBAKZiNQqjN0Fx6p9Kf2/YwxEKhGjVtAt6hAxFe/9ekIjMPbsMRj0uXI/GsbiduHTjpI1LyR6GQCqAvL0czmHOkHeUQ+R4+6aLQWmA4owC+Ufyob6sfuhtVTZeC8t9x8a8vb0BAJmZ1qN1ZmZmWt4ry6xZs1BUVGRJqamp1VpOVveJRUJoHYOhdQyGWFRr/yRYFUjMM+Hr4zr0/1UNz6+UeP4vDf64qEdRMcHbSYhJnaXo5ye694pqCe0NLUwGE8TOYkg8JPf+wANSkwkHlErMy8zAwGtX8URyEhZnZ+G0Wg0jEVrY2eHlRu7wkVRfGUoYTQZEJ+wFAPRuPbLat3cvJk0RcvcsBwA4d38S4kZNbFwi23iQmG2LeC0UAP2aiyFV2KOLg2PVnQQJBLBv3h72zdsDd/QKuZdFx83d7t/oJoX0jkOPQCBES9+OaOnbEQKBEBoiLMo2zz/8irs7XIT1NFYJAFkrGWStZObbQvWQsSgbOdu+RMbad1GclgChnSPcwiMg8fCzddEaDBOZcOnGSaza/wk+/O0Z/HHkW1zPToBYJEHHgL7oFjzY1kVkD4l0hKLTRbj5403EvxWP5EXJyDuUB4PCALGTGG793ODU1qlGy1TvRi9fsGABvv76a8vrkivnjDF2pzwNYV2sHuti9ZAIgXB/EUaHSPBXXN0ZWIX0hJydOTAUGWDS1lw364TiYiQUF+OnvDy4CIXoJZOht0yG0+qHv2JcGcfidsDRToajl3bUyPbuRZMYjaL//kZxahwMeRxvKovjNbDpkgGPttBhzXk9dPfoYLNDUYSehY7YUVSEQhOPll/XFafGI+O3dyFrEw6JZwB0GYm2LlKDpC5WIOriP4i6+A98GwWge/BQxKYcs3WxWBUiA0EZq4QyVom0X9MgC5bBuYszCk/W7KMEtbbRnZGRAQDw8vKy/FzyOiYmptzP6XQ66HTcPYcxVnl6E7D/mhH7r9WNbuV3yvrLdiN4A0ChyYRdCgV21WAX6OyiVGyIWlxj26uM/H9X2roINvUgMZvjNWAwARP+rvwIux/dUbesPiCoLh0ELh20dUEYgLS8JGyJ/sHWxWDVyQSo4lVQxatqfNO1tn9SUlIS0tPTMWjQIMsyuVyO7t274/hxnmqBMcYYqy04ZjPGGGPls+mdbplMhhYtWlheBwQEIDQ0FHl5ebhx4waWLFmCjz76CImJiZbpR9LS0vD333/brtCMMcZYA8QxmzHGGHswNm10d+nSBQcPHrS8XrzY3F3wl19+wYsvvogvvvgCMpkMP/74I1xdXXHkyBEMGzas0nN0M8YYY6xqcMxmjDHGHoxNG92HDh2C4B6jfM6dOxdz586toRKxhkpo5JNCxhirSH2J2SodQSAyQV3Fs9uZdJV/NrsyivWaKl1fXWEq5kHiGGP1T62Zp7u61Pa5ThljjLG7NcTY1RD3mTHGWN1W5+fpZowxxhhjjDHG6jpudDPGGGOMMcYYY9WEG92swWvk5ISVL3yDlS98g0ZOTrYuDmOMsWpiJwJ2jHXAqa7NsaJpU0jv8Yx6pYkkaDxmLhqPmQuIJA+9OrFIginDPsWUYZ9CXAXrqysEEgH8/s8Pfv/nB4Gkin43jDFWC9h0IDXGagM7OzG0ju0sP0Np4wIxxhirFiIhMKyFFAkxjugrA0RVtF6BUAjHoK6Wn8n4cOsTCkRo59fD8jNQxaO+1VYCQB4qt/zMGGP1Bd/pZowxxhhjjDHGqgk3uhljjDHGGGOMsWrCjW7GGGOMMcYYY6yacKObMcYYY4wxxhirJtzoZowxxhhjjDHGqkmDGb1cLpfbugislnJykkNiL7L8LNc95LCzjDH2kBpyzKrOfXeUALCTQyiTWbYlJnro9QokdnCyE1vWSXrpQ61PKra3xCW5XA6doWFMGyaQCiCT3P7dkO7hfzeMMVadKhuzBADq9RHN19cXqampti4GY4wxdt+aNGmCtLQ0WxejRnC8ZowxVlfdK17X+0Y3YA7kAJCamoomTZpAoVDYuES2J5fLuT7uwPVhjevDGteHNa4Pa9VVH3K5vME0uEv4+vpWSR3yd7RmcD3XDK7nmsN1XTPqWz1XJl43iO7laWlpllv/CoWiXvxyqwrXhzWuD2tcH9a4PqxxfVir6vpoiHVb1RcZ+DtaM7ieawbXc83huq4Z9aWeK7MPPJAaY4wxxhhjjDFWTbjRzRhjjDHGGGOMVZMG0+guLi7GvHnzUFxcbOui1ApcH9a4PqxxfVjj+rDG9WGN66P24d9JzeB6rhlczzWH67pmNMR6bhADqTHGGGOMMcYYY7bQYO50M8YYY4wxxhhjNY0b3YwxxhhjjDHGWDXhRjdjjDHGGGOMMVZNuNHNGGOMMcYYY4xVkwbf6JZKpTh79iyICKGhobYujk34+flh5cqVuHbtGtRqNa5cuYJ58+ZBIpHYumg15rXXXkNSUhI0Gg2io6PRtWtXWxfJJmbOnImTJ0+iqKgImZmZ2LJlC4KDg21drFpjxowZICIsXrzY1kWxGV9fX/z222/IycmBWq3G+fPnERYWZuti2YRQKMTHH39sdez86KOPbF2sBo+P5w+nb9++2Lp1K1JTU0FEeOyxx0rlmT9/PtLS0qBWq7Fv3z60aNHC6n03NzesXbsWhYWFyM/Px8qVKyGTyWpqF+qEysRbOzs7LFu2DDk5OVAoFNi8eTM8PT2t8jRr1gzbt2+HSqVCZmYmvvjiC4hEoprclVptypQpOHfuHAoLC1FYWIhjx45h2LBhlve5jqtHWedLXNfm0csbbFqyZAnt2LGDiIhCQ0NtXh5bpKFDh9KqVato8ODBFBAQQKNGjaKMjAz68ssvbV62mkjPPPMMabVamjhxIrVu3ZpWrFhBeXl51LhxY5uXrabTrl27KCIigtq0aUMdOnSg7du3U3JyMjk6Otq8bLZOXbp0oWvXrlFMTAwtXrzY5uWxRXJ1daWkpCRatWoVde3alfz9/Wnw4MEUGBho87LZIs2aNYuys7Np+PDh5OfnR0899RQVFRXRm2++afOyNdTEx/OHT8OGDaNPPvmEHn/8cSIieuyxx6zef//99yk/P59Gjx5N7du3p7///puuXr1KdnZ2ljw7d+6ks2fPUrdu3ah37950+fJlWrdunc33rTalysTb7777jlJSUmjAgAHUuXNnOnbsGB05csTyvlAopPPnz9PevXspNDSUhg0bRllZWfTpp5/afP9qSxo5ciQ9+uij1KJFC2rZsiX973//o+LiYmrTpg3XcTWl8s6XuK5tXwCbpWHDhtGlS5eodevWDbrRXVZ699136erVqzYvR02k6OhoWrp0qeW1QCCgmzdv0owZM2xeNlsnDw8PIiLq27evzctiyySTySghIYEGDRpEkZGRDbbRvWDBAoqKirJ5OWpL2rZtG61cudJq2ebNm+m3336zedkaauLjedWmshrdaWlp9M4771heOzs7k0ajobFjxxIAatWqFRERhYWFWfIMHTqUjEYj+fj42Hyfamu6O946OztTcXExPfXUU5Y8ISEhRETUvXt3AsznsQaDgTw9PS15Xn31VSooKCCJRGLzfaqtKTc3l1566SWu42pI5Z0vcV2DGmz3ck9PT/z000944YUXoFarbV2cWsfFxQV5eXm2Lka1k0gkCAsLw/79+y3LiAj79+9Hz549bViy2sHFxQUAGsR3oSLLly/Hjh07cODAAVsXxaZGjx6NU6dO4Y8//kBmZibOnDmDSZMm2bpYNnPs2DEMGjQILVu2BAB06NABffr0wa5du2xcsoaJj+fVLyAgAD4+PlZ1XFRUhBMnTljquGfPnsjPz8fp06ctefbv3w+TyYTu3bvXeJnrirvjbVhYGKRSqVVdJyQkICUlxaquY2NjkZWVZcmzZ88euLi4oG3btjVY+rpBKBRi7NixkMlkOH78ONdxNSjvfInrGhDbugC28ssvv+CHH37A6dOn4efnZ+vi1CpBQUF488038e6779q6KNXOw8MDYrEYmZmZVsszMzPRqlUrG5WqdhAIBFiyZAmOHDmCixcv2ro4NjN27Fh07tyZnwsFEBgYiKlTp+Lrr7/GZ599hq5du+Lbb7+FTqfDmjVrbF28Gvf555/D2dkZ8fHxMBqNEIlE+PDDD7F+/XpbF61B4uN59fP29gaAMuu45D1vb2+rk2YAMBqNyMvLs+Rh1sqKt97e3iguLkZhYaFV3rvruqzfRcl7zKxdu3Y4fvw47O3toVQq8cQTTyAuLg4dO3bkOq5CFZ0v8fe5njW6FyxYgJkzZ1aYp1WrVhgyZAjkcjkWLFhQQyWzjcrWR0JCguW1r68vdu/ejU2bNmHlypXVXURWiy1fvhzt2rVDnz59bF0Um2natCm++eYbDB48GMXFxbYujs0JhUKcOnUKH374IQAgJiYG7dq1w5QpUxpko/uZZ57B+PHjMW7cOFy8eBEdO3bEkiVLkJaW1iDrgzH2YDjeVq+EhAR07NgRLi4uGDNmDH799VeEh4fbulj1Cp8v3Vu9anQvWrQIv/zyS4V5rl27hoEDB6Jnz56lvhSnTp3CunXrMHHixOorZA2qbH2U8PHxQWRkJI4dO4ZXXnmlmktXO+Tk5MBgMMDLy8tquZeXFzIyMmxUKttbunQpRo4ciX79+iE1NdXWxbGZsLAweHl54cyZM5ZlYrEY/fr1wxtvvAE7OzuYTCYblrBmpaen49KlS1bL4uLi8NRTT9moRLb15Zdf4vPPP8fGjRsBABcuXICfnx9mzZrFjW4b4ON59Supx7vr1MvLCzExMZY8d49ILBKJ0KhRI/49lKG8eJuRkQE7Ozu4uLhY3R28s+4zMjLQrVs3q/WVfP+5rm/T6/W4evUqAODMmTPo2rUrpk2bho0bN3IdV5F7nS8NHTqU6xq14MHymk7NmjWjtm3bWtLgwYOJiOjJJ5+kJk2a2Lx8tki+vr6UkJBA69evJ6FQaPPy1GSKjo6mb7/91vJaIBDQjRs3GuzAO0uXLqWbN29SixYtbF4WWycnJyerY0Xbtm3p5MmTtGbNGmrbtq3Ny1fTad26daUGUvv666/p6NGjNi+bLVJOTg5NmTLFatnMmTMpISHB5mVrqImP51WbyhtI7e2337a8lsvlZQ6k1rlzZ0uewYMH80BqZaSK4m3JwFNPPvmkZVlwcHCZA0/dOTr/5MmTqaCggKRSqc33r7amAwcO0OrVq7mOqzDd63yJ6xqEWlAAmyc/P78GPXq5r68vXb58mfbt20e+vr7k5eVlSbYuW02kZ555hjQaDU2YMIFatWpFP/zwA+Xl5VmNnthQ0vLlyyk/P5/69etn9T2wt7e3edlqS2rIo5d36dKFdDodzZo1i4KCgui5554jpVJJ48aNs3nZbJFWr15NN27csEwZ9vjjj1NWVhZ9/vnnNi9bQ018PH/4JJPJKDQ0lEJDQ4mIaPr06RQaGkrNmjUjwDxlWF5eHo0aNYratWtHW7ZsKXPKsNOnT1PXrl2pV69elJCQwFOG3ZUqE2+/++47Sk5Opv79+1Pnzp3p6NGjVhc5S6ZY2r17N3Xo0IGGDBlCmZmZ9WmKpYdOn332GfXt25f8/PyoXbt29Nlnn5HRaKRHHnmE67ia093nS1zXti+AzVNDb3RHRERQeWxdtppKr7/+OiUnJ5NWq6Xo6Gjq1q2bzctki1SeiIgIm5ettqSG3OgGQCNGjKDz58+TRqOhS5cu0aRJk2xeJlslJycnWrx4MSUnJ5NaraYrV67QJ598Ui+mNqnLiY/nD5fCw8PLjAOrV6+25Jk/fz6lp6eTRqOhffv2UcuWLa3W4ebmRuvWraOioiIqKCign3/+mWQymc33rTalysRbOzs7WrZsGeXm5pJSqaQ///yz1A2R5s2b044dO0ilUlFWVhZ9+eWXJBKJbL5/tSWtXLmSkpKSSKvVUmZmJu3bt8/S4OY6rt509/lSQ69rwa0fGGOMMcYYY4wxVsUa7DzdjDHGGGOMMcZYdeNGN2OMMcYYY4wxVk240c0YY4wxxhhjjFUTbnQzxhhjjDHGGGPVhBvdjDHGGGOMMcZYNeFGN2OMMcYYY4wxVk240c0YY4wxxhhjjFUTbnQzxqoUEeGxxx6r1m3MnTsXRAQiwrRp0x54PXeW1c/PD0SE0NBQAEB4eDiICC4uLgCAiIgI5OfnP3zhq0DJvteW8jDGGGOMsfJxo5s1aHPnzsXZs2dtXYxql5SU9FCN09rowoUL8Pb2xo8//mhZlpSUBCLC2LFjy8xPRIiIiLAs8/b2xq5duyq1vY0bNyI4OPjhC14JLVq0wLp163Dz5k2o1Wrs378f3bp1s7zv7e1d736fjDHW0ERGRmLx4sXVsu6SeHjnxeOawBeFGSsbN7oZq0YikcjWRai3DAYDMjMzodForJZfv34dL774otWy7t27w9vbG0ql0mp5ZmYmdDpdpban1WqRnZ39cIWuhObNm+PIkSMAgMceewyhoaH4+eef8dJLL1nyZGZmorCwsNrLwhhjzHbKuzFwd8+s8syePRve3t6WeFHSg4uIYDQaUVBQgDNnzmDhwoXw9vaukjLzRWHGysaNblZnRUZG4ptvvsHChQuRm5uL9PR0zJ071yqPi4sLfvrpJ2RlZaGwsBAHDhxAhw4dAJi7C8+bNw8dO3a0BKE774LeqSTAjR07FkePHoVGo0FsbCz69etnyVMSzIYNG4ZTp06huLgYffr0gUAgwMyZM3Ht2jWo1WrExMTgqaeesnzO1dUVa9euRVZWFtRqNS5fvoyJEyda3m/atCk2btyI/Px85Obm4u+//4afn5/l/dWrV2PLli145513kJaWhpycHCxbtgxisdhST/7+/liyZIllP8vy6aefIjo6utTymJgYzJ49GwDQpUsX7N27F9nZ2SgoKMDBgwfRqVOncn9Hd3fRBoDQ0FAQkdU+9O7dG1FRUVCr1bh+/Tq++eYbODo6lrveiqxbtw7h4eFo2rSpZdlLL72EdevWwWAwWOW9n67wZXUvnzJlCq5cuYLi4mLEx8fj+eefL7X+l19+GX/99RdUKhUuX76MUaNGVbidadOm4ebNmxg/fjxOnz6NxMREbNiwAVOmTKlUORljjDEAUCgUyMzMLLU8ODgYvr6+6Nq1KxYuXIhHHnkEFy5cQLt27R56m3xRmLGycaOb1WkRERFQqVTo3r073n//fcyZMwePPPKI5f1NmzbB09MTjz76KMLCwnDmzBkcOHAAbm5u2LhxI7766itLN2Vvb29s3Lixwu19+eWXWLRoETp16oTjx49j27ZtaNSokVWezz//HDNnzkTr1q1x/vx5zJo1CxMmTMCUKVPQtm1bLF68GGvXrrU02D/55BO0adMGjz76KFq3bo2pU6ciJycHACAWi7Fnzx4oFAr07dsXvXv3hlKpxO7duyGRSCzbHDBgAIKCgjBgwABERERg4sSJlob7k08+iRs3bliueJd3NXvdunXo3r07AgMDLcvatGmD0NBQrF+/HgAgl8vx66+/ok+fPujRowcSExOxc+dOODk5VfI3VlpgYCB2796NP//8Ex06dMDYsWPRp08fLFu27IHWl5mZiT179lguoDg4OGDs2LFYtWrVA5exLI8//ji++eYbLFq0CO3atcOKFSuwevVq9O/f3yrf3Llz8ccff6BDhw7YuXMn1q1bBzc3t1Lrk0qlSE1NxVtvvYUOHTpAoVBY0rhx46q07Iwxxmqf4cOHo6CgoNqP+VlZWcjMzERiYiI2btyI3r17Izs7G99//70lT8kF/VmzZiEjIwP5+fmYPXs2RCIRvvjiC+Tm5uLGjRtWNwkYYxUjTpzqYoqMjKSoqCirZSdOnKAFCxYQAOrduzcVFBSQVCq1ypOYmEiTJ08mADR37lw6e/bsPbfl5+dHRETvv/++ZZlIJKLr16/Te++9RwAoPDyciIhGjx5tySOVSkmpVFKPHj2s1vfTTz/RunXrCAD9888/9PPPP5e53fHjx1NcXJzVMolEQiqVigYPHkwAaPXq1ZSUlERCodCSZ+PGjbRhwwbL66SkJJo2bdo99/Ps2bP00UcfWV5/+umndPz48XLzCwQCKiwspBEjRliWERE99thjVnXi4uJieT80NJSIiPz8/Cx18cMPP1itt3fv3mQwGMjOzq7M7Zb3eyvZz9GjR1NiYiIBoBdeeIFOnz5NACg/P58iIiLKLGvJ7zg0NLTMskdERFB+fr7ls0eOHKEVK1ZYbX/jxo20fft2q/V//PHHlteOjo5ERDR06NBSZReLxRQUFEQ3btyg//3vfxQUFGRJEomkVP67y8OJEydOnOpWioyMpMWLFxMAeu6550rF0/Ji3d3xqqxUVtwvKyaXpGnTphERUePGjQkwn1sUFhbS0qVLKTg4mF588UUiItq1axfNmjWLWrRoQR9++CEVFxdTkyZNrNbF8YkTp9KJ73SzOu38+fNWr9PT0+Hp6QnA3I3ZyckJubm5VncNAwICEBQUVO46v//+e6v8dzp+/LjlZ6PRiFOnTqF169ZWeU6dOmX5uUWLFpDJZNi3b5/VOidMmGApw/fff49nn30WZ8+excKFC9GzZ0/L50NDQ9GiRQurz+bl5cHe3t5qHy5evAiTyVRmPZTnznWWXN1et26d1RX25557DuvWrbO89vT0xI8//ojLly+joKAARUVFcHJyQvPmzSvcVkVCQ0MxceJEq/Ls2bMHIpEIAQEBD7TOHTt2wMnJCf369cNLL71U5Xe5AaB169Y4evSo1bKjR4+W+j7c+R1Vq9UoLCws83cjFAoRFRUFX19fvPvuu4iJiUFMTAzCwsKg1+urvPyMMcZqh9deew3fffcdRo0ahR07dli91759e6v4qFAocPHixSovQ3x8PADA39/fsiwvLw9vvfUWLl++jNWrVyM+Ph6Ojo5YsGABrly5ggULFkCn06FPnz5VXh7G6huxrQvA2MO4uzFCRBAKzdeSnJyckJ6eXqq7LwAUFBSUu845c+bgq6++euAyqVQqy88l3a5HjBiB1NRUq3zFxcUAgN27d8PPzw/Dhw/H4MGDceDAASxfvhzvvfcenJyccPr0aYwfP77Udu4c1KuieihPx44dLT8XFRUBADZs2ICFCxeiU6dOcHBwQLNmzay63P/6669wd3fHtGnTkJKSguLiYhw/fhxSqbTMbZRcCBAIBJZld3aLB8x1tGLFCnz77belPn/9+vUK96E8RqMRv/32G+bPn4/u3bvjiSeeeKD1VIXK/m5MJhP69euHL774Aq6urnjllVcAACkpKTVSTsYYYzVvzJgx8PT0RO/eva0u2pdISEjA6NGjrZY1adIEhw4dqtJylMTpO8d9uXjxotXrzMxMXLhwwfLaZDIhNzf3nhf5GWPc6Gb12JkzZ+Dt7Q2DwVBuw0Wn05UaYTw7O7vcUap79OiBw4cPAzCPTB4WFlbhs8eXLl2CVqtF8+bNERUVVW6+nJwcrFmzBmvWrMHhw4fx5Zdf4r333sOZM2cwduxYZGVllbrrfj/K2s+rV6+WypeamopDhw5h/PjxcHBwwL59+6zqonfv3njttdcs02w1bdoUjRs3Lne7JZ/18fGxXOi4s7EPmH9Pbdq0KbM8D2PVqlV477338Pvvv1d4keVBxcXFoXfv3lizZo1lWe/evXHp0qUHWp/BYMDVq1exefNm/Pjjj1CpVMjIyLC837RpU9y8efOhy80YY6z2OHv2LDp37oyXXnqpzEa3TqcrFR/vHhS0KpT00kpOTrYsK+ui8YNc5GeM8UBqrB7bv38/jh8/jr///huDBw+Gn58fevbsif/9738ICwsDYA4uAQEBCA0Nhbu7e7l3bEu8/vrrePzxxxESEoLly5fDzc2twq7LSqUSX331FRYvXowJEyYgMDAQnTp1whtvvIEJEyYAAObPn4/Ro0cjKCgIbdq0wciRIxEXFwfA3N07JycH//zzD/r06QN/f3+Eh4fjm2++QZMmTSpdF8nJyejXrx98fX3h7u5eYd5169bh2WefxdNPP23VtRwAEhMT8cILL6BVq1bo1q0b1q1bB7VaXe66rly5guvXr2PevHlo0aIFhg8fjnfeeccqz8KFC9GrVy8sXbrU0p1+9OjRWLp0aaX3ryzx8fFwd3cvNX1YVfnyyy8xceJETJkyBS1atMD//d//4cknn3yoXhKAeT7wmJgYbN++HeHh4QgICMBbb72FFStWVFHJGWOM1RZXr17FgAED8Nhjjz103HtQ9vb2eOWVV3Do0CHLQK6MsarFjW5Wrw0fPhxRUVFYvXo1Ll++jN9//x1+fn6WKTT+/PNP7N69G5GRkcjJycFzzz1X4fpmzpyJmTNn4ty5c+jTpw9Gjx6N3NzcCj8ze/ZsfPLJJ5g1axbi4uKwe/dujBgxAklJSQDMV7EXLFiA8+fPIyoqCkajEc8++ywAQKPRoF+/frh+/Tr++usvxMXF4eeff4a9vb2lS3hlzJkzB/7+/rh69eo9A+rmzZvh7u4OR0dH/P3331bvvfzyy3Bzc8OZM2fw22+/4dtvv0VWVla56zIYDHjuuefQqlUrnD9/HjNmzMBHH31klSc2Nhbh4eEIDg7G4cOHcfbsWXz88cdIS0ur9P6VJy8vD1qt9qHXU5Z//vkH06ZNw7vvvouLFy/i1VdfxYsvvvjQXf5MJhNGjRqFM2fOYNOmTbh06RIeffRRzJw5s4pKzhhjrDZJTEzEgAED8NRTT2Hx4sXVvj1PT094eXmhRYsWlqlQPTw8MHXq1GrfNmMNmc1Hc+PEqbanyowUyqnmUmVHna/PiUeH5cSJE6e6ne4cvRwAtWrVijIyMuirr74ioPpGLyciMhqNVFhYSGfPnqWFCxeSl5eXVd7Vq1fTli1bKixvedvh+MSJU5nJ5gXgxKnWJ2501640d+5cMhgMpFAoaOrUqTYvT00nhUJBGo2GT2o4ceLEiVOZqbJThVZH4kY3J06lk+DWD4yxCvj5+SE5ORkdO3bEuXPnbF2cBs/NzQ2NGjUCYB6s7X662tcHJdPFGY1Gq0FvGGOMMQBISkqCj48P9Ho9mjRpUmNxUqFQQCwWQ6vVws3NrUa2yVhdwI1uxhhjjDHG6pHmzZtbpui8du2a1dRf1YkvCjNWNm50M8YYY4wxxhhj1YRHL2eMMcYYY4wxxqoJN7oZY4wxxhhjjLFqwo1uxhhjjDHGGGOsmnCjmzHGGGOMMcYYqybc6GaMMcYYY4wxxqoJN7oZY4wxxhhjjLFqwo1uxhhjjDHGGGOsmnCjmzHGGGOMMcYYqybc6GaMMcYYY4wxxqoJN7oZY4wxxhhjjLFqwo1uxhhjjDHGGGOsmnCjmzHGGGOMMcYYqybc6GaMMcYYY4wxxqoJN7oZY4wxxhhjjLFqwo1uxqpReHg4iAjh4eFWy59//nnExcVBp9MhPz/fRqVjjDHGGMDxmjFWvbjRzRqMqVOngogQHR1t03KEhITgl19+wdWrVzF58mS88sorNilHUlISiMiSlEolTpw4gRdeeKHczzRr1gzff/89kpKSoNVqkZmZiS1btqBXr15l5vfz88OqVatw5coVaDQapKen49ChQ5g3b55VvsjISMTGxj7U/vj5+Vntj9FoRG5uLnbu3IkePXqU+7levXrhr7/+QkZGBrRaLZKSkvDDDz+gWbNmZebv3bs3du7ciZs3b0Kj0SAlJQVbt27Fc889Z5WPiLB06dJyt1vRPru7u4OIMHfu3ErsOWOM1S8cr61xvDbjeM3qMrGtC8BYTRk/fjySkpLQvXt3BAUF4erVq9W+zaioKNjb20On01mW9e/fHyKRCNOmTauRMlTk7NmzWLRoEQDAx8cHkyZNwpo1a2BnZ4eVK1da5e3Vqxd27twJAFi5ciUuXboEb29vTJw4EYcPH8a0adOwbNkyS/6goCD8999/0Gg0WLVqFZKTk+Hj44POnTtjxowZpQJ5VVm/fj127twJkUiE4OBgvPbaa4iMjETXrl1x4cIFq7xvvPEGvvnmG1y7dg1Lly5Feno6WrdujUmTJmHs2LEYPnw4jh8/bsk/ZswYbNy4ETExMfjmm2+Qn5+PgIAA9OvXD5MnT8aGDRuqZZ8YY6wh4XhdGsdrjtes7iNOnOp78vf3JyKixx9/nDIzM2nOnDk2K8vs2bOJiMjd3b3K1uno6Hjfn0lKSqJt27ZZLfPw8KCioiK6ePGi1XJXV1dKS0uj9PR0CgwMtHrP3t6eDh06RAaDgXr27GlZvmzZMtLpdNS8efNS227cuLHV68jISIqNjX2oOvDz8yMionfeecdq+dChQ4mIaPny5VbLe/XqRQaDgQ4dOkQODg5W7wUGBlJ6ejqlpqaSq6urZfmFCxcoNjaWJBLJPfeJiGjp0qXllreifXZ3dyciorlz59rse8qJEydOtkgcr0snjtccrznV/cTdy1mDMH78eOTl5WHHjh3YvHkzxo8fX2a+Nm3a4MCBA1Cr1bhx4wY+/PBDvPjiiyAi+Pn5WfKV15UoKSkJq1evtry++xmxpKQkfPzxxwCAnJycUusZNmwYoqKioFQqUVRUhO3bt6NNmzZW21i9ejUUCgUCAwOxY8cOFBUVYd26dQDM3ZxCQkLg4ODwQPWUk5OD+Ph4BAUFWS1/9dVX4ePjg/feew/Xrl2zek+r1SIiIgJEhDlz5liWBwUF4ebNm7h+/Xqp7WRnZz9Q+R7E4cOHLeW50+zZs0FEiIiIgEajsXrv2rVreP/99+Hr64tXX33VsrzkboBery+1nZrcJ8YYq684XlcOx2szjtesruBGN2sQxo8fj7/++gt6vR4bNmxAcHAwunTpYpXHy8sLkZGR6NixIz7//HMsWbIEEyZMwLRp06qsHNOnT8dff/0FAJgyZQqef/55y+vnn38eO3bsgFKpxIwZM/DJJ5+gTZs2OHLkiNUJBACIxWLs2bMHWVlZePfdd/Hnn38CMHe/io+PR7du3R6ofCKRCE2bNi01WMyoUaOg0Wjwxx9/lPm55ORkHDlyBAMHDoS9vT0AICUlBc2aNcOAAQMeqCxVxd/fHwCs9snBwQGDBg3C4cOHkZycXObnNm7cCK1Wi5EjR1qWpaSkYNCgQWjSpEl1FpkxxhosjteVw/H6No7XrC7gZ7pZvde5c2e0bt0ab775JgDgyJEjuHHjBsaPH49Tp05Z8s2YMQOenp7o1q0b/vvvPwDAr7/+isTExCoryz///IOOHTviySefxObNm5GbmwsAkMlk+Pbbb7Fy5UqrK7W//vorEhIS8MEHH1gtt7e3x6ZNm/DBBx88VHkkEgnc3d0BAN7e3nj//ffh4+Nj9awXYL6jkJCQYPWs293OnTuH/v37o0WLFrhw4QK+/fZbvPDCC/j3339x9uxZHDp0CJGRkdi3b1+pK9VVydHREe7u7hCJRGjZsiW+/vprAMDmzZsteVq2bAmJRIJz586Vux6dToeEhAS0bt3asmzhwoVYtWoVrl69iqNHj+LIkSPYu3cvjh07BiKqtn1ijLGGgON1+Thec7xmdRvf6Wb13vjx45GRkYHIyEjLso0bN+LZZ5+FUHj7T6BkEI6SAA6Yu2+VdAWrToMHD4abmxs2bNgAd3d3SzIajThx4kSZV5+///77Usvmz58PgUCAQ4cOVWq7Q4cORU5ODnJycnDhwgVMmDABq1atwnvvvWeVTy6XQ6FQVLiukvednZ0BAJcuXULHjh3x22+/wd/fH9OnT8c///yDzMxMTJo0qVLlexAff/wxcnJykJmZiSNHjqB169Z4++23LXcXSvbnzjKXR6FQWPYHMHcVHDp0KA4ePIg+ffpgzpw5OHLkCBITE9GzZ8/q2SHGGGsgOF6Xj+M1x2tWt3Gjm9VrQqEQzz77LCIjIxEQEICgoCAEBQXhxIkT8Pb2xqBBgyx5/fz8yrxKnpCQUO3lbNmyJQDztBQlQbUkDR06FJ6enlb59Xo9bt68+dDbjY6OxiOPPIKhQ4finXfeQX5+Ptzc3EpdIVcoFJbAV56yAmNiYiImTJgADw8PtG/fHrNmzYLBYMBPP/1kVfdVacWKFXjkkUcwcuRIfP3113BwcIBIJLLKU1LGyuzT3YF+7969GDZsGFxdXdG3b18sW7YMfn5+2L59Oxo3blyl+8JX4xljDQXH64pxvOZ4zeo27l7O6rWBAwfC19cXzz33XKl5GQHzVfV9+/ZV2fbuDhaVVXIF//nnn0dGRkap9w0Gg9Xr4uLiKjnA5+Tk4MCBAwDMwSk+Ph47duzAtGnTsHjxYku+uLg4dOrUCVKptNwuax06dIBOpyvzRMhkMuHChQu4cOECjh8/joMHD2L8+PGWbVelxMREy3p37NgBo9GIzz//HJGRkTh9+jQA4MqVK9Dr9ejQoUO565FKpQgJCbHq0ngnjUaDI0eO4MiRI8jJycG8efPw6KOPYs2aNZUqp1arLXcAHUdHR0sexhhrCDheV4zjNcdrVrdxo5vVa+PHj0dmZiZef/31Uu89+eSTeOKJJzBlyhRotVqkpKRYrmDfKSQkpNSyvLw8uLq6Wi2TSCTw8fF5oHKWzP+ZlZVVLYGtsnbu3ImDBw/igw8+wIoVK6BWqwEA27dvR69evfD000+X2X3Pz88Pffv2xf79++8ZeEqC4oPW1f369NNPMXnyZPzvf//Do48+CgBQq9WIjIzEwIED0bx58zJHbH3mmWdgb2+P7du333MbD7JPKSkploFs7q6zku9cSkpKpdfHGGN1Gcfr+8Px+jaO16yusPm8ZZw4VUeyt7enwsJCWrlyZZnv9+zZk4iInnnmGQJAX3/9NRERde3a1ZLHw8OD8vPziYjIz8/PsvzkyZN0+vRpq/W9/vrrRES0evVqy7Lw8HAiIgoPD7csmzt3bql5P+VyORUUFFBkZCSJxeJSZfXw8LD8vHr1alIoFGXuk7u7O4WEhJSax7KsVNa8nwBo2LBhREQ0bdo0y7JGjRpRRkYGpaWlUUBAgFV+Ozs7+vfff0vN+9mnT58y9+Xpp58mIqIlS5ZYllXnvJ8A6PPPPyciotDQUMuyvn37ksFgoH///Zfs7e2t8vv7+1NaWlqpeT8HDhxY5raXL19umVe2ZNm95v0cPXp0qXoGQAKBgP7880/SarVWv3dOnDhxqq+J43XF9cPxmuM1p7qf+E43q7dGjx4NZ2dnbN26tcz3o6OjkZWVhfHjx+OPP/7AF198gRdeeAG7d+/GN998A5VKhVdeeQUpKSmlrpKvXLkSK1aswObNm7Fv3z6EhoZi6NChDzz3o0KhwNSpU/Hbb7/hzJkz+P3335GdnY3mzZtjxIgROHr0qGU014q88cYbmDdvHvr371/pwVnutnv3bsTGxuLtt9/G8uXLYTAYkJeXhzFjxmDHjh04c+YMVq5ciUuXLsHb2xsTJ05EixYtMG3aNBw/ftyynhkzZiAsLAx//fUXzp8/D8A8Mu2ECROQm5uLJUuWWG23cePG+PDDD0uVJykpCevXr3+gfSnxzTffYPr06Zg5c6al2+Lhw4fx7rvvYvHixTh//jx++eUXpKeno1WrVpg8eTKEQiGGDx+OgoICy3r++ecfJCUlYdu2bbh69SpkMhkeeeQRjB49GidPnsS2bdusttulS5cy9+ngwYPYtm0b9uzZgyVLlqBbt244duwYHB0dMXr0aPTp0wcffvghcnJyHmq/GWOsLuB4zfG6BMdrVp/ZvOXPiVN1pH/++YfUanWFV5FXrVpFxcXF1KhRIwJA7dq1o8jISFKr1XTjxg368MMP6cUXXyx15VwgENCCBQsoKyuLlEol7dq1iwIDAykpKemBrpzfmX/Xrl2Un59ParWaEhMTadWqVdS5c2dLnoqunJes+87tlZfKu3IOgCZMmEBERBEREVbL/fz8aMWKFZScnEzFxcWUlZVFf//9N/Xu3bvUOnr27ElLly6l8+fPU35+PhUXF1NycjKtWrWq1NX3yMhIKs++ffsq9fuu6Mp5ye9ar9dTYGCg1fI+ffrQli1bKCsry1LGFStWUPPmzUutY+zYsbR+/XpKTEwklUpFarWaLly4QJ988gk5OTlZ5a3Ihx9+SABIKpXSnDlz6NKlS6TRaEihUNCxY8do3LhxNv/74cSJE6eaShyvK64fjtfmxPGaU11Ogls/MMbKERERgV9++QX+/v78zA5jjDFWS3G8ZozVVjxlGGOMMcYYY4wxVk34mW7GWK0mkUjQqFGjCvMUFhbydB2MMcaYDXG8Zqx83OhmjNVqvXr1wsGDByvMM3HiRPz66681UyDGGGOMlcLxmrHy8TPdjLFazdXVFWFhYRXmuXjxIjIyMmqoRIwxxhi7G8drxsrHjW7GGGOMMcYYY6ya8EBqjDHGGGOMMcZYNeFGN2OMMcYYY4wxVk240c1YA+Dn5wcisiSDwYCUlBT89ddfCA0NtXXxGGOMMXaf5HI55syZg5iYGCgUCqjVasTGxuLzzz+Hj49PqfwjRozArl27kJOTA41Gg4SEBHz55Zdljji+evVqq/OGwsJCxMTE4O2334ZUKq2J3WOsXuFnuhlrAPz8/JCcnIz169dj586dEIlEaN26NaZOnQo7Ozv06NED586ds3UxGWOMMVYJAQEB2L9/P5o3b45NmzbhyJEj0Ol06NChA5577jnk5eUhJCTEkv/LL7/Eu+++i5iYGKxfvx55eXno3LkzXnrpJeTk5GDQoEG4fPmyJf/q1avx7LPPYtKkSQDMg6Q99dRTGDBgAH7//Xc899xzNb7PjNV1xIkTp/qd/Pz8iIjonXfesVo+cuRIIiL64YcfbF7GeyUHBwebl4ETJ06cOHGydRKJRHT27FlSKpXUu3fvUu/L5XL63//+Z3n97LPPEhHRhg0bSCgUWuXt2rUrKZVKOnfuHIlEIsvy1atXk0KhsMorEAjo5MmTRETk4+Nj83rgxKkuJe5ezlgD9u+//wIwXzEvMWbMGJw6dQpqtRrZ2dn47bff4Ovra3l/1KhRICK0b9/esuzJJ58EEeHPP/+0Wv+lS5fw+++/Wy0bP368Zf25ubnYsGEDmjZtapUnMjISsbGx6Ny5Mw4dOgSVSoXPPvusyvabMcYYq6ueeuopdOzYEZ9++imOHj1a6n2FQoGPPvrI8nru3LnIy8vDK6+8ApPJZJX3v//+w8KFC9GhQweMGTOmwu0SkWUebn9//4feD8YaEm50M9aABQUFAQByc3MBABEREdi0aROMRiNmzZqFn376CU8++SSOHDkCFxcXAMCRI0dgMpnQr18/y3r69u0Lo9GIPn36WJZ5eHigdevWiIqKsiz74IMPsGbNGiQmJuLtt9/GkiVLMGjQIERFRVnWX8Ld3R27du1CTEwMpk+fjsjIyGqrB8YYY6yuGD16NADgt99+u2feFi1aoFWrVvjnn3+gUCjKzLNmzRoAwMiRI++5vrvPGxhjlWfz2+2cOHGq3lTSvXz27Nnk7u5Onp6e1K9fPzp9+jQRET3xxBMkFospIyODzp8/T3Z2dpbPDh8+nIiI5s2bZ1kWGxtLv//+u+X1qVOnaOPGjUREFBISQgDo8ccfJyKi9u3bEwBq3rw56fV6mjVrllXZ2rZtSzqdzmp5ZGQkERG98sorNq87Tpw4ceLEqTal06dPU35+fqXyjh49moiIpk2bVmG+goICOnXqlOV1Sfdyd3d3cnd3p8DAQJo5cyYZjUaKiYmxeR1w4lQHk80LwIkTp2pOJY3uuxUUFNB7771HAKhHjx5ERDRlypRSn7906RL9999/ltffffcdpaamEgBycnIivV5PgwYNoqysLJo0aRIBoEWLFlFeXh4JBAICQNOnTyej0UhBQUGWIF6SLl68SHv37rWsPzIykjQaDUkkEpvXHSdOnDhx4lSbUmJiIl2/fr1SecePH09ERC+99FKF+W7cuEGXL1+2vF69enWZ5w1HjhyhgIAAm9cBJ051LYnBGGswVqxYgU2bNsFkMqGgoAAXL16ETqcDYB7hHAASEhJKfS4+Pt6q6/jhw4cxdepUBAUFISgoCESE48eP4/Dhw+jbty9WrlyJvn374ujRoyAiAEDLli0hFApx5cqVMsum1+utXqemppZaxhhjjDV0RUVFCAwMrFTeki7lcrm8wnxyuRxZWVlWyzQaDUaNGgUAKC4uRlJSElJTUx+gxIwxbnQz1oAkJibiwIEDD72eI0eOAAD69euHwMBAnDlzBmq1GocPH8Zbb70FmUyGTp064cMPP7R8RigUwmQy4dFHH4XRaCy1TqVSafVao9E8dDkZY4yx+iY+Ph6dO3dG06ZNcfPmzQrzxsXFAQA6dOhQbp7mzZvDxcUFly5dslpuNBqr5JyBMcYDqTHGbklJSQEAq3k9S4SEhFjeB4AbN24gJSUFffv2Rd++fXH48GEAQFRUFAICAvD0009DLBZbDaJ29epVCIVCJCUl4cCBA6XSiRMnqnkPGWOMsbpv27ZtAIDnn3/+nnkTExORkJCAxx9/HE5OTmXmmTBhAgBg+/btVVdIxlgpNu/jzokTp+pN5c3TfWcqGUgtJiaGpFKpZfmwYcNKDaQGgH777TdKTk4mtVpNo0ePJgAkFAqpsLCQ4uPjSaVSWT2THRgYSHq9ntauXVvm9hs1amT5OTIykmJjY21eb5w4ceLEiVNtS2KxmM6dO0cKhYJ69OhR6n0nJyerebrHjRtHRERr164tNU93586dSaFQ0Pnz50ksFluWlzVPNydOnB48cfdyxhgAwGAwYMaMGfjll19w6NAhbNiwAV5eXpg2bRqSkpKwePFiq/yHDx/G888/D5PJZOlubjKZcOzYMQwbNgyRkZFWz2Rfu3YNH330ET7//HP4+/vj77//hkKhQEBAAJ544gn8+OOPWLRoUY3uM2OMMVbXGAwGPPnkk9i/fz+ioqLwxx9/4OjRo9Dr9Wjbti3GjRuH/Px8y1zd69evR9euXTF9+nS0adMG69atQ35+Pjp37oyXXnoJubm5GDNmDAwGg433jLH6zeYtf06cOFVvqsyd7pL09NNP0+nTp0mj0VBOTg799ttv5OvrWypf69atiYjo4sWLVss/+OADIiKaP39+met/4oknKCoqihQKBSkUCrp06RItXbqUWrZsacnDd7o5ceLEiROnipOLiwvNmzePzp07R0qlktRqNZ0/f54+/fRT8vLyKpV/9OjRtGfPHsrNzSWNRkOXL1+mL7/8ktzd3Uvl5TvdnDhVbRLc+oExxhhjjDHGGGNVjAdSY4wxxhhjjDHGqgk3uhljjDHGGGOMsWrCjW7GGGOMMcYYY6yacKObMcYYY4wxxhirJtzoZowxxhhjjDHGqgk3uhljjDHGGGOMsWoitnUBaoKvry8UCoWti8EYY4xVmlwuR1pamq2LUaM4XjPGGKtrKhOv632j29fXF6mpqbYuBmOMMXbfmjRp0mAa3hyvGWOM1VX3itf1vtFdcsW8SZMmfPX8IThKgIx3nQEA3l8VQa23XVkcBAJEtWgJAOh3JREaItsVhrH7IJAK0Prb1gCAuLfiQLrb312BxA7N3lgLALix7HmQvrjGyiUV2+OzCZsAAB+seRo6g7bGts3KJpfLkZqa2qDiFsfrh1dWrHYQCBAZ3BZHei8AcPtv3JbHnNqoouMzY4yVp7Lxut43uksoFAoO4g/BKAFQLABgrktbNroNAgFMKpWlLNzoZnWFQCqASn/7u2vd6NZBWWy4/V6NNrr10GuNlm1zo5vZEsfrB1dWrC6JmXf/jdvymFMbVXR8Zoyxh8UDqTHGGGOMMcYYY9WkwdzpZg9HbwS+PFZs+dmWDERYlZdr+ZmxOsMIZO/Ktvx8JzIaUXjiT8vPNVoskwH7z220/MwYq5vKitUGIvyamwW3y9twWqO2/I3b8phTK1VwfGaMsYclAFCvWy1yuRxFRUVwdnbm7mqMMcbqhIYYuxriPjPGGKvbKhu7+E43a7AcHR3h4eEBgUBg66IwxhoQIkJOTg7UarWti8JYncDxmjFmC1UZr7nRzSpFAKC5iznYXS8km3aPEADwEUsAAOkG/X2XRSAQ4MUXX0T//v2rumiM3ZNAZP47ImMZ31yhyPy/qeb7Ngpvbdtkg203VAcPHsTq1atB/JgMqyJlxWpzzJTCxckTWQY98pRZKHlH5NwYAGAsykZt7PhY0/G6wuMzY6zBqop4zY1uVikOEiB5uhwAIPvMtlOG2QsE2B8UBAAIu5xw36OXv/jiiwgPD8fGjRsRHx8Pg4GfYWU1RADY+doBAIrTiq3PcQUCSD2aAwB0OdeBGmyICSCAt5s/ACAjPxm2vaxW/4nFYrRq1QrPPPMMAGDVqlU2LhGrL8qK1fYCAfa0bIVD/RYDAN7+ecSt0culaDrV/N27/vVTtXL08hqN1xUdnxljDVJVxmtudLMGRSaToX///ti4cSN27Nhh6+KwhkYA2MMeAKBN0ZZudGvNh2RdZkqNN7qNKikA4GZOCje6a8DVq1cBAGPHjsXvv//OXc0Zu0uNx+uKjs+MsQarquI1TxnGGhR3d3cAQHx8vI1Lwhhr6EqOQx4eHjYuCWO1D8drxlhtURXxmhvdrEEpGYSFu5Qzxmyt5DjEg0MxVhrHa8ZYbVEV8Zob3YwxxhhjjDHGWDWxaaPbyckJixcvRnJyMtRqNY4ePYouXbpY5Zk/fz7S0tKgVquxb98+tGjRwkalZYzVJ3PnzgURgYgwbdo0WxeH1SMlI5wSER577DFbF6fKcMxmjNkKx2xWXWoqZtu00b1y5UoMHjwYL7zwAtq3b4+9e/di//798PX1BQC8//77eOuttzBlyhR0794dKpUKe/bsgZ2dnS2LzViNu/OAUFxcjMTERMyePRsikciSRygUYvr06Th//jw0Gg3y8vKwc+dO9OrVy2pdQqEQM2bMQFxcHNRqNXJzcxEdHY2XX375vsp0ZwAsSXFxcVZ5IiMjS+X5/vvvK1yvTCbD0qVLcePGDajValy8eBGvvvqqVZ5FixYhNzcX169fx7hx46zeGzNmDLZu3Vqpfbhw4QK8vb3x448/lpunTZs22Lx5M5KSksoN9jNnzsTJkydRVFSEzMxMbNmyBcHBwVZ5IiMjQSaCJkkDTZIGZCpdF82a+ODv336CSqlEZmYmvvjiC6vfMQCEh4fj9OnT0Gq1SExMRERERKnyvPbaa0hKSoJGo0F0dDS6du1aqfp4WPf6Tri5ueHbb79FfHw81Go1UlJS8M0338DZ2dlqPXevg4gwduxYqzxVUQ92dnZYtmwZcnJyoFAosHnzZnh6ej50PUybNg3e3t4PvZ7ahmM2Y5XDMbuZb3a4AAEAAElEQVSexOx71EWzZs2wfft2qFQqjtkcsyuFbJHs7e1Jr9fT8OHDrZafOnWKPvnkEwJAaWlp9M4771jec3Z2Jo1GQ2PHjq30duRyORERyeVym+xnfUlSEWjZcHtaNtyepCLblkUiENBHnl70kacXSQSC+/qsn58frVmzhvz8/Gxep/eTVq9eTTt37iQvLy9q3rw5TZkyhYxGI82cOdOS548//qC8vDx6+eWXyd/fnzp06EArVqwgnU5Hjz32mCXf/PnzKSMjg8aMGWPJ99JLL1n9rVUmzZ07l2JjY8nLy8uS3N3drfJERkbSihUrrPLc629xxYoVlJiYSOHh4eTn50eTJ08mvV5Po0aNIgA0cuRISk9Pp7CwMHr22WdJrVZbtuvs7EwJCQnUrFmzSpX/7Nmz98zXpUsX+uKLL2js2LGUlpZG06ZNK5Vn165dFBERQW3atKEOHTrQ9u3bKTk5mRwdHUvVRdNWTalpq6al6kIoFNL5Cxdp34GDFBoaSsOGDaOsrCz69NNPLXn8/f1JqVTSV199Ra1ataLXX3+d9Ho9DRkyxJLnmWeeIa1WSxMnTqTWrVvTihUrKC8vjxo3blzBfgrIzcmT3Jw8Cbi/v6n7+U60bduWNm/eTCNHjqTAwEAaMGAAJSQk0KZNm6zWQ0QUERFhtR47O7sqr4fvvvuOUlJSaMCAAdS5c2c6duwYHTlypMr+bonI6m/v7lTR8ai2xa6aiNm1bZ/rYiorVksEAvrIuwktHDyDnu3zFomFEnN+kZgaDZ5CjQZPIYjENi/73ckW8VrSSEKSRpKHXg/H7PoTs8urC6FQSOfPn6e9e/faIGZXTeKYjVL7UV7MrqJ4Xb2/0PKSk5MTERENHDjQavnhw4cpMjKSAgICiIgoNDTU6v2DBw/SkiVLKr2dqgziwe5Ceq2rhNp7Cq2WOwuFNNbFlTraO9ikLqsiid2bkkvvcVW2vmGdnyffRoE236+7U51tdP+6mv7e/rfVsj179tCxY8cIMB+siIhGjhxZ6rObN2+m7OxsSzA5e/YszZkz56HLVJkAGBkZSYsXL76v9cbGxtJHH31ktezOE/v33nuPNmzYYHkvIyODunTpQgDohx9+oOnTp1dZ+e9OSUlJZQbwu5OHhwcREfXt27fSdTFs2DAyGAzk6elpWfbqq69SQUEBSSTmk8DPP/+cYmNjrT63YcMG2rVrl+V1dHQ0LV261PJaIBDQzZs3acaMGZZlRESvvPIKbdu2jVQqFV26dIl69OhBQUFBFBkZSUqlko4ePUqBgff3N/wgdTpmzBjSarUkEomsyldRY7Uq6sHZ2ZmKi4vpqaeesuQJCQkhIqLu3bsTAAoPDycioiFDhtCZM2dIrVbTgQMHqHHjxjRs2DC6dOkSFRYW0rp168jBofTxvz41umsiZlf1Pg8NEtGLHR+uAdXNwZGec3W1ef3fmUQyEbn2diXX3h7k0KI7BfZ6gboHD6WWvh1tXraqTHU1XgPmRveWLVuslnHMNr/HMZtj9oPUg61jdlXEa5t1L1cqlTh27Bhmz54NHx8fCIVCjB8/Hj179oSPj4/lNn9mZqbV5zIzMyvsAiCVSiGXy61SVZndT4rlwx0wpo3EavlUdw/M9fbGC25uVbatmiSQ2MPrmU/g2mcc3B99CxA83Neig39vjOz6It57cjkGth8DAWr/yLwCiV25CSJJpfMKxNJK5b1fQjshhBIhpD5SCMTm+tRoNJBKzdsbN24cEhISsH379lKfXbRoETw8PDB48GAAQEZGBgYOHFjhtAcRERGgSswT3bJlS6SmpuLq1atYu3YtmjVrVirP+PHjkZ2djdjYWHz22WdwcHCocJ3Hjh3D6NGjLV1W+/fvj+DgYOzduxcAcO7cOXTp0gWurq7o3LkzHBwccOXKFfTu3RudO3fGt99+e89yVzcXFxcAQF5entXyiuqiZ8+eiI2NRVZWlmXZnj174OLigrZt21ry7N+/32qde/bsQc+ePQEAEokEYWFhVnmICPv377fkKTF79mysWbMGHTt2RHx8PNavX48VK1ZgwYIF6NKlCwQCAZYtW3bf+16Z78SdXFxcUFRUBKPRaLV8+fLlyM7OxokTJ/Diiy9avVcV9RAWFgapVGqVJyEhASkpKaXqat68eXjjjTfQq1cvNGvWDH/88QemT5+OcePGYcSIERgyZAjefPPNStZQ3VQdMbs643Wf5iLsfl6G70bYo7XHg8W0dvb2+KV5c8xo7InmEsm9P1BDJO4SNJ3cFF7PNIbnU7PRpctzeGHA++gRPNTWRasxtT1ml4VjNsfskjwcsxtmzBbX+Bbv8MILL2DVqlVIS0uDwWDAmTNnsGHDBoSFhT3wOmfNmoV58+ZVXSHvcCjFiOc7AOF+1s9r/FNUiIhGjTDIyQnOQiGKTKZq2X51Ib0WBUfWw33YG3DqMAQCOxlytn0JGK2n6fBwNDf2ctQVH9ivZVxEbMpxtPfriSd7TUWb5t3wW+QXKFTnVFmZ3W49M5N/1x/9g2r+9p/lvqe++h+yN8+3vG76xjoIpfZl5tVej0XmhlmW102mrILI0aVUvpSFI++rfKQngMyNbztfO/Rr3w9Dhw7F0qVLAQDBwcGlns0qUbK85Hmlt99+G5s3b0ZGRgYuXryIY8eO4Z9//sHu3bstnyksLLzn3KgnTpzAxIkTkZCQAB8fH8ydOxeHDx9Gu3btoFQqAQDr169HSkoK0tLS0KFDByxcuBAhISF46qmnyl3vm2++iR9//BGpqanQ6/UwmUyYPHkyDh8+DADYu3cv1q5di//++w8ajQYRERFQqVT4/vvvMXHiREydOhVvvvkmcnJy8Morr+DSpUuVrOWqIRAIsGTJEhw5cgQXL160LLfURcatulhgXRfe3t7IzMwyX/Qi8zGkpAFT0mgx5yndqHFxcYG9vT3c3NwgFovLzNOqVSurZatXr8amTZsAAAsXLkR0dDQ+/d+nlhOlb775BqtXr76vfa/Md+JO7u7umD17dqnn82bPno1///0XarUaQ4YMwXfffQcnJyfL970q6sHb2xvFxcUoLCwslefuRuJHH32EY8eOAQB+/vlnfP755wgMDERSUhIAYPPmzRgwYAC++OKL+6qvuqaqY3Z1xusj143YmajH8JYSrH3SAT1WqqC/z9B8QavFYZUSfWVOeL+xJ95IS62Wst4v0ptjsEBEMKoLUSRuBABoJDc/21hWrHYTieBo74JCoxFK7e3vvNDB/GymSVNUI2WvKrU9Zt9t0KBBHLPraswupy7Ki0Ml71WUp6pi9ieffMIxuw7FbJs2uq9du4b+/fvD0dERzs7OyMjIwO+//45r164hIyMDAODl5WX5ueR1TExMuetcsGABvv76a8truVyO1NSqCZSHks0NvO5NRbATAcW32nvxxcWI12rRyt4ejzo7Y2NBQZVsryapYvfBVKxE41HvQxbSG0I7R2T/9SlIrwUAOEqA7PfMdyFknxVBrS9/XUptAVbs/gi9W4/EUz2nolXTMHzw9E/YELUYMUlRD11WB4EAR1u0BACEXU6AphJXd+s6MhAeHfQosi9kQyKWQCgU4ve/fse8j+dZ8lR27sC4uDi0a9cOYWFh6N27N/r164dt27bhl19+weTJkwEAf//9N/7+++8K13NnwI+NjcWJEyeQkpKCZ555BqtWrQIA/PTTT5Y8Fy5cQHp6Ov79918EBgbi2rVrZa73zTffRI8ePTBq1CikpKSgX79+WL58OdLS0nDgwAEA5hGS58+/fVI1Z84c7N+/H3q9Hh999BHat2+PkSNHYs2aNaVGV65uy5cvR7t27dCnTx+r5T/99BMgAOz97HHlyBWkR6Tj3wN31IVAAKGdA6RegdBlXgWq+Xt9/vx5y89ZmeYr9RnXCyCAAARCZmYmHBwcIJfLoVAoKrXOynwnSsjlcuzYsQOXLl0q1fD63//+Z/k5JiYGMpkM7733niWA17Q76yozMxMqlcoSvEuWdevWzRZFq1FVHbOrM14DwMtbtbgwVYTOPiLMCbfD7Mji+17Hwqws9PCXYaBcjl6OjjimVldZ+R6U6dbVA6FECF1WEoqamnvZNZJ7lxmrHQQCRAW3xaF+iwEAb/88AjqDFgKJHZq9tR4AcP3rp0D6+6+fekXw0B39rIwcORIKhQISiTlmr1+/3upYxzG7DsTsWypbF9Xp7jgEmH+Pdy7jmG1WW2O2TRvdJdRqNdRqNVxdXTF06FC8//77SEpKQnp6OgYNGoRz584BMP/Cu3fvXuFIijqdDjqdrlrKmZhnQrrCBB+5EN2bihCVcvsu65aiQsyyt8cTzi51stENAJrLx5G1eR4aP/kRHPw7wevZ/yFr03yYtJX7473b0bjtSEyLwcRBH6B54xBMGjIX0Qm7sfnocmj1tj9xudP1r8u/ikt39Vy4uWx8+Su6q6GU+sNLD1WuO0VGRmLq1Kkw2ZuQpcmC0WQEuRKEeiEuX76M1q1bl/m5kuWXL1++o5iEU6dO4dSpU/jmm28wfvx4rF27Fp9++imSk5MfqHyFhYW4fPlyhVMEnThxAgDQokWLMoOWvb09PvvsMzzxxBPYuXMnAHMg6NixI959911LAL9TSEgInn/+eXTq1AkvvfQSoqKikJOTgz/++AOrV6+Gk5NTmVdsq8PSpUsxcuRI9OvX756Nh7vrIiMjA917Wgd9Ly8vALA0YjIyMizL7sxTWFgIrVaLnJwcGAyGMvPc2RACAL3+9pWzkm6JBkPpZULhg5+FlvedcHJywu7du6FQKPDEE0/AYDCUswazEydOYM6cOZBKpdDpdFVSDxkZGbCzs4OLi4vVlfPK1NWdr0uWPUw91TVVFbOrM14DQIaS8Op2LTY/44hZfaTYmWjA8Zv31zvqmk6H9fn5iGjUCLM8vfBEchIq/rZWPzLcutMtFkCflYTC5h0BAK6yxhBWZauxFquumJ29/TUAQPENrfkpzIdQErN1Oh3S0tKsuuNyzK4fMfvuhltNx+yylnHMrr0x26ZH5yFDhmDo0KHw9/fHI488gsjISMTHx1u6RyxZsgQfffQRRo0ahXbt2mHNmjVIS0u759W86nToVkP77i7mO4qKoCdCBwcHBEmlZX20TtCmnEPm7x/CqCmCnW8reI3/HCIn9wdeX1bhTSz6+y3sObseJjKhR8gwzByzAgFebaqw1A+P9MXlJhj1lc5LBl2l8j4IlUqFq1evIuliEtQ31SA9QSAWQOotxaZtmxAcHIyRI0t3gXvnnXeQk5ODffv2lbvuku5cMpnsgcpW8tmgoCCkp6eXm6djx44AUG4eiUQCqVQK010nTUajsdwD5IoVK/D2229DpVJBJBJBcuvZy5L/756+o7osXboUTzzxBAYOHFipk6C76+L48eNo1zoYjd0bWfIMHjwYhYWFlt/P8ePHMWjQIKv1DB48GMePHwdgDjSnT5+2yiMQCDBo0CBLnppU1ndCLpdj79690Ol0GD16NIqL7/330LFjR+Tl5VkaaFVRD6dPn4ZOp7PKExwcDD8/P5vUVV1QF2P2n3EGrDmng0gowJonHCB7gEezv8vNQZ7BgCA7OzzravuxW253LxdAl30NSgFgJBNEQhGcHct/7rc+qa6YDWMxYKzamH3jxo1Sz7/+/vvvHLPrQcxu3749GjdubMnDMduMY3b57mvUuqpMTz/9NF25coW0Wi2lpaXR0qVLydnZ2SrP/PnzKT09nTQaDe3bt49atmx5X9uo6tFQp3SREM11pv0vOJZ6b5lvE7oU0ore9qj+Yf6rO0ncm1GT134hvxnbqcmrK8nZw5torjPRXGdylDzYOoO829P8ceto2asH6NvJe2l4lwgSCkX3vR4HgYAuhbSiSyGtyKEBTRl290ioEIAkHhKy97cne3972rJjC+Xm5tJLL71Efn5+1L59e/rhhx9KTT+yadMmmj59OnXr1o2aN29O4eHhdOzYMYqPj7eMRvn4449TXFxchWX68ssvqV+/fuTn50c9e/akvXv3UlZWFnl4eBAACgwMpI8++og6d+5Mfn5+NGrUKLpy5QodPHjQaj1xcXH0+OOPW15HRkZSbGwshYeHk7+/P0VERJBaraYpU6aUKsOkSZOspq7o2rUrFRQUUPfu3WnevHl04cKFcstf2VE7JRIJhYaGUmhoKKWmptIXX3xBoaGhFBQUZMmzfPlyys/Pp379+llNmWFvb29dF2GdKbh3MD016alSdSEUiSj2UjztjYyiDqGhNGTIEMrMzCxz+pGFCxdSSEgITZ06tcxpNzQaDU2YMIFatWpFP/zwA+Xl5VmNsHr3CJ3+fv5ERDS0/2gS3JoyrGQUUBcXl0p/T+/1nZDL5XT8+HE6d+4cBQYGWtWVUGieFWLkyJH08ssvU9u2bSkoKIimTJlCSqWS5s2bV+X18N1331FycjL179+fOnfuTEePHqWjR49a3i+rDiIiIig/P79S36X6NHo5UP0xu7r22dkOlDzNiWiuM/0w0v7B9t3FhS6FtKLoFi3JTXT/casqk0AqoHa/tKN2v7QjqW8A+c3YTp9M2UvLXj1AbZu2LxWrHQQCim3dgZa9eoCWvXqApGJzHQgkduQ3Yzv5zdhOAomdzfanvFTj8VoASzyF4OHWVWbMviv9+eefHLNre8yuoC5KpgzbvXs3dejQoUZjtp+fX6nZIjhmV2/MrtNThtVUquog3tpDSDTXmVQfyEkitH5vkJMTXQppRZGBQSSsBfv+sEnk7Em+k38kvxnbqeXrKx+60Q2A7KUymjBgpiX4v/P4UvJw9r2vdXCj+67fk0xE9s3tSRYko5n/m0mxF2NJq9VSQUEB7dq1i3r16mWVf9KkSXTgwAHKzMwkrVZLycnJtGrVKmrevLklT0REBJG5r1K5acOGDZSamkparZZu3LhBGzZssJquomnTpnTw4EHKyckhjUZDly9fpoULF5b6WyQyz+9Y8trLy4tWrVpFN2/eJLVaTXFxcfR///d/pbbv6elJSUlJ5OPjY7V89uzZlJOTQ5cuXaKuXbuWW/7KBvCS4Ha3yMhIq30oS8l+WdWFVkOJ1xJp4Rd31YVAQC269KNd+yNJpVJRVlYWffnll1bTcgDmoHLmzBnSarV05coVq7orSa+//jolJyeTVqul6Oho6tatW6k6v99Gd0k9hIeHP/B3omSdZSn5mxw6dCidOXOGioqKSKFQ0NmzZ+mVV14hwV1/61VRD3Z2drRs2TLKzc0lpVJJf/75J3l5eZUqLze6ayZV5z739xdZYtiIlvc/J7UQoM1+/nQppBXNveM7YpMkgKXRLZJLqfm7W+i9182N7j6tHuFG90PUa002ukUiEb3zzjsUG8sxu1bH7Arqonnz5rRjx44aj9mVaXRzzL79t8GN7hpK1RHEM981XzHv1cz6D0sC0NGgFnQppBX1cZTZfN+rIgkdXcln4jfUasbmKml0l6SwoAH0xcR/aNmrB2jRS9upZ6vhlf5sQ2x03ysJxAKSekstJwwSD8lDnzTU9/Qg81M+dKropE4gIKl3C5J6tyDc5/f6ob8/EFAzj2Bq5hFsaXTfnfr37095eXnkWsvmLK7NiRvd95eqe5+/GmJHNNeZ0t9xIg/H+/8bC3NwoEshrehCcAi1srNtI7XtyrbU7pd2JHYVk8/Eb+nVN/fQslcP0Kguz3Oj+0FTFTa6OVV9sknMrsOJY/b9p+pudDeMETeqWFQ5z3XrAWxXmKfdePzWnH91nUldgIwNH6D45u2pLewDOj30ek9fjcSCzZNxOTUGdhIHjA9/B5OHzIfM3vmh190QkYGgy9DBUGAACBA5iWDnaweBtPbPkW5L7du3h0KhwNSpU21dlFpv+PDh+Oyzz1BQRweKrEnff/99pUePZTXnwwPFuJBlhLeTECtGlj2FVEVOazTYWVQEoUCADzy97v2BamQymJ+hFUgE5hHMhQQAcHOybbkYq04csyuPY3bl1VTMrhWjl9c1h1IMGNNGgnA/MRYcsR6E4+/CQrzgVnfn7C4LFauQtvl/+P3VThA7e6DR6AhodyyFOu7hpv/KV2Zh6Y73MKjD0xjZ9UWEBvSBv2drrD34BeJunir3cwYAW26NXGjrUWRrG0OBASaNCZLGEggkAtj52MFQYIChkGvqbt9++y3Wrl0LAMjOzq6ZjRJgVBotP1u/RzCqiyw/1yQCoLo1d295W37//fdrrDx13Zw5c/DVV18BKH8AIlbzio3AC1s0ODFJhidbSzAh1IA15yqY/7IMX2VnYYCTE7o4OmKYXI7dNrq4QnoC7G9NG5adhMIQ81+ui5MXfokxn5fcapfDAGBrYT4crkchRqOByWQ+BpHJCGXsfsvPDV5Fx2dmczaJ2XUYx+zKq6mYzY3uB1AyX3fv5iKIhbcDGwDEFRcjoViLEDt7PCp3xsbCAtsUsooVFxfjuWWn4DFiOmRtHOAx6l3k2cmgjNn1UOslMmH/uY2Iv3kaEYM+gI+bH14fsRCRsX9h64mfoDeWnk5GT4QPM/hEtjymYhOK04ohcZdAJBNB7CaG0EEIfbYeZOQziRL5+fnIz8+v8e3qc8o/yTcWZdVgSe5EyFNm2mjb9U92djafFNZSMRkmzIksxueP2GPpo/Y4lGxASmHlj4sZBgNW5uXiTY/GeK+xJw4qldDW8EUyAKWmDSsS3L7T/eLvWqu8eiJ8mHYDSJtvvRKjAbk7l9REceuMio7PzLZsFbNZ/VdTMZu7lz+AC1km5KpNcJIK0Nmn9NQGf9+6C1tfuphbmAzI2bYIijPbIRAI4T70dTj3fKZKVn0z9wq++GsqDl3YAgAY0P5JvPfkd2jSKLBK1t/gmAB9th76bD1gAoT2Qtj52kHoyH/yjLGG7ctjOhy5boCznQC/Pu4A4X0+hbM6Lw9pej18JBK83OjBp9R8GJZpw8roXi4AP1bEGGO1DZ+BPwACcPh62c91A8D2oiIYiBDq4ICAOjxn990cJYCjhJC37wcUHPsdAODWbwLcBk4CqiDI6w3F2HR0Gb7bOQtF6jz4NgrAu08ux6AOT5c6iXAQCOAg4BOLezGqjChOK4ap2ASIAKmnFBJ3SVX8utiDEqD8+hcIzMkGBLf+MVbfmQiYsEUDRTEh3F+M/+txf3FaS4Qvs8y9Ul5u1Ag+4prvNGjSm7vYCSVCmDRFyFflwASCRCSBp7MbHO+aj9xBIICzxAFSsfWz7AKJHQQSu5oqdu1X0fGZMcYeAje6H9ChcgZTA4BcoxFRKiUA4HHn+nG321ECqD5whuoDZzhKgMLDa5F34EcAgHPXx+E+/C1AUDVfp0s3TuKzTZNwPvkoJCIpnug5BW+M/BKussYAzCcPp4NDcDo4hBvelUAGgi79jkHW5DzIms0IAHs/e9j72Zc+sRMIIPUKgtQrqMYb3gII0NSjJZp6tOSGN2sQkgoI/7fH3A3704F2aO95f/Frj1KBk2o17IVCvNvYszqKWKE773QDQHF2EpS3upjHvB5kidWAOWaebNUen720HV+/vMPS8BZI7ND87T/R/O0/ueENVHx8Zoyxh8SN7gd0KNk8MFWf5uIyu6aVdDEf7excbytZcWorcnZ8DTIZ4dR+MBo/PgsQSe79wUpQagvx45452BD1NYr1GoQ06YQPnv4JnQLDq2T9DZGhwABdpg5kIMsgayLn0heNGGOsIfj5rB5bE/SwEwvw2xMOkN7n4XBBViaMRHjU2RldHByqp5DluLvRrcu6hsJbXcwVxsY1WhbGGGP3Vl/bg9XuXKYJBVqCi70AHb1LV+MhpRL5BgO8JBL0dJTZoIQ1Q3XhX2Rv+Qxk0MExuCe8np4HgbTqTj6Oxu3Awj+nICUrHo52crw8eA6e7T8DBtH9T/fCAJPWPMiaUWUEBICkkQRSLynAbW/GWAM0eZsWWSoTQr1F+HjA/d3tTSguxqZbg6V+4OlVoydUlinDxCWN7tvPdXOjmzHGah9udD8gEwFHrpvvdof7lX6eSw9g562pROrdgGp30Vw5gcxNc2EqVsPeLxRez34KoUPVzbedVXgTi/55C7vPrIXJZERY8GCc7DILBc48yNoDKRlkLefWIGsOQtj72kPo0LAOB+Hh4SAiEBG2bNli6+KweiQiIsLy3Vq8eLGti8MqkKUiTN5m7mb+Xi8p+jS/vyuQ3+bkoNBoRCt7e4xxca2GEpat5E63UGI+bt/Z6C4y1nx3d8aqG8dsVl1qKmY3rLPsKlbRc90AsOXWFfBHnJwgF9bvqi6+HovM3z+AUV0IO59geI37HCJ51Y3qajIZsf2/1Viy7W3kFaVD6+CBM53+D0O7TIRQWP9v065evdpyQCguLkZiYiJmz54Nkej2vguFQkyfPh3nz5+HRqNBXl4edu7ciV69elmtSygUYsaMGbjw3wXkxech9UwqorZG4ZW3XoGkUeUHWevbty+2bt2K1NRUEBEee+yxUnlkMhmWLl2KGzduQK1W4+LFi3j11Vfvue5p06YhPj4earUa169fx9dffw07u9t3ocaNG4fr168jLy8PixYtsvqsn58fEhISIJfLK7UfwcHBmDhxYrnv29nZYfXq1Th//jz0en25wT48PBynT5+GVqtFYmIiIiIiSuV57bXXEH84Hvnx+Yg+Ho2uXbvetS0pvvlsLnKys6FQKLB582Z4elqfQDdr1gzbt2+HSqVCZmYmvvjiC6vvQWXLUh3uPCm6M3l5eVnyzJw5EydPnkRRUREyMzOxZcsWBAcHW60nMjKy1Dq+//57qzxVVQ+vvfYakpKSoNFoEB1d+nfyIDZu3Ahvb28cO3bsodfFqt/WBAN+PquDUCDAmscdIL+PcdUKjEYsz8kBAEzz8IBzDcX6O6cMAwBDfhoKyDzFJt/ptr3qiNlxcXFQq9XIzc1FdHQ0Xn755fsqE8dsa1URH+zs7LBs2TLk5ORwzOaYXSlUn5NcLiciIrlcXuXr7uorJJrrTLnvy0lQTp6//f3pUkgresbF1eZ18TDJUQKiuc5Ec53JUVJ+PrF7U2oydTX5zdhOTaasIrGbb5WXxU3qRJsf+5SWvXqAlr16gN59Yjl5ujSt1Gf9/PxozZo15OfnZ/M6vZ+0evVq2rlzJ3l5eVHz5s1pypQpZDQaaebMmZY8f/zxB+Xl5dHLL79M/v7+1KFDB1qxYgXpdDp67LHHLPnmz59PGRkZNGbMGEu+yW9OppmfziR7f3uy87UjgURwzzINGzaMPvnkE3r88ceJiKy2UZJWrFhBiYmJFB4eTn5+fjR58mTS6/U0atSoctf73HPPkUajoeeee478/Pxo8ODBlJqaSosWLSIA5O7uTmq1mp555hnq0qULZWZm0ogRIyyf37FjBz3xxBP3LH94eDgREbm4uFT83Xd0pO+++44mTZpEu3btoi1btpTK4+/vT0qlkr766itq1aoVvf7666TX62nIkCGWPM888wxptVqa/O5k6vhIR1rx4wrKy8ujxo0bm/MIBLTil3WUcjOVBgwcSJ07d6Zjx47RkSNHLOsQCoV0/vx52rt3L4WGhtKwYcMoKyuLPv300/sqy91JAAE18wimZh7BJMC9f/f3qtOWLVuSl5eXJQkEt9e5a9cuioiIoDZt2lCHDh1o+/btlJycTI6OjpY8kZGRtGLFCqt13HkMr6p6KPmdTJw4kVq3bk0rVtz1O3nIFBkZSYsXLy73/YqOR9UZu2prsuU+y6Wga285Ec11pp9H29/XZ8UAbfUPoEshrWhmY88aKW/TqU2p3S/tqNEjjSzLekb8SMtePUDrXl9tFasdBAKK/X/2zjs8iuKN49/dq7lLJe0CJKGEJPRelQ5iiYpKEfAniiigKE0pUkJRKYqAgAJKryIiTTqCKKGDECD0NNJIb9fv3t8flztyyV1yIZdcEvbzPPMkt/vu7Ozc3nx3dmbet3ELk2YK+YbrYwQiCpxygAKnHCBGIHL49180VbpeMyBxPTGJ64kJTPnyqmjNHjFiBE2aNKlMZeI0+0mylz78+OOPFBsbSz179qxUzbZX4jTbPJWk2XbS64r9Qh2dKlLEeQwoZ6oLUbgrtfBlLdq851GLboWE0raA6tXJK5ps7XQDIJ6LN9UeuYoCpxygumO3kMCngV3L4sQwdCsklE4+P5QWvbeHVow6QYtHHKDnGr9S6rHVudNdVDiOHDlCERERBBgaIiKisLCwYsfu2rWLUlNTTQ3k1atXadasWcXsWDFLIn+R4aEjUEw8F57N5bMm4JGRkTRjxgyzbZcuXaJ58+ZZzWv58uV0/Phxs23fffcd/fPPPwSA2rdvT0lJSaZ9O3bsoM8//5wA0Ntvv0179uyxqcy2Cnhp3wMAWrBgAUVGRppt2759Ox06dMj0+dy5c7R8xXLTQx3DMvTo0SOaMmUKASBXNzdSqVQ0+IOxhALBCwkJISKijh07EmB4aNJqteTj8+TBftSoUZSVlUUCgcDmspw8eZJ++OEHWrJkCWVkZFBycjJNHj+dggNa0rp16ygnJ4fu3btHL774Ypnu06epUy8vLyIi6tq1q1n5Suqs2qsezp07R8uXLzd9Zhjz78R4b3/00Ue0f/9+ys/Pp1u3blGnTp2oYcOGdPLkScrLy6MzZ85QgwbF2zmu01225Ohrfj6AR7pZBk1/PYRfpmM7SyR0KySUrgeHUEOhsMLLWmdkHWq2oRl5veRl2tYobCqtGHWCVo3+k/SzuE53mZOdO90VrdnlSZxml18fXF1dSaVS0VtvvWWyqUzNHjlyJEkkEk6zK0mz7aHXNXvOcwWjI+BMvHGKueU4nQdysqElQisnJ9QTVN+Y3To98NtNDX67qYFOX4ptbiqSt02BKvk+eFJ3yIbOh6huU/uVBcCR3Bz89/AUvt31Ie4kXIFI4IQh3Sbio35z4Sx2K3OehhjklpOIZ7utmG+brT1QKBQQFsSBHzp0KO7cuYMDBw4Us1u8eDG8vLzQt29fAEBycjJ69eoFLy8vMzu9Ug9Vggp6uR7vDHgH2hwthD7Cci1CiYiIwGuvvYbatWsDAHr06IHg4GAcPXq0xGPatm1rmjJUv359vPzyyzh48CAA4N69e5BIJGjVqhU8PDzQvn17XL9+He7u7pg3bx7Gjh379AV+Sjp37ozjx4+bbTty5Ag6d+4MABAIBGjbti2OHz8OXb4OunwdiAjHjx832bRt0xZCoRDHjx01NM8A7ty5g9jYWJNN586dERkZiccFMYKN53Fzc0PTpk1tKouR4cOHIy0tDR06dMDy5Svw9bezseLnxYiIOIs2bdrg6NGj2Lx5M5yewivzf//9h8TERBw9erTYVMmiuBX4vMjIyDDbPmzYMKSmpiIyMhLffPONWTnsUQ+FvxMjRb8TIzNnzsSmTZvQqlUr3L59G9u2bcPq1asxf/58tGvXDgzDYMWKFbZWD0cV5d84Hb6NMEzR/vlVMXyktseNOiuX40RuLvgMg6k+vqUfUE6Kei8HgLSkKACAlsTYGeVk0modgOO52dAnXsB/D/+GngzPLaTXI//2v8i//S9IX4qwVzEqSrNFKh1EKl210OzCGNeklhdOs23Xh7ZtCzS7kE3lafZy/PTTT/jtt98QERHBaXY10WzLPUUOm/k7VosXg/joHsjD8gvF96fpdPgnPx89nZ3R380VSwvWflU3VDpg0C6FzfZ6eTZStn8JnwGzIPZvBp9Bc5G2Zz4UDy+VuyxqIkxITDR9XnFgMnq2GIBXO4xAi3rPoZ5PY2w59S1uxVv4QqyQ/6V1x29/3tUgbPuTa3/8uQukVmJcn4rRoudGuelzzDhneEuL91qZOTk2l80SvXv3Rr9+/bB8+XIAhjVOUVFRFm2N241rcCZOnIhdu3YhOTkZN2/eREREBPbu3YvDhw8DekD9WI2MxAzceXAHrISFuI4Y6jQ19IqyP5R9+umnWLNmDRISEqDRaKDX6/Hhhx/in3/+sXrM9u3b4eXlhX///RcMw0AgEOCnn37C/PnzAQBZWVkYPnw4Nm3aBCcnJ2zatAlHjx7FL7/8ghUrVqB+/frYt28fBAIBZs+ejd9//73M5S4rMpkMKSkpZttSUlLg5uYGsVgMDw8P8Pl8pCSnQJOqMbMJDQ0tyMMXKpUK6XF3i+Ujk8lKPI9xny1lUSoNTqOuXbuGr7/+GgAwf/43mDp1CpKSE/DLLz8DAObOnYuPP/4YLVq0wPnz522qh6SkJIwaNQqXLl2CSCTCyJEjcerUKXTs2BFXr14tZs8wDJYuXYp///0XN2/eNG3ftm0bYmNjkZiYiBYtWmDhwoUICQnBW2+9Zbd6MH0nFmyM34mR9evX47fffgMALFy4EOfOncO8efNMD6LLli3D+vXrbaojjqrNrJMqvNiQj5YyHn5+VYzXd9iue4tSH6OrVIrnpFL0lDrjZH5ehZVTrzH3Xg4A8pT7yGMIzsTgi5OuUOkM97aaCBMexQKPpplnotMgbe+CCitjRVIhmk3AvWGiAs0277hUWc0uIDs7G7dv3y5XGQFOs8uiDzKZDCqVCtkFIYIL21S8Zs/H1KlTkZaWhl9++QUAp9mFqaqazXW6y8nfMYY3xt2sOFMDgL3Z2ejp7IzXXN3wQ1oaqtf75KeH1HI83jkLXq9PhSSoA7zfnIH0g0uRf+uUfc8Dwl/Xf8OdR5fxXu/p8KtVDx+/PB9/3/gDe86tgUantuv5HEVYWBhyc3MhEAjAsiy2bduG2bNnm/YzjG2jMlFRUWjWrBnatm2L5557Dt26dcP+/fuxYcMGfPjhhwCA3dt3449df0DoLQQjZCD0FUKbo4U2U2sahbWFTz/9FJ06dcKrr76K2NhYdOvWDStXrkRiYiJOnDhh8Zju3bvjyy+/xMcff4zz588jKCgIy5Ytw4wZM/DVV18BAPbs2YM9e/aYjunWrRtatGiBTz/9FPfv38eQIUOQnJyMCxcu4PTp00hNTbW90M8I169fN/2v1+uRnp6OyMhI0zajsBV1ClMSd+/exd27T14anD17Fg0bNsSECRPw7rvvFrNfuXIlmjVrhueff95s+88//2z6/8aNG0hKSsJff/2FBg0a4OHDhzaXx14UritjvRStKycnJ7i4uCC3IGoFR/VErQPe+UOBSx9K8VqIAB+01mLtVU3pBwKI12iwMTMTH3p6YoqPD/6NyYfGDqOPljA6UjN6LweeeDB31jHwqlUP8Wn3KuTcHLZRmZpdVBOfFk6zqy6cZttOVdVsrtNdTi4l6iDXELylLJp4s7iVWrxLfTI/D9k6HWQCATpJJIiQyy3kVDMhrRqpf3wNz5fHw7lpT3i9+jlYsTNyrxSfUlVeEjIeYtHuMXit44fo2fxNdG/2BoLrtMHGE9/gUfr9Eo+VfmP9LXbR6fQ+31n/geqLPF/VW2a/kY6TJ09izJgxUKvVSExMhE6nM+27e/cuGjdubPE44/bCDSsR4dKlS7h06RKWLVuGYcOGYcuWLfj6668RExNjsNEQVEkq8D344LsaEk/MgzpVbZraWBJisRjffPMN3njjDdM0s8jISLRq1Qqff/65VQGfN28eNm/ejLVr1wIwNOBSqRRr1qzB119/XWwKnVAoxI8//oj//e9/CAoKAp/Px+nTp03X3LFjR4tT+OxJcnKymbdPAPD19UV2djaUSiXS0tKg1Wot2iQnJ5vyEIlEcHNzM3tzXtSmQ4cOxfIw7rOlLEY0GvOOBBEV2wYYPOeWhwsXLhQTaABYvnw5wsLC0K1bNyQkJJSYh/GtfVBQEB4+fGiXerDlOzFSuF6M95+lbeWtK46qwY3Hekz/S4XvXhBj6YtinIzR4mGmbZ3n1enpeN3NFQFCId718MDaIlMw7YWl6eWkliNLJ0dtOMNLFgrcPVYh564KcJpdXLPLC6fZnGYDnGZXJM/MEwIjZCwnAWObnRVbLZ/ByQQ95AyD5xvyLdpqiPBnvkEg3vBwt5i3zWUoaiuoHFuplEH+bDfkz3aDVFrGfPU6pB/4HjmX9gGMFrVeGAH3boNKLwPfcn4SEYtbIaG4FRIKp4I3xQzPsE/L02D3pR+x8shUZMvT4ecRiM/fWIE+rQaDYQrd7ox5kmsLJY15Uultt1XqbLO1VAazZIH8/Hw8ePgA8Y/iodPrzGx37NiB4OBghIWFFctr0qRJSEtLw7HjFh7ACmxuRd0CAEidpeZlIECboYU6RQ3oDPemqLYIPBdeyeVlAIFQAKFQCD3pzWx1Op15Q1ekvBKJ5MkxBRgfVhiWKWY/Y+YMHD5yGFevXgWPxwOfz39SBoEAPD6v2DHFylzSd2Hl+gqns+fOonfv3ma2ffv2xdmzZwEG0Gg1uHz5Mnr36Q1xPTHE9cRgeAx69+5tsAFw+eoVqNVq9BswDCi4zuCQYAQGBuLsOYPN2bNn0bx5c3j7eJvO3feFvsjOzjZ8h4XLUqishctiKmOh/xkw4LF8eDj7mNdx0Wt9ijpr1aoVkpKSzPYtX7Ecb7zxBnr17oWY2JhS67dV61YAgKTkJPN68C5DPZTwnZjqgSn0nVirA2v3gy12VurN1P4VVuSaHwnRKhWl12WxXXpFgyNxOrAiFj+/KQFPZJteKwSE7zMNy8hGe3rBq1BIHHvqtSlkmIAxs81VGEZ1prblQyo1bHNiGEQ2boEVo05gxagTEEmcwAgZsFIxAqfuRuDU3WClYps1uCx6bbItZG7Ua1tsDQcUT9Y0WK4tQbMt2JppNgvo64ihryMurtll1QdY0ewCTJr9agmafexY8XwLUjHNtlSGMuqZRc1GEc22kJ9JswtRqmYfLqLZxjJY02xbr83GdrfM+sAU14fLVy5DrVab2Zg0+2wZNPtsobIYbaxpdinXZbbtKeusVM0u+pLHQn4mzU4qotm21gOK14PZd2I0MX4n50rQbGt1Zq3+Srm28uj1MzPS3fiHxsjX5BfbnnstF7FLYp/YLW8MVmT5XUT+7XxEL4g2fQ75LgR8Vz6mGjeMBozuwuQP5Xg498mUisvvumHoHqCvuyvaz/SAXPzk21UmKHF/+pOR2IbhDSGuI7ZYBnWaGnc/f/L2s/60+pA0kFi01eZocfuzJ2t86k2qB2mo1KKtXqXHrVG3TJ8DxgbApaV5zMSOxnOuBG68d8O0ve5HdeHW3rrzspsf3QSpCZkn1sC9YxSkwZlwCQXqjijuXC3q0yjocg2NtWyIDJ69i8f6FqkJWKwz2+YzwAfeLxWOTarAH5rF6P7gbdTPbIH+HT9Ck7odcOrhVvAkPIhqiyCG5TpWJapAasMDDd+VD34t6z8TdbIaeqVBbHguPAg8rXtcUac8WRfNc+ZB4FWC7WM19HKDLSthwXPmgSfhQRxYvMyaNA127NiBgQMHYuPGjfhy4Zc4eeYkXF1cMep/o/Daa69h2CfDoPfWg8fysGPdDpw5cwbnLp9Dhj4DgXUDMW/yPNx9eBcxihiIA8V47YXXMGfSHDQOMbxxJx09aVQYQOApgLu/OxoGNjSVo379+mjZsiUyczPxWP8YGmhw+txpfLfkO+hcdYhLiEPXjl3x7rvvYuLEiYas+Aw2/7oZicmJmPXtLADAoX8O4bMxn+Fm/E2c+/ccAr0CMW/ePOw/sB9Cf3NnhKFBoXh72Nvo9EonCLwEuH37NvR6PUZ8MAIZ+gyENg5FZFJksXrT5ZvfP5bq1YherkdDz4YQCoWoVasW3Lzd0OFFwxvb61GGKUzr96/H2LFj8d3y7/Dz8p/Rq1cvDBo0CG+894Yp7xWbV+DnxT/jWvQ1XLp2CWPnjoVUKjWtK1I5K7Fh5wZ8O2cKsvLvIzcvF9/P/h7nLp/Df3H/AQCOHj2KW7duYeuvWzF90XT4evviq6+/wuotq8H6sRBDjPV71mPsJ2OxcOFCrFu3Di+88YKhLB88KQsrZsF34UNcVwxlvNLsesX+TiDmyQOU0FtoOE4PKOOUZttZiXlbOfb9sYh5FINbd2+BSWMwcuRI9OrVCy8Petl07qVzl2Lw64Mx8KOB0LhpENg2EMpHSmRnGd5mh7QLwZAhQ3Dk5BGkZ6ajeePmWDRjEf45/w/u5dwD2Cf1sGXHFsz4boblethvXg99w/oWq4fC30nEsQiM+2QcpFIpNu/ebHZPmOoAgKiOyOya+a58CH2FBXUnhspdZdrHilmzNbdF2whRbREEngI0mtMIzmpnxCyJQd41w0ibewd3S7fjM0FF6rUliup1o28aQeglxOfGDfWAxl0N/9qi19FEuLtJh+BEFhO9ffBlwcsie+p1yh+GzjUrYM30Wp18BYhuiIOiQNRfadDYB+/fNDu+8fLG0PKMy64M7W6TlUEAnug1ANR+rzY8nvewWAbANr02cufzO9CkGd44F9drc+59eQ+qRMPvyFF6zTqxJg0uq14LfYRWNVuTpoEuT4cdO3Zg0NuDsHHTRnw537Jmq3iGOvjtt98QcSECl+5dQkpqikXNfqXLK/hq5ldo3Lix6eV4UaQSKRoGNjR9Z/Xr10erdq2QL8xHfGK8Rc1+rsVzJs1m+AxEdUX4ZfEvFjU78m4kzpw4g6CgIMybNw8H/zpoVbPb9zA4XTNq9qgvRiElNcWiZuvydWa+UIq2s4XRy/VQP1ajcePGEAqF8KrjBRdnF6uabdQHk2Zb0YeLFy/i42EfmzRbVEcENV+NDTs3YMmyJcgT5Jk0++yls6aR3qNHjyLqbhS2/rYV0xcU12yRVoRVq1aZyrLlwBb07N7TsmY7F7m3eYDAQ1DsHhN6CyH2F5eq18ATzb7611WIxWKTZoe9G2ZVs31lvgAZ/AjonHUIahKEwa8PtqjZkTcjn9TDHev1IIYYq39ZbaqHTb9vQu8Xelv9Ti5fvYzzEecxfvx4SJ2l2H58u1XNLvxS1dhGWNPswh3pitDrZ6bT7WgeeAFxXkBAGtA5inCitbXXcTUb9eOHkAZbF3F7ohTk40jIWoQ+7oTOd99AcJ1WCA4KhYCx3TFOdWLQoEGY8MUEfDriUyybuwxKlRLnr55HvyH9cPbyWZPdkSNHMGTIEEybNg1ubm5ISUvBqYhT+HrZ16a3064urggNDrV2KgBAm+ZtcHTHE4+mS5YsAQBs2LQBY8LHAADe/fRdzJ08FxuWboCHuwfiEuIw6+tZWLVqlek4/9r+0BfynLtgxQIQEcInhaP2otpITU3F/v37MX3mdKDIu52V36zElK+mQK4wLNlQKpV47733sHLlSogkIkwIn4DElESUl4MHD6JevXqmz+cPGgTVqb7B2U7so1i8MeINLJq+CGNHjsWjR48wcuRIHD993PSyYtefu+Dl6YVZE2fB18sX125ew4svvmjmzXPyvMnQkx7bf9oOkVCE46ePY9zMcab9er0eYWFhWL1uNU79fgr58nxs3b0Vc5fMNdnExMfglVdewZIlSzBu3DgkJCVgzNQxhrKUk+joaGzYsAFz5syxuF8oFGLBlwtQW1Yb8nw5rl+/jj59+uDMzTPgSQ0VMep/owAAx3aYj+K899572LhxI9RqNXo91wtj3x8LqUSKR4mPsOfwHixY8cThk7EeVv2yymo9xD6KRdhrYfj+u+8xbtw4PEp8VKwezL6Tb3zx33//Gb6T1Mfgu3PyyPF0EMNgfV8e5m/Uob+bG3ZkZeK6Uln6gWU5h3F6Od/8WSJXZJjO7qKqHJ3leHoGvzMYk6ZNsk2zhw3B1GZT4eZiWbPdXN2KOZMqijXN3rxrMz764iMAxTU7Ni4W06dPx6pVq0z3mjXNnv3lbNRZXseg2Qf2Y96qecXKYNJseSHNfv89/LjqRwiFwkrV7P7v9MeimYsM+vDoEcZMLkEfvArpw+PHENU1vNSwpNmfTf3MlIder8ebw9/EDwt/sK7ZMUU0O9n+mj3/p/kW95s0e1ltyOUGzX5xwIv4979/TTYlafa2P7dBo9HYpNn9h/THiqUrylUPxu9kzqw5kMlk+O+//xA2IAyP0x6julCmmG7VLRljp7l6uhIjZIonAWNmb9GmFFuxE0MZM1wpf7YbBfvxrNqO8DbE7N4aGFgsb5vLUNRWUDm2UilD+bPdKH+2G0ml5ciXb9jm3KoHBUz+jQKn7ibvgdOIlYis2hZNEhFLt0JC6VZIKDkVxDNmeCWXwdutDn3efwX9MvkkHfjjCLVq0o4YljXE4iyait5HlmyecVtGxJCozpOY3nwPfpUur6VkFp+yFNuy5FuiLVsoDixbxJZlSChrSEJZQwLLVFwZLNgyYMjfK5j8vYKJsXRuBuQkcSK5XE7du3evkDI4/J6oAFuLMT8L7Q+sF0ibNm+ieo3qGdq/QveEi/uzG6e7IvX6aWy3vS2h/NludOkTZxI72Z7vN7X96FZIKO0ICCQG9tVrj24e1GxDMwoYF2Bm2yi4Da0YdYLWjN5HUhc+MUKmWJxukcSJGCFDrFRMgVN3U+DU3cRKxTZrcEnabtW20O+mNL022pri4tYLrJzfLVtCnO4q3M7UeNsCe5Nmu5ei2WXMt6baOjkV0uyKKkN1uH/KYFtMswvts4dePzNruklNllMRh1BW7UqwVSoI1+K1kBChux9r1XZfRjZ0RGgtdkIA8c3ytrkMRW01lWcrIUMqV75aw7a8/04h9fdvQRpA0uA5eL8+GygyfcxoW1qeAEC6ksuQmp2A7/eNwz839wIEiIXO8HMPhIjnVPxnUSzzEtIzaksqgipRZZimxgB8Nz5EfqInoy5VrLwl2T969Ajbtm6zPW8b87VqW3hfUVsULBqq6DKUVG96y3Y9e/TEX3/9hb///rviy1DNbYcOGYrcnFx07drVpnxN7VrhZZG64oc+K1SkXj+N7ad7FcjJ1aGtF4uvuwptzvf7lMfI1+vQwskJr7m62lWvC4cMK2ybGm8IN6UmKaRuDS3rZeFzkhAgYYl6XRZtt2pbyLw0vS5T+1Hs4sppa40q2M48M7ZF7B/Fl6LZT5lvTbPt2bOQZldUGUqzrya2VjXbgm159PqZ6XRXNH/HGmq8e6D1KYlpOh3+zTesU+tfEFz+WUbx4AJSds6CXiWHOKA5fIfMB+tkPfZmedHrdTh14w/kKDKgIw14rAA+7nXhJrG+Do2jBAjQpGugflzgZE1U4GTNuXp4gDKGNmnVqhUmTJjg6OJUeQ4ePGhw1MdRKvv27UOrVq0QEhJiCpnDUX1JVxA+2GeYHj6xswg969nWxqXpdPgpPd1wnLcPJIz9HrkshQwDALVWATFjcNzqXae53c7HweFoOM0uG5xm205laTbX6bYTf8doAQDdSxHjPQVhBV5zdeMqH4Aq/gZStk+DLj8LIlkQZMMWgudi3cGKPdDqNEjNTkS+MhsAA1eJJ3zdA8DnWXeUwmEdvVwPZaLS4CSOBQReAgi8BVW+dVEqlXjw4AEePHhgiuPIwWEP8vLyTPdWekGni6N6c/CeFqsvG5yPbejvBLfifqossjkzE7FqNbz5fIzytN8LXkshw4y48Awxjr18gu12Pg4OR8NpNkdFUVmaXcUfi6sP5x7poNYR6rqyaOBh3UmaMWa3n0CAjhLLXkyrIjo98OddDf68qykWA7O8qFMeIHnbFGhzHkPg6Q/ZOwvBr1XHelkA/J2Xh7/z8p56BiaRHhl5KUjLSYSedBDyxZC5B8JZzM1AeCp0Bu/s2gwtQABPavA4a82z8LOMXq43ebo1gwC9Kh96Vb7lKVEVCAFQqvOgVOdV9qk5OKoNk44ocT9DjwA3Fj+8ZD3iQWE0RFhY4CxxuIcHAgT2eblrrdOt0wNybSYAwN09wLANwD95uUDKf7gVdx56Mign6fWQP7gI+YOLIL2dhb2aYrV95uDg4Cgn3BOxnVBogQsJpU8xVxPhz5yCmN3VaIq5SgeEbVcgbLsCqgpYa6jNSEDylsnQpMeD7+oD2bBFEPo2tGirJsKYhEcYk/AIaipfF0GhzkNyZiyUmnwwDAsPZ194udYGy1SPKdJVDW2OFqokFUhDYPgMhDIh5wW6MGQIL6N+rLbQsSZoM5OgzUxCpfe6QUjNSURqTqIDzs3BUT3I1wD/+0MBnZ7wbkshBjSxrW07lZ+Hf/LzIGRZTPb2sUtZjGu6i04vV+mAPx9kAQBcnf0AGDTz4/hojN0zCT8e+hJaXUH4JZ0GqbvmIHXXHECnwTNPie0zBwcHR/ngOt125Mm67pI7bHtzDFPM+zi7wJnlvgIjutw0JG+dAlXyffAkbvAdMh8i/2YVf169FqnZCcjKfwwCwUnoDD+PQIiFlmOkcpQMqYs4WXPnQ+gnLBbahoODg6O6ce6RDvP/NUwzX/WKGDJn29q1hY8fQ0OEXi4u6GKHWW7GNd2W2tW01AcAAHeeE1ipe7nPxcHBwcFRfrgenx15sq675LffkUolHqhUELMs+rm4VEbRqg16RQ5Stk+DMi4SrEgC30Fz4RTUoVLOnavIQkpmLDQ6FViWD2/XOvBw9gEDrrNYZgo7WdMDrIg1OFmTcjMIODg4qjdz/1bhcqIOnhIW615zsumYh2o1tmUapn1P8/FFeef/lLSmOz3rEQDAVc9A6NOgnGfi4ODg4LAHXKfbjkTE66DVE+q5swhwK7mj9kfBaHd/1+oxxVwiAPKmuSBvmgskFexvjNQKPP4tHPJ758DwhfB+YzqkTXua9jsxDC41CsalRsFwYuzbIdbo1EjOjEOuwvBw5Cx2h8wjAAK+jV5zOMzQy/VQJaigVxY4WfMWQOAlwDP7HoMBxAFiiAPExeuAYSDwaQCBTwPAzvd16cViUNczCHU9g7iXTBwcpaDRG6aZK7WElxrxMbqdbaL4Y3oaMrRaNBSJ8La7R7nKUDhkWGEkAuDAoDwAgJseEPrUhxPD4HxIM/w48iC+H3EAQr5hPTojEMF/wi74T9gFRsBpXIntMwcHB0c54TrddiRfA1xKLH1dNwDsz86BjghtJRIE2smxSkUjFTKQCitHiUirRuof3yAv8gQYlgevsElwafuaab+EZSGpsKn5hKz8VKRmP4JOrwWfJ4LMPQAuTuV7SHpWIR1BnayGNrPAyZozD6I6IjCiZ/SphoXVlpdhWTAOWnLCMCwYO4Y04uCoyUSl6THluAoA8F1fMRrVKv23k6vXY1mawbP4WC8vePCefuaPtZBhAOAjNpxDQiykvkGG/1kWep4IQoH5yDwrFIMV2uYU7pmghPaZg4ODozxwTYudMa3rLiV0WKpOizMFMbtfr0YO1SoV0iP94FLkXNoLAKjV5yO4PT+00k6v1MiRnBkDhToXAAN3qTd83OqCx3KOwZ4GbbYWquQnTtZEMhH4bo6ry/DwcBARiAjjxo1zWDk4ah7cvfVssPy8GscfaiEVMtj8hhN4NrxH/D07G7eUSrjyeBjn5fXU5y5permIyYeQMTxfeHoHPfU5ODiqEly7ylFRVNa9xXW67czfMbaNdAPAnoIp5q9zMbtLgJB54mdk/bMFAOD+3FC49/yg0s6uJz3ScpKQkZsMIj1EAglkHoGQiCp3Lf769etNDYJKpcK9e/cwc+ZM8AqNlLAsi/Hjx+P69etQKBTIyMjAwYMH0aVLF7O8WJbFlClTEBUVBblcjvT0dJw7dw4ffFC2emVZFnPnzsXDhw8hl8tx//59zJgxw6r9Tz/9BL1Sj9EDR0OXV+BkzYMPoUwIxsrT6pQpU0BEWLJkidn2xYsXIz09HXFxcRg61PxFzIABA7Bv3z6bruHGjRuQyWRYs2aNVZsmTZpg165diI6Ottogd+3aFfv27UNCQgKICK+//rrFvObMmYOH5x8iIyoDx44eQ1CQ+QOxh7sbNqxcjOysLGRmZuKXX36BVGru0K958+Y4ffo0FAoF4uLi8MUXXxQ7z4ABAxAVFQWFQoHr16/jpZdesqU6ys3w4cNN96kxKRQK034+n48FCxbg+vXryMvLQ0JCAjZu3Ag/Pz+zfIx1XThNmTLFzMZe9TBnzhwkJiZCLpfj2LHi38nT8N1330EmkyE+Pr7ceXFUXQjA+3sVyFISOtbl4cuuwlKP0QOY/9gQY3iAmztCRU83rds0vZxlgCLv+BnmSaxuT1c/gFc9ZtPVJGqKZpe1E1ITNbskffDw8MCWLVuQnZ3NaTan2aXC9fXszL9xWuj0hKBaLGq7lPza+6+86hmz2xFkR+xA+tGfAAAurSunMSpMvioHyZmxUGsVYBkePF384Okiq9TpuIcOHYJMJkOjRo2wePFizJ4926zR2rFjB2bNmoVly5ahcePG6NGjB+Lj43Hq1CkzQQkPD8eECRMwc+ZMNGnSBD179sSaNWvg7u5epvJMmTIFY8aMwdixY9G4cWNMmTIFkydPxqefflrMtn///ujUqRMSEhIMTtbSNNCkagxO1sQsRHVEYCXmddmuXTuMGjUK165dM9seFhaGoUOH4oUXXsDkyZPxyy+/wNPTEwDg6uqKr7/+Gp988olN16DVapGSkmImMkWRSCR4+PAhpk6diqSkJIs2UqkU165dK/G8kydPxmeffobPZnyGbm90Q35+Po4cOQJRoYfujSsXo0lwI/R94QWEhYWhW7duZg8XLi4uOHr0KGJjY9G2bVt88cUXmD17Nj788EOTTefOnbF9+3asXbsWrVu3xp49e7Bnzx40bdrUpjopL9nZ2ZDJZKYUGBho2ieRSNCmTRvMmzcPbdq0wZtvvomQkBCLD1wzZ840y2f58uWmffaqh8mTJ+Ozzz7D6NGj0bFjR4vfydOQn5+PlJQU6HQVEF+Ro0rxKIfw8Z+G9mNWdxHa1S5dEy4rFDiYkwOWYfClj+9Tndc40g1YnmLuwjPEBncjHgSe/k91Do7yUWM020ZqpGaXog9bt25F06ZN0bdvX06zOc22CarJycXFhYiIXFxcKu2cFz+UEoW70pBm/FJtZ/n60q2QUFro5+fwuiopSQQgCnclCnclicCB5WjcnRqN30m3QkLpVkgoSQSiMh0fGBhImzZtosDAwKcug6ukFvl7NSJ/r2CqXas+iQROFX7d69evpz/++MNs25EjRygiIoIA0KBBg4iIKCwsrNixu3btotTUVJJIJASArl69SrNmzSp3mfbv30+//PJLsXNt3rzZbFvt2rUpPj6emjRpQtHR0TRu3DjTPobPkFAmJHE9MYnriUngJSAwIKlUSnfu3KHevXvTyZMnacmSJaZjvvjiC9q+fbvpc3JyMrVr144A0KpVq2j8+PE2lT88PJyuXr1apmsuWn5LiYjo9ddfL7Y9MTGRJn0+yXStrm6upFAoaPDgwQSAQhs3JiKiTv36ExiGAFC/fv1Ip9ORX0H7MHr0aEpPTyeBQGDKd/78+RQVFWX6vGPHDtq/f7/Zuc+ePUs//fST2XVMnz6dNm7cSLm5uRQTE0Mjho2mliEdac+ePZSbm0vXrl2jtm3blql+hg8fTpmZmWU6pl27dkRE5O/vb3M926seEhMTadKkSabPrq7m30lgYCAREQ0cOJBOnz5NcrmcLly4QI0aNaJ27drRxYsXKTc3lw4ePEheXl5lvl9Kao8coV2OTtX5mne85UQU7kpRn0jJiV+6vYzPp8uNgulWSCi9+DTXy4CabWhGzTY0I54zz7TdqNV/T5hIK0adoHc+O0yezXpTZOMWtGLUCVox6gQJ+WICQIxARIFTDlDglAPElFFLKyPZQ6/LWqfG9hlM+fKqqZptLdVYzS5BH0JDQ4mIzHSyMjX71VdfJS8vL06zK0mz7aHXDh3ptnWqS0VMJahI/o61LXQYAOzJfhKzW8rF7C4VedTfSNu30PTZ+80ZYITlnyXACBnrqciauVxtJh7LH0HL04AnFsDHuy7c3b0t2lrL0x4oFAoIhYbpjEOHDsWdO3dw4MCBYnaLFy+Gl5cX+vbtCwBITk5Gr1694FXCekLjlKOSiIiIQO/evdGoUSMAQIsWLfD888/j0KFDJhuGYbB582Z8++23uHXrVrE8SFvgZC2rkJO12iKs/Gkl/vzzT5w4caLYMdeuXUO7du3g7u6ONm3awMnJCffv38dzzz2HNm3a4Icffiix3I6gfv368PPzw/Hjx03bcnJycP78eXTu3BmA4S1vZlY2rly7YbI5fvw49Ho9OnbsaLI5ffo0NBqNyebIkSMIDQ01jXp07tzZ7DxGG+N5jEyYMAFnzpxB69atcfDPg1jy4yIsWbkIW7dsRZs2bfDgwQNs2rSpzNfq7OyMmJgYxMXFYc+ePWjSpEmJ9m5ubtDr9cjKyjLbPnXqVKSlpeHKlSv4/PPPzaZl2qMebPlOjMyZMwdfffUV2rRpA61Wi23btmHRokUYN24cunbtiqCgIMydO9fmOqqO1FS9thdj/lQgMVePUC8eFvQpfdQlWavFLxnpAIAvvH0gLmvEAgL02oIp5hbWdRunl7vqGQi965Ut72pAWTS7TLYCwzZOsy1rtjVWrnxGNTszE5cvXzbZVJZm//nnn9i8eTM2bdqELVu2cJpdTTTboR6hjFNdhg8fjps3b6Jdu3ZYv349srOzTdMSjFMJhg8fjujoaMybNw9HjhxBkyZNoFKpHFl8q/wdo8OkzkD3wNI9k14viNndUCRCPxcX7C7ohFc19AScKohDri+5Xa9w5NFXcKlhCATe9SD0bwbZ0PlI2RkOvTzrqfNsusb6NJ7ca7mIXRJr+tx4eWOwIvMXJG7wRV34Qn5bjocLHpq2h3wXAr5r8Z/ZjfduFNtWFnr37o1+/fqZfifBwcGIioqyaGvcHhwcDACYOHEidu3aheTkZNy8eRMRERHYu3cvDh8+bDomOzsbt2/fLrEMCxYsgKurK27fvg2dTgcej4fp06dj27ZtJpspU6ZAq9WWKqraLC30Cj0E3gIMemMQ2rZvi07dO1m0PXr0KLZs2YKLFy9CoVBg+PDhyM/Px08//YT33nsPY8aMwaeffoq0tDR89NFHZXpwqChkMhkAICUlBXrSm7anpKSY9sl8ZXiclga9WmF4JwpAp9MhIyPjiY1MhujoaLO8U1JSTPuysrIgk8lM2yydx8jBgwdN0+Dmzp2LMR+PwZXLV7Br1y4QCAsXLsS5c+fg6+tbLD9r3LlzByNGjMD169fh5uaGzz//HBEREWjatKnFaYoikQgLFy7E9u3bkZuba9r+ww8/4MqVK8jIyECXLl0wf/58+Pn5YdKkSXarh8LfSWl19d133+Ho0aMAgGXLlmHHjh3o1asXIiIiAABr167Fe++9Z1MdVVdqql7bi0ylYX33kXek+KyjCAfuanHsYclTFddnZOAtN3fUFgjwQS1PrExPK9M5SUMAH2D5T/TIqNXZbBIgBNz0DPg+9XDp4Smw6bdxV6UCGdsgIijjIk3/VyfKq9lG8m/nI3rBk7YkcFwg+M6cZpelIzx48GC0adMG7du3t7i/umt2YYpqyOPHj832V6Zmf/zxx7h48SJ27doFAJxmF6KqarZDO91dunTB3r17cfDgQQBAbGwshgwZgg4dOphsxo8fj6+++sq0fuDdd99FSkoK+vfvj19//dUh5S6Nf+K00BMh1IsHXymDlPySxWxPTjYmefvgDVe3KtvpVmqBnhvlji4GAEBFhHfv34YgRw3ftnkQ+jaEbNhCpPw6A7qcVIeWTcgXw1nshjyl/b/HsLAw5ObmQiAQgGVZbNu2DbNnzzbtZ2wcKYmKikKzZs3Qtm1bPPfcc+jWrRv279+PDRs2mNbXGNfSlMSgQYMwbNgwDB06FDdv3kSrVq2wdOlSJCYmYtOmTWjTpg3GjRuHNm3a2FQuvUoPb9Yb3876FmHvhkEn0UHoK7QYL3XOnDmYM2eO6fOsWbNw/PhxaDQazJgxA82bN0dYWBg2bdqEdu3a2XT+SoEAdbLa+k6dFtoM29fQlYfr16+b/k9OSQYAnLt4BlTQ4zcKm4+Pj80Cfu7cOZw7d870OSIiAlFRURg1ahRmzZplZsvn87Fz504wDIMxY8aY7SvshCcyMhJqtRqrV6/GtGnToFZbq7+Ko3BdGesiMjLSbJuPj0+ll6syqal6bU+OPtBhxQU1xnYQYv3rTmj+Ux4yldbtlUT49vFjLKlTBx/UqoU/srOQqNXafD7SEOBkPtJt1OoA73hMfhNw1bOArBHej30AxJqvXyWtGinbp5X5OmssBIOnOztR0zUbAOrWrYtly5ahb9++Jb5Yq7aaXYWwRYcATrOBqqvZDu10R0RE4KOPPkKjRo1w794901SXiRMnAih9KoElERcKhWYL6l1cKtfLNABkKYHrKXq0kvHQvR4PO2+WLKL7c3Iw3svbFLM7ttD0Cw7raB4/RPLWKfAd/BUEtepA9s63eLxrDjSPo0s/uAg3P7ppfWeRdyZRnxZ/O81jefBw9oWYLzX8FUqRnpuMO5/fKXNZrHHy5EmMGTMGarUaiYmJZg4f7t69i8aNG1s8zrj97t27pm1EhEuXLuHSpUtYtmwZhg0bhi1btuDrr79GTEyMTeX59ttvsWDBAtPv8MaNGwgMDMS0adOwadMmdO3aFT4+PoiLizMdw+fzsXjxYowfPx7169cvlmfb1m3h6+2Ls/vPmh3TrWs3jB07FiKRCHq9+VNRSEgI3nnnHbRu3RojRozA6dOnkZaWhp07d2L9+vVwdnZGXl6eTddUUSQnGzq1vr6+pv+Nn//77z+TTVER4PF4qFWrlumY5ORk+PqaO14yfi7NpvB5AZhN87K0zThVkS3HshetVourV68Wm2JsFO/AwED06tXL7I25Jc6fPw+BQIB69erh7t27dqkHW74TI5bqpei28tRTdaCm6rW9mXxMib4NeAjx4uH7fmK8v7eEXjeAI3m5uCCXo4NEgvHe3phsxfGTJUoKG5aRa3jQdCEGApEzeK7eDn8pbU/Kq9nWbDnNLqNmt20LX19fXLlyxeyYbt04zTbacJrNabYRhz4lLFiwADt27MDt27ehVqtx9epVLF261DTVpSxTCYxMmzYNOTk5plQWz4v25K9oQ0e7X8PS32s81mrxb0HM7iHuHhVarpqGNjMRyVu/gDotDnwXL8iGLYJTUMcy50Nqsp40VKqtVqlFaloCMrMeg0BwEjpD5h4Avk5g0f5pyM/Px4MHDxAfH1/Mw+KOHTsQHByMsLCwYsdNmjQJaWlpOHbsmNW8jdO5ioa6KAmJRFJMTHU6nakh27x5M1q0aIFWrVqZUkJCAr799lv069fPYp4nTpxAs2bN0KpVK7Ru1xrt+7bH5WuXsWPPDrRu37rY+QBg9erVmDhxIvLz88Hj8SAQGMLjGP8WXlfkKKKjo5GUlITevXubtrm4uKBjx444e9bwguHs2bPw8PAwG2Xo1asXWJbF+fPnTTbdunUDn/+kXenbty9u375tWl919uxZs/MYbYznqUxYlkXz5s3NPMgaxbtRo0bo06cPMjIySs2nVatW0Ol0pql89qgHW74TjifUZL22JwotTB3tIc0EcLPBqe7iVMN93cvZBYIyrO0mXUGnm1/8mDxlFnR6g06ICeC7PZ2X9KpKeTW7rLZPw7Om2cZ08eJFbN26Fa1ateI0m9NsAJxmF6ZMXuvsmQYPHkxxcXE0ePBgatasGb3zzjuUlpZG7777LgGgzp07ExGRTCYzO+7XX3+lHTt2WMxTKBSSi4uLKdWuXdsh3lB71ecRhbtS8iRnYmywf04ipVshoXQhqBFJWdZh34m1JBGAHn/uTI8/d3ao93IA5MQw9G/DIPq3YRA5FXh5ZkVS8hk8jwKnHKCAyfvItcNbFo+tDG+oAr6IateqT/5ewVTXM4gkovLfe5Y8oRZNv//+O6Wnp9OIESMoMDCQmjdvTqtWrSK1Wm3mmfO3336j8ePHU4cOHSggIIC6d+9OERERdPv2beLxDF5w+/fvb+ZV0lqZ4uPj6eWXX6bAwEDq378/PX78mBYsWGD1GEueIY8fP06ffPKJ5WMY0Kkzp2j52uUk9hcTI2TM9o8cOZJ+++030+f27dtTVlYWdezYkWbPnk03btywWhZbPaEKBAJq2bIltWzZkhISEmjRokXUsmVLatiwoclGKpWabIiIxo8fTy1btjTz7jl58mTKyMigt0a8RW37tKU//viDHjx4QCJRgddghqFDx0/SlWuR1L5DB+rSpQvduXOHtm7dasrD1dWVkpKSaOPGjdSkSRMaNGgQ5eXl0Ycffmiy6dy5M6nVapo4cSKFhIRQeHg4qVQqatq0qdXvgQFDREQj3hlFDBjTb4WIqGXLljbfpzNnzqS+fftS/fr1qXXr1rRt2zaSy+XUuHFjAkB8Pp/27NlDcXFx1KJFC/L19TUlo1fTTp060bhx46hFixZUv359Gjp0KKWkpNCGDRvsXg/G7+TVV1+lZs2aFftOLNVB9+7diYjIzc3NtM2aB9ia5L28Jut1RaTIMYYoJu+3Ethk/3fDILoVEkodCzxW25IaLWhEzTY0I0mjJ8cU1upv39tLK0adoA4T/qDTjVvST+/voQXv/m7mvbzup1up7qdbOe/lgMF7ub+YxP4V4728aKqRmg0U815eOFVHzbamDwDo4MGDdPnyZWrfvn2lajZQ3Os6p9kVq9l20utKaMispLi4OPr444/Ntk2fPt3UcNSvX9/iDXTq1ClaunSpTedw1IOLgAVlTXEhCnelDnV4Nh2zv159uhUSSv/z8HDYd2ItVZWQYYCh020MGWbsdAMgsDyq1XeMKQSK50vjCKx52LbKEnGWYcnbtQ75ewWTv1cweTj7lCs/WwScx+PRpEmTKDIykpRKJWVlZdGhQ4eoS5cuZnYjR46kEydOUEpKCimVSoqJiaF169ZRQECAyWb48OFEhjk5VpOzszMtWbKEYmJiSC6X0/3792nevHlmISGKJksNWnR0NIWHh1s95uTJk/TDmh8MoVz8xcQIDN+5j48PRUdHm0JzGNPMmTMpLS2Nbt26Re3bt7ear60CbmzEi3Ly5EmTjbFRL8r69evN8pozdw4lPU4ihVJBx44do0aNGj3ZzzDkG9qWtv++j3JycigrK4vWrl1LUqnULI/mzZvT6dOnSaFQUHx8PE2ePLlYmQcMGEC3b98mpVJJkZGR9NJLL5X4PRg73R/8b0yJnW4iouHDh1utq++//55iYmJIqVRSUlISHThwgFq1alVqXRIRde/enQBQ69at6ezZs5SZmUlyuZxu3rxJU6dOJaFQaPd6AEBz5syhpKQkUiiKfydcp/tJqsl6XRHpy65ConBXOvqObZ3ob2R+dCsklCZ4edt8jqBvggyd7hDzTrdRq796ZwetGHWCnhu/hwsZZkuq4JBhRVNN1mxLne5qqdkl6AMA8vDwoK1bt1a6ZgO2dbo5zeY63aaUlpZGo0ePNts2depUunPnjulzYmIiTZw40ezCCsdkKy05UsR/HWCI2zmvp21iNsjNnW6FhNKR+g2IdeD3YilVi0638TtvE0YBX+ylwCkHyHfIfGKdXE37KlvEXSWepo63r7s/8djSY7dzyUJiQEI/YbGOd3nS08T8tMd1WH2oYxgSyoJIKAsyxemurMSAMd2nxk530VSvXj1Sq9UUFBTk+PuhmqSa1Omu6Xpt79TAgyEKdyXtTBfylZb+ew5zcaVbIaG0K7CezecImmfodEsbP3nIL6zVswavpxWjTlBPrtNtW7Jjp5tL9k8O0exqnDjNLnuq0XG69+/fj+nTp+Pll19GYGAg+vfvj4kTJ+KPP/4w2SxduhQzZszAq6++imbNmmHTpk1ITEws1UtjVWD/XcO67rBg2/zV7cvJRpZOB3+hED2dnSuyaDWa3CsH8Pj3udCr5BAHNIfsf4vB96zrkLLkyNORmpMAPekg5DtB5hEAkcDJIWWp1hCgTlGDVATwAKFMaHEdY1lp3rw5cnNzi3ni5CjOyy+/jDVr1uD+/fuOLkqVZ9q0acjNzUVAQICji2I3arpe25uHmYTzj3TgsQwGNi39GeCs3ODXpYlYjFo2rmmlAgdBDGu5LVRpDBFHBGSfONMcHI6G02zb4TTbdipLsx3qvfzTTz/FvHnz8OOPP8LHxweJiYlYvXq1WcDyRYsWQSqVYs2aNXB3d8e///6LF198sVrE/Dx0TwudntBKxoO/K4P4HCrRXkmEnVmZ+MjTC+961MIJB3tvrM4oH15G8pbP4fPWLAg8/OD3zndI3bsQoNIdQNi9LOp8pGTGwcvVDwK+GD5udZGVn4ZcRWall6VaowdUKSqIZCIwQgZCmRDqZDVIW/Lvyho//PADtmzZAgBITa05Xn0rih9//NHRRag2rFq1Cjt37gRQc+6tmq7XFcH2Gxp0rMvDkGYCrLhQclSSdJ0OUUolGovF6CyR4s/cnNJPYPRRZWX4RK01OHTjOt0cNQFOs8sGp9m2U1ma7dBOd15eHiZMmIAJEyaUaBceHo7w8PBKKpX9SFcQzj7S4fkAPl4J5mPVpdJDgW3PysL7tTzRXiJBY5EIUc/ow4o90KTFIWnTRHi/OR3iuk3hM3A2pDd+d0hZtHoNUrLi4eHsA6nYDe5Sb4j4YqTnpYDIjoFBazp6QJVsn453ZmYmMjO5Fx8c9qcm3ls1Xa8rgp03Nfi+nwhd/PkIdGMQm11yO3UmPx+NxWJ0kdrW6TZ5L7c60q0AAAjBdbo5qj81sV3lqBpU1r1VswOLVgGMU8xftXGKeYpWiyMFYvs/j1oVVq5nBb0iByk7piMv8gQYlgf354aAFTsmFiyBkJGXgoy8FAAEJ5GLIawYT+iQ8lRbCjrepCYwfEPHm+FxD5UcHBxVi6Q8wqkYQ6iot5sJSrWPKJhi/pxUYtsJjO9rrcxGV2sNnW5upJuDg4PD8XCd7grmQEGnu1d9PiSlay4AYHPB25ZXXF3hVQXiFQKAnoCLCTpcTNBB/3Szee1XFgCRCgUiFQrYNEas0yL94BJk/r0RAMCKnMB38wEYx9z++cpspGTFQ6fXgM8TQuYeAImIW8NfJgqmmpPmScfb2oNnVUOv0kOvsnDnEqDXKKHXKA0uNyoZtVZpmo7KwcFhH7bfMMxwG2JDp/uKQgGFXg8fvgBBwtJfxpK++Eh3Ya1Wqg1ruvlgcM9FBn5WNOIe33kyu4oIqqS7UCXdBcjBwl5FsNo+c3BwcJQTh04vfxa4larHw0w9Gniw6NOAj313tKUeE6lU4qpCjtZOErzt7oEV6WmVUNKSUWqBDr/kO7oYAAAVEQbHxZb5uJxzvyFdrAGajQIrdILAsy40mYmArvTvxN6otUokF6zzFgkk8HSpDSE/E1n53Dolm9EVmmouYCCSiaBKVgE6RxesBAhQJ6mt7tSmP6rU4jw5MyElK84h5+bgqMn8fkuDlS+L0VLGQ2MvFlFp1jt0aiJcksvR1dkZz0mluK+21lYYMHa6C88eL6zVb3Y2vETjMTxM6PkZYr/tD+if6B1p1UjeNPHpLqwmUmL7zMHBwVE+uJHuSuDAXcObblu9mAPApgzDaPfb7u4QMtzUMHuhjL4KXX4mSKcFwxdC4OkPRiB2SFn0pMPj7EfIkRucu7k4ecDHzR8sW02GbKsCOhjWdGvI1PGuLiPeHBwcNZ9MJXDkvqGjO6R56aPdZwqmmHeRSkvPvKD/bm15jXFNt6Cgc86TuJaeJwcHBwdHhcB1uisBU+iwRnyb3Zkcz8tFkkaDWnw+wlw4obQnpNNCk5UMvUYJhuVBUKuOw9Z5A0C2PA1pOQkg0kEkcILMPRAiPhdWzFZIR4ZwYtqCjreviGvZODg4qgxlmWIekW/odLd3kpT6wt3S9PLCKI0hw7SGZxBW4mZbgTk4ODg47A73aFoJnI7VIVdF8HNh0cbPtirXAdhasLb7f7U8KrB0tuHEB6LHOSN6nDOcHLwoQcwwONagIY41aAjx084C0OugTU+AXpkHMAz47r7gOXvat6BlQKHOR3JWHDQ6FXgsHz7udeHs5O6w8lQ3SEsmL+aMsGDEuyq2bgwgqiuCqK4Ixd/AMRB4B0LgHQgLOyu4WAxq16qP2rXqg+E8HXNw2JV9d7SQawhBtVi0q11yw3RfrUaKRgMxy6KtUykvXy2EDCus1aQzjHSLtGqsO7YIy19ciLlDt0LAFwEAGL4IdUavRZ3Ra8EUbHumKbF95uDg4CgfVfGxtMah1gFHHhR4MQ+x0ZsagF3ZWZDr9QgRidFRYqM30wqCYYB67izqubNw9Gx3BkAdgQB1BIJy6iJBm5UMXZ5hejfP2QN8dxkcdYFanQYpmXGQq3IAMPCQ+sDTxY/rBNlIWTve69evBxGBiPD6669XWjkZPgOGb+E7ZQCGJwDDEzjkgY/HCsBjbW+fOKzjqHuLo2qSr4HJn4tNo902TjG3NNJdWKtN3st1BB9FFrROnqjlInuiKQzAd/MF382X62QWYLV95nA4XLvKUVFU1r3FdboriQNlDB0GADl6PfZkZwMA/ufh+NHumoouLwParGSACKzYGfxadQEHrasmENJzk5GZ9xgAQSJyga9HADZu2GhqEFQqFe7du4eZM2eCV8i7PcuyGD9+PK5fvw6FQoGMjAwcPHgQXbp0MTsHy7KYMmUKoqKiIJfLkZ6ejnPnzuGDDz4oU1mnTp2KCxcuICcnBykpKfjjjz8QHBxsZnPy5ElTuY3pp59+sponn8/HggULcP36deTl5SEhIQEbN26En5+fyUYoFGLTpk3Izs7GnTt30Lt37yf1pyV8NuwzLJ612NDxLmWq+aFDhyCTyXDo0CGrNl27dsW+ffuQkJBgsUG2pcwAEB0dDdITFNEKKKIVID1hypQpZjbNGofgxJ5tUMjliIuLwxdffFGsPAMGDEBUVBQUCgWuX7+Ol156qZjNnDlzkJiYCLlcjmPHjiEoKMh6JdiRwsJlTEXr9ssvv8SZM2eQn59vNS5m0TyICIMHDzaz6d69Oy5fvgylUol79+5h+PDhxfL5+OOPER0dDYVCgXPnzqF9+/Zm+0UiEVasWIG0tDTk5uZi165d8PHxKWctAOPGjYNMJit3Phw1B+MU88FNBbAyG9zEmYIp5s9JSlnXbWGkuzAqU8gwzjN5ZVO4LeQ027pmA8Dnn3+OH374waZrqHTNLlIXRTW7efPmOH36NBQKBafZnGaXCtfpriQO3tNCT4Q2fjzUdrH9LeqWghu8h9QZgQJuFKqi0CvzoMlIAOl0YAUig4M1B063y1NmFYQV00LAE8FJ6IyjR45CJpOhUaNGWLx4MWbPnm3WwO/YsQOzZs3CsmXL0LhxY/To0QPx8fE4deqUmeiEh4djwoQJmDlzJpo0aYKePXtizZo1cHd3L1MZu3fvjpUrV6JTp07o27cvBAIBjh49CkmRWRlr1qyBTCYzpcmTJ1vNUyKRoE2bNpg3bx7atGmDN998EyEhIdi3b5/J5qOPPkLbtm3RuXNnrFmzBtu2bTPtq1evHkaOGIlpn08DdAAjYiD0FVodxVGpVEhJSYG6BC/BUqkU165dwyeffPLUZTYyc9ZM1GtfD/Xa14PMT4bly5eb9rm4uODPHesR9ygRbdu1wxdffIHZs2fjww8/NNl07twZ27dvx9q1a9G6dWvs2bMHe/bsQdOmTU02kydPxmeffYbRo0ejY8eOyM/Px5EjRyASVc79bHwoMqYhQ4aY7RcKhfjtt99KfJADgPfee88snz179pj21atXD3/++SdOnjyJVq1aYenSpfjll1/wwgsvmGwGDRqE77//HnPmzEGbNm1w7do1HDlyBN7e3iabJUuW4NVXX8XAgQPRvXt31K5dG7t37y53HRgfajk4jBy+r0WmglDHlUXXgJJf6p6Vy6EnQqhYXGLY0NLWdJscqXHD2A7B2BZyml2yZn/44YeYPn26TddQ6Zo9c6ZZXRTV7KNHjyI2NhZt27blNJvTbJugmpxcXFyIiMjFxcXhZYkYISEKd6WP2grKdNxPderSrZBQmu7j67CySwQgCnclCnclicCx9ejEMHQrJJRuhYSSE8OU6djAwEDatGkTBQYGWrZh+STwDCChLIgEvg2JFUkdeq0swyMft7q0c/vvdPjPY+Qm9TLtO3LkCEVERBAAGjRoEBERhYWFFctj165dlJqaShKJhADQ1atXadasWXYvq5eXFxERde3a1bTt5MmTtGTJknLl265dOyIi8vf3JwC0cuVKmj9/PgEgsVhMREReXoZ6OXToEPXv358AECNgSOwvJnE9MQllQgJjnu/69evpjz/+KFNZiIhef/31MpcZAEVHR9O48eNIXM9QpqLlGT1mDKVnZJLUvzGh4L6eP38+RUVFmWx27NhB+/fvNzvu7Nmz9NNPP5k+JyYm0qRJk0yfXV1dSaFQ0ODBg02/ASKigQMH0unTp0kul9OFCxeoW4cX6JU+b9HFixcpNzeXDh48aKpXW1NZ6nT48OGUmZn5VPW8YMECioyMNNu2fft2OnTokOnzuXPnaPny5abPDMPQo0ePaMqUKaZ6UalU9NZbb5lsQkJCiIioY8eOBIC6d+9OREQvvPACXblyheRyOZ04cYK8vb3pxRdfpFu3blF2djZt3bqVnJycynwdJbVHVUm7KivV9Gv+5TUxUbgrrQoTl2q7MzCQboWE0quurlZt6o6pS802NKNafWqZthXW6tDajWnFqBM0773dFNm4Ba0YdYJWjDpBQr7h/IxARIFTDlDglAPECEQOr5+iqVS9tndiYLV9Lmuy1BZyml2yZj9NnZaWyq3Z48ZZPWb06NGUnp5OAsGTZ/rK1OxGjRpRu3btOM2uJM22h15zI92VSGEv5mVhU6ZhzfEbbm5wYbmvrCJwYhhDIh34mY8gUuXDiWHg7OEHJ6mHZVsLSVRkPbg1O1sxhhXTaA1vdV2dasHHrS5YhgeFQgGhUAgAGDp0KO7cuYMDBw4Uy2Px4sXw8vJC3759AQDJycno1asXvLy8rJ53+PDhoDJOSXRzcwMAZGRkmG0fNmwYUlNTERkZiW+++QZOpTkHspCvXq9HVlYWAODatWt4/vnnIRaL0a9fPyQmJiItLQ1Dhw6FUqk0vV0lDUGVogL0ACtmSxzxtjdFy2xk6pSpeHTlEc4eOIvPP//cbKph506d8O/5i9BoNKZtR44cQWhoqGlEo3Pnzjh+/LhZnkeOHEHnzp0BAPXr14efn5+ZTU5ODs6fP2+yMTJnzhx89dVXaNOmDbRaLZavXowvw7/A+HHj0bVrVwQFBWHu3LllvvYePXogJSUFt2/fxo8//ohatWqVOQ8AWLlyJVJTU3H+/Hm8//77ZvtKqweBQIC2bdua2RARjh8/brJp27YthEKhmc2dO3cQGxtbrK5mz56NsWPHokuXLvD398fOnTsxfvx4DB06FK+88gpeeOEFfPrpp091nRzPDtsjDb/tAY35EJQi5UYv5l1KmmJuDBlWyki3sAb6aihJh4t6fS+LZovBQIyn1+yS4DS7ZM12JFY1e+pUpKWl4cqVK8U1u3NnnD592mGavW3bNixatAjjxo3jNLuaaLaD/VA/Wxy4q8U3vYE+Dfhw4gMKrW3HnZXLcU+lQiORCG+5uWNDZkbpB3GUicvBIVb3/SPxxsfpQuiyDeus/wlqBImVlx8X5HK8Fx9n+nysQUPU4hf/mTW5c7tM5VNrlVBrlSDSQySQYGD/IejXr59pqlNwcDCioqIsHmvcbly7NXHiROzatQvJycm4efMmIiIisHfvXhw+fNh0THZ2Nm7ftr2MDMNg6dKl+Pfff3Hz5k3T9m3btiE2NhaJiYlo0aIFFi5ciJCQELz11ls25SsSibBw4UJs374dubm5AIB169ahRYsWuHXrFtLS0jBo0CB4eHhg7ty56NGjB+bNm4e3334bDx48wIgRI5CUnASRTGToePsIoX6sNrxzrCAslRkAfvjhB1y5egX54nx0atMJc6fNhZ/MD5MmTQIAyGQyxKWkm+VlnO4kk8mQlZUFmUxWbApUSkqKaS2S8W9JNka+++47HD161FC2ZT9g+47tePuN4YiIiACBsHbtWrz33ntluvbDhw9j9+7diI6ORsOGDfHNN9/g0KFD6Ny5M/R6fekZFDBz5kz89ddfkMvleOGFF/Djjz/C2dnZdL9bqwc3NzeIxWJ4eHiAz+dbtAkNDTXloVKpkF3gN6OwTdG6mjFjBiIiIgAAa9euxYIFC9CgQQNER0cDAHbt2oWePXti0aJFNl8jx7PHyRgdkvP0kDmz6NuQj4P3rD8EnMmX4yNP4LkSnKmRrqAhs7amuyBkWE3sdJek2X/n5WFMwiPT57Jo9p/CuvBgeEAjc7uyanZRevfuzWm2jZqdmJho83XYgxI1+8oVZGRkoEuXLpg/fz78/Mw126gBRipLs5ctW4YdO3agV69eZtrEabaBqqrZXKe7Eol8rEdslh6B7ix61efjzxIEtyibMjMwT+aHYR4e2JyZAV0FltMSRMDNxzrT/46EANxXqUz/VwY8JxcwPAG0WUmVdMbivPTyi4iK6QGBQACWZbF39wF8t2CJaT9j49v4qKgoNGvWDG3btsVzzz2Hbt26Yf/+/diwYYNpLZJx3ZGtrFy5Es2aNcPzzz9vtv3nn382/X/jxg0kJSXhr7/+QoMGDfDw4cMS8+Tz+di5cycYhsGYMWNM27VaLcaOHWtmu27dOvzwww9o3bo1+vfvj5YtW2Ly5Mn44YcfMGDAAKiSVYaOt1OhjncFYK3MgGEtEhhA5CdC5PVI5CfnY/Wq1Zg2bZppfRrpdSBtxb4UMHL9+nXT/0ahu3Ej0mxbWR2U/Prrr6b/b9y4gevXr+Phw4fo0aMH/vrrL5vz+eqrr0z///fff5BKpfjiiy/M1tNVJkXrKj8/3+xhKyUlBR06dHBE0TiqEXoCdt7U4LOOIgxpVnKn+z+lAnK9Hl58PoJFItwt0DzzDA1/GN6Ttr+wVqs0SgCAgCdArLMPBPLHiFfKQcYGhgB1Wqzpfw4Y6sFOM6LCwsKQm5tr0uxt27Zh9uzZpv2cZlvX7MqiVM0uIDIyEmq1GqtXm2t2ZWJJsyMjOc22RFXVbK7TXckcuKfFJ+2FeDWkbJ3uAzk5mOjljToCAXo5u+BYXm7pB9kRhRZo9lN+pZ7TGkoivBYTXbphGWh7947VfXqhGOTmB1YohsCzLrrFxBo6RpZsi3zu+/CB3cp48uRJjBkzBhqNBsocPUR8CUSsCzxdCHfv3kXjxo0tHmfcfvfuXdM2IsKlS5dw6dIlLFu2DMOGDcOWLVvw9ddfIyYmpkzlWr58OcLCwtCtWzckJCSUaHv+/HkAQFBQUIkCbhTCwMBA9OrVy+ztc1F69OiBpk2bYuTIkfj2229x8OBByOVy7Ny50yT0pCaoU9QQ+goNHW9vYZmu0RZsKjMBqkTDw/P5c+chEAhQr1493L17F8nJyfB2c4Um7cmoi6+vLwDD9ELjX+O2wjaF9xfdZvz833//mR1XeEqcngx37qPUh6YHciICW87lLNHR0UhNTUVQUFCZBLwo58+fx6xZsyAUCqFWq63WQ3Z2NpRKJdLS0qDVakutK5FIBDc3N7M350XrDjCvKyIy+2zcVt664ng22H5Di886itA/VAAnvtLqjDcNES7I5ejh7IznJVKLnW7jdOLC08sLazW/0Aj3xB7jodApEf/9E4/XpFUhaa1lZ1NVnZI0u+igRNf796zammk2AX3u3y9XuQpj1Gy1Wo3ExETodE9Kxml2yZpdGZSlzIChLopqtiWNASpes42//aLbOM02UFU1m3tKqGT23zF88WVd160iwq/ZWQCAd7nwYXZHQWQ1qVQKaNLjQVo1GJ4AGo86UAqcLNsWmQZgLc+nIT8/Hw8ePEBcXBweZz1CVn4qAIJE5IrD+08gODgYYWFhxY6bNGkS0tLScOzYMat537p1C4DB62dZWL58Od544w306tXLJuFv1aoVACApyfqMAaMQNmrUCH369Cm23qwwIpEIK1euxKhRo6DX68Hj8SAo8PIvEAjM1l/pVXqoU9SGNd4SFqzYfs1fWcpspFWrVtDpdHj8+DEA4OzZs+jWrRv4hZYj9O3bF7dv3zatMzt79myxcCt9+/bF2bNnARgEMykpyczGxcUFHTt2NNlUJnXq1IGnp2eJ37cttGrVChkZGabRhdLqQaPR4PLly2Y2DMOgd+/eJpvLly9DrVab2QQHByMwMNAhdcXxbHDukQ7RmXo4CxmElRJC1LSu20q7bJpebmXAVKvXQKcz9OoFAFiBGIxA/FTlrmqUpNlqG3W4sjQ7Pj7erMMNGDyXc5pdsmZXJJxmW4bT7IqF63RXMqdidMhTG8KGtJaVrfq3Z2ZBQ4S2EgmaimqGcFYbdBpo0h9Br5KDYVkIPPzAStwcWqRcRSYeZz+CXq/Fn3uP4NCBI9i4cSNGjBiBwMBANG/eHKtWrcJrr72GkSNHQi43rO/77bffMH78eHTo0AEBAQGmMCJ37twxrQnr37+/1fVmRlauXIl33nkHQ4cORW5uLnx9feHr6wux2HBvNmjQADNmzECbNm0QGBiIV199FZs2bcLff/9tNiUqKioK/fv3B2AQwl27dqFdu3YYNmwYeDyeKV+BhZB5M2fOxMGDB01vhM+cOYM333wTzZs3x9ixY3HmzBkze71Kb1rTzfAZsKLSf4NSqRQtW7ZEy5YtARgcn7Rs2RL+/v42l7lTp04YN24cWrRogfr162Po0KFYsmQJtmzZYhLnbdu2Qa1WY+3atWjSpAkGDRqEcePG4fvvvzeVZdmyZXjxxRcxceJEhISEIDw8HO3atcOKFStMNkuXLsWMGTPw6quvolmzZti0aRMSExMr3FmNVCrFokWL0LFjR9PIwd69e3H//n0cOXLEZOfv74+WLVsiICAAPB7PVLfGh8ewsDB88MEHaNq0KRo2bIjRo0fjyy+/NJumtmrVKjRo0MC03nDMmDEYNGiQ2XTA77//Hh9++CHeffddhIaG4qeffoJUKsX69esBGJzVrF27Ft9//z169OiBNm3aYP369YiIiDCN7nBwVAQ7bhpevg9pVvJa6zNyQ6e7rZMTxJamIluYXl4UZcG6bn7Bwy/PwbrFYWDHjh3YvXs3p9mlaPbTwGm27fXEaXblUyb38tUtVcUQJLsHORGFu9LMbsIyH7tA5ke3QkJpoZ9fpZbZiQ+6MUZKN8ZIyYnv2PoTMwztq1ef9tWrT2J7hwyzIfFcfUgoCyKhLIh4rt6Vcs0lhXXgsXzycfOner6Nad6sBXTz5i1SKpWUlZVFhw4doi5dupjZjxw5kk6cOEEpKSmkVCopJiaG1q1bRwEBASab4cOHExnmL1lN1hg+fDgBoLp169KpU6coLS2NFAoF3b17lxYuXFjst1j4GGNoDEt0797d7LimTZvS3bt3TWFVAEOIiZUrV1JWVhadP3+eGjZsaLHsrJilTb9ton1H9pHAu+QQfsYQFEVZv369zWVu3bo1nT17ljIzM0kul9OtO7do6rSpJBQWbgMYatPtBfrn7HlSKBQUHx9PkydPLlaeAQMG0O3bt0mpVFJkZCS99NJLxWzmzJlDSUlJpFAo6NixY9SoUSOz3wARUcuWLU3benTvQUREwYHNiQFjugcKhwcx1oO1345YLKbDhw9TSkoKqVQqio6OptWrV5OPj0+xe7mkuurXrx9duXKFcnJyKDc3l65evUofffQRMUV+6927d6crV66QUqmk+/fvm+6hwumTTz6hmJgYUiqVdO7cOerQoYPZfpFIRCtWrKD09HTKy8uj33//nXx9fYtds5ubm9lvo2jYlPDwcLp69arF3wgXMsz29Kxcc3MflijclZTTXchNVLLtiQYN6VZIKD0nKR6+UjZURs02NCOft578xopq9dyh22jFqBP0e9chtPrd7TRz6GYS8A3hwRi+iPw+WEl+H6wkhs+FDAMDEtUWkai2qEJChhVNPB6PJk2aRJGRkZxml6LZttYpUDGaffPmTZo6tahmg5o3b06nT5+udM22RZs4zbZcL8DTabad9LoSGjIHpqoo4iNaC4jCXenCyLLHgG4iEtGtkFC6FhxC3jx+pZX5mYnTbWNiJW4k9DV0vPketQkM6/D7yl3qTf5eweTvFUzernWIrQJlqsppw6YNtO/IPhLXE5PAq+SOt91SSXFgGcb0MgdlvK/LmxgwpnvH2Okumt577z26e/cu8fmV1+5U91SSgANcp/tZvuYbY6RE4a70XquS2565vjK6FRJKk719iu2TvW3odPsOfPLQWVSrpw9aRytGnaDTnd/g4nSXluwYp5tL9k9PE6f7WU6cZpc9VXSnm5te7gD+LIjX3b4ODzLnsrnJvKVS4bJcDgHDYIiHewWUjsMW9PJsaLISQXo9WJEEAs+6AM+xYVmy8lORnpsEIj3EQilkHoEQ8kUOLVNVhnSEl3q9hNQbqQh7LQwCr5oXVseevPzyy/jyyy+h1druAPJZ5aeffirVKQ/Hs832G7ZNMY+QG9d1S4rtIz0BsB6nGwBUasMUZT3LaQFH9cfoEf6VV15xdFGqPJxm205laTbX6XYAKfmECwkGpxqvlNGhGgBsyswEAAx2c4fIxpATHPaHVHJoMx6BdBowfCEEnnXBCJ0cWia5KhcpWXHQ6tTgsQL4uAdAKnZ1aJmqKpMnT0ZoaCjadGqDvyP+Bs+ZB4En1/G2xqBBg7Br1y5HF6NaMGvWLLRq1QpBQUElOkPieHbZUdDp7l2fBx+pdR0/m58PPRGCRWJ484o8Lxhdb5fwJKfSKgAAWh7X6eao3hg1u1WrVjh58qSji1Pl4TTbdipLs7lOt4PYf7fAi3kp3kst8VdeLhI0Gnjw+Qhz5TpUjoS0aoODNbUSDMuDwKM2WCfHficanRrJWXFQqPPAgEEtZxlqOfuCsVfw0RpCamoqHjx4gHs37iErLgsggOfCdbw5yo/x3nrw4IHJGRIHR2EeZBpevvNYBgObWH8OyNbrcUNpiLdddLTbppFujaHTreM63RzVHK5d5agoKuve4jrdDuJAwRTzvg34EJUxQoIOwNaC0e53PWrZuWQcZUavgzYjAXpFLsAw4Lv5gOfi5dAiEemRlpNoCismFbvB190fPLbsL3meBfRyPTRpmicd71pcx5uDg6NiKesU8+eKhoeyZaSb63RzcHBwVAm4TreD+C9Zj0c5ekiFDHrWL3tH6PfsLMj1ejQSidBZUnytF0dlQ9Bmp0CXmw4A4EndwXf3Axw8/d8UVox0EPDFkHkEQizg7hdL6PJ1Tzrerjzwa3EvKDg4OCqOX29ooCfCcwF8BLhZ14ozBfG6O0ukZvOVuJFuDg4OjuoD1+l2IMbR7lefYop5rl6P3dlZACpntJsIiMnSIyZLD6IKP13JZQGQoNEgQaOBg4tSDF1+JrRZySAisGIpBLXqAg4eXVZpFEjOjIVaqwDL8ODtVgeuEm6GhCV0+Tpo0g2jT3xXPvge9v/uSEsgrYU7lwDSaUA6Q8e/stHpNdDpNZV/Yg6OZ5SkPMLfMQb/Lm+XMNp9XaFAvl4HTz4foaInnWfSFTQUhZ7kimq1sdOdwxNCoMpEtl4NMjYwBGizU6DNTnFIm1MVsdo+c3BwcJQTbijHgey/q8XodkKEBfPxycGyH781MxND3T3Q3dkZ9QRCxGjU9i9kAQotUH9ZXoXlXxaUROj78IGji2EVvTIPpNOA7+4HRiCCwNMf2qwkkEbpsDLp9FqkZD2Ch7M3nMXucJN4QcQXIy03GUT60jN4htDl6QAGEHgKwHfjGx5Ms+zk/ZMA1SOV1Z2a1Fj7nKeMEAiJGdEOOTcHx7PM9hsa9KzPx5BmAiw6Y1nDNQDOy+Xo5eyCLlIpolQFbUhB083wnox0F9VqY6f7gIaHCF8xdHlp0GgNx5NWhYRVH9j/oqorJbbPHBwcHOWDG+l2IH9FayHXEALcWLTwLftXEavR4FS+QVzf8fCwd/E4ygFpVNCkx4M0KjA8HgS16oAVOzu6VMjMe4yM3GQQ9BALnSHzCISAm3ZYDF1uoRFvd76h883BwcFhZ36P0kKjI7SS8dDYy/pzQETBFPPnJE/WdROVPr1cWdDpFhZMTGclrgDnVJODg4Oj0uE63Q5EqQWOPzSMoD2NF3MA2FzgUK2/mxtcWe7rrFLoddBkPIJemWdwsOYuA8/Z8dO681U5SMmMh1avAZ8VwNfDH1IR5wW/KLpcHTQZBR1vD67jzcHBYX8yFIQjDwzPAUOaW59iblzX3cbJCU5GXyG6gp0l9KGNI93CgmVODMsD6+RSvkJzcHBwcJQZrpfmYPaXY103YJhydkelhIRlMcDN3Y4lM0fMBy6MlOLCSCnEDu57iBgGvwYE4teAwKofp5wI2qxk6PIML0d4zrXAd5PB0SMNGp0KyZmxUKrzwIBFLRcZPJx9HF6uymT48OEgIhARlixZYtFGl6ODNsPwG+V78MF3LefNzwBCPyGEfkILVc2A71kXfM+6qOzvgQEDX/cA+LoHcKHl7EB4eLjp3ho3bpyji8NRxbHFi3lsgR8TIcuiXYHzVJMjtULTy4tqtbHT3dbZA18mZOLdHCHEzoboGgxfCNm730P27vdg+MIKubZqRYntM4ejsUWzOTiehsrSbK7T7WD+LOh0d6jDg4/06Vr5zRmGDt0wDw+UMfqYzbAM0L4OD+3r8FDCTLZKgQXQ3MkJzZ2cqs0NrMtLhzYrBSAC6+QMvmcdgLX921q/fr2pQVCpVLh37x5mzpwJHu9JHizLYvz48bh+/ToUCgUyMjJw8OBBdOnSxSwvlmUxZcoU3Lp1E7HJ93HtzjnsPbwTI0eOLHNYsdq1a2Pz5s1IS0uDXC7H9evX0bZtWzOb0NBQ7N27F1lZWcjLy8OFCxfg7+9fYr4DBgxAVFQUFAoFrl+/jpdeesls/6RJk5CSkoKUlBRMnDjRbF+HDh1w6dIls7qxRnZ2NmQyGWbOnGnVxkvihXWL1uH6X9ehylRh6cqlxWxGjhyJ06dPIyMjAxkZGTh27Bjat29vZrN+/XqQnqBKVEGVqALpCYcOHXpiwACe3r7YtGYlsrOzkJmZiV9++QXSImGCmjdvjtOnT0OhUCAuLg5ffPFFsfKUVn+WEPLFEPLFpdqVROGHImNSKBSm/Xw+HwsWLMD169eRl5eHhIQEbNy4EX5+fmb5eHh4YMuWLcjOzq7wepgzZw4SExMhl8tx7NgxBAUFlasOAOC7776DTCZDfHx8ufPiqPnsvW1YahZUi0W72tZVzTja3cU4xdxCyLCiWm3sdDsJJdBIa8NXzwNPWrAcjWEg8guGyC/Y4ZE2qgqsiAUrKv+TRUVodlRUFORyOdLT03Hu3Dl88EHZ1+M/C5otk8mwdetW3LlzBzqdzmIH3WbNLqJnZpqNytWqioDTbAOVpdnVpc9SY0nKI1xK1IFlGLzc6OlG0Q7k5iBdq4WfQIC+Lty0saqKXpkLTUYCSK8DKxBD4OkPhm/7eupDhw5BJpOhUaNGWLx4MWbPnm3WaO3YsQOzZs3CsmXL0LhxY/To0QPx8fE4deoUXn/9dZNdeHg4JkyYgJkzZ6JJkybo0bMHVq9eBRdXZwgLwoqJbAgr5u7ujjNnzkCj0eCll15CkyZNMGnSJGQWLHkAgAYNGuDff//F7du30aNHD7Ro0QLz5s2DUmndqVznzp2xfft2rF27Fq1bt8aePXuwZ88eNG3aFICh4Z47dy7efvttDBkyBF999RWaNWsGAODxeFi1ahVGjx4NnU5n9RxGiAgpKSnIy7PuJFAkEuFx4mN8s/AbXI+6Dp6YB56L+cNBjx49sH37dvTs2ROdO3dGfHw8jh49itq1a5vZHTp0CPXa10O99vUg85NhyJAhZvs3rlyMJsGN0PeFFxAWFoZu3bphzZo1pv0uLi44evQoYmNj0bZtW3zxxReYPXs2PvzwQ5vrr6IxPhQZU2BgoGmfRCJBmzZtMG/ePLRp0wZvvvkmQkJCsG/fPrM8tm7diqZNm6Jv374VWg+TJ0/GZ599htGjR6Njx47Iz8/HkSNHIBKVz89Bfn4+UlJSbLoHOTjyNcD+OwVTzEsY7Tat6y54mLUtZJgcgHnIMMO6bo6KpqI0u2fPnlizZg3c3d3LVJ5nSbNTU1Px1Vdf4dq1axZtyqLZhfWsqGZXllZVJJxmV65mU01OLi4uRETk4uLi8LJYS+HdRUThrrRroNNT5zHW04tuhYTS1oCACimjRACicFeicFeSCBxbX04MQ7dCQulWSCg5MUyZjg0MDKRNmzZRYGCg466BxyeBVwAJZUEk8GlAjEha6jHr16+nP/74w2zbkSNHKCIiggDQoEGDiIgoLCys2LG7du2i1NRUkkgkBICuXr1Ks2bNKmbHY/nk6x5A/l7B5O/ViFydapVYpvnz59Pp06dLtNm+fTtt2rSpTPWzY8cO2r9/v9m2s2fP0k8//UQAaODAgXT27FnTvnPnztGAAQMIAE2dOpWWLl1q03mGDx9OmZmZZSrbqX9O0fK1y0lcT0w8Z55VO5ZlKTs7m/73v/8V+w7F9cQkricmMObHhDZuTEREnfr1JxTc1/369SOdTkd+fn4EgEaPHk3p6ekkEAjMvoeoqCib6w8ARUdH0/Tp02njxo2Um5tLMTExNGLYaGoZ0pH27NlDubm5dO3aNWrbtm2Z6udp6rRdu3ZEROTv72+oh9BQIiKzc1dUPSQmJtKkSZNMn11dXUmhUNDgwYMJMLQXREQDBw6k06dPk1wupwsXLlCjRo2oXbt2dPHiRcrNzaWDBw+Sl5dXsWuLjo6mcePGWb32ktqj6qBd9k7P4jUb0+shfKJwV3o0wZlYxrKNG8tSZHAI3QoJJV8+n9y7ulOzDc0oYPwT3S+q1YHeIbRi1An6efhOWjHqBK0YdYJqtetPAIgRiChwygEKnHKAGIHI4XVQNFW6XjOw2j6XNVWGZpc1PYuaffLkSVqyZEmpdiVptrVjKlOrLGn2q6++Sl5eXpxmV5Jm20OvuZHuKsD+u4b1XC805EP4lPPDd2RlQkOE1k4StBCXb4ros4hxaq2lxOcJbLYV8ISl2zJ8aNIfQa+Sg2FZCDz8wBqn+5UBhUIBodBwvqFDh+LOnTs4cOBAMbvFixfDy8sLffv2BQAkJyejV69e8PLyMrMzhBWLR74yGwPefhPZ8nR4udYGw1huJl577TVcunQJO3fuREpKCq5cuYKRI0ea9jMMg1deeQV3797F4cOHkZKSgnPnzpm9wbdE586dcfz4cbNtR44cQefOnQEAkZGRCA4Ohr+/PwICAhAcHIwbN26gQYMGeP/99zFjxoxSau7pIS1BrzbM6RR4CcBztvyDlUgkEAgEyMjIMNveo0cPxF6MxbUT1/Djjz+iVq0njvU6d+6MzKxsXLl2w7Tt+PHj0Ov16Nixo8nm9OnT0GiexNM+cuQIQkNDTaMepdWfkQkTJuDMmTNo3bo1Dv55EEt+XIQlKxdh65ataNOmDR48eIBNmzaVsYYAZ2dnxMTEIC4uDnv27EGTJk1KtHdzc4Ner0dWVtaTesjMxOXLlyu0HurXrw8/Pz8zm5ycHJw/f75YXc2ZMwdfffUV2rRpA61Wi23btmHRokUYN24cunbtiqCgIMydO7dsFcXBUYhD97XIUhLquLLoGmC5XcnW63GjYMSxi0T6JGRYiSPdBntt4ZFuJzc7ldpxVJhm80SGVMTOHthbswtjnCZcEs+iZttKSZqdkpKC27dvW9bsStAqI4U1+88//8TmzZuxadMmbNmyhdPsaqLZnDveKsDVJD0Sc/Wo7cKieyAPxx6WfXpDmk6HP3Ny0N/NDe94eGByUlIFlLTm8v0Hf1rddyP2HFYdnm76PP/dXRAJnCza3kv8D8v2TzJ9njN0K1yc3IvZjV3dG9rMRPBcvMCTuoPv4gkdTwBdzmObytu7d2/069cPy5cvBwAEBwcjKirKoq1xe3BwMABg4sSJ2LVrF5KTk3Hz5k1ERERg7969OHz4MABCRl4Kkh7H4/69h3ASOkPmHoC0nERodOYxZBs0aIAxY8bg+++/xzfffIP27dvjhx9+gFqtxqZNm+Dj4wMXFxdMnToVM2bMwJQpU/Diiy9i9+7d6NmzJ06fPm2xvDKZDCkpKWbbUlJSIJPJAAC3b9/Gl19+iWPHjgEApk2bhtu3b+PYsWOYPHky+vXrh9mzZ0Oj0WDcuHH4559/bKpTW9Er9dDmaMF35UPgKQAI0OWb/2YXLlyIxMREM3E4fPgwdv+xG4mqRDQIaIDZ42fj0KFD6Ny5M/R6PWQyGVLT0s3y0el0yMjIMF27TCZDdHR0sbox7svKyiq1/owcPHjQNP1r7ty5GPPxGFy7Goldu3aBQFi4cCHOnTsHX1/fYvlZ486dOxgxYgSuX78ONzc3fP7554iIiEDTpk2RkJBQzF4kEmHhwoXYvn07cnNzTdfx+LH576Ai6sH415a6+u6773D06FEAwLJly7Bjxw706tULERERAIC1a9fivffes6mOODgsodYBu6M0GNFaiCHNBfg71vJzwJn8fLR0csJzUin+0humm5ccMqz49HJeDZheXlGa/WW39XAWFn8pMXZ173KUtiI120B2djZu375dYhmeVc22BauavXs3oqOj0bBhQ3zzzTfFNLsytMpIUc3++OOPcfHiRezatct0DZxmG6iqmu3Qke7o6OhiC/iJCCtWrABg+HJXrFiBtLQ05ObmYteuXfDx8XFkkSsEAnDA6MU8xPp6rtLYnGl4Q9fPxRW+fO59SnVAl5sGbXYqQASexBX8WnUAKyPLYWFhyM3NhVKpxKFDh/Drr79i9uzZpv2MjY5woqKi0KxZM3Tq1Anr1q2Dj48P9u/fj59//tlks2PnNjRt0gQ6vQZ8nhC+7gGQiMz9BbAsiytXrmD69On477//8PPPP+Pnn3/G6NGjTfsBYO/evVi6dCmuXbuGhQsX4sCBAyabp2X16tUIDQ1FaGgoVq9ejXfffRe5ubk4e/YsfvnlF7zxxhuYOHEiduzYYRpZsCfaDC10OTqAKRjxlj4ZmZoyZQrefvttvPHGG1CpVKbtv/76K/bv34+bd25i/7H9CHs1DB06dECPHj3sXj5buH79uul/o4jdibpbbFtZ2txz585h8+bNuHbtGk6fPo0333wTqampGDVqVDFbPp+PnTt3gmEYjBkz5mkvo1KwVFeRkZFm22qiNhWG0+uKx+jFfEBjPgRWns7OyAucqUmlYI398hKe5IyO1MA+ebZgnap/p7s6UJmavWfPHjRu3LjEfJ5lzS6J0jT7xo0b2Lt3L8LCqp5mF9UhgNNsoOpqtkN7Zu3btzfzVtisWTMcP34cv/32GwBgyZIleOWVVzBw4EBkZ2djxYoV2L17N55//nlHFbnCOHBXi4/aCvFqMB+fHSrd3hJRKhUuyuVoL5FgqLsHlqSl2rWMqfn60o0qiQyt1q75TVz7itV9ejIfcZi2aYBVWyLzOgrfNqzUc+sV2dDo1OC7+4EVOkHg6Q9tZiJIpzGzO3nyJMaMGQO1Wo3ExEQzhw937961KrjG7XfvPulQEREuXbqES5cuYdmyZRg2bBi2bNmCr7/+GjExMQAAtdYQVszTxQ9ioRSeLn4Q8cXIzDfcV0lJSbh165bZuaKiovDWW28BANLS0qDRaCzalPQbTk5Ohq+vr9k2X19fJCcnW7T39PREeHg4unXrho4dO+Lu3bu4f/8+7t+/D4FAYJrKZm80GRqAAXguPAi8BCAiTBgzAVOnTkWfPn3MGngzCr626NhopKamIigoCH/99ReSk5Ph7eUJ0j/5Xnk8HmrVqmW6dmt1Y9xXkk3R+is8zcuIWv3kgcM4VdH4IPY0aLVaXL16tZh3UaN4BwYGolevXqY35sbyFxXDiqgH49+idePr64v//vvP7LjCdWWsl6LbylNP1QFOryuek9E6pOTp4evMom9DPg7eK65zkQoFcnU6uPN4aKTlQ47iI92FtVqtfeIAi6fJQ55AAp7E3bRNJ8+2+3VUBhWl2d+cfB8AoExQGUZEykFla3ZpPOuabYlJkyaVrtkFREcX1+zK0CojljTbkjZxml11NduhTwlpaWmmEAIpKSkICwvD/fv38ffff8PV1RUffPABJk6ciJMnT+LKlSt4//338dxzz5nWCNQkjj/UQqEh1HNn0dT76b+WTQWj3YPc3SG2YwgQuQbw+S4PPt/lQV78d1+pKIjw/IP7eP7BfShKWcNkK2qt0mrSFun8lmRbdAq2NbuikFoBTXo8SKsBwxeA7+kPRmjuQTw/Px8PHjxAfHx8MQ+LO3bsQHBwMMLCworlPWnSJKSlpZmmdlnCKLJFQzzoSY/UnATkyA3Tnp2dPODrZggrdubMGYSEhJjZBwcHIzY2FoChgbt48WKJNpY4e/Ysevc2n8rXt29fnD171qL9kiVLsGTJEiQkJIDH40EgeDKiw+fzbQpD8rRo0jXQ5RpGvKfOmIqZM2fixRdfNFvbZAYByngllPFK1KldB56enkgqWApyNiICHu5uaF7XAyi4r3v16gWWZXH+/HmDzdmz6NatG/iFZrL07dsXt2/fNq2vKmv9GYplOF96brLpf3vAsiyaN29uukbgiXg3atQIffr0KbaG7uzZs/Dw8ECbNm1M2yqiHqKjo5GUlGRm4+Ligo4dO5ZYV88qnF5XPDoCdt4yejG3PCaiBXBebpgy3kFdMCJY6JGhqFbr9FqTLs0+/S1WuKuglxhmLZFGhUfLh+HR8mEgjQrViQrRbAJyYrKRE5MNtaZkzbYFR2h2SXCabc4XX3xRumYXok6dIppdSVpVmXCaXfGUyWtdRSWBQECpqak0bdo0AkA9e/YkIiI3Nzczu5iYGBo/frzVfIRCIbm4uJhS7dq1q4031ANDnIjCXWnq88KnzoMF6Ej9BnQrJJQGubk7/JqqWqoS3stLSgxL/Fp1SCgLIqFvQ2Ilhvu/NC+aAOj333+n9PR0GjFiBAUGBlLz5s1p1apVpFar6fXXXzfZ/fbbbzR+/Hjq0KEDBQQEUPfu3SkiIoJu375NPJ7BI3f//v3NvEoCILFQSnU8G5K/VzDVqdWAunR6ntRqNU2bNo0aNmxIQ4YMoby8PBo6dKjpmP79+5NKpaKRI0dSw4YN6ZNPPiGNRkPPPfecyWbjxo30zTffmD537tyZ1Go1TZw4kUJCQig8PJxUKhU1bdq02DX36dOHzp07R0yBt+86deqQXC6nF198kT788ENKTU0lsVhssb7K4rWzZcuW1LJlS7p48SJt2bKFWrZsSY0bNzbtnzZnGimVSnp71NvkV8+PfH19ydfXl6RSg2d6qVRKixYtoo4dO1JgYCD16tWLLl26RHfu3CGh8Mnv/eDBg3T58mVq3749denShe7cuUNbt2417Xd1daWkpCTauHEjNWnShAYNGkR5eXn04Ycflqn+LHnoJCKz+8ToBbRly5Y2378zZ86kvn37Uv369al169a0bds2ksvlprri8/m0Z88eiouLoxYtWpjqydfX18yraWXVw+TJkykjI4NeffVVatasGf3xxx/04MEDEolEVuuge/fuxbTJ2r1UU72Xc3pdcalzXR5RuCvlTnMhJ75lm8Hu7nQrJJQ2N65PzTY0owYzG5SY54J3d9OKUSeoTmAHCpxygOqO2+Hw67QlVXm9LiFVBc0umtq1a8dpdsH+yZMnk1KppDfffNNMhzjN5jS7Ir2XozIaH1vSwIEDSaPRmNzLDxkyhJRKZTG78+fP04IFC6zmEx4eTpaoDiI+qq2AKNyVLn5YegipktL/PDzoVkgoHa3fgARlDKlV01N1EXGeq4+h4y0LIr6br00CzuPxaNKkSRQZGUlKpZKysrLo0KFD1KVLFzO7kSNH0okTJyglJYWUSiXFxMTQunXrKKBQuLnhw4cTGebkmCU+KyBZobBiA998m65fv04KhYJu3bpFI0eOLHbM+++/T3fv3iW5XE5Xr16l1157zWz/yZMnaf369WbbBgwYQLdv3yalUkmRkZH00ksvFctXLBbT7du3iwnMBx98QElJSRQTE0Mvv/yy1foqi4BbIjo62rQ/Ojraok14eLiprIcPH6aUlBRSqVQUHR1Nq1evJh8fH7PzeHh40NatWyknJ4eysrJo7dq1pocAY2revDmdPn2aFAoFxcfH0+TJk4uVt7T6e1oBJyIaPny41Xr6/vvvKSYmhpRKJSUlJdGBAweoVatWxfK0RPfu3Su9HgDQnDlzKCkpiRQKBR07dowaNWpUYh1wnW5Orys6RY9zJgp3pZcb8S3fNwIB3QoJpWshIdRybVNqvKoxiepaD/k1d+g2WjHqBNWr28YUIgys9ZCHVSVVF722lKqKZhdNr7zyCqfZ4DTbmDjNNs/7mel0Hz58mPbt22f6/LQiXp3fnHtJGFLPcCEKd6Um3uxT5+PEMHSyQUO6FRJK73mUHGvZ1iTmg04Ol9DJ4RISW3n7XllJxDC0wT+ANvgHkKg6xum2MbESNxL6NjTE8/YKIIb/9DMg7JkYMFTL2beg4x1MPm51ia0GD3BF09PEpywxsTbEeGVAQpmQhDKhBRuG+LXqEL9WHQIq92UZA4Z83OqSj1tdYqycu169eqRWqykoKMjh3111STW1083pdcWmDa+LicJdaXYP6x3pC0GN6FZIKHUbbRjtDv4umPhufItaPWvwBlox6gT9+PY6mvrxEWo4+QCxYmdi+ELyHTKffIfMrzL6Ujg5Ik639faZS45OdtfsGp44zS57eibidAcEBKBPnz745ZdfTNuSk5MhEong5uZmZluScwYAUKvVyM3NNUvVhTQ5mbyYD2/59F7MFUT4IS0NADDK0xNudnAWwDJAj3p89KjHRwnRSSoFFkAHiQQdJBLHOiWoYPTybGgyEkA6LRi+EPxadcGKXUo/sIIhGMKKpecmgUgPkUACP49AiAWS0g+uYri7uyM3NxcLFiwof2Z6gLQEAGCF1u9MVsyCFVvYzwCs0Ams0AlwwG9MJJBAVMJ3+PLLL2PNmjW4f/9+JZaqejJt2jTk5uYiICDA0UWxO5xeVzwXEg3rfzvUtr629YHasBZZ+ls6VEkqCL2ECPgsADwhU0yrtQXrlvVugair44MBwAicAIaBOKA5xAHNATv6gKnOWG2fOaoEdtXsGg6n2bZTWZpdJeJKvf/++3j8+DH+/PNJ3MXLly9DrVajd+/e2L17NwCDM4fAwMBqtWC+rGy8psEbjQX4XwsBvjyhgo6eLp+9Odn4n4cHQsVijPb0wsJU2+I/c1QtSKOEJi0OfHcZWJEEfHdf6ORi6HLSYHhx5jjkqlyotUp4udaGgCeCt1sd5MgzkC1PL/3gKsDvv/+Of//9FwBMjjzKC6kJDJ8BI2KA6uWXqFR+/PFHRxeh2rBq1Srs3LkTAJCaat8oEo6G0+uK5/yjgk53Heudv/sqFVo6OaEhhDixNBYNZjaApKEE3u/XhR7ZZi+kizoWAwBW5AS9MsfeRefgqDAqQrNrMpxm205labbDO90Mw+D999/Hxo0bzbw75uTkYO3atfj++++RkZGBnJwcLF++HBERESZveDWRg/e0SJPr4ediCBly+P7ThcbSA/g29THW+gdgqIcHtmdlIs5CuAGOagDpoc1MBE9aCzznWuBJ3MAIxNBmJQE6+4ZOKytanQYpmXFwd/aGs9gdrhJPiAQSpOcmQad3bNlKIy8vD3l5eXbNU6/Sg5WwYIUsdNCVfgBHjSQzMxOZmZmOLobd4fS6crieoodKS/CUsGjoweBBZvEXrPcLwvs1FAmhTlQjbnkc6n1RD87t3fBjJjA260koMEudbkboVHEXwMFRAVSEZnNwAJWn2Q6fQ9OnTx8EBgZi3bp1xfZNmDABBw4cwO+//47Tp08jOTkZb775pgNKWXlo9MDWSINAvleOKeYAcFYuxz95eRAwDCZ4e9ujeBwORJefAU1mAkivAysQQeAZAEZke7iQioJAyMx7jLScRBDpIBI4QeYRCLHQ8WWrbPRqQ8zXkqaXc3BUVzi9rhw0euBqsnG02/IU8/sqw5TxIKEIACC/I0fihkQAwGoPNxyQPlkqoi0SyhIAWIHYrmXm4ODg4CgZhz8ZHjt2DAzD4N69e8X2qVQqjB07Fp6ennB2dsZbb72FlJQUB5Syctn4n6HT/XooH+7l1MVvUx9DR4R+Lq5o7cS92a7ukFoBTVoc9GoFGJaFwMMPPBdPRxcLAKBQ5yE5Mw5qrRIsw4O3ax24S5+tlz3GTjcjYByyLpuDoyLh9LryuJBQSqe7YKQ7UCiEoGA9dta/Wcg6ZJgaOcvbE6KGho635ZHu6ueDg4ODg6M64/BON0dxribrcT1FBzGfweCm5Rvtvq9WY3e2YZrZZG8fexSvWmOIqAHw+Q5fWfH06HXQZiRAl58FAOBJPcCvVQdgrTvdqSy0eg1SsuKRqzBM03Fx8oCvuz94bDWu77KgK3CmxgCMkOt1c5SMsR0ytkscHEYuJBhe4FnrdKdotcjV6cBnGNQTCE3bM/5IQe98OTQMA9knARB4CyyPdFeD6eU1Qq85ODhqBPbQa67TXUXZeM3wZro8XsyNLE9LhVyvR0snJ7zo8vTer/PVhHx11Xg4lOv1kOv1ZT4uPd3g5Cs0NNTeRap0dLlp0GQmgfR6sEInw3TzKvEgRcjKT0VaTgL0pIOQb5hu7iR0dnTBKgVSl+LBXF+QLB2r14Oe4r62B0R6EDnm3M8qxnYorSDaBAeHEeNIdxs/HvhWmhLjaHeQ6EmnGwTMSEhDiFIFngsfgeMDoWMM/jUYvRbqAl8bjNAwjU6vVkKvVlbQVZQPh+h1Ce0zBwfHs4s99Jp7fVhF2Xpdg4V9ROjsz0ewJ4u76U+vAmk6HdZlpGOslzcmeHnjRF4eNGV8UyPXAM7zq0Y4FwUR2t27+1TH5ufn49SpUxg0aBAA4Pbt29Bqq7bDr1LhsRC4eoHhCwHyh06eBZ08u/TjKgEeC3hIa0HAF8Mf/pCrcpAtz4CjPa9XJHxXPnguPOjd9dBkluC80GJkigLnVA4JNWUoa4BzzQtzVdXg8/kIDQ3FoEGDcOrUKcjlckcXiaOKcS9Dj0wFwcOJQQtfFleSij8D3Fep0dpJUrCu26DPcg3g/U0O+O5yNJzVEOI6YvAbCQAtsOfielyp7QvnWn3BCp1AGhXilwyo5CuzHYfqNdcMcnBwwL56zXW6qygp+YTD97UICxZgeEsBpv9VvvhD6zMyMMjdHf5CIYa6u2NjDfSsayvr168HAAwePNjBJbEjDANW7GyaMkhaNXTyHKCKjFxKRM4mx2o6nRZ5yizo9DXTuzcrZMFz5YG0BG1WNX+hw1GhnDp1ytQecXAU5UKCDv2C+OhQh2e5020a6RYV26fN0iJ2WSwafNkArCcDpAACntA0ql0dppcDNVSvOTg4qh320Guu012F2XhNg7BgQ8zumSdV0JdjcFBBhB/S0vCVzA+jPb2wJzsb2Q6axupoiAjr1q3Djh074OXlBYapOWtvJY06we35oWD5QmjzWWSeWAt1ykNHFwsA0NCvOV7v+CGkIleoNQwOXNqAm3E1L5wQ342PBlMbgPSE+3PvgzQ1d1Sf4+kgIqSlpXEj3BwlciGxoNNdm4dVKD5r5r7KwvTyQihjlYhfHQ/tq4ZjnRu6gpINsbmrxlKk0qnJes3BwVH1sadec53uKsz+O1pkKAj+bix61efh+MPyjQzuyc7Gux4eCBaJMcrTC4tSH9t8rIgH/D7IINJv7VRA5cBBSiHDYFntOgCAcYkJUD+lUwO5XI64uDh7Fs3xxMZC8N85ePefBoFnXVC3ccg8tQ65l/Y5umSIjY3F5evn8F7vL9Godku83GQU3Ji62BWxEhpt+WZyVDUEaQLwXflI0aVAEaswbWcEDALGGuYtxq2IM++Q8wTwfuNLAEDqH98AFjwOVxR8ngAj+84GAPxybLZFb8ccHByVS6kezAvChgUIhBAyDNRExbQ690ou8oOzATegh3NX1G6YjX1UMNLtwDanrFSGXpfYPnNwcHCUE86RWhVGpQN23LCfQzU9gG8fG8KJDPPwgL/A9jx5LPBKsACvBAvAc/BdwwPQ3dkZ3Z2d4Xh/3VUPTVoskjZNQH7UaTA8Pmr1/ghe/adViRAx2fI0LD/wOQ5e3gQ96fFc41fwxRsrIXMPdHTR7Iqxo+1Ur8hoEgO4tHSBS0uXYiHFGJaFpGF7SBq2B8NW7o+MZXhoFtgJzQI7gWW4XxUHR1XgYkGnu7E3CxcLg9mpOi2ydTrwGAb1hQYDS1qdd98wuq0XeCFI2BA8UQoYoZND25wqSQntMwcHB0d54VrZKs6G/wxvst9sLLAoumXljDwf/+TnQcAwmOD1bMVQfpYgtQJp+xYh/ehPIJ0G0pDn4Dd8KQQ+9R1dNOhJj4OXNmLFn5ORnZ+O2rXq44s3V6JjcD9HF81uKGIMnW5xPbGDS8LBwVFdScknxGbpwTIM2ta2NtpdMMVcWHxdt5GiM1ecam8Bz5nrVXJwcHBUJlynu4pzMVGPqFQdJAIGA8sZs9vId49ToSPCi66uaCnmOgU1mbyrfyJ56xRosx9DUKs2ZO98B+cWfR1dLADA3YSrWPD7KNx+dBkigRP+13My/tdzCoT86n9PKmMNzoqcAqvHukkODo6qyfnSpphbChtWBF2RON2sMBvu7c+BEXAdbw4ODo7K4plZ0y3kiyHkF1+vpCed2Vvgkh74ifTQFBKvstgK+CIwVuYrEchsTWtR243XWczrKcL/WvKwOVJubssTgmGsvztRa5XFbGP1wB95Srzh5oYv/OpiRPyjYrZ8nsBsmqmAD2j0ooL/xYDGum1JZeCzArBs+WwFDAMdKwSrf/K98Vg+eKz121mjVYEKwlSVaqtTm+IVl8WWZXngs9ZfjGh1auifxpZhwedZf6DS6jXQF3gCt2ibGof0LZNR68VPIWrQFp4vjYOoblNkHlsNfgnr4XV6LXTGmK4MC0EJZTCzBQMB3/qoS2HbPEUWfj4Sjl4tB+KlNu+gY/ALqOfdGJtPLkBiZgz0eh20ett+n2WyLcPv/mnaCONIt9TPBSKxE0hrqGeGz4CvM9SjgCeEGoV/yyIIyHgOEYietAGltRFmZShqW4Y2wnhuW2zL9Luv5DbCSJl+91WwjXhWqc56XaLtU+j1xUQ+3mgsQvs6LISFAnYbbe+r1NCxfAQ5uUDIzyum1UICNEVGunlqFzi55KDecH+wRAAYU5vzLP8WC7fPLMNCVxDCsVL12optmTS4gvS6NNvqqtdPY1uV2ghbbDm9rhp6zaAmB8wF4OLigpycHKwZ/zc0yuLev27EnsOqw9NNnxePOACRwPLo1L3E/7Bs/yTT5/nv/g4XJ3eLtrGPb+PbPz4xfZ4zdCs8XWQWbZMyYvD1bx+YPk8fuBZ+tepZtM3OT8b0LcNMn794YyUCfUIt2uYqsjBt01umz+NeXYxGtVtZtFVpFJi0Lsz0efSLX6NZYCeLtgAwdnVv0/8j+sxCm4bdrdpOXPuK6Yf3To/J6BRifRrx1I1vIk9piDE96PnP0K3p61ZtO5+bieevn4WCCP07fYQ+La2HFPlq5wgkZ8YCAF5u+y5ebjfcqu2i3R8jLvUOAKB3y0F4o9Moq7bL9k3EvaRrAIBuTV/HoOc/s2r706EvTd66Owb3w/96TrZqu/bYHFx9eBoA0LpBN3zQN9yq7eaTi3D+7hEAQNOAjhjz0jdWbfc9+ge3m7QGw/IgS03B/wT1rNr+cW41TlzbCQAI8A7B5Dd/tGp78NJGHLy8CQAg8wjEjEHrrNoev/Yr9pxbAwCo5eyLucO2WbU9fXMvdv77AwDAWeyGBcN3W7U9d+cItpxaBMAgnt9/8KdV2ysP/sa643NNn1eMOmHV9mnbiNAVofggaiGctM4WbWNT7+Db3R+bPs8Zug2eLr4WbcvSRqTnJiN8W9naiNLqC6iebcSsrUORkZcCANWujejZ+g38dWU3XF1dkZuba/WYmkRN0+un+S0asVWvO0okGP/yfKR7NrNoCwA7//4Og7p/bnV/YbjfooFVx6bjxsNzAByn1zv//QGnb+4FADTya4lxr31v1ZbTawNcG2GA0+snVCW95qaXVzOchdx0MI6nRxlzFSm/zoAuLxMCdz9HF6dUQuu2NcX3rm4Yp5hzcHBwVBTGNd0loS0yvZyDg4ODo/J5Zka6vWr5WHz7UF2mogxowsOG1yWIy9ah0Q8Zpi+tPFNRnBgGe+rVhxefj+9SH2NjWrJpX9HpJU4CIPVzFwCA93e5yFY4biqKmGFwJqgRWL0G7e7ehoKoWk5FceR0NZ7UA96vTYazf3MAQM6VP5F1ehOgfzK65KjpagwYdGvWH2Ht3gOPx0dqdiLWH5+HuLS71Wq6mu9AX/i9WAcZf2cgeZvht8UIGTRe3hgAcGvsTagVT373QrErAj4zjCLELx8K0jxpPyp6ulrhkYapG9+E2koIN266WoFtJbQRbm7uyMrKfCZHuqu7Xlu1fUq9PveBBM18eBi8S44/7+mK2f7TKBTufCGGxsUgTq8202qFBmgV0AHvFhp9XeGqgFqrhCbpC3j29QDpeYhZEgvF3Zxn+rdYuH2O/PgadCpuejk3vdyybVVrI0qz5fS6auj1M9Ppru4PLmI+kDzJBW5iBj025OPvWPsEyn7LzQ3zZH7I1unQ7+ED5Oj1dsmXoxrAsHDv+j+4dR4IAFAl3kbqnoXQ5aY6uGAGAn1CMaLPTHi6yKDVabDn3BqcumF9ulpVw7WDKwI+DoD8gRwP5z10dHE4qhk1RbvKwrN4zbbw86tijGwjxDf/qDD9r+IvxDb6B6C9RIIpSYnYn5NTbH+zwM4Y/eJXiEmJwvdHvoR/wcu92G9fQ8AndeHa1hXaHC0ezH0ATVrVjdXNwcHBURWxVbu46eXVBKUW+PWm/WJ2G/kjOxt3VUq48XgY5elpt3w5qgGkR9bpjXi8aw50ilyIaofC7/1lEDdo6+iSATCsoVqwaxT+i/4HfJ4AA577BB++MBcSkYuji2YTxunl4gAxuIDyHBwcT0upHsxLCRum1RpG6Ph8IfRquWk7wxcjfnU8FDEK8F35CJwQCNaJeyzk4ODgqAi41rUasfGaodM9sKkAUjv1u/UwhBADgGHuHqgrsF+HnqN6oHhwEUkbxkGVdBc8J1f4DpwD967vACVMW6q0sqnz8MvR2dj57w/Q6NRoWf85TH1rNer7NnF00UpF/VgNnVwHVsBC5Gd9Sh4HBwdHSVwo6HS3r82zOEnVGDasoZWwYRp9QaebFQA6LUhnmC7MipxAakLs0lhoMjUQ1xHD/2N/7smQg4ODowLgmtZqRES8DvfSdXAWMnizsf06x//K83EmPx9ClsUEL2+LNiIesHOAE3YOcILIwaN2QobBktq1saR2bQgZzrGcPdDlPEby1snIvXIAAODW5W34Dp4HVuru2IIVcPrmXize8xlSsxNQy8UX419bij4tB1tdJ1UlIEAZVxCvu57BeyojYOD/iT/8P/EvHiOXJ4DX61Ph9fpUgFe5L7/4PAFG9JmFEX1mgV/J5+bg4CiZm4/1kGsIbmIGIV7FH9vuqwyd6kZCkUWtZgo62b4uvhjZdxYYlSGkIePkAq/Xp8K9++eIXZ4AvUoPl+Yu8Bta9Z1sVgQlts8cHBwc5YTrdFczjKPd77Wy74Pxd6mPoSfCS66uaCku7kyCxxpG2Ac2FYDn4LuGB6Cfiyv6ubhys3btiU6LjGOrkLpvEfRqBcSBLeH33g8Q1W3q6JIBAB6l3cPC30fj0v2/wGN56N/pI4x+6Ws4i90cXTSrGON1GzvdYAC39m5wa++Gou8LGJaFNPR5SEOfB8NW7o+MZXho07A72jTsXqIDFQ4OjspHR8DlROtTzI0j3f5CIaQ8pphW6wscQDF8EVo16A5GbXgZyBNKTW2OKl6D+NXxAADPPp6o1btWRV9W1aOE9pmDg4OjvHCd7mrG5uuGTnev+nwEuNlPFe6oVNiTY4il94WPj93y5ah+yKNOI+n/7N13dBRVG8Dh32zNbpJN7z1UEQUEBBSVooCiKCCiWECxgGLBhtiwYwULig0E/cRGU7CgYkGKCKKIooCQ3vumbZ35/tgkEgiQQLYkuc85c0yyszPv4s69885tS2diK8pAExBK1BVPYTp9PL5wF2Kx17Bk/ZMs+/EFbA4rJycO4L5L36RzzKneDq1JtRmupNsv6cizogqCIBzLL0dJusucTkocrtbsFO3hQ1kOns0ZQLbXtXRrG5dLlTsqyf/YtdJCzJUxBJwScOKBC4IgCIBIutuczAqF9QdclevVp7Zua/fLxcXUyjKnGYycF9A2JqsS3MNRmk3+e3dS9ed3SCo1IUOvJWLcg6j0vrFm9uZ/vuD5VbeQX5ZBsH84t134PKNOu+qoy2d4gyW9rnt5osEXnlkIgtBGbc2uS7pjjzCZWl1rd6ru8HHdBy/NBKDYXeWSpDMctm/xF8WUbShDUkkk3JyAPk7MRyEIgtAafOsOVWiW+i7mrTmLOUChw8E7paUA3BURgRjZ2bEpdisln8+j5KtXUBw2jF0GEDPlJXTRnb0dGgC5pWk8u/Jmft6zDpVKzYX9r+WWC54m0BDi7dAaWPOtOC1OVHoxmZogCMevfjK1XtGqJudVqR/X3amJGczrZy+vJ9tcLd2qJpJugNyluVT/U43aoCZpZhLqQDHkRBAE4USJpLsNWvG3nUqrQpcwNWcktG5luLi0hGKHg0SdjonBvpO8CN5TtXMd+f+7B3tZHprgaKKvfI6A3ud7OywAbA4L//vhWd77/hms9lq6x/dl9qVv0S3uNG+H5nLQZGqii7kgCMcro0KhsFpGp5boHX3kcd2pTSXdh7Z010+kpmu6TFKcCpmvZGLNt6IL15F0W5KYWEwQBOEEiaS7Daqxw/Ld7plQrUZReLnYtYTYzeHhmDw8oZPgm2wF+8lbegc1e7cgabSEjbyF8IvuPmxMoLds3fs1z66cTk7JAUzGEG4Z/QwX9r8WlQ90N69fr7thMjVBEITj8MtR1uuuX6s7takx3Ye2dDtc+6q0Ry6TnNVOMl7MwFntxNjFSNx1cccdtyAIgiCS7jZrSV0X88t6aDFoWvfYqyoq2Ge1EqxWc2NYWOseXGizFGs1RauepPS7RSiyE/8eQ4i+Zh7asARvhwZAQXkWz6+6hY2716CSVIw67Spuu2gewf7hXo2rYQbzJJF0C4Jw/P5LuptaNsyVSMdqtcj2xq3Sh7V022qAI7d017Pl28hckIniUAgeFEzEmKaXFBUEQRCOTQIUbwfhToGBgZjNZkwmE5WVld4Op9VIwP7bAkgJUTFpRQ0f/Olo1eOf5e/PG/EJ2GSZ0elp5NjtGOsa1WvsR3+vJxjq1ueuVdr119dn6eN6EH7xLDSBYcg2C6XrFlC9+wdvh9Wgb6ehXH72TAw6f6pqK3jvh2f4K3OrV2LRx+vp8kQXnLVO/r7574Zumort8O+uVNdKpditHo0RQKdx3YDbHBaPn1s4XHutu46mI37mlhjZSc1XV/mzt8RJtwXVh72+oVNnwjUaJuek85fV0qiufumGr1Gr1DzywdU4+pxH0MAJmLetpvyn94CjlzkhZ4c0tHRnLcyiYmtF634wHyLpjlw+C4IgNKW5dZdo6W6jFODdP+onVDt8ttIT9VN1NZurq9GpVNwR7nq6XWP3jYQbXMm2SLi9x5qzm7wlt1Gb/hsqnR/hF91N6IhbQO0b0+/9uv97nlkxjcyivQQYgph+/lNcMvBG1KpW7hbSDNZcK7JNRm1Qo4vUodiUI97QKXarVxJucCXbIuEWBN9V39LdNUxNSBON1PWt3fEq/WF1taNurW5FUVBs/81e3pwyp2xDGUVfuoadxV0fh6FT++21c7TyWRAE4USIpLsNe3enqxI9N1VNbGDrT3LyfFEhsqIw2mTiVD/fGLsr+A65poLCj+dQvmkZiiIT2Od8oq96Dk1QlLdDA6DYnMu81bfxw66VAJzbayJ3jJlPaICH45PBkiXGdQuCcGLKLLCvxJV492ti6bD6ydQ665tYNqxurW6NWnvM2cubUvBxAeYdZlRaFUm3JaEN940HrIIgCG2FSLrbsANlChsyHKhVUquv2Q3wj9XKp2ZXN7J7IyN5Z4wf71zsh87Lq4doJYkno2N4MjoGrSRmVPUqRaZi4zIKP56Ds6YCfXRnYqa8hKHzAG9HBrjGMi7f/CpvrnuYGmslKVE9uO/SN+iVMtijcdSP6/ZL9SPu+jjiro9D0hzy3VVrCLvgDsIuuAPUnm2R16i0XDXkXq4aci8albiZFgRf9UuODMCA+KYmU3M9iB+bYGhUV2slCQOuZH3sgBuQ7K79JK2h+WWOAtlvZFObUYsmSEPS7Umo/NrXLaSkkY5cPguCIJyg9lVidkBLfnfPmt31Xi4uplaWOc1gZFyEiSm9dWi8/K3RAGODghgbFITnOwsLTbGk/0bektux5PyNyi+AyPEPETzkWlD5xvquf6Rv4unlN5FWsBujPpAbRjzKhDNneCzBbJjBPNFAyOAQQgaHHFb6Sio1AaecS8Ap5yJ5+N9NpVIzsNtIBnYbicpH/p8JgnC4X3LrJlM7Skt3uKJrVFdrAIPiel/P5DOQ6mcv1xtaVObIVpmMFzOwl9nxS/AjYXpC+7qLVHHE8lkQBOFEiWKljVu+206NXeGkCHWTy4icqAKHgyWlpQAU/m6irt4WhMM4K4spWHYf5m2rAQgaMJ6oy59CHeAbM+CXVhUw/7M7+Ob3jwA4p+dY7rzkZcJNsW4/d8MM5omie7kgCMevOcuGOWo0OA+ZwVwl/1d5K7b6dbpbXh45yhxkvJSBbJUJ7BVI9OXRLT6GIAhCRySS7jau0gYrdru3tXtRaSklDgf2Kg1l+/3dcg6hnZCdlH33NkWrnkK2VuOXcDIxU17CL6mXtyMDQJadfLr1TRZ+eT9VtRUkRnRl1vjX6dtpqFvPa82xIttl1P6iFVkQhOP3e74Tu1MhKkBFYlDjxNosyxQ5XPcDtorG/cBUBy0bVj+R2tHW6T4aS7qF7DezAQgfEU7osNDjOo4gCEJHIpLudmBp3ZrdV/TUonfDPX2NIvNGWTEAxX8GEKASXxvh6Gr2biZvyR3YCg6g9g8mcuLjBJ1xOa7F7rzvr8ytPL3iRv7N+wODzp9rz32Qy8+aiVbd+isBAChOBWu2d2YlFwSh/bA4YGeBa1x3U63dB2yu8drWisYP4VXKf8uKyvb6lu7jnyDV/KuZ/E/yAYi5MoaAngHHfSxBEISOQGRP7cD36U6yKmRCDBIXdXPPKOdPK8vRmew4bWquDfaN7sKCb3OU55H/v7up3LkOSVIRfNZVRE54BJXB5O3QACivLublNXfx5a/vISsyg3tcyD1jXyUqONEt56vNqHXLcQVB6FiO1sV8f93yX1bzoS3d/yXdDS3dx9G9/GDFnxdTtrEMSS2RcHMC+lj9CR1PEAShPfN60h0bG8t7771HcXExNTU1/PHHH/Tt27fRPo8++ii5ubnU1NTwzTff0LlzZy9F65tk5eA1u93TxdwJRPY2A3C5KYRYjZjhWDg2xWGj9KtXKP58HrLdgiG1LzFTXkIX283boQEgKzKfb1/Ca5/fh7mmjNiwVO4d9xoDuo5o9XPVj+sWhLZK1Ne+oT7pHtBkS3dd0n2U7uX1Ld0nmnQD5L6TS/U/1aiNapJmJqEOFENoBEEQmuLVpDs4OJhNmzZht9s5//zz6dGjB3fddRdlZWUN+9x7773cdtttTJs2jQEDBlBdXc26devQ68UT1YO9W9fFfFRnDVH+7unCGxBjxRhpRa9ScUdEuFvOIbRP1X9+R/67d2EvyUZjiiB60jME9h3j7bAa/JPzK3OX38CenB3otQauHjqLq4fMQqdpvfXp62cwF4S2SNTXvqM+6e4bo0Z9SHW/vyHpPqR7eaOW7tZ7AKg4FTIXZGItsKKL0JF4WyKS1jeGEQmCIPgaxVvb3LlzlQ0bNhx1n9zcXOWuu+5q+N1kMim1tbXKxIkTm3WOwMBARVEUJTAw0Guf01PbpuuMijLHpNw5SOeW44cbJWVgkJ/yZ9duyu5u3ZVT/Py89llD1GolRK32+r+52Fq2STqDEj7mXiVp1loladZaJfyS2YqkM3g9rob4JJUyss+Vyss3fK0suGm98uBli5XY0NTWObZWUk5++2Sl55Keil9C09eOymBSVAaTVz57gF+QEuAX5PX/B2Jzbb5Wd4n62nc2lYRScV+goswxKadEqhq9FqBSKbu7dVd2d+uuBKr+e23aeXOUBTetV87rdbkCKIn3fKokzVqraMOTWqXM0cXolJNePUnpuaSnEn9jvNf/jY53UweqFXWguLcQm9jE1vytuXWXV1u6x4wZw/bt2/n4448pKChgx44dXH/99Q2vp6SkEBMTw7ffftvwN7PZzNatWxk0aJA3QvZp9ROqTXFTF/PiGoWfKyx8anZ1M78nItIt52mOMqeTMqdYv6ytUWy1FH/2LKXfvI7itOPf7UxiJr+INiLZ26EBoCgy6357n5fX3k15dTHRIUncPXYBZ540+sSPbVew5Lpau7URTV+jcq0ZudZ8wuc6HlWWCqosFV45t+D7RH3tO2QFtuc2Pa67SpbJs7vuBTrp/uthUFO3Nrezbt3P+tZuRXa0Spljy7ORuSATxaEQfEYwEWMiTviY3uCsdOKsFPcWgiC0Pq8m3ampqUyfPp19+/YxcuRIFi5cyMsvv8w111wDQHS0a/3HgoKCRu8rKChoeO1QOp2OwMDARltH8dGfdiwOhVOi1E2O9WotLxcXYZFl+hmNXNCB/n2F1lO5Yy3578/CUVGINjSOmGvmYTp9HEhen2YCgH/z/uDp5TfyV+ZWdBo9V5x9J1OG3X/C3c0t6a6k25Ak1usW2hZRX/uWrUdbr7uui3ln/X+rMTicrkRco3Y98JNtrTeuu17139XkvpcLQNS4KEKGhrTasQVBENo6r97hqlQqduzYwQMPPMDvv//OW2+9xVtvvcW0adOO+5izZ8/GbDY3bDk5Oa0YsW+rsMIHu1wV6yNDWncMnU4NCy7wY8EFfpQpDt4qLQHg4ahoYjTumTH9SLSSxIORUTwYGYVWEmPH2ipb3l7yltxOzb+/IGl0hAy9jugrn0UTGu/t0ABXy+/rXz7A6p/fxCk76ddl+AnPbm6vdF2fgX0CkTSHfHfVGkLPm0boedNA7dlrSqPSctng27hs8G1oVGKSROFwor72LTvzXUn3yRGNb+N0akiJcS0plqhzXctaSaJ3XQLeK/lMNCotSt0s56ZBl7VqmVP2YxlFnxcBEDc5jrARbWe1E0kjEXN1DDFXxxxePguCIJwgrybdeXl57N69u9Hf/v77bxITXTe1+fmuNSCjoqIa7RMVFdXw2qHmzp2LyWRq2OLi4twQue96fIMVu1NhVGcNgxNbr7Vbo4Jb+uu4pb8OjQreKilhZ20tJrWaZ2JiPfpF0gCTQkKYFBKCZ1MTobXJlkqKVjxG8RcvIVur0cd1J/balzGdPt4nWr0VFL7d+REvr7mLiupiYkKTuXfca5zWacjxHbDuPs6QaDis9JVUagJPu5DA0y5EUnl2BmCVSs3ZJ1/M2SdfjMrD5xbaBlFf+5Y9Ja7Eult444JEo4I+Ka6fY7SupFvDf63eSZHdUanUKHUt3/5dz2j1MqfgkwKK1roS75hJMURc1Ea6mqsgbHgYYcPDfGBtH0EQ2huvFiubNm2iW7fGSwd17dqVjIwMANLS0sjLy2P48OENrwcGBjJgwAC2bNnS5DFtNhuVlZWNto4krVxh0W+uyvTJYe6bMdYB3JuXS7XspJ/RyPWhbedptuB7qnd9Q+6im6k9sL2u1ftaoq96Fk2Yb7R678/fxdMrprE353f0WgPXnfsQ48+4BbVKPPYROgZRX/uWvXVJd7hRRaihcaus1uBqBY86qBeapDQep6zUjfF2l4LlBRSscA01iBofReR4780BIwiC4Au8mnTPnz+fgQMHMnv2bDp16sQVV1zBjTfeyKuvvtqwz4svvsiDDz7IRRddRM+ePXn33XfJzc1l9erV3gvcxz2xwYrFoXB2koYRndzXapVlt/NE3fi9W8LDOcWv9ZZXEjoeZ2UJhZ88QvEXLyJbqtDHdid2ysuYBvhGq3dlbRkLPr+Hr39bBsDQU8Zxx5j5BPu3kVYcQTgBor72LTV2yKpwJd5dwxqXj1pjfdL931ARSZEb7aM47Lhb0Zoi8j7MAyDyokiiJzU9tl8QBKEj8Oqd7Pbt2xk7dixXXHEFf/75Jw899BB33HEHy5Yta9jn2Wef5ZVXXuHNN99k27ZtBAQEMGrUKKxW9z6lbctyKhVe22YD4Imh7k2EPzWb+cJsRitJPBcTi9EHkiOhbave9S25i2+hZv82V6v3kGuJvup5tGEJ3g4NWZH57JdFvPHVg9RYq0iJ6sGs8a/TPa6vt0MTBLcS9bXvaehifkjSralLuiPV3mvprlfyVQm577omVwsfEU7s5NiGYTaCIAgdidczpM8//5xTTz0Vg8FAjx49ePvttw/bZ86cOcTExGAwGDjvvPPYt2+fFyJtW57eaKPKptA/Ts0l3d3bBfbRgnxy7XYSdTrujxJdyIQT56wsoWj5oxR/Pq+u1bsrMVNexjTgUp9o9d6VsYVnVkwjq2gfgYZgbh79NKNOuwpJ3E0K7Zior33LkcZ1u7qXK+hVKkLUrt5uKtnzLd31Sr8rJfvtbBRZIXRoKHHXx/nA3acgCIJnNSsbW7FiRYsPPG3aNIqKilr8PqF1FNUovPizjQfP1vP4UD2f7XEgK+45V6UsMysvlyUJiYwLCuanqmrWVYmxecKJq/7zOyzpOwkdeQvGzqcTMmQKxq5nUPLli9iLM70aW0llHvM+vY1Lz5zBmSeN5sL+15IS1YN3v3uaaqt31toWBBB1dkexp7jplm5JDWo/GadFTbRGQ7rN5rWW7nrlG8uRbTIJNyYQcmYIKp2K7NezUZxuujERBEHwMc161njJJZdgs9moqKho1jZ69GgCAgLcHbtwDM9vtlJWq9AzUs3lPd3b2v1rbW3DMmKPREcT7eFlxIT2y1lV4prhfO08nPWt3pNfwjRwgtdbve1OGx9smMd73z+LzWHl5MQBzBr/OokR3Y79ZkFwE1Fndwx7SlyJ9KFJN/w3rrt+BvPDk27PtXTXM/9iJvPVTGS7TFD/IBJuTUDSit5BgiB0DBJwzMeMTqeT6OjoZj8FN5vN9OrVi7S0tBON74QFBgZiNpsxmUwdcmbU2YN1PDXcj30lTnq8Vo1DPvZ7miIBiUGuyjGzQmnyS6MB/peYxKkGA7/U1HBdVibHebpjxhJTN0FMnsN+7C+w0G6oA0IJHTkDY+fTAbDm7aXki5ewF2d4OTKIC03l+hGPEBEUh91pY8Xm19i4e02jfSLHRxJ5USSlG0rJfSf3kNJXQm1yTcrmNBfRjKK51UhIhAS4hoaUVRXS9BUueNKJ1F1ttc7u6PV1SyUHS6TdHojVoWB8qhJZ+a+ufiA4lsF+gTxRkM8H5eVc3Hsi5w64kZ1pG3n760cIOe8mAk+7EPP2TzFv+9SjZU5AzwASb0tEpVNR9WcVGS9noNh8oMyRQBvmurewl9g9WQQLgtCGNbfualYz0dChQyktLW32yc8//3xycnKavb/gPi9vtVFQJdMlTM3kXtpjv+EIFCCjQiHjCAk3NF5G7HSjkamhocd9vmPFkuuwkysS7g7HWVVa1+r9gqvVO6YrMZNf9IlW75zSAzyzcjo70zaiVeu4/Kw7uGbYbHSawyczlC1yEzd0Ck5zIU5zIZ6+21NQKK0qoLSqQCTc7YCoszuGzAoFi0NBr5FIDnY9FK+vq9NqXS3Z0RotClBmd3Und8h2FJSGlm7FYfd4mVP1ZxXpL6TjrHUS0DOA5LuSUfn5wCBvBezFduzFIuEWBKH1NauU27BhA06n89g71tm0aRM2m+24gxJaT7Ud5m50/b94+Bw9OvetIAZApt3OkwWFAMwIj6CnWEZMcIPqv74n7+3p1OzbiqTREnLOZKKvfgFteJJX47LYqnnr6zms2vI6TtnJ6V3O5e6xC4gM8o31xoWOQdTZHYOswL6GGcwbV+75dgcA0VrXUC+n7PpdrXL9Xj+mW9LoPBLroWr21JD+fDrOGif+3fxJvjcZtb+bb1AEQRC86IQeLV5wwQU8++yzvPDCC4wbN661YhJa2evbbWSbZRKDVNzU9/gqWK0Knj1Pz7Pn6dEe41uz2lzBV3XLiD0bE4tRat0xW1rg7ogI7o6I4Pjb7oW2zlldRtHKxyle8zzO2kr0MV2ImfIiQYMmgsq7N2/r//iEl9feRUV1CbGhKdw7biF9Us9pWCrH2NWIpD7kulBpCB5yLcFDrgWVZ+dEUKs0XDLwRi4ZeGPDTbnQ/og6u/05dAbz+rp62Emu16M1WrTAuYGuMftxoamoVZqGlm6/xFO8UuYA1O6vJe2ZNByVDoypRpJnJaMO9F7ZLakloiZGETUx6vDyWRAE4QQdd9L92GOP8eyzz6IoCpIkMX/+fF5++eXWjE1oJVYnPL7B9VT7gbN0GI8jU9Wq4Z4z9Nxzhh5tM+rERwryybPbSdbpmB0Z1fITHoVGkrguNIzrQsPQtHJCL7Q91bt/IG/RzdTs+xlJrSX47Ktdrd4RyV6Na3/eLp5ecRP7cn/HT2dk6nkPM8L/GlSyGmOyEQ65jiS1mqAB4wkaMB5J7dkbT7VKw7m9JnJur4ki6W6nRJ3dPtUn3V3rJlOrr6vH9XHVjdEaDRpJ4kyDPwARQXGoVRpkh6tngy4yxStlTj1LhoW0uWnYy+0YEg2kzE5BE+ylMkgNEedHEHF+xGHlsyAIwolqdtLdt2/fRr9PnDiRfv36MWvWLO68804uuugirrrqqlYPUGgdi3+zs79UJipAxa2nu787mbluGTFZURgfHMyIgEC3n1PouFyt3k/81+od3ZmYyfMJOuNyr7Z6V9aW8crae/j6tw8AGOh3PmP+uhV/a5DXYhI6BlFndwxHWjZMa3D9PUqrRQIk5dB1un1nOIE110ra3DRsJTb8Yv1ImZ3SMKGZIAhCe9HspPv1119n/vz5GAwGAA4cOMBdd91F165d6dmzJ9OnT2fv3r1uC1Q4MQ4ZHvnR1dp975l6gvTuP+f22lrerltG7FGxjJjgAdW7fyB30XRq9m5xtXqfdVVdq3eK12KSFZnPfnmbN756EItcTXRVCpf+cS/dYk7zWkxC+yfq7I6hoXv5IUm3xuDEqShoJYlQtbqJJcN8J+kGsBXYXIl3oQ19lJ6U+1PQRXlnvLkgCII7NDvpHjBgAHl5eezYsYMLL7yQ6667jj59+rB582Z++ukn4uPjmTRpkjtjFU7Qsl12/ip0EmqQuHOQB7JuYEFxMbtqawlSq5kbE3NikwgIQjPI1eUUrXqSos+exVlr9plW710ZW3i78gGKjdkYHAHcPPJpRva5EgkxREJofaLO7hj2FLuS6TiTioCDclRJBcVO1+RpUVqtzyfd4Jo5/MBTB7DkWtCF6UiZnYI+1jP3KoIgCO7W7KZHWZZ59tln+eSTT1i4cCHV1dXMmDGDvLw8d8bXaiStHkl7eCWjyDI47Y32OyJFaVRRtWhfjZ4j3lsr/80k2vJ9dXCUcc2K/b99FbWOOT/JLB+vZuZAHQt+g+KapvdFrUVS/ZciSwf19JK0ejjKvgdz4lpGbEVyCgOM/lwbFs5i85HXsGscgwapiSRJaurzqjRHHZOm2G00rAFyrH0ddqjviteifdVI6iNfUse9r6RC0hy5q53idIDsdMO+Tqib8bZF+yIhaY/cQtGifWUnOB0Nvx/tmjt039p/t5KXu4fQ4Tdi7DKA4LOuwtj1DEq+fhVbwYFmX/etWUaUSSWs6vkig9PHc1LhIC46/TpSonrw7vdPYznoey1pDjmHh8oIV8w6JKnp9XKOVka03r5NX/fHt28LrnsfLCNORFuus0V93fx9K6xQUKUQFSDRLcqPf0r+u3YLnE6iNFqiNBpUByXdklZ32NKA9WWOt69FZzWkzU0n+Z6khjHeGfNzsWRZm9y/Na9FSXvQv7ekwnUH0/S+RzyuqK8bfm9Jfd1adbAoI5reV9TXvlFft7i/b1paGqNGjeKqq65iw4YNzJ8/n9dee62lh/G4hBn/o8rqOOzvNfu3UbT80Ybf42e8j0rX9DJXlsxdFHwwu+H3uGmLURubHptpzdtL/rt3Nvwee/1raIKanlDMVpxB3qJbGn6PnjwP3RGWPnJUFJDz+tSG36MmPY0+pmuT+zprKsh+5cqG3yMnPMr2xJ7skh/gFH06T8wYx1MO1+uyzULW/Esb9o0Yez/GTv0bfjdgAa4DIOHW9/nnmf/2Db/wLvy7D24yBoDMeeN5qqCAJ2JiuD08gozxj7MvJKHJfbNenoRcawYgdNj1BJ524WH76B1WWPtAo78Fn301QQPGHzGG3EU3Yy/OBCBo0GUEDz5yC0/e0pnY8vcBYOo3hpCh1x1x3/xls7Fm7QIgoNcowkZMP+K+hZ88Qu2B7QD49xhC+OiZR9y3aPVcavZsAsDYdRARl8w+4r7Fn8+n+s/1ABhSTiNywiNH3Lfk64VU/fY5APr4k4meNPeI+5Z9vxjzLysB0EV1Imby/CPuW75xGRWblgGgDU8gduqRy4SKrSso/+EdANSmCOKnLz7ivpU71lL6zesAqAwmEm5bdsR9q3Z9S8kXLwKuyjPxzhWH7aOLSiXm6hewFWeS985tDTcTTe1brzXLCF3E5zjVP/Fjpw/5NyeakVIsPZMGMmv863wWKFNct9+hn9NTZQRAwq3LsDdRjx+rjDhUxjP/XbvNKSPqK+ewkTMIOOXcI+7bnDKiXvbC6+rWIG6DZUT3s464X0u0xTpb1Neu+tov8ZQm9z30WjwgxRNFDmdcNZNquS/1dXVlSj/I/ZMotea/m0OavsbryxxfuRbTn0kn6a4kjKlGUh/oSk3mdciWxMP2bdVrUbIBDwNgSO5NzZ5fAVFfe6u+rlf9z0aKP3264XdP1dcHa+tlhKivfaO+bnZv36CgIJ555hk+++wzHn/8cVatWsWAAQPo378/W7ZsoWfPns09lOBVEi84LgPgGvXXRFLmkbOuNFewrtKMBoV7t7/vSpwFwUt04YnEXDMPbaT3xnrvlEt4YfWtFFXkEBYYzdXE0MuqhqYbmQWhRUSd3XH8awsBoJOqcS+GEoMJcK3VLeE87H2+zFntJP25dKz5RiS1BWPi26iNB7wdliAIwnGTaOYt3urVqwkODuaDDz5g+PDhWCwWrrnmGgCGDRvGK6+8wpo1a7jvvvvcGW+LBQYGYjabCQqLoLLy8G7NHbUryoartQxOULHwVye3rHMctu9h3cuBk8Jd7/27WEE+jq4oQSoVK5NTiNFqWW6uZE5x8RH3dR33CN3LgVStFhx29tusri9wG+yKIrqrNWNfN3RXM3Q9k9BhU1Ebg1CcDip+/hjztk8PiunQ47ZeGRE5NoyIC0Ip31JBzuICFLsNg86fq4bcS68U15Pl7Vk/88H3z2JzWA46rnvLCAmJqJBEJLWWgorsw7qeHrxvA9Fd7Tj2bf51HxgUjLm8DJPJ1GTddSxtsc4W9fXx7XvXmQaeP1fLh7udXLna0VBX97MHMissjC/MZtZoYplwwTMUm/N4bPn1aGO6EH3FXOzmYopXPYG9JBtQfO5alPy0JN2WQEAPI7JVJvO1PKp3/zcurlWvRQn0Ma76yJJVDbKor71dX7v2Fd3LG3YX3ctbvq+P1ddKczaz2ax06tRJARSVSqUcOHCg0et6vV558sknm3UsT26BgYGKoihKYGCg12Pxpe3sJLWizDEptgcDleRgyWPnPd1gVP7s2k3Z3a27cl6A+H8iNu9sKmOQEn7JbCVp1loladZaJebaVxRtZKrbzxs1PkrpuaSnEj0p+rDXhve6THnphq+VBTetV+6f8LYSGRTv9X8nsXlvO9G6qy3W2aK+Pr7toq4aRZljUnbc6N/o7yMCApXd3bor/0tMVFKjTlYW3LReefjypQqgaCNTlKRZa5W4m5d6Pf5jbZJWUhLvSFR6Lump9HirhxLYW3w/xCY2sfnO1ty6q9ndy/ft28eNN95Ily5dmDZtGhkZGY1et1qtPPDAA0d4t+BrNmQ4+Xq/A61aYs45npsd9JfaGhaVlgLwWHQ0UWIZMcEL5JoKilfPpWj1XJw1FegiU1wznA++ElTe+U6u3/kxr6y9m4rqEmJDU7hn3Gv0TjnbK7EIbZ+oszuO+mXDuoapGjWo5TtcLX4xGi3OutZKdV35Vt9qd9TWPR+h2BWyXsmiYlsFKq2KxBmJmE43eTssQRCEFml20n3dddcxbNgwfvvtNyZNmsT06UceXC60DQ9+5+q+evWpWrqHH/2roFXBnHP0zDlHj/YE1/1aUFzEn5a6ZcSiY1q8YJIWuCUsnFvCwjlyBypBOLaaPZvIXXQz1f/8hKRSE3zmFcRMno8uqpN7Tlj3ZTd2MiKpD/nmqzQUpfZkYdY69uX9gUHnz/Uj5jBu0HRUbl7qTK3ScEHfa7ig7zUNN+VC2ybq7I7jQJmM3angr5NIDpYa6uqSuu67ERoNlwa5xn37602oVZqGpFul9SPozElee9jYXIpTIWthFuWby5E0EgnTEgg+M7hVzyGpJSIviSTyksjDy2dBEIQT1Oz0aefOnfTv35+AgAAGDx7MP//84864BA/Yliuz+h87apXEI8do7daq4ZEheh4Zokd7gvf/duCe3FxqZJmB/v5cGxraovdrJIlbwsO5JTwczVHGswhCc8g1FRR/+kyjVu/oa+YRdNZVcJTxPMelrsQ1djLCIdeRpFYTPHgS6oFjWfDV/Xzz+4cADDv1Um6/aB5BxvDWjeUgapWGC/pN5oJ+k0XS3U6IOrvjcMiuxBvgpAhVQ11dgQO7oqCRJC4NDgLAT2dslHRLag3BgycddZyjz5Ah+61sSn8oRVJJxN8QT8jQkNY7vpqGpPvQ8lkQBOFEnWCbpdDWPfS9FVlRmNhTS68oz30dMux25hYWAHB7eAQ99L7fxU1o32r2bCL37elU/73B1ep9xuXETH7Rfa3eRyErMp9ufYs31z1MjbWKTtE9ue/S1+ka18fjsQiC4Pvqu5h3Cf2vHpeBIoertVtSGs9efvCkUG2KArlLcin+2jURa9zkOMJGhnk5KEEQhGNrVpZVUlJCWFjzC7WMjAwSEw9fT1HwPX8Wynz4p6tSfnyoZxPfFRUVfF1ZiVaSeC42FoNotRa8TK41U/zZs65W7+pydBHJRF8zj2B3tHo3wx/pm3h25TSyi/8l0BDCjAueYWSfSUgtHpQhdCSizu54GpLusMa3dXl217hu6aB1uqENJ9118pflU7SmCICYK2KIuCjCyxEJgiAcXbPuIoODgzn//POpqKho1kHDwsJQt4WuSgIAc36wctnJGi7qpmVAnI2tOZ5bz3NOfh6n+vmRotMzKzKKRwryPXZuQTiSmj2bsGTuIvS8afifdDZBZ1yOocsgSr6Yjy3/X4/GUmzO44XVtzJh8G2c0f18Ljp9KilRJ/Pu909TY235UlJC+yfq7I5nT3HdZGqhjf8/5te3dMuH1OuyE0V2HnUJH19XsKIA2SYTNT6KqPFRqHQqClYUeDssQRCEJjW76Wbp0qXujEPwon9LZZb8buf603Q8OUzPue/VHPtNraRClpmdn8ei+AQuCw7mp+oq1ldVeez8gnAk9a3eNf9sJHTEdHQRSURf/QLmrSso37Ss0Rqj7mZ32lj24/McyP+TywbfRs+kgdw7biGLv3mMzOK9HotDaDtEnd2xNNW9HKCgbgZzlXL4w3TFYUPSGdwfnBsVrSlCtsrETHK1dkt6ifxl4uG9IAi+p1ndy9VqdYu3tLQ0d8cutKLHfrRidSgMT9UwNNmzT7631tSwuG4ZscejY4gUy4gJPqRm72ZyF91C9e4fkVRqggZdRsyUl9BFd/F4LD/v+YoXVt9KUUUu4aYYZl7yEmeedKHH4xB8m6izO576lu7E4MZDT/LtTY/phrbfxbxeydcl5CzNASB8RDixU2IRI3AEQfA1YiI1AYAss8KbO1xPxJ8c5vlJzV4pLuIvi4Xg41xGTBDcSa41U7zmOQpXPYmzugxdeBLRVz9P8NmTQd2Cheta4YudU7KfZ1dO44/0TWjVOq44eyZXD52FViMmIxSEjqqoRqGsVkF1yNwoeY7Dx3TXL0HYXpJugLLvy8h+KxtFVggdEkr8DfHiDlcQBJ8imhSFBk9usDK1j5ZBCRpGd9Hw+b7/us9aHND/raqGn1tb/TJiy5OTGeTvz5SQUN4pK21yX6uicFlGesPPguAptXu3kJv5J6Hn3oT/yUMIGjQBQ5fTKfniJWx5zejmXdfYVL6lHMXe+LurOOzkLZ3Z8PNR47BV8+a6hzm310TGnD6VAV1HkBDWmbe/eZTCiuwWfy6708azK29u+FkQhLZnT4mTgfEaZn1j4bt0BxYH5KtcFXaFtbphP7lufHd9OVP85UvHLHPagvJN5cg2mYSbEgg+IxhJK5H9ejaKs3n3CYpdYf+j+xt+FgRBaE3iOaDQoKBa4ZVfXDfcTwzTN2qUkxXYniuzPVdGdlNdlG638XTdMmJ3RERw0hGWEZOBPy0W/rRYkJvcQxDcR7ZUUrz2eQpXPoGzqq7V+6rnCD6n+a3eDrMDDr2OFBlb/j5s+ftAad43+9udH/Hy2rsx15QSG5bKPeNeo3fKWS38RKAoMplFe8gs2oPSzHMLguBb9taN69aoaair8+uS6VDVfwWOSnLd+ikOKwDOisJmlzm+zrzNTOaCTGS7TFD/IBJuTUDSNrOLkQK1abXUptUeXj4LgiCcIJF0C408u8lGhUWhd7SaS3t4viPE8ooKvqlfRiwmFj+xjJjgo2r3/Uzuopup+ut711jvgROIvfZldDFdPRrHv3l/8PSKm/g37w8MOn+uH/EI4wZNb+hCKghCx1A/mVq3g5YNK3U6sSsK6oOyyP+6l9d1PdfoPBil+1X+Xknmi5nIVhlTbxNJdyQh6cS9hCAI3iWSbqGR0lqFeT+7nn4/NlSPuq6e0qrg7jN03H2GDq2bvzUP5+dRYLeTqtczKzLysNe1wHUhoVwXEkoLRtMKQquTLZWUrH2BwhWP46gqRRuW4Gr1HnJt063eddeTIdmApD7kJlClwXT6OEynjwNVyx54mWtKeXnNXXzz+0cADDv1Um6/8AWCjOHNer9apWF4r8sY3usy1C08tyAIvqF+MrVzktQNdbUC5NvtKAf1XdNp/ABQnK6k29j9rBaXOb6u6q8q0l9Ix1nrJODkAJLvTkbld/SbF0ktEX5+OOHnhx9ePguCIJyg40qfUlNTefzxx1m2bBkREREAjBo1ih49erRqcIJ3zN9io7hGpnu4mqtOdSUOWjU8d54fz53nh9bNDWgVssz9+XkATAwOYXhAQKPXNZLE3ZGR3B0ZiUa0hAs+oPbfreQtupmqP79ztXoPGO9q9Y7t1njHuhLXv5s/HHIdSWo1IUOvI2TodUjHsWayrMh8uvVN3lz3MLXWKjrFnMKs8a/TNbb3Md+rVmkYO/Amxg68SSTd7ZCoszuG+pbupGB1o7q60OEA6b8yRat2tWzXJ90BPYcdV5nj62r21pD+XDrOaif+Xf1JvjcZtf9RPqcaoidGEz0x+rDyWRAE4US1OOk+++yz2bVrFwMGDGDcuHEE1CVEvXr14tFHH231AAXPq7TBM5tcY7vnnKN3e8t2U7bU1LC4tASAx6KiiVCLREDwbbKlipLP51G44rH/Wr2vfJbgIdd6tPvmH+mbeGbldLJL9mMyhjBj9LOM6DMJSawJ0CGJOrvj+LdURm5ictGCQyZJU0ntb/byI6k9UEvaM2k4zA6MqUaSZyWjDhQZtSAIntfidOrpp5/mwQcfZMSIEdhs/xXY3333HQMHDmzV4ATvefUXG3mVMikhKq4/zTuduF8qLma3xUKIRsPcGLGMmNA21P77y2Gt3jFTXkIX291jMRSbc3lh1Qy2/PMlKpWaMadP5cZRj2PQBRz7zUK7IursjsPigMzyJpJue+MlR9TtcMmwo7FkWkh7Og17uR1DooGU2SlogsWDfEEQPKvFSfcpp5zCqlWrDvt7YWEh4eHNGz8o+L5aBzzxk2ts94Nn6zF4oX6yKwr35OVSK8uc4e/P5JBQzwchCMehodV7+WM4Kkvqxno/iz6hp8disDttvP/j87z/w/PYHTZOSRrErPGvkxDexWMxCN4n6uyOZV/p4bOQFzgaJ93tcZ3uY7HmWkmbm4atxIZfrB+p96eiDRezwgiC4DktTrrLy8uJiYk57O99+vQhJyenVYISfMNbv9pJL5eJDVRxQ1/vzG6aZrPxTGEhADMjIuh+hGXEBMEX1e6va/XetR5JUqGP9uzM5gBb9nzJC6tvpagil3BTDHde/DJnnjTa43EI3iHq7I5lb6nzsL8dmnTXz9tQP6a7o7AV2Eh7Kg1boQ1dpI6U2SnootrXzO2CIPiuFifdH374Ic888wxRUVEoioJKpeKMM87g+eef591333VHjIKX2GV49EdXa/edA71XMX1cUc76g5YR04vJ04Q2RLZWU/LFfAqXP4psr234e8g5k5E0nnmIlF3yL8+unM4f6ZvQanRccfadXDXkXrQeOr/gPaLO7lj2lTTV0t04ue5o3csPZi+xc+CpA1hyLejCXIm3PlaUg4IguF+Lk+7777+ff/75h6ysLAICAti9ezcbNmxg8+bNPPHEEy061pw5c1AUpdH2999/N7yu1+tZsGABxcXFVFZWsnz5ciKbWEJKcJ/3dtr5p9hJhL93V5d7qCCfQoedTno9M+tm3xWEtqR2/zaqd33b8Htg3zHEXPsy+riTPHN+WxVvrZvD6p/fQpadDOw2krsueYUIU5xHzi94R2vV2aK+bhua6l6eL7qXN+Iod5A2N43azFq0wVpSZqfgl+jn7bAEQWjnWjxS1263c+ONN/L444/Ts2dPAgIC+O233/j333+PK4A///yTc889t+F3x0GVw/z58xk9ejQTJkygoqKCBQsWsHLlSgYPHnxc5xJazqnAnB+sfHSpkSqbwhXLa7A4jv2+1lbudDI7L49FCYlMCA7hxaIifqutxdrETK2C4KsUm6vFqWq3CkdVBdrQOKKufIbK7Z9R/tP75C+b7drP4Z5unwoK3+78kIzCv7n23AeJD+vEveMX8v4Pz/HSZ3cCrrHgQvvRmnW2qK99364CV9LtcCo46vLvQocDh8OKzlKGzS8Epa7eVGwWAGr2bXVbmeOrnJVO0p9JJ+muJIypRlLuSyF9XjppT6cBoNjFvYUgCK3ruKfHysrKIisr64QDcDgcFBQUHPZ3k8nE1KlTmTRpEt9//z0A1157Lf/88w8DBgxg69atJ3xuoXk++cvB7MFOekerOSNRw9p9h48Z84QtNTUsKS1lSmgo14SEsLKinMOf6QuC77NkFVKwcgahw64n4NTzMPW/BEOn0yn54kWsObvdfv59eTt5ZsU0rj33QTrHnMr1Ix5h/c6P+fSXt1EUcVW1R61RZ4v62vdlmxWqbQr+OonkYBV7S2RkIN9hR+O0YANUkqvnmuJwDR+TLVXQAa97Z7WT9GfTSZqZhH83f5LvSibjxQxq9tR4OzRBENqhFifdixYtOurrU6dObdHxunTpQk5ODhaLhS1btjB79myysrLo27cvOp2Ob7/9rzvmnj17yMjIYNCgQUesxHU6HfqDJtsKDAxsUTzC4RTgoe+trLnCyG2n63h5q438Ku88BZ5fXMQAo5GT/Px4OiaWm7Kz8M4jAEE4MYq1mpIvX6J6z0bCRt2KNjSWqCufpvLXtZT/9D8Um3tv/CpqSnh57d2MOX0q5/aayPBel5EU2Z3XvpiNzWFx67kFz2nNOlvU175PAfaWyPSJUdMtzJV0A+TZ7Uh1ibVaXTeRWl33cknTcWfxli0y6S+kk3RbEgE9A0i+K5nMVzKp2lXl7dAEQWhnWjxQNyQkpNEWGRnJsGHDGDduHMHBwS061tatW5kyZQqjRo1i+vTppKSk8NNPPxEQEEB0dDRWq5WKiopG7ykoKCA6OvqIx5w9ezZms7lhE7Ozto6v/nVwoMyJv05i4QXeG/tkVxTuy8vFVreM2FPRYv1uoQ2p+7L6JfiBa1gllgO/kvv2zVT98Q2SpMLUbwxxN7yB/8lD3R6OLDtZ/fObvPX1I9jsVjrHnMrwXhPcfl7Bc1qrzhb1ddugUbkSb4DOoa5bPA1gUGtR6lq4R/SehFqlQZFdj6y1YYlQN867I1JsChkvZWD+3YxKpyLpjiSCzgzydliCILQzLW7pHjdu3GF/kySJhQsXsn///hYd66uvvmr4edeuXWzdupWMjAwuu+wyamtrj/LOI5s7dy7z5s1r+D0wMFBU5K1Ap4bUEFelfMlJWq461cH//vDOGLBsux2dynXzcFFQEDWKzKNNdHkUBJ9T95gzoEcAklpCcdaPrayh9NvXCTj1PADUASGEX3gXAb1GUfrNQuxF6W4N6++sbei0rhbH4adexk9/raHKUu7Wcwqe0Vp1tqiv2wadGk6LcdXViUGup3xaSaKnMYAf/V1Lx3WN683lZ93B6vI/XO+JTEZS/5eEd0SKXSH7jWx6LOyBpJZIuCEBTYCGknUl3g5NEIR2olWmpFYUhXnz5jFz5swTOk5FRQV79+6lc+fO5Ofno9frCQpq/LQxKiqK/Pz8Ix7DZrNRWVnZaBNa3yvn+xEX6P02ZllRmBgcwj1iRnOhHSnb8D9kmwW/hJOJmfISIcNvQNIZPXJuP52R8/te5ZFzCd7RGnW2qK99X0xA07d4suxkUPfzOSe6v4cj8m31D0HrxVwRQ9RlUV6KRhCE9qbV1oHq1KkTGs1xz8sGgL+/P506dSIvL49ff/0Vm83G8OHDG17v2rUrSUlJbNmy5UTDFU7ALzkOgv0kFo0xeDsUHi90tXBfGxrGzWFhXo5GEFpH5fZV5L49nep/NiKp1Jj6XeyxLucAg0+6iHBTjEfOJXjHidbZor72fbFHeDC+6uc3ALggeRhdbd5dDtRXFSx33VtEXBBB3PVxDcOBBEEQjleLa9wXXnih0e+SJBETE8Po0aNZunRpi4713HPPsWbNGjIyMoiNjeXRRx/F6XTywQcfYDabWbRoEfPmzaO0tBSz2cwrr7zC5s2bxUyoXnbjGgtbpvozsrOGG/tqefNX7y018llFBVok7o+KYkZ4BDWywpKyUq/FIwitxVlZRPGnT1O1szeh505DGxbvkS7nu7O20yOhHxf1n8o765u/jrPgm1qrzhb1ddsTE9B00r3p788JC4xmyCnjuKBGR4XKSqaHY/N1xV8XYy+3E3dtHCGDQ9AEash8NRPFJpYSEwTh+LQ46e7Tp0+j32VZpqioiLvuuovFixe36Fjx8fF88MEHhIWFUVRUxMaNGxk4cCDFxcUAzJw5E1mWWbFiBXq9nnXr1nHzzTe3NGShle0rlblvvZWXRvnxwgg/vj3g4ECZ9yqi/5WX4a9ScXtEBPdGRlIjy3xcUe61eAShNVnSfyf3nRmY+l1C0BmXN3Q5r9yxlvKf3m/1Wc6/2PYO3eNPo2/noazf+TGZxXtb9fiCZ7VWnS3q67Yn1nTkVuyVWxYSFdODk8K7M65azz7/cMrKxXj6g5VvLMdR6SDx5kQCewWScm8KGfMzcFZ33LHvgiAcvxYn3cOGDWu1k19xxRVHfd1qtTJjxgxmzJjRaucUWscrW22M7a5hSLKGdy42MHRpDbIXHwC/UVqCUaXihrAwHo6KolaRWWM2ey8gQWhNTgfmrcup3v0jIcOm4t99MKZ+F+Pf/WzKflhM9V/ft9qpcsvS2bbvWwZ0HcHFA2/glbX3tNqxBc9rrTpb1Ndtj1ErEewHVuvhr8mKzP92vs8d5z1KhKxi2nmPMG/1bVjtxzcpXntVtbOKtGfTSJqZhLGzkZQHUsh4PgN7qfd6+AmC0DaJwTzCcVGAaz+tpdKqcHaShtsH6LwdEvOLi3i/rAyVJPFkdAzDAwK8HZIgtKr6LucFHz2IvSS7YZbzqEnPoI1IbrXzrN32DnanjW5xp3FSfL9WO64gCJ4VF3j4bZ5WcnU7t9qqWRFgo1pSiAtN5drhDyJJ4rbwULX7a0l7Kg17iR2/WD9SH0hFH6s/9hsFQRAOIvHfko5HtGPHDhSlec2Yffv2PdGYWlVgYCBmsxmTySRmRj0BaglGdnZ1jFj3r4P6ST6n9tHy9hgDFodCnzeq+adYdn8swJn+/gBsqq7m4I5eEvBEdAxjg4KwKwo3Z2ezqaba7TEJQnNETYgiYnQEFb9WkPVqFhx8uUgqDCmnAVCbtgOUY1xLak1Dl3OVzg9Fdh53l3OVpOKkBNdMxn9nbUNWZMYOnMbwXhPILv6XZ1ZMQzl2VSG0ohOpu9pqnS3q6xNXX1cvOF9PSoiaEe9V890BJ2cFBPLIKSNQARO2r6HAbkMX252Yq58nsrKKK6wmdBo93+9awYrNr3n7Y3iHCgJOcT2sr9pV1bh8BrShWpLuSsIvzg9HlYOMFzOo/Vf0DBCEjq65dVezupevXr26teIS2iinAl/scxz290W/2Rl3koYLumh59xIDZyyuxuHmvNsJbKhuOpFWgIfz8zCqJEYGmng5Lo4bs7P49TjXkRWEVlWXB9mL7Yfd0KHI1B7Y3vxjtWKXc1mR+Suz8YRXX/+2jEHdzyc+vDP9ugxn275vmx+b4FWizu646uvqPafrSAmBOJMKJ05+qKpEVbiTcI2GEJVEAaA4XP3Oc7Hy7ndPc/2IOQw9ZTwF5Vls3L3Gux/EG2RXd/IjsZfaSXsqjaQ7kjB2MZJyTwpZr2VRuVM8IBIE4dialXQ/9thj7o5DaMOu/8zCnzdr6B+n5r7BOp7YYPNqPE7g3txc/OJUnBMQwMK4eK7LzuJPi8WrcQmCO7hrlvNqq5lvfv+AiwfcwIX9r+W3Az/icIpxjG2BqLOFnErXU724g5YNK3M6XUm3um79K6frQbqk1vB72gY++2URY06fyoQzb6XEnMff2S14CNhBOKudpD2XRsLNCZh6m0i8LZGcd3Io31ju7dAEQfBxYvCO0CwaFUzupWVyLy2aQ741eVUKM75wtSQ/fLae3tHu/VppgEtMQVxiCjriUyM7cEduDj9XVxOgVvNWfAJddGIMluBldfe/+lj94eu+qtT49xyOf8/hoGr5orD1s5yX/bAE2WZpmOU8ZPgNSDrjUd+rUqkZ0HUkA7qORHXQuX/YtZKyqiLCAqM5q8eYFsckCIJn1dfV4QZXYRNnUqEBxgaFUhN7BnnRAwnVuOZgqR+CIGn9QKXm69+W8fOedahVaq479yGiQ5K89TG8Qw3Bg4MJHhx81HW5FZtC5iuZlP1UhqSWiL8+nvDR4R4LUxCEtqnF2ZFKpeKuu+5i69at5OXlUVJS0mgT2iedGpZcYmDJJQZ0TVRGH/zpYPluO1q1xLtH2Ke1aCWJp2JieCompmFCmKZYFYUZOTnsrK0lSK1mUUICSVqt+wIThGOpK3EDTwlEUjf+7kpqDeGjZxI+eiaSusULS7jUdTnPfXsa1f9sRFKpMfW7mLgb3sD/5KFHfJtGpeXqofdy9dB70aj+u0bsThtfbHet5TzqtKsw6PyPLy7Ba0Sd3bHU19UXd3ddx7EBElpJ4rHYeEpOuY6/u19NqNbPtXNd0q3S6hvKnA82zGNf7k4M+gCmjXqSAL9gb3wMr6hPoOOvjz+sfD6ME3IW5VD0eREA0ROiib4iuuHBqiAIwqFanHTPmTOHO++8k48++oigoCDmzZvHypUrkWWZRx55xA0hCm3F9M8tFFTJnBKl5tEhvtGqXKPI3JSdxT8WC+EaDYsTEonVHGdCIwhthLOyuNVmOd+6dx15pen4+5k4t/fl7glYcBtRZ3dscU2s1R1c371cPny9aafs4O2vH6GwIptwUww3jXocrdr7q5P4qoJPCshblgdA+Mhw4m9sRsIuCEKH1OKk+8orr+SGG25g3rx5OBwOPvjgA2644QYee+wxBg4c6I4YhTaiuEbhprWucdP3nKFjULwbm7tbwCzLXJ+dxX6rlRitlsUJiYSrfSM2QXCnE+lyXk9WZD775W0AhvYcR5BRdKNsS0Sd3bEdPKa7XojGVf8pzoMmRz1oqbBqq5nXv3yAaouZlKgeXDnkHrfH2ZaVfF1C1htZKA6F4EHBJN6RiMpPjN4UBKGxFpcK0dHR7Nq1C4CqqiqCgoIAWLt2LaNHj27d6IQ259M9Dpb+bkOtklh6iR9GH+nNXep0cn12Ftk2G4k6HYsSEv972i8I7dlxdjk/2K6MLfybtwud1o8L+l3j5oCF1iTq7I4tKkA6bB6W+onUFPmgpPuQeSQKK7J5+5tHcTod9Os8jAv6TXZ3qG1axZYKMl7MwGlxEnhKIMn3JqMOFPcYgiD8p8VJd3Z2NjExMQDs37+fESNGANC/f3+sVmvrRie0Sbd/ZSHbLNMlTM3c4b7RzRygwOHguuwsCux2uuj1vBWfQIBKPI0WOoajdjkPTzzm+z/d+iYAg7qNIjq4g02w1IaJOrvjsjsVVJJEpH/j1u7ghqT7v9UIJNXhw6725f7OBz/NB+CCvtfQv8u5boy27av6s4r0Z9JxmB0YU42kPpCKNtxHWh4EQfC6Fmccq1atYvjw4QC88sorPP744+zdu5d3332XxYsXt3qAQttTYYXrPnXNZn7bAD3DUnznaW+23c7U7CxKHQ5O9vNjYVw8hqNMxiYI7U1TXc6jr3rumO9LK9jN72k/oVKpuej0qR6IVGgNos7uuPKrXBOlxQQ2vtX7b8mw/8Z0S+qmk8Of93zF1799AMCkc+4iNbqnGyJtP2rTajnw1AFsxTb00XpSH0hFH+87jQ+CIHhPi5Pu2bNnM3fuXAA+/vhjzjrrLBYuXMill17K7NmzWz1AoW365oCThdtd63UvHmPA5EN1zgGbjRuyszA7nfQ1Gnk5Lh6dSLyFjqSJLuf1jCedfcS3rfllEU7ZSa+UM0mNOtkTkQonSNTZHVdu3VrdsQGHtHQ3XO9Kw9+kowy3WvPLIn4/sAGtWscNIx4l3BTT6rG2J7Z8GweeOIAly4I2REvq/akYuzZvDg1BENoviYNL3WbQ6/VtqktaYGAgZrMZk8lEZWWlt8Nps9QSjD3J1f1s1d8OnM341vhrYee0ADqFqlj0m43rP7O0TizAuQGBAHxbVcnh8682Ty8/PxYlJGJUqfiuspI7cnNwHPttgnDcoiZEETE6AvPvZjJfzgT5oBclFcaugwCo2bsFFLnpg7iBMeU0Bg6/E3VgKPu0MrXZf1H6zULsRemH7Xv5WTMZ3ONC9uf/yfxPb/dYjB1Na9VdbanOFvX1iTu4rr78ZC3je2i57Yta9v1jJCVxEBNDQggp+p3ee/5GkVQkzFyOSqsj+/XrcVbkH/G4Wo2emWPmkxjRjfyyDF5YfSu1tmpPfSzPUIGprwkA86/mxuXz8RzOqCLp9iT8u/kj22WyFmZRuUN8rwWhvWlu3dXilu7CwkKWLFnCueeeiyRaBzsMpwLLdztYvrt5CTdAtR2mfFqLrChM7aNjdJfWWarLCayrqmTdCSTcADstFm7JycYqywwLDOSpmJiWXxCC0BJ1146twHb4DZ0iU7NnEzV7Nnk04QaoSdvBd+9MYevmxTjtB89yfuNhs5x/8etSrPZaOkX35NTkMz0ap9Byos7uWA6uq7PrWrpjTCq+qqzg7b++IrLoN7QomFQqVznjdPVIk44xv4ndYeWNrx6irKqQ6JAkpp43B5XKd4aOtQoZzNvMmLedeMININfIpD+fjvlXMyqtisQZiYScE3LiBxYEoU1qcY4xefJkjEYjn376KTk5OcyfP5++ffu6IzahHdiY6WTeFlel/tZFfoQafOumb2tNDbfn5mBXFC40BTEnKtrbIQmCdzQ5y/mYw2Y5N9eU8v2uFQCMOX0qKkk8qvJlos7uuHIrXU/56pcNswOVdeO4Q9Suh+D1y4ZJ6mM/FK+oKeH1Lx/Aaq+le3xfJg6+zQ1Rty+KXSHz1UxKfyhFUknEXRtHxJgIb4clCIIXtPhuafXq1Vx22WVERUVx//3306NHD37++Wf27NnDQw895I4YBR+gluDSHhou7aFB3cK8+cHvrOwuchITqOLVC/xOPBZgZEAgIwMCaY3n7Buqq7k3NxenojAhOJhZEZGtcFRBaELdtaOL0h1e+koqjN3OxNjtzEZr5nqCSlLRJ/Vs+qSejVJVeuRZziOSAfj294+oqq0gOiSJgd1GeTRWoWVEnd2xHFxX59Un3QEqRgUGMaXHSLLCeyNLKkI1alc5U9/CrdY16/g5pQd4Z/2TyIrMmSddyLBTJ7jro3ieCkz9TZj6m47j7vgoZMhdkkvhp4UARI2LIuaqmIb6QBCEjuG4i5WqqiqWLFnCyJEjOfXUU6murmbOnDmtGZvgQ/Qa+GSCkU8mGNG3sJe41QnXrKrFIStc3lPLZSefWDdznSQxPy6O+XFxrTYB2rqqSh7Kd41nmxwayoyw8FY5riA0UlfimnqbkDSNv7uSRkvEJbOJuGQ2ksazy8xo1DqmnjeHqefNQVN3893ULOf1Xc6tEny1438AjO43GZ3mxB+mCe4l6uyO4eC6uqimfiI1Fc/FJ9HvrHvJ7zUNRdIQolYjabSoDa4xzCpd86/hPzO2sHLLQgAuGXgjpySd0fofxAskjUTiLYkk3pJ4WPncGgpXFZL7Xi6KrBB2bhgJNye45TyCIPim40669Xo9EyZMYNWqVezYsYPQ0FCee+7Yy84IHdOveTJP/uTqZv7aBX5E+fteRbPaXMETBa7E++bwcK4LDfVyRILgZUfpcr4DM8XmXIL8wxlyyjhvRyocg6izO55cc92SYQGH3+qFHDJbeVPrdB/ND7tW8tNfn6GSVEwZfj/x4V2OP9AOpHR9KVkLs5AdMkH9g0i6MwmVnxiiIwgdQYuv9BEjRrBkyRIKCgpYuHAhBQUFjBgxguTkZLH8iHBUT26wsiPPSZhRxVsX+WbL2LLycuYVubqA3R0RyeXBwd4NSBB8gLOy+LAu5yGj7+AnrWtFgvN6TcTfz+TlKIWmiDq748qrcrV0m/SHP+QOPXQMdzPGdB/qk80L+DtrO3qtgWmjniDIKHqINYd5m5mMFzJw1joJ6BFAyuwUNEGtM9GsIAi+q8VJ96pVqzAYDFxzzTVER0czbdo0fvrpJ3fEJrQzdhkmr67F6lC4qJuWKb0924W2ud4uLeWNkmIAHo6K5mKTSCYEAQ7vcv5vdAwFKicGfQCj+k3xdnhCE0Sd3XFV26HC0vRyI8GHrst9HEm3LDtZ/O1j5JWmE+wfzrRRT4ihJs1U/Xc1aU+n4ahwYEgykPpAKrqI5o2rFwShbWpx0h0VFcXEiRP57LPPiIqKEkuQCC3yZ6HMwz+41ox9aZQfiUG++f15qbiY98pKAXgiOoYRdeuCC0KHd3CX8z0b+dHgmv347JPHEH/aWC8HJxxK1NkdW05l02tfhZ5g9/J6tbZqXv/qASpry0iI6MLkYfcjiRUNmsWSYeHAkwewFdrQRepIfTAVv0Tx0EIQ2qsWl4xVVVUNP+/evZvk5OTWjEfoAJ7fbGNzlgOTXmLxGIPPTuD5dGEhK8rLUUsSz8XGcra/v7dDEgSfUd/l/JeV93NAqUaNxJgzpjWa5VzwPlFnd2w55qZbukM0hyTdx9HSXa+kMp831z2M3WGjV8qZXDzg+uM+VkdjK7Rx4MkD1GbUognSkDI7Bf+TxL2GILRHJ/Q4UjwxF46HrMDk1RZq7ArDUzVM7++b3cwVYE5BPl+YzWgliRdj4+hvMHo7LEHwKZb03/l41b0A9LBrSIzp2TDLuaQT14svEXV2x5N7hJbuQydS4zhbuuulFezmfz88C8C5vSZyRvcLTuh4HYmjwkHa3DSqdlehNqhJujPJtWyZIAjtipi5QWgWmxOmrK5t+PlE/Vsqc+83FhZcYOC58/z4er+Tf0ubvjk4lF1RuD8vr+Fnd5KB+/Jy8VNJDAsI5LX4OKZmZfGHxeLW8wrtVN1XvHJXJYqz8XdXcToo/nx+w8+e5JDtvPf9sw0/t1R20T9s2/ct/bucy5klVayK8sfUbwz+3c+i7Id3qP7ru9YOWRCEJhxaV+dUKkgqhb/DCvjr51cocTgYojgIVWtQnA6shQfQR6a2ygOZX/d/T2RwPKP7TWHi4Nsprsxjb85vJ3xcT1GcCtlvZzf87EmyRSZjXgbxN8UT1D+IhOkJ5JnyKF1f6tE4BEFwnxNq6X7qqacoLRUFQkfgkGHpTjtLd9pxNC83PqbXttlZf8CBUSux9BI/VM2s8x24lvdaba7AE6mJA7gzN5ct1dX4q9S8EZ9AN73eA2cW2p26+zhrrhUOfXglO6n+cz3Vf64HuRWebLWALDvZuncdW/euQz7Oc6/d9g4Op53O+nBM3yzFXpKFOiCE8AvvFF3OfYSos9u/Q+vqnEoZSQXqWDMLd65m8951qBTZNZGa7MRZXgCApGqdcdhf/voe2/Z9i1qt4frzHiEqOLFVjusRTijfWE75xvLDy2cPUBwKWa9lUbK+BEklEXt1LJHjIj0fiCAIbnFCpezTTz9NRUVFa8UidDAKcN1ntZitCmckaLhrkO/O3GlTFG7NyWZHbQ1BajVvxyeQovPdeAXB00oq8/lp92cAnJ88jLzFt1H2wzvINgt+CSeLLuc+QNTZHU/9mO64QNftXpnTlU0aVSr8JAnF6erZIqlbb5jX+z8+z/78PzHqA5g26kmxnGBLKJD3Xh4FK10PQyLHRBI7JfYE79YFQfAFx3UZX3fddezatQuLxYLFYmHXrl1MnTq1tWMTfIhaggu6aLigiwZ1Kw4LzKxQuOMrV1ftx4fqOTni2F9JNXC2vz9n+/ujPuberadGUZienc1ui4UwjYZF8QnEaX1zPLrgo+quHW249vDSV1JhSO2HIbUfeHj2X5Wk4uTEAZycOADVCZx73Y73qbVVkxjRldNSBmPeusI1y/k/G5FUakz9xhB3wxv4nzysFaMXjkXU2R3HoXV1bqWMIkN4rT8Tu55Danx/rHU9bkI1WlSGINcvmtaryxxOO2+te5hicy4RQbHcMOIxNKo2UFeqIKBXAAG9Arye5BZ9VkTOOzkoskLokFASb0lE0oo5GQShLWtxsfLoo4/y0ksvsWbNGiZMmMCECRNYs2YN8+fP59FHH3VHjIIP0Gvg80lGPp9kRN/KMwG887udNXvs6DUS7441oD3Gt1InSbwen8Dr8QnoPDwxUKUsc0N2FvutVqK1WhbFJxBxArO+Ch1M3Xc7qG8Qkqbxd1fSaImc8AiREx5BasUb4ObQqHVMP/8ppp//FBr18ffgqLJU8O3vHwJw0enXoVZpGmY5L/jowSa6nKe01kcQjkDU2R3LoXV1TqWCIkvU/hbNWUMf5qbzn6JEdpU9ITo9huReAEgnIehlSQAAn8hJREFUcN03pcpSwetfPkittYrOMacw6Zy7WvX47iBpJJJnJpM8M/mw8tkbyn4sI+vVLGS7jKmvieS7k1EZRZO3ILRVLb56p0+fzg033MD999/PmjVrWLNmDffffz833ngjN998sztiFDqAG9daKKmROS1GzQNn+/Z46TKnk+uyssi02UjU6VickHD4TLCC0EF9v2slFdXFhJtiGdzjooa/W9J/J3fxrYd0OX9RdDl3M1Fnd2wFVQpOufGkYOV18zYcvFb3iSwZdiT55Rks+uYxnLKT07uex6jTrmr1c7R35l/NpD+fjrPGiX83f1Jnp6IJFg/6BaEtanHSrdVq2b59+2F///XXX9FoREEgHJ/8KoWbv3B1M3/gLB19Y3z7aW6R08F1WVnk2e100ut5Oz6BwFaaiEYQ2jKbw8IXv74LwKjTrsJPe1BCLTtEl3MPE3V2x+ZUXIn3werHdTd6WOymHlv/5PzKxxtfBuDC/tfSt9NQt5ynPavZU8OBpw5gL7fjl+BH6oOp6KLEnDKC0Na0OEt47733mD59+mF/v/HGG3n//fdbJSihY/r4Lwcf/WlHo3J1M9f7eONxrsPO1Kwsih0OTvLz4/X4eIxiHVxBYMs/X5JflkmgIZjhvS477HXR5dxzRJ0t5B0x6f7vFlA6wXW6j2bT32tZv/MTAK4aci8pUT3cdq72yppt5cATB7DmW9GF60h9IBVDisHbYQmC0ALH1TQ3depUdu3axVtvvcVbb73FH3/8wQ033IAsy7zwwgsNmyC01C1fWMivkukRoebxYb7dzRwg3W7j+uwsKpxO+hiMLIiL9/g4c0HwNbIi89kvbwMw7NRLMRlDm9xPdDn3DFFnd2y5lY3X+ayoT7pV7u1efrDVW9/kj/RNaDU6bhz5GKEBUW49X3tkL7Zz4MkD1ByoQWPSkDwrmYCeAd4OSxCEZmpx0t2zZ0927NhBUVERnTp1olOnThQXF7Njxw569uxJnz596NOnD71793ZDuEJ7V1KrcMMaVzfzuwbpGJzo483dwF6rlRuzs6iWnQz092d+bByi06bQ0f2RvokD+X+h1xq4oO81R96xUZfzn0SX81Ym6mwh95CW7lKnZ8Z0H0xRZJasf4qs4n0EGkKYdv6T+On83XrO9shZ6ST92XSq/qxC7acm6Y4kggYFeTssQRCaocVJ97Bhw5q1DR8+vEXHnTVrFoqiMH/+/Ia/6fV6FixYQHFxMZWVlSxfvpzIyMiWhiy0MWv3Olj8mw2VJLHkYgP+bWClkV0WC9Ozs7HIMkMDAngmJtbbK44Igtet3vomAIO6X0BkUPxR93V1OX9GdDlvZaLOFvIOaekud7iS7uCDupfjxu7l9WwOC2989SAV1cXEhqYw9dyHTmiJwo5KtshkzM+gfEs5kkYi4aYEwkaEeTssQRCOwSdKu379+nHTTTexc+fORn+fP38+F110ERMmTOCcc84hNjaWlStXeinKjs3mhFu+qOWWL2qxOd1/vpnrLGRWyHQKVfHseX6NXrMrCo8X5PN4QT52RTnCETxve20tt+XkYFcUzjeZeCw6GtHRXGik7t63ancVirPxd1dxOij5eiElXy9EcTo8GpZDtvPxxpf5eOPLOGR7qx33QP6f/JG+CbVKzZjTm7cutOhy7vtEne27mqqrsytlovuUEFe8mOUbX6bUbgUgRKWiZu8WACQPJb/l1cW8/tWDWO21nJTQn0vPnOGR8zaH4lTIfS+X3PdyDyuffY3iVMh+M5vir4sBiJkUQ9QE0WVfEHyd4s3N399f2bNnjzJ8+HDl+++/V+bPn68AislkUqxWqzJ+/PiGfbt166YoiqIMGDCg2ccPDAxUFEVRAgMDvfo5xdbybXiKWlHmmBRljkk5L1Xt9Xiau50XEKjs6tpN2d2tu3J/ZKTX4xGb72xRl0YpPZf0VKKviPZ6LJ7aooOTlJdv+FpZcNN6JSWqR4veqw4MV8IvnqUkzVqrJM1aq8Tf8p7if/Iwr38mT2y+Wne5s8721c/c1rdzU1116a7p/gqg9DMYlN3duitrk1OUwL5jlKRZa5Xwi+72aEynJp+pvHzjN8qCm9Yr5/Qc6/V/o7a8hY8OV3ou6an0XNJTiZsap6D2fkxiE1tH2ppbd3m9pfvVV1/l888/Z/369Y3+3rdvX3Q6Hd9++23D3/bs2UNGRgaDBg3ydJiCF6xPc7LgFxsAiy82EOT786oB8E1VJffn5wFwVUgod4SHezkiQfCe/PIMft6zDoCLB9zQovcetct5eJI7whWOQdTZbU+OWQEgLtB1y1deP6Zbo0Fx1vVsUXt2HNcf6Zv4dOtbAIwfNJ2eiQM9ev72pPjzYrLfzkZxKoScFULirYlIOtHPThB8jVeT7okTJ3Laaacxe/bsw16Ljo7GarVSUVHR6O8FBQVER0cf8Zg6nY7AwMBGm3DiVBKck6TmnCQ1Kg+W5bO+tbCvxEm8ScXKiUaMWteXtr/BSH+D0TfGRzRhjdnMowX5ANwYFs4LMbFiHW+hgTZEy2FjDyQV+oRT0CecAh4e5yhJKrrE9KJLTC+3dDP94tel2BxWOsecSmJEtxa/v6ku59FXPYvaFNHqsQpH1tp1tqivW19TdXVepUxlvp6Sij6cEt+LMtmVhAer1egDXdeQLjIFld6zE5ut3/kxm//+ApVKzY0jH2PCmTMw6Lw4G7cE/t398e/uf3j57OPKN5aT+Uomsk3G1NtEyr0pqAN8fyJaQehIvJYFxMfH89JLL3HllVditVpb7bizZ8/GbDY3bDk5Oa127I7MTwM/TPHnhyn++Hlwau4aO0xaWUulVWFYiobPJxkJ0UksTUxkaWIieh9enuuj8nKeqBt3fr7JxKrkFE4ziHU1O7S6e6Cg04OQtI2/u5JGS/SkuURPmouk8Wyrk1at4/Yx87h9zDy0al2rH7+8upiC8kwAjPrjvKk+aJZza95eVHp/ws6/gzZ3d9xGuaPOFvV162uqrrbaJDI2xLCOOdw0eh61/JeMRfe7EABtSCyRlz2KpPNsHfXRxpf4Zd+3qFRqzuk5locvX8oZ3S/w2Bjzg0laiZT7Uki5L+Ww8rktqPy9krRn03BUOTB2NpL6YCq6iNYvzwVBOD5eS7r79u1LVFQUO3bswG63Y7fbGTJkCLfddht2u52CggL0ej1BQUGN3hcVFUV+fv4Rjzt37lxMJlPDFhcX5+6PIrjZ9lyZkf+rwWxVGJKsYeXEtjOZ0rLycq7KzCDTZiNWq2VpQiK3hIUjnj8LwvFxVhZTvOZ5ZLsFQ3IvAvpc4O2QOgR31NmivvYOB1Aju2Z1DLDXAuCsNaOP7U7E2Ac92tXcKTt497u5vLz2bvJK0wk0BDPpnLu4Z+wCkiNP8lgc7UXtv7UcePIAtmIb+mg9qQ+mYkgRD/sFwRd4Lelev349PXv2pHfv3g3btm3beP/99+nduzfbt2/HZrM1Wsaka9euJCUlsWXLliMe12azUVlZ2WgT2r4t2U5GvFdDhUVhcGLbWgV7l8XCuPR0VldUoJYkbgkPZ0lCIrGatvU5BMFXOMpyKf9hCQAhQ65FExzj3YA6AHfU2aK+9h5z3bhu/7qku2jlk8jWGgzJvYi4+D5QefbR8N6c35i74kZWbH6NWmsViRHduHvsAq4aci+BhhCPxtLW2fJsHHj8ALXptWiCNKTcl0LAqV7sti8IAuDFpLuqqoq//vqr0VZdXU1JSQl//fUXZrOZRYsWMW/ePIYMGcJpp53GO++8w+bNm9m6dau3wha8aGuOk3Pfq6asVmn4W2AbmVytRpG5Pz+Pe3JzqXI66Ws0sjI5hVFiDKMgHJfKHZ9jydiJSudH2Og7PD4OvqMRdXb7UnlIS7et4F8KVzyObLdi7DKA8NEzPX5NybKT73et4LGPpvDznq8AGNhtJA9PXMLQU8aj8vCDgLbMUeEg7ek0KndVotKrSLo9iZCzxcMLQfAmn75LmTlzJmvXrmXFihVs2LCB/Px8xo0b5+2wBC/anitz0QfVDb9/drl/m5nVHODzSjPjMtLZWVuLSa1mXmwcj0dFY/ThsemC4JsUir94Cdlag1/8yQT2u9jbAXV4os5uO/5r6bY0/M2atYui1XNRnA78ewwhdMR0r8RWWVvG/354judXzSCj8B8M+gDGn3Ezs8e/Sde4Pl6JqS2SLTIZL2ZQtrEMSS0Rd10ckZdEejssQeiwfCrpHjp0KDNnzmz43Wq1MmPGDMLCwggICGD8+PEUFBR4MULBF/yeLzf83D9OzbfX+BPi58WAWijbbufqzAwWFhcjKwrjg4NZnpxCD30benogHB/xbKVVOc2FlH2/CICQs69GExbv5Yg6FlFnt12HtnTXsxzYTvHa51FkJ4G9zyd4yLXeCA+A9MK/eX7VDN7/8QUqa8uJCU3mtgufZ+p5cwgJEMljszgh5+0cCj8rBCDykkjirotDTCwjCJ7nU0m3ILRUSY1Mv1hX4h1qaDsZjQN4paSYKVmZ5NntJOt0fJCUzLUhoSIvE4QWqNq5jtoD25E0OsIvuFN0MxeEZqiUG4/pPljNPxspXbcAgKAB4wkaNNGjsR1MQWHLP1/w2IeT+WHXSmTZSZ/Us3nosncYddrVblltoT0qXFlIzpIcFFkh5OwQkm5LQqUXZaUgeJK44oRmsTvhnm8s3PONBbvTu7E4FIXnCwt5vrCQ896vprBa5rQYNeuvMRLWhhJvgO21tYxLT+Prykq0ksQ9kZG8GZ9AuFo8hm6X6jppVP9TDYdcR4rTSdn3iyn7fjGK07MXmVN2sOrnN1j18xs4ZYdHz90aSr58BaelCn1sV0wDL/V2OILgNU3V1Q5FYZO2kF41HxBUsxin7MDsdBVGmn1bmixzqv74htL1bwIQfPbVBPYd49HPcahaWxXLN7/K0yumsS93JzqtHxf2n8IDly3ilKQzWuckTsj/KJ/8j/IPK5/bg7Ifysh8ORPZKhPYK5CU+1JQm8S9hiB4igQox9yrDQsMDMRsNmMymcTMqO1UjwgV311jJCpAxR8FToa/W0NxTdv7Wl8aFMTsyCgMKhWlDgf35+exobr62G8U2oyoCVFEjI6g+Kti8j888tKH7dGs8a+TEN6FBZ/fyz/Zv7b68f17DCH8ortRnHbylt6JvSit1c/hSR2x7uqIn9lTxnZ3Lbe5KdPB4HdquC08nGlh4bxfVsaThUceAhB05hUED74SgOIvXqR617eeCvmo+nYayiUDbyIkIAKA3Vm/sHzTqxRWZHs5Mt9nSDWQdEcSGpMGW6GN9BfSsRXYvB2WILRZza27REu30ObtLpIZsrSGvEqZU6PUfD/ZSKR/22rxBlheUcGEjHT+sVgI1Wh4PT6B+yMj0YlJ1gThmKp3/0DN3i1Iai3hF94JKrEknyDUq38QHVFXN1bWtXQHqo5+G1ix6QPMv6wCIGzUrRi7nenGKJvv1/3f8/hHU1j32zLsThs9Ek7n/glvc/GAG9FrxbrUR1N7wLWWt7XAii5S51rLu5P4NxMEdxNJt9AsKgn6xaroF6tC5eUcUAX09POjp59fwxf4n2JX4p1jlukZ6Uq8o9pg4n3AZmNiZgZLS0sBuCoklI+SkuisE+PW2hONSXP4pGqSCl10F3TRXTw+LlmSVCRGdCMxohtSGx4TXbLuVZw1FegiUwg+83JvhyMIHtdUXa0Cgqx+ZBZ1R9J1RZJUmOvGdAcZTccsc8q+X0TlznVIKjXhF92NX2pfD3ySY7M5LKz5ZRFPfXw9f2b8jEat5bzeE3l44hL6dR5+7AMcSgJDigFDiqHdT3ppK7Bx4IkD1ByoQROoIWVWCoF9xBKmguBObffuSvAoPw1suyGAbTcE4OflBiS9JPFxUjIfJyWjP6gVeG+JK/HONsv0iFDzwxQjMQFtr+a0KwrPFBVyU3YWxQ4H3fR+fJyUzMTgYG+HJpyouuFzwWcEI2kbfzcljZaYyfOJmTwfSaP1aFhatY57x73GveNea9MTE8k15ZR+/RoApoETXMmEIHQgTdXVeklibmgn1jjn8nX18xi0uoaW7rDo1GaVOaXrXqX67w1Iai0Rl9yPPv5kd3+UZisy5/D6Vw/w+pcPUFSRQ5B/OFOG388dY14kLqxTs48jaSU6zelEpzmdDiuf2yNnpZO0p9Mw/25GpVOReGsioUNDvR2WILRbIukW2pV/S2XOWVJNZoVM93BX4h0b2DYrz5+qqxmbnsZP1VX4qVTMiYrm5dg4go7RHVAQOrKaPZuo3v0jkkpN2OiZSJq2+xBBENwhzCAddfbyJikyxWtfoObfX1Bp9UReOgdddGc3Rtlyf2b+zJOfTOWzXxZhtdfSOeYUZo1byGWDb8OoF624TVFsCpkvZ1L6QymSSiJ2cixRl0Z5OyxBaJfE3bvQ7hwoUzhnSTXp5TJdw9T8OMWfeFPbTLxLnE6mZWfzdGEBdkXh3MBAVienMMBo9HZoguCzSr95HUdVKbrwRILOusrb4QiCTwkzSg2zlx+6TvdRyU6KP30aS8YfqPRGIi97DG14opuiPD4Op52vf1vG4x9dy6//fo9Kpebsky9mzuXvMvikC9v08Bm3kSF3SS4FK10T6kVcGEH8jfFI6rZ53yQIvkqUPkK7lF6uMGRJNQfKZDqHqvhxij+JQW2zAlGAd8vKuDwjnQNWK1FaLYviE5gZHoGYKkoQDidbKin96hUATP0vQR/Xw8sRCYLvCDce3NJtadF7FYeNwpWPY83dg9pgIvKyx9EER7sjzBNSXl3EO+uf4KU1d5FbcgB/PxOXnz2Te8e+RkqUKA+aUvRZEdlvZ6M4FYLPCCZpZhIqP5EmCEJrEVeT0G5lVLgS7/2lMqkhKn6Y7E9SG028Af62WpmQkc7H5eWoJIkbwsL4X2ISCVrPjv8VhLagdv82qv74BklSETb6DiSt3tshCYJPCDeCWXa1dBsdVlRyyxalVmy1FH4yB1tROprAMKImPoE6MMwdoZ6wfbm/8/SKm/hk0wJqrFUkRHThrkte4eqhszAZxfjlQ5VvLCfjxQycFicBPQNIuT8FTbB4vC8IrUEk3UK7lmV2dTXfV+IkJcTV4p0S3HYT71pF4ZGCfO7IyaHC6eRUg4GVyclcZDJ5OzShOdruV69NKl3/Fg5zIdqQWILPudbb4QiCTwg3SlQ5/0u0/R0ta+0GkC1VFHz0IPbSXDTB0URNfAKVwTfrIVmR+fHPVTz24WQ2//0FsiIzoOsIHpq4hOGnTkAtlhdspGpXFWlz07BX2DEkGkh9MBV9rHhoKQgnSiTdQruXU6lwzpIa9hQ7SQp2Jd6dQtp29vN1VSVj09PYVlODv0rNMzGxPBMTQ4CYZE0QGii2Gkq+eAkAU98L8Uvq5eWIBMH7wo0qHECNfBzjug8iV5dT8NEDOMxFaMMSiLzsMSS9fytG2rqqLOUs2/ACL6yaQXrhPxh0/owdNI3Zl75J9zjfWAbNV1gyLBx4/ADWPCu6cB2pD6Ri7CrmkhGEEyHu0IVmsTvhkR+sPPKDFXvLeqK1Ooei8GpxMa8WF+NQlGa9J69KYcjSGv4ucpIQpOKHKf50CW3bX/98h4NrszJ5qagIh6JwkSmIFUnJnOrn5+3QhCNx3eNSva8aDrmOFKeT8o3LKN+4DMXp2YvMKTv4YvtSvti+FKfs8Oi53c2SsZPKHZ8DEHb+7Ug6ceMotF9N1dUOReH1ogL8c1fQz/gh4QZXQVQ/mZq8bfVxlzlOcxEFHz2Is7ocfXRnIi992OeHcmQU7eGFVTP43w/PUVlbRnRIEjMufJbrh87B+plM4erCw8rnjshebOfAkweo2VeD2l9N8j3JmPr5Zm8GQWgL2nbWIXiMXYZHf7Ty6I9W7LKXYwFeLSnm1ZJi7C14X35d4v1XoZN4k4ofphjpFta2LwEZeKO0hKszM8i22UjQ6fhfYhI3hYaJi9sX1T0jqvm3BsV5yAMj2UHFpmVUbFoGHk58nbKDL359ly9+fbfdJd0AZT+8g70sD01QJKHDr/d2OILgNk3V1Xbg1eICdhS8zQDTR0QYXRmlue5aV+36+oTKHEdpDgUfPYTTUoVf/MlEjH0A1L7dZVtB4ec9X/HYh5P5ftcKnLKTXslnMT3kefpljUKDmCsFwFnlJO3ZNMy/mlFpVSTcnEDYCN8cvy8Ivk7clwsdSmG1wtClNewqcBIb6Eq8Twpv+5fBTouFcRnprDVXoJEkbo+IYHFCItEa377xEQRPUOwWSr54EUWRCTh1BIbUft4OSRA8rqjGlYVHGF3DqyrrWroDVeoTPra9KI3CTx5BttViSDmNiIvuhTawPFetrZoVm1/j6eU3sifnN3QaPRf0m8yDE9+hV8pgb4fnExS7QuaCTEq+LUFSScRMiiH68mgxR4kgtJDvl4iCT5CAHhEqekSovF7OSkBnnY7OOt1xxVJU40q8d+Y7iQ5Q8f1kIydHtP1LoUqWuTcvj/vycqmWnZxuNLIqOYVzAwK8HZpQr+4Lqw5QN3HDIqENT6xb99azV5mERHRIEtEhSUhev8Ldw5r9F5XbPgUgdNStqPzEdSG0P03V1a46U0+A1IkSewLhRld9Vz+DeUhQOK1R5thy/6Fo5RMoDjvGbmcQdsEdrXJcT8grS+eVz+/m3e1zKa8tIiwwmhtGPMotFzxDVHCCt8PzPgXy/pdH/sf5AISPCid+WjySpm38/xUEX9D2Mw3BIwxa+OvmAP66OQCDl3td+UkSn6Wk8llKKn7S8RX4JbUKw96t4bc8J1F1ifcpke3jcvjMbGZ8ejq7amsJUqt5OS6eR6KiMRznv5XQiuoalELPCkXSNv7/IWl1xE59jdipryFpdR4NS6vR8+Bli3nwssVoNe4Zj9mQzDdvGga3KP/pPewlWWgCwwg9d5r3AhEEN2mqrvaTJFZ16kbvM17jw5KXCTW6rvHKumsxbsD4VitzLBk7Kfr0aRTZSUDPYYSce1OrHNcTJK1Eza35LD/nWb7a+T52p42TEvpx/6VvM3bgTfhpxXwQxV8Uk/VGFrJDJnhAMMl3J6Myto97J0FwN3GlCB1Waa3C8Her2Z7rJMJfxXeTjfSKah+XRKbdzlWZGbxVUoKsKFwWHMzHScl01/v2BDeC4E6Kw0bx5/NRZCf+Jw/B2PUMb4ckCB4XanQ9AqusW5/b397yJcOOpvbfrZR8Ph9FkTH1vZDgs69p1eO7m0Nt4/Md7/Dkx9exK30zarWG4b0u46GJSzi9y3nttjdQc1VsqSDjhQycNU78u/uTen8q2lAxBl4QjqV9ZBiCcJzKLHDee9X8kuMk3Khi/TVG+kS3j8vCDswvLuL67CwKHXY66fV8mJjE1SEh3g5NELzGlrcX88/LAQgdeQsqY5CXIxIEz9JIEsF+UHmCS4YdTfXuHyhd9xoAQYMuwzTg0lY/h7sVm/N4Y91DvPbFbArLswnyD+OaYfcx8+KXiA/v4u3wvKr672oOPHUAe5kdv3g/Uh9KRR8vHuoLwtG0j+xCEE5AeV3i/XO2gzCjivXX+NM3pv1cGj/X1HBJejrfVVaiU6mYHRnF63HxhKlPfPIcQWiLyjd/gK0wDbUxiNARN3s7HEHwuAh/VcOYbn83JN0AVTu/ouz7xQCEDJlCQJ8L3HIed9ud9QtPfXI9n259C6u9ltTok7l33GtcftYd+Os77hJa1mwrBx4/gCXHgjZES+r9qfif5LvrtAuCt7WfzEIQToDZCiPeq2FTpoMQg8S31/jTP7b9XB7lTiczcnN4rCAfiyxzdkAAq5JTGGwUFaTQATkdFH8+D8XpwL/bmfj3GOLtiATBoyKMkltbuuuZf1lJxeYPAQgbcTP+Jw9127ncySHb+eb3D3nswyls37celaRicI+LePjypZzVYwxSG5ip3R3spa61vKv/qUZtVJN0VxJBA0XvIUFoSscsJQShCZU2GPV+DT9lOAj2k/jman8Gxrev1uAPy8u5LCOdvVYL4RoNbyYkcG9EJFoxyZpHdPSxgL7EXpjWkAyEnDcNdUColyMSBM+J8P8v6fZ3tO6Y7kOV//Q/zNs/AyDsgjswdBnk1vO5U0VNMUu+e4r5n91Bdsl+/P1MTDzrdmaNW0hqdE9vh+cVco1M+gvpVGytQKVRkTAtgfDzw70dliD4HJF0C8JBqmxw/vs1/JjuIMhPYt1VRs5IaF+J9782GxMzMni/rAyAKaGhfJiYRIrOszNmC4K3Vfz8Cda8vaj9Aggddau3wxEEjwk3Spjr1ukOsNW4/Xxl69+iatc3SCo1EWPuxS+5t9vP6U7783bx7IppfLzxZWqslcSHd+bOi1/immGzCTKGeTs8j1PsClmvZ1H8VTEA0ROjibkqpq2sGCcIHiGSbqFZ7E54brOV5zZbsTu9G4tDUVhcWsLi0hIcSuuvP1RthwuW1fBdmgOT3pV4D05sX4m3VVF4srCAm7OzKXM4OMnPj0+SkhkfJLqFuZXrHpea/TVwyHWkOJ1UbF1BxdYVKE7PXmRO2cG3Oz/i250f4ZQdHj23V8lO1yzLDhvGTv0JOPU8b0ckCCekqbraoSgsLSmkYu8aNFUrUElOIowSZofrWjdWl3mgzFEo+fIVqvdsQtJoiRj7IPq4k9x8zhZyQtGXRRR9WXRY+dwUWZHZ8NenPPbhZDb9vRZZkTm9y7k8NHEJ5/aaiFqlcX/MvkSB/A/zyVuWhyIrhJ0bRsItCYctjykIHZWEV1dNdb/AwEDMZjMmk4nKykpvhyO0IQYNfHq5kfM6aai2KYxeVsOPGV5+4uAGEWoNc2NiOMPfNb57XaWZR/Lzqajreii0nuiJ0YSfH07R50UUfFLg7XA86r7xbxAf3pkFa+/ln5xfvR1OI6bTxxIydCqytYbcxbfgNBd5O6QOWXd1xM/saU+fq2fWmXrm/2xl/ncy61I7USPL9Nu31zMBqDVEjnsIQ2pfZEsV+R/cj73wgGfO7WaJ4V2ZMPhWUqJ6AFBQnsXyza/yd9Y2L0fmeab+JuJvjEelVVG9r5rMFzNxVre/+ydBgObXXaKlWxCOoNYBYz6sYd2/Dvx1El9caWRocvtq8QYocjq4ITuL5wsLsSsKIwNNrExOoa/B4O3QBMEjzNs+xZL9Fyq9kbDz70D0iRTaq6JqVztLhFHCXNe6bVSp8FibrNNB0aqnsGT9icovgKiJj6MJjffU2d0qs3gv81bfxnvfP4O5ppSo4ARuueBpbhjxGGGBMd4Oz6PM28ykP5eOs9qJfxd/Uh9MRRsu1vIWOjaRdAvNIgFJQRJJQd6fCkoCYjVaYjVat8diccDFH9bw5T4HRq3E55OMnJva/hJvBVhcVsqkjAzSbTZitFqWJCRya1g47e/Tep/KoGoir5NQmyJRmyLxdNInIREaEEVoQFTHnOxNkSn5/EVkmwVDcq82u7SRIDRVV7vqTB0nBcdT4YhEUSQijCqq5P86OgaoPdcVWnFYKVz+GNb8f1Ebg4i6/Im6cs/LJNCGa13J4XEWgwoKW/d+zWMfTeG7P5bjdDrolXImD162mNH9pqDVdJy1rGv21nDgyQPYSmzoY/SkPpSKX5Kft8MSBK8RSbfQLAYtpN8RSPodgRi8/LDST5L4tlMnvu3UCT8PzLptdcIlH9Wwdq8dg1ZizRVGRnRqn6noX1YLl6ansbKiHLUkMT08nHcTE4nTiifUraLuvjZsWNhh49wkrY746YuJn74YSevZSe20Gj2PXbmMx65c1qFuCg/mKM+j/MclAIQMuRZNcMdqmRLah6bqaj9JYl2X7twycSm9T1uKQ9ERbpSQtTpq6q73IJ1nr3vFVkPhxw9jK85AExjuSrz9Qzwaw6EkrUS357vR7fluJzwO2WKrZuWWhcxdfiP/ZP+KVqPj/L5X89Bl79A75exWitj3WXNda3nXZtaiDdKScl8KAT0DvB2WIHiFSLoFoRlsThj/cS2f/mPHTyPx6eVGzu/cPidJqVEUHszP567cHCqdTvoYjKxMSmZ0oMnboQmCW1Xu+Jza9J2odH6Ejb4DOujau0L7F+HvSiqrta6Wx0CV57/rcq2Zwo8ewl6ejzYklsiJT6DyC/R4HO6UX57Bgs/v5e2vH6G0soDQwCiuHzGHWy98jujgJG+H5xGOcgdpc9Oo+qsKtUFN0swkggcHezssQfA4cUchCM1kc8KET2pZ+bcr8V410cDoLu0z8Qb4srKSsenp7KitIVCt5rnYWJ6KjsEoEhGh3VIo+fJFZGsNfvEnE9jvYm8HJAhuEWF0Jd1VWtfcHYFq75TrzqpSCj98AEdlCbqIJCIvexRJ1/7mE/k97Sce//havvj1XewOG93iTmP2hLcYN2g6fjp/b4fndnKtTMa8DMo3lyOpJeKvjydiTIS3wxIEjxJ3z4LQAnYZJi6vZfluO3qNxMqJBsZ0a7+Jd67DzuTMTF4tLsapKFwSFMTK5GR6+olxWUL75DQXUfbdWwCEnH012rAEL0ckCK3PoJXw10J1XdJt8kJLdz1HRQGFHz2Is6YCfUxXIsc/jNQOh7nYHVa+2L6UJz6+lp1pG1Gr1Aw79VIenriUAV1Htvv5NBSnQvZb2RStda0OETUuitgpsSITEToM8VUXhBZyyHDFilo++tOOTi2xfIKBsd3bb+LtBF4tKWZKViZ5djuJOh3vJyYxNTS0nd8iCB1V1R/fULN/G5JGR9jomaKbudCu1DrqZzCHao33upcfzF6SReHHDyNbq/FLPIWIS2ZDO13nuqQyn7e+nsOrn8+ioDwLkzGEq4fey52XvExieFdvh+deChQsLyD3vVwUWSF0SCiJtyUi6cTdhND+iTsJQTgODhmuXFnLsl12tGqJjycYGH9S+7xBqPdrbS1j09P4ymxGK0ncFRHJovgEIjXt+3MLHVPpV6/grK1EH9OVoIETvB2OILSakhpX0h1ulP7rXu7lpBvAVrCfwk8eRbZbMHTqR/hFd7XrB15/Z2/nqU+uZ9XPb2Cx1ZAS1YO7x73KFWffSYBfkLfDc6vS9aVkLshEtsmYeptImZWCOrB9TlArCPXab2kmCG7mVODqVbW8t9OGRiXx4aUGLju5fSegZlnmzrxcHszPo0aWGejvz6qkZIYFiNlIhfbFWVVK2bdvABB05uVoI1O8HJEgtI7i2v/W6v6ve7lvJDzWnN0UrXoKxWnHv/tZhI2agaeXUPQkp+xg/c6PefyjKfyy9xtUkoozTxrNw5cv5eyTL0bVjh86VO6oJO3ZNBxVDoydjKQ+mIou0rMrdwiCJ3n1ap42bRo7d+6koqKCiooKNm/ezKhRoxpe1+v1LFiwgOLiYiorK1m+fDmRkT6wlmMH5JDh1W02Xt1mwyF7ORZgWVkZy8rKcHg3FGQFpnxqYcnvrsR72TgDV/Rs34k3wMqKCi5NT2e3xUKIRsOCuHgejIxC74El3Nq0umunNr224ed6iuykcsdaKnesRZGdng1LdrLhr0/Z8NenyB4+ty+r3v0D1Xs2Iam1hI++s912d20OUV+3DU3V1Q7go7ISqg98zca/PqWk2lVzhhtkSkuyAQjwoaLbkraD4s+eQ5GdBJw6gpDh13vmxDKUrC+hZH3JYeWzu1XUlPDu908zb/VtZBXvw6gP5LLBtzFr/Bt0ijnFs8F4UO2/tRx44gC2Qhv6KD2pD6ZiSGl/E+kJArgeHyreOvmFF16I0+lk3759SJLE5MmTueeee+jTpw+7d+/mtddeY/To0UyZMoWKigoWLFiALMsMHjy42ecIDAzEbDZjMpmorKx046cROjIJeGuMH1P76HDKClM+tfC/P+zeDsvttJLEHeHhXBsaBsA+q5W7c3PZZ7N6OTLfFH15NOGjwilaW0TB8gJvh+NR941/g/jwzixYey//5Pzq7XCaTWUMInbqa6iNQVRs/pDyn/7nkfP6Wt0l6uv2472xflx1qo67v7ZQ8k8A90ZGssZcway8PG+H1oh/z2Guh11A+aZlVGxc5uWIPEOSVJzZ/QIuOn0q/n6upTq3//sdq39+g/LqYi9H5x6aIA1JdyRhSDEgW2WyXsuicqcoA4S2oSV1l+JLW0lJiXLdddcpJpNJsVqtyvjx4xte69atm6IoijJgwIBmHy8wMFBRFEUJDAz0+mcTW/veJFDeuNBPUeaYFOfDgcrkXlqvx+Sp7QyjUdnQqbOyu1t35bcuXZVJwcFej8kXt+jLo5WeS3oqUZdGeT0WT2/3jX9DWXDTeqV7XF+vx9LSzdj1DCVp1lol8Z5PFV1MV4+csy3UXaK+bpvbvJF6RZljUuYO1yvjgoKU3d26K6/FxXs9ria/E6ddqCTNWqskzVqrBPYf6/V4PLn5603KxMG3Ky/f+I2y4Kb1ygvXrVXO6325olG1z3sLlV6lJN2ZpPRc0lM5efHJSsg5IV6PSWxia87W3LrLZwaLqFQqJk6ciL+/P1u2bKFv377odDq+/fbbhn327NlDRkYGgwYNOuJxdDodgYGBjTahdYQbJcKNvtEHLUStJkTtG2PQ6inAtLUWXttmQyVJLL7Yjznn6NH5VphusbmmhkvS0/ixqgq9SsWDUdG8FZ9AF137W/alNRxpplaVwYTKYPJwNC4BfkHtfvKe41WzdzPVf/2ApFITdsHt3g7H60R97duaqqtD1Gri/EMJ8AuiuG4itQh/iSq1q4z2hYnUmlK5Yy1lPy4FIHTYVELPm4ba5L71ndWBap+Z0KvaauajjS/x7Irp7M//E73WwMUDbuCByxYxsNso1O1suItslcl4KYOyDWVIKom4a+OInhgNvvG/QxBOmNdL2Z49e1JZWYnVauX1119n7Nix/P3330RHR2O1WqmoqGi0f0FBAdHR0Uc83uzZszGbzQ1bTk6Ouz9Ch2DUQtE9gRTdE4hR691YDJLEps5d2NS5CwYfG0OsALd8YeGVX1yJ9yND9PwxzZ8hye2/1ih1Opmek81TBQXYZJkz/f1ZlZzME9HRRIkZzl3qvgbhI8IPS7wlrZ6E25aRcNsyJK1nH1boNH48PXklT09eiU7jpjXYfexabanSb18HQBee5LUHI94m6mvf11RdbZAkNnQ9mdlXfcLTk1dSYnFNVhXur8Zw8X0ABPpwGW3++RMqtnwCQOBpFxJ309uEjb4TbXhiq55H0kmc9MpJnPTKST61hFV2yb/M//R2ln43l4rqEiKC4rhqyD3Mufxdzjn5ErTqdjT5mBNyFudQuLoQgPDzw0mdnYo23Ms3noLQCryedO/Zs4fevXszYMAAFi5cyNKlSznppJOO+3hz587FZDI1bHFxca0YrSA0z21fWrjskxryKmW6hav5frI/Sy7285meAu70v/IyxtQtLaaSJMYFBfNFSiq3h4cT4KOtKYLnKCjeDuG4yJYqb4fgdaK+bh8qLK5rMEgvYdG4EjZfe4B9qPINSyn48AFq039DUqkJ6DmM2KmvETH2AXSx3bwdnkds2/ctj354DSu3vE5FdQmhgVFMGHwrj05axnm9L8dPa/R2iK2mcHUhma9k4qxxYuxspPOjnQk8TfSEEdo2rz/atNvt7N+/H4AdO3bQv39/br/9dj766CP0ej1BQUGNnp5HRUWRn59/xOPZbDZsNpvb4xaEY/lkt4Ov91fx5HA/pvfTMrm3jgu7arj3Wyvv/GZvo6lH82Ta7dyZl8uSslLuiYikr9HITWHhTAgKZmFJCR+Xl9H+p5kThPZF1NftQ3mt67/BfmChPun2/QeiloydWDJ2oovugmngpRi7DmrYLBl/UPHzJ1jSf/N2mG5lc1j47o9P2PDXagZ2Hcm5vS8n3BTDxQNu4LzeV/Djn6v44c+VVFvM3g71hJl/NVObUUvC9ASMnYwk3ZZEyTcl5H+Uj+Joz3dQQnvlc6WsSqVCr9fz66+/YrPZGD58eMNrXbt2JSkpiS1btngxQkFovgorzPjCwqBFNfye7yTMqGLRGAM/TjHSI8LnLr9W94fFwtVZmdySnc1+q5VQjYYHoqJYk5LKyADx1FoQ2jJRX7dNFVZXwhKsl7DWtXQbVb7d0n0wW/4+ilfPJfftm6n64xsUpwO/pFOJmvg40ZNfxNjtTGgDDxFOhMNpZ+Pfa3nso8ks/W4ueWUZGPUBnN/3ah6btIxxg6YTZAz3dpgnzF5sJ+2pNIq+LAIg7LwwsZ630GZ5taX7qaee4ssvvyQzM5PAwEAmTZrEkCFDGDlyJGazmUWLFjFv3jxKS0sxm8288sorbN68ma1bt3ozbEFosV9ynPR7s5rbBuh4bKies5I0/H6TP89ttvHEBiu13l5w3M2+r65iQ3UV44OCmREeTqJOx/y4OHbW1vJ8USG/1tZ6O0RBEI5C1NftR7nF9d8QP7DUje/28/Hu5U1xlGZT8uVLlG98H9PpYwk4dST66M5EXDIbe0k25l9WUPXX9+BsvxWsLDvZtu9btu9bz6kpZzKyz5UkRnRl2KmXctbJY9i652u++f1DSip9azm4llCcCgUfFVD9dzXxN8RjSDbQ6dFO5C7JpWJrxbEPIAg+wqtJd2RkJO+++y4xMTFUVFTwxx9/MHLkyIYZUGfOnIksy6xYsQK9Xs+6deu4+eabvRmyIBw3pwLzf7axfLedV8734+LuWu4/S8/lPbXc/Hkt6/Y7vR2iWzmBjyvKWWuuYEpoKNeFhtHLYOC9xCTWV1Yyr7iINNHVVBB8kqiv24/6lu4gPwmb3XUbqJIk/CQJi9L2uu06K4spW/8WFZs/IrDvhQSedhHasHjCzr+doMFXYt62mqrfv0KxW7wdqtsoKOxM28jOtI2clNCfkX0m0TnmVAb3uJBB3c/n13+/4+vfPyC/LMPboR63qj+q+Pfhf0mYloB/N38Spifgf5I/ecvyUGxt73srdDxeTbqvv/76o75utVqZMWMGM2bM8FBEguB+WWaFSz6q5eJuruQ7NUTFV1f58+Gfdmaus5Bf1b4rjxpF4bWSEj4uL+eW8HDGBwUzPDCQcwICWF5RzmvFxRQ72/cDCKEtanstga1J1NftR/1EagAazX+twAaVCksbLnvlWjMVG5dh/mUVAb1GYuo/Fk1gOKHDrido0EQqd6yhcvsaZEult0N1q7+ztvF31jY6RZ/CiD6TODnxdE7veh6ndz2P39N+4usdy8gs3uvtMI+Lo8xB2jNpRF4cScRFEYQOCcXYyUjWwiysuVZvhycIR+X1idSEtsEhw5LfbQ0/ezUWYFXdZD1tudPYp3scrE+r4tEhem4foOPynlrO76xh9noLb/xqR27fuTfFTiePFhTwXlkZM8MjGB4YyOXBIYwxBbG4tIQlpaXUtMFWl6Oqu3YsWZaGn+spspOqXd82/OzRsGQnP+9Z1/CzO0jtKWltb99Lod1oqq52AJ9VlGHI3MDvtbVYHU6qbQr+Ogn13vVYJRV6RcYgqSij7Sbd9RRbLZXbVlO5Yy0BJw/FNOBStKFxBJ85CVP/cVTt/ArzttU4K4sbv1GGso1lDT+3dfvzd7Hwy9kkhHdhRJ9J9EoZTO+Us+idchZ/Z21j3W/L+DfvD2+H2XIyFK4qpPqfauKnxeOX4EenOZ3IfS+X8o3l3o5OEI5IgnY9iTKBgYGYzWZMJhOVle376abQdvWOVvHGhQZOj3Mt5Lw128lNa2vZWdAOav5m6mswcE9EJKcaDAAUOxwsKC5mRUV5O7gNdIm+PJrwUeEUrS2iYHmBt8PxqNmXvkVcWCqvrL2HPTk7vB3OcZBImrUGgKyXrnB7a1lHrLs64mf2luyZAcSZVPR5o4oF/qmEajSMSTvAv+1xiI+kwth1EKaBE9BHdwZAcdqp/usHKrauwFGa7eUAPSMqOJERva+gX5fhqFWue439ebtY99sydmf94uXojo/apCbhxgQCegYAULapjLx385CtHefeSfC+5tZd7Xt6R0FoI37Plxm0qJoZX9RitioMiFez/UZ/nh+hx1/r7eg849faWi7PzGBmTg6ZNhvhGg2PREezOjmFof4B3g5P6Oja4ERTgnAk5XVdzEP8JGrrem4YVe30llCRqdmzifyld1Dw0UNYMv5AUmsJOPU8Yq9/jfBLZqOrS8bbs4LyTN774Rke+/AaNvz1KXaHjU4xp3DzBXOZNe51eqecjdTGZn13mp2kv5BOwfICFFkh5MwQOj3SCb8EP2+HJgiHaVtXl+BVRq1r8wUGScLQzm6CZQVe3Wan+//bu+/wqKr0gePf6ZNeSKeEQCCA9BpEmqAgFiwIiKug4lqwrOuuZdddy+6quz8VXcReVwUUEQsqqAgoJfReEkhCS+9t+sz9/TFhIJJAgEwmybyf57kPU05m3rnce8499577nler+WyvHa1axcPDDeybE8zV3f3nTpAV1VVcnZ3FvwoKKHM46GowML9DB/7XsRN9jW2kIdXU/7JKZ0ClMzRvLLX0WiN6rffXr9ImBle1hd8g2qr62uoAlYpQXYBnH/d0uoP1nk53QFvtdJ/Ccng7BYv+Qt5HD2PK2IBKpSYoZQTxM18mZto/CEjui0rfto4tfqukKp/P1v6XJxfezE87P8VqN9MxuhuzL3+Sv974LsO6X45a3UAj1RIpULSsiOzns7GX2jHEG+jy9y5EjI3wdWRC1NH2a1jRJAJ1UPOXUGr+EurzjneASsXW7ils7Z7S5jreAHnVCtM+NzPpExPZZS46han5+qZAvpgaQIfQtvd762MHPikvY0J2Fm+VFGNxuRgcGMiixM68FJ9AR10LOftzrmqPY6KviD7twE6lM9Dpj0vo9Mclzd7x1muNvHTHt7x0x7fN0vEWQnhHfW11gErFph59ePb2ZZ59/ESnu8s1c3DGdK0t5z+HhLbcdIqW/ovcd++les/PKC4nAUkX0fUJFxe9dRGBvVJp68kTK02lfJn2Fn//ZAbfbfmQGkslcRGduGXsozw5/X+M7HUNOk3rmQ/blGHi0N8PUbmjErVOTfuZ7el4b0fUAf6zXYuWTbZEIVqo7w85uOi1ap5ba8XuVLiup4599wbzh1Q9mrZ9LOBR7XLxcnExV2Rn8UVFOS5FYWJoKMuSuvB4TAzhmlZ0Nl60HZJITbRyZbWd7lBqsGjdHasAtZ80LKewFx+l5NuXyHlzNlXbv/O8Hn3NIyTMfo2g3uNA3bZHmtVYK/lu6//4+4IZfJn2FpWmUtqFxDFt5IM8PeMTxvebhkEX4OswG8VZ7eToy0fJW5iH4lAIGxpG8tPJBCS1jvhF2yadbiFaMLMD/rLSyoA3a1h31EGIQcXcCUY23RnE4AT/2X0LHA6eyM/n+iOH+bW6Gp1KxS0RkaxI6sKdkZEY2uCIByGE8Jby2imrQ1UmLJoTnW7/aVN+y1lZRNmqdz3PXdZqdO06EnXlQ7S/6y1CBl3js1t/movVbuannZ/y5IKb+WztfymtKiA0MJJrU3/PMzMWMGnQrQQZQn0dZqOUrCgh619Z2Ips6GP0JP01iXaXt/N1WMLP+W8NK0QrsrfIxcj3Tdz5jZkys8LAeA0bZwfx3yuMhLbt44A6MqxW7so5zh3HjrLPYiFEo+Gh6Bi+S+rCtaFhUqG1YHJaRIiW48Tw8rBTrnQH+tHw8rPJeftuyla9j6O6FG1oDJHjf0/7u98j7OLpqI1tO7Gn3Wnjl71f8dSiW/ho1X8oKD9GkDGUSYNn8szNC7g29feEBkb6OsyzMmebOfTkISo2V6DWqomfEU+nBzuhCZIRcsI3pIYVopVQgHe22Ul5tZqPdtpQq1TcP1TP/jnBTOnVtoe//dYGk4kbjxzmkdxccu124nU6no2PZ0nnzlwSGOTr8ERbdMpoChlcLlq7E53uUJUJq8Z/h5c3RLGZqdy0hJw37qBk+avYy/LQBIYRPvJ3tL/7PcLH3o4muOV3PC+Ey+VkY8YK/vnZ7bz749McKz6IQRfA+H7TePqmT5h6yQNEBsf6OswzcplcHJt/jNz/5eKyuwgdEEryM8kEJgf6OjThh6TTLUQrU2RSuPVLC+P/V0NGiZOEEDWLbwzk2xkBdA73n4MmBVhWVcmk7Cz+r7CQCqeTFIORtzp25N0OHelp8KMhAEIIcQ5OvafbrHXXlf48vLxBTjvVO5eT+/ZdFH39H2yF2agNgYQNvZ72d71L5MT70UYk+DpKr1IUF9uzfuHfS+7mte8eJzN/DzqtnlEXTebJmz7iljGPEhveyddhnlHpz6Vk/SMLa74VXTsdSY8nEXVllAzBEs1KalghWqmV2U76vl7D02usWB0Kk7rp2HtvMI+O0KP1oz3bpii8X1bKxKxM3i8tweZyMTwoiCWdk3g+Lp4ErX+NAhBCiLM59Ur3iXu6ZXj5GSguTPt/Ie/9+ylY/BSWY3tRaXWE9JtAwuzXibrmEXQxXXwdpdftO7aJuV89yMtfP8T+Y1vQqDUMS7mcv059lzsue5IOUd18HWKDLEctZD6VSfn6clQaFXE3xpH4x0Q0oTLcXDQPORoVjeJ0weK9ds9jn8YCrKiq9Dz2Z1YnPLXayoLddt640sjYJC3Pjzfyu7467lpmYf0x/1lDFS4X/1dUxCdl5fwhOoqrQsO4JiyMiSEhfFxexlslJVS6fLzx1o5LtuZZTxujrLhc1BxY63ncnFyKk22ZazyPvarVZv4+5ZJIq/0Noq2rr612Aj9VVaDJ3cQuixmX4vR0uoOtRVSV5QFypRsFKjZXeB43xJK1BUvWFgztexGaOoXA5KEE9RxFUM9RmLO2UpG2GOuxPc0Ts48cytvFobxddIpOYcKAGfRLuoQBXUYxoMso9h7dxIrtn5CV3/LWgcvi4vhbx6neV03CLQmE9Akh+Zlkjr95nJr9Nb4OT7RxKtr47WkhISFUVlYSGxZGVVXVae87cV8pO+FM8z67AOt5ljWqVA2OYlEAy3mWNahUZxyuYD7PsnqVijOd+zvfsjqV6oxnes6lrEVRPBuvDtCe4f/jXMpaFQXXeZTV1sbcEJuieE4SnEtZDe513BC7ouCofXxrHx3/N85IVJD7f/q97Tb+vsriyVR7alk1nDHrt0NRsJ9HWRXubbhJytbGfMKZ9rnflh1gNPJgVDRDg9z3eFc4nbxbUsxnFRVYFKXR+31T1hGxU2Jpd1k7ilcUk/9FoV/VEX+e8jbxkUm8sexPZObuaLBsi60j1Fo6/mERAJnzbsFpMzXqc8+3jogICaG0spLQ0NB62662SNrr5muv+8epWXt7MDmVLp7+WMvDMbF8X1nBw3l5nrItdl88RUtor5WoRIKHTSGw50g0gM7lwJqbTuXmpVgyt3LqYfapbfC5tO0tvb2OjUhkTP+bGNh1LGq1e2vMytvFyu0LyDi+5fTPpfFt+7ns9+dSVhdvIObeDhg7GFFcClVfFlG0rKjeXpE/1hGNKSt1hFtj22u/6XSnDxqMq+b0s1hrqqu5J+e45/mWbt0JbOBs7yaTiVnHjnqer+2aTGQDQ1d3m81MO3rE8/zHLl1pr9PVW/aQ1co1h7M9z7/unERyA/ej5tjtXJaV6Xn+aadE+gTUP/9gqcPBJZmHPM8/6NiJoYH1J48wuVwMPpjhef56+w6MDm44Q2ev9AOex3MTEpgQ0vA0EoMy0j073r/i4rkuLKzBsiMOHaTM6d6Mn4iJZUZERINlx2dmkutwNwd/io7m9siGp4O4JjuLQzYbAHPaRTEnKqrBslOPHGaPxd1LvT0ikj/FxDRYdubRo2w2uw++bwoP52+xcQ2Wvfv4MX6p3QavDQ3j2fj4Bss+lJPDimr3jjshOIS57ds3WPYveXl8Wek+Oz8qKIg3OnRssOw/CvJZWF4OwJCAQD7s1PB9WC8UFvJeWSkAvY1GPkvs3GDZ+cXFzC8pBiBZr+frpIaH2b1XWsILRUUAJGh1/NS1a4NlF5SV8c/CAgAiNBrWJTc8dG1pRQV/za+9YqNSsbV7SoNld5rNzDh6xFP57Uvp0WBZqSPcLrSOCB/7PDXB7em/4xUiyzPqlG1tdcS0nHx2V5cD3qsjbmrfgQXHj/llp1vaa2mvW2N7rQ2LZXLvS/hH8d4Gy7b19voNi5rx/aaTmnI52trbFkKqjpB4ZAXRxbtQ1ba659Jer6iq5KHcXM/zpmyvbys4RvzN8USOjuSdlx2Emuv/XKkjTpI6wu182ms/H0skhH+JCZSsIQD9AgL4NDGRoQGSwVScjzZ9rloIcR4cFQVU7/zhjGVUmrZ9/3BxZR6Lfp3LS5/OpOOxlaidVqpCEtnT+/dsHPJX8mKH4mpBuQMUm0Lu+7kce+OY1OrC6/zmSrcMV7uwoSgBOij6s/vMV/T/VVJq891QFKNKxbpu3YGTZ9xa21AUbw0v/21ZnRoeTNXz6AgDAToVVpeL59ZZ+fc6Gw5nyx6uBhc2vLy+sgaVihnhEcyKjCS49uBnTXU1rxYXkVV71vS3mnR4+bRY2l3qPnu79/79WKwn790O0BvpeP8nAByfdzOK3ep5z9t1hF5r5KU7vgXgL+9dhd1habDsCec6XO2RKW8T15qHl2u0dHzwxPDy3+G0mRv1uTK8vPGkvb7w9vq3bbW5trLd1KMPa0bNBdz7uMtpoeJxd7k52XN4YOsX7DKbmX7K1bwWuy+eoinba5VeRc95PQHYed8+HLXHOefbXqsMQQT3m0DowEmoA8PdMZirKdu2jKrt36G21rSZ4eVQfxscZAzjkt7XMeKiawkwuK+0llbmsXLnp6xLX47DafeUbYi3hpf/dr8PjTXQ4fcdCOhoBKB4RTGFXxWCs23VEU1Z1t/qiFOdT3vtN4nUzIpS5z//TOXO5TMby+KlslYvlbX9pqxKAbXW/dpv4/tt2TOxn1KBN2lZ6lb2vijrwN1ANXVZJ43f1n5b1uyEf6yz8sk+G/MnBTAxWcszY43M6KPjnm8trD7cuKRZrnOIQfFSWZqgrFlReK20hEUV5dzTLoqp4eGMDg7mkqAgllZU8GpJMYUORz2f1jQxWDRg1bsr8d/ujxZFwVo7dY9ZUVDO8D3eqiNOfHZj9ulz2e9tpzRktrPUxS22jlDw/P+4zla2AedaR/graa/Pv73+bVttVk7veFgUBZtLodrpItSgQjG6D90Nv5mnu8Xui01Qtr59UaWcrJ+dZynbkDptsKUa08YlFG39hqA+4wkbej3a8DgiRs8kLHUKVdu/o3LLV7hqys/6uefSBrek9tpsLufLze+zfOdnjOx1NZf2nUJkaDw3jvwDlw/8HSt3fc7afd9gbuBEb0Of642ylQVW9j+fRdy0ONqNb0fI1dFoegZx7PVj2Evqbt2tuY5oyrL+VkecqWxjtJwxHkIIr8kqU7jiExPTPzeRX+2iR5SGVTOD+GCykSg/HHJe6nTyr8ICrsnOYkVVJRqViinh4Xyf1IUHoqII8vcsvkKINu9Egk2txt3FDGhBw37bEsVho3r7d+S8fRfF37yAregIakMQYak30uHu94i8/F60YbG+DtOrLLYaftyxiL8vuJnFa+dRVl1IWFAU1w+/m3/cvJCJA28hQN/wPcfNRbEr5H2cx9F5R3GanAQmB5L8TDIhA0N8HZpoA6SGFcKPfLrXQY9Xq3ltsw2XojCzv54Dc4K4fYCuweFPbdkRu52HcnO56chhtppMBKjV3N0uihVJXZgRHu4/Q4GEEH6nrHbaML3OfZ2moYRToom4nNTsW03ee/dR+PkzWHL2o9LqCRkwiYTfv0XU1X9CF93Z11F6ld1hZc3eL3lq4S18svoFCiuOE2QM5aohs/jHzQuZPOxOQgIaTrbVXCq3VnLo74cwZZrQBGlIfCCRuBlxqLT+eKQkmorUsEL4mQorzPnOwvB3TezId9IuUM271wSwelYgPaP8s0rYabFwy7Gj3J9znGyblUitlidi4/g6qQuXBcsZbgGqM9zbJURrVF6bNkKvcQ/6lE53c1EwZ26i4OM/k7/gMcxZW1CpNQT1GkPC7a8SfcPfMbTv5esgvcrpcrAh/Xv+8eltvP/TP8kpycKoD+Sy/tN5esYn3DjifiKCG84y3RzsxXayns2i6Dt39vaoy6Po8kQX9DF6n8YlWi+pYYXwU5tynAx+q4aHf7BQY1MYlahlx91B/PNSA0Y/vcS7srqaydnZPJ2fT7HDQWe9nlfat2dBp0QGNDCNhzg353aHeQt1jvfJC9ESldde6Tbq3J3uMyXJEt5hPbaHwsVPkfv+A9Ts/wXF5SQweShxv/sPsTP+jbHLYF+H6FWK4mJr5iqe+/xO3lj+BNkF+9BrDYzufS1PTf+I3435MzFhHXwXoBMKPivg8EuHcVQ5COgcQNenuxI2LMx3MYlWSzrdQvgxpwIvbbDR67Vqvk63o9eo+OtIA3vuCebyrm17apOGOIBPK8qZmJXFa8XFmFwu+gcE8EmnRF5JaE9nnZzlFkK0fifu6Q7SuB+oVSrpePuIvTCL4q//Q+4791C1YzmKw46x40XE3vgU8bfNI7DnKGjj99zvObKBF7+8n/9+8zAHjm9Fo9GSmjKRJ6a9z23jn6B9u4bnCPe26l3VHPr7IWrSa9AEaOh4T0cSZiWg0sv+IhrPT69niXPldMG3GXbPY5/GgnuapxOPxYU7WqEweZGZa3vYmXeFka6Ralb8LohFe+w8tMJCfrX/XdkzKS5eLSlmUXkZ90VFcUNYOJeFhDA2OJjF5eW8VlJMifMct8Da1WgttJ52yVdxuTBlbvY8bk4uxcmeI2mex97Q8KQprUVrj1/4g/raaifwa3UVFOxgn9Xq2cdPXOnWVWd7/j5ArcZyrvVaW6FA1c4qz2NfcJTlUrriVSrWLSBk8GRC+l+BPiaJ6GsewT7yFio3fUH17p/A2dg80K1PRu4OMnJ30DmmJ5cPuIm+nUcwqOtYBnUdy54jaazY/gnZBfuaPS5HmYPsf2cTMzmG6KujiRwTSWDXQI69fgxrrvXsHyD8nt/M0+1Pc50KcSGC9fDMWAMPDNWjUasotyg8vtLCm1vsbbuyOIuuej0PRUdzae093jUuJ++VlvJBaWmjpyWJmxZH1BVRFH1bRMHiAm+G2+L89cZ3iY/szCvfPMzB38zT3RqotAY6PbwEgKMv3VBnHnVv8Me2yx9/sy89OdrAU2MMvLbZxvCDnTCq1YzPzCTX0XY7dK2N2hhMyMCrCBl0NZpA95BmR3UpVZu/omrHdyg2s48j9L6EyC5cPuAmBnYZjVrtHoGXkbODH7Yv4EDOVp/EFNQziA53d0AXpsNldZH7US7la8t9Eovwvca2XW17rIoQ4pxV2+CPK6wMebuGzTlOwo0qXr8ygPV3BNI31n+rjEybjftycrj16BF2mc0EqTXcHxXN8i5dmRIWhn8OxhdCtFYnrnSHG1WYa0fXBKplREdL4rJUU7F+ETlv3E7pT2/iqCxEGxxJxNjb6HDP+4SPvAV1YNu+vzi3NIsPVv6Lf3x6G+v3f4fDaad7+/7cd9V/+NN18+nbeUSzj6Sq2V/Dob8donpPNWqDmg6zO9D+zvaoDf57jCTOTrYOIUS9tue7SH23hvu/N1NpVUjtoGXr74P4v8sMBOl8HZ3vbDGbmX70CH/MzeGozUa0VsszcfF82TmJMUG+n2dUeIn0RUQbc7LTDaba0ToBksG8RVLsVqq2fkPOm7+n+Nu52EuOoTYGE3bxNNrf/R4R4+9CE+rbbN/eVlSZw4JfXuSphbewavcX2OwWOsf04PcTnuHxG99mcPI41M1437uz0snhFw9T8HkBikshYkQEXZ/qirGjsdliEK2L1K6iUQJ1UP14CNWPhxDo4w5XgErFlm7d2dKtOwGS9MWrXAq8uslOz/nVLN5rR6tW8aeLDeybE8xV3f07JcTyqiquPpzNswUFlDuddDUYeK1DBz7o2InexgYa3drL4VETok5LwKLSGej40Od0fOhzVDqDl6OvS6818uLty3jx9mXotXLAcFb+fJ+FaNHqa6sDVCo2pvTmtdnf8dIp+3iFw12Hxyb18NwiE9DGk3WdiUqvotebvej1Zq+WmyDL5aBmz0py37mXwi/+hTU3A7XOQOigq2l/19u0u/KP6KI6+TpKryqvKWLJ+vn8fcHNrNi+ALO1moTIJGaN+wt/m/YBF/eYhFbdTAeqChQtKyL7+WzspXYM8Qa6/L0LEWN9P9e4aHn8t3YV5yxIryKohTREgWq1zCnajHKrFKZ+bmbSJyayy1x0ClPzzU2BLJkaQPuQlrFN+IJdUfi4vIwJWZm8XVKCxeViaGAgnyV25oX4BDrq6m/4Vdr615lab0St902n16ALwKCTadGEaO3qa6sD1WpcGgP6U/bxstor3WFqM2bXiSvd/lufA6gN6lYyRFjBfHAD+R/9kYKFf8F8eDsqtYbg3peScMdrRF//BPqEFF8H6VXVlnK+2fQuf18wg282vUu1uYLosPbMGP0wT970EWP6XN9sJ5FNGSYO/f0QlTsqUevUtJ/Zno73dkQd0Bq2JdFcZGsQQjTa94ccXPRaNc+vtWJ3KlzfU8f+OcE8OEyPxo+P1apcLuYWFzEpO4ulFRW4FIVJoaEsS+rCY9ExhMkJojbAjzdw0SadmDIsVGXCrJy4p1vqqtbGcnQXhZ/+jbwP/0BN+joUxUVgt1Tib3mR2OnPYkwa6OsQvcpsq2HF9gX8fcEMPl8/n/KaYiKCo5ly8RyenvEJEwbMIEAf5PU4nNVOjr58lLyFeSgOhbChYSQ/nUxAkpzMFm5SuwohzonZAY+vtDLwrRrWHXUQYlDx8kQjm+4MYnCCf1cp+Q4Hf83P44Yjh/m1phqdSsWtkZGs6NKVOyIj0ft4ur0WoZGZ3lu2tvAbhL87cU93KDWYXHJPd2tnyz9E8ZfPkfvOvVTv+gHFaceY2JfYqc8QN/NlAlNGtOm5vm0OC6t3f8FTC37HgjUvUlSRS0hAOFcPvYNnZizg6qF3EGwM93ocJStKyPpXFrYiG/oYPUl/TaLd5e28/r2i5Wu7e58Qwqv2FLoY+b6J339jpsysMDBew8bZQfz3CiOhzXtLcouTbrVy1/Hj3HHsKPstFkI1Gh6OjuF/e0IZvcuFyuWHnTbJvyBEi1JeO+udUWXHRu2V7jbcKfMXjtLjlHz/X3LevJPKzV/islkwxCUTfe3jJMx+neC+l4Om7eZkcbjsrD/wHf/4dCYfrPwXuaXZBBiCmTBgBs/M+IQbLp5DeFC0V2MwZ5s59OQhKjZXoNaqiZ8RT6cHO6EJknlO/JnUrkKI86YAb2+z02N+NR/vsqFWqbh/qJ79c4K5oWfbbdQba4PJxJQjh3k0L5c8u50Yu5o537r49/tOLg4I9HV44lzISQPRxlRZwaW4t2unWu7pbmucVcWU/fwOOa/fRvnaBTjNVegi29Puigdof9e7hAy5FpWu7SbOdCkuthz6mecW38mby//G4cID6HVGxva5nqdu+ogZox4mKjTBe99vcnFs/jFy/5eLy+4idEAoyc8kE5gsbb+/kk63EOKCFdYo3LLUwvj/1XCwxElCiJrPpway7KYAEsP8+yBOAb6prOSK7CzebG+mxgCdC+HtuI683aEjPQx+PiygFVLaxBB54e8UoBJ3B0BRy/DytsplqaJi3QJyXr+N0pVv46gqRhvSjshLZ9P+nvcJu2QG6oBQX4fpNQoKu4+s54Wlc3h12SNk5OxAq9Fxcc9J/H3aB8wa91cSIpO89v2lP5eS9Y8srPlWdO10JD2eRNSVUZImxA/5tHZ97LHH2LRpE5WVlRQUFLB06VK6d+9ep4zBYODVV1+luLiYqqoqPv/8c2Ji2vZchC2RS4HVhx2sPuzA1yNjXcAmk4lNJhNyi2zLsjLbSZ/Xa3h6jRWbU+HK7jr2zQnmkRF6tH5+LGdTFD6NtXL/3Rq+6qNgVxRGBAXxeWJnno2LJ16jxnJ0N5aju5v9vmdFcXEwdwcHc3egKLJXidNJe9061NdWu4AtphrUJQc4lLvz5D6uKFTY3TMsKGr3a/48ZRgK1ByooeZATZtM26DYLVRt+YqcN2dT8v0r2Etz0ASEED5ihnuu73F3ogmJ8nWYXnUgZyv/XfYwL355P3uOpKFWaxicfCl/ufEd7prwDxJjenjley1HLWQ+lUn5+nJUGhVxN8aR+MdENKEy3NyfqPBh1fL999+zaNEiNm/ejFar5dlnn6V379706tULk8kEwGuvvcaVV17JrFmzqKio4NVXX8XlcnHJJZc06jtCQkKorKwkNDSUqqoqb/4cIcQpUtqpeeMqI2M6u4eZ7y5wctcyCxuOO30cme/ETYsj6oooir4tQvtlKQ9GRXFVaBgAVpeLj8rKeLu0hCpX2+v4/nXqe8RHJPLK13/kYN5OX4dzzlT6ADo9tBiAIy9cB067V7+vpbVd0l63TVt/H8TAeA0vfqJnkiaKz8rLeaog39dhieagUhPYfTihqTdiiEsGQHE6qNm3ioq0JThKj/s4QO9r364rlw+4iQFdRqOuPeGUnrONFds+ISN3h1e+M/yScBJuSUBtUGMvt3P8zePU7K/xyneJ5tHYtsunne7fioqKoqioiFGjRvHrr78SGhpKUVERM2bMYMmSJQCkpKRw4MABUlNT2bhx41k/UxpxIXzr1n46XrzcQFSgu0F7a6uNx36yUGbxcWA+cGqnu2BxAQC9jUb+FB3D0ED3MM9yp5M3SopZWF6OvQ0NY25bne5rwenw6ve19LZL2uu2YeWtgVyapOXlz3RMcEWzrLKCR/LyfB2WaGbGzgMIS52CMbEf4B79ZMrYQGXa59jyD/o4Ou+LCevA5QNuYkjyeDS1SeayC/axYvsC9hzZ0OTfZ0gw0PHejhg7GFFcCkVfF1H4VWEL6pGJc9HYtqtFjSMKC3Nf8SktLQVg0KBB6PV6fvrpJ0+Z9PR0jhw5wvDhw30SoxDi3Pxvp52UV2t4d7sNgN8P0nPgvmBmD9QRILnW2GOxMOvYUe4+foxDVivhGg2PxcSyrHMSk0ND0UsCL9ECSXvdNpSZ3Uf5Wp37X8le7p8sh7dTsOiv5H30MKaMDahUaoJSRhA/cy4x0/5JQPfhqHRtN/9IYcVxPl79fzy16BbW7PkSu8NGUmwv7p74Tx6b8hZDuo1Hp22632/NtZL5TCala0pRqVXEXBtD0qNJ6Nrpmuw7RMvTYmpXlUrFyy+/zNq1a9m7dy8AcXFxWK1WKioq6pQtKCggLi6u3s/R6/WEhITUWcSFC9RB4Z+CKfxTMIE+rhMCVCrWdk1mbddkAqRD0iqUmhVmf21h1Ps17CtyEhOk5u2rA8h7OITXrjQyML7FVEXeVXv7Vrvx7VDp6267v9oc3HflM7zU6yoKHQ466vU8F5/Az1268seoaDrovLfj6bVGnrt1Cc/dugS91jvZbGVPbTukvW656murA1Qq1nTrxeu3fcnzp+zjKp0BR9dRAOiM7jo42WDAX+8yVelV9PhvD3r8t8dp9bO/sOWmU7T0X+S+cw/Vu1eiuJwEdO5PzHV/pcP9C4i+/gmC+oxvs4nXyqoLWbxuHn9fMIMfdyzCYjPRoV1XZl76OM/+7jNuGvUQSbG9muS7FJtC7vu5HHvjGE6zk6AeQXR7thvRV0Wj0vrn9tfWtZjrTPPnz6d3796NvverIY8//jhPPfVU0wQl6ogOajkdo0hti9l0xTn49aiT/m/UcP8wPXOG6OkSoeaewXruGaxne56Td7bbWLDbTnkbH3quNtS/L6mCI/ix+xgWfPsqM4IDuSk8gnidjtnt2nF7ZCTrampYWF7OLzXVTZ5EMCQgvIk/sX6KjJ9r9aS9btnqa6sjtVqc+hCCf/O6SePuPFUEmyktcdBJr+eGsHA+qyj3fqAtkDZUji0A7CXHKPluLuVrPyZk4FUEpoxAFx5HYLdUAruloricWI/vw3QwDfPBNBwVBb4OuUlVmcv4auPb/LB9IaMuuobhPa4gKjSBET2vYkTPq8gvO8rGjBVsyviRClPJBX1XRVoF5mwz7W9rT1CPIGKnxBI+Ipzcj3Op2Sv3erclLaIXNW/ePK666irGjh1LTk6O5/X8/HwMBoNnGNsJsbGx5OfXn+jjueeeIzQ01LO0b9/eq7ELIc6N3QUvbbCR/N9qLv2whgW77VgdCgPiNcyfFEDuH0P437VGRiX66/UWMCsK75SWcnlWJnOOH+fXmmrUKhUjg4N5rUMHfujSlbsi29FO47/rSPiGtNdtSw3uq94Gg8LrJe7Ow31RUQTKKDIBOCuLKF/9Prlvzib33TmU//ox1vxDqNQajJ36EDnuTtrf/S7xt80j7JIZ6GK8N/WWL5ht1azYvoCnF97KK1//kY3pP2C1m4mL6MTkYXfyj5sXcs8VzzKgy2i0mvMfjWYrsJH9fDbH3jyGvcKOId5A0p+T6HhvR7QRciKorfD5/+S8efO47rrrGDNmDIcPH67z3tatW7HZbIwbN44vvvgCgO7du5OYmMiGDfUnNrDZbNhsNm+HLYS4QAqw6rCTVYfN3B+g4uY+Ou4cqKNPrIZb+um5pZ+egyVO3t1u58OddvKr/e8KqRNYVVPNqppqOup0TA0P5/rQMBJ0Oh6MjubeqCh+rKpiUXkZW8xmX4cr2jhpr9sek+LudAfrVXxWXsbvIiJI1Ou5LbId80uKfRydaEnsxUeoKD5CxfpFaEKjPVe9DR17o49JQh+TRPiIGTgqCjAdTMOUkYb1+F5oA9NQKigczNvJwbydfLbuvwzoMprUlIkkx/fhok7DuKjTMGoslWw59DMb01dwtDjjvL6nYkMFVTuqiLkuhnbj2xE2NIzgvsEUfVVEyQ8lKE7/Ow5qS3za6Z4/fz4zZsxg8uTJVFVVERsbC0BFRQUWi4XKykreffddXnrpJUpLS6msrGTevHmsX7++UZlQTxWoA2c9J6GcLrA665ZriEsBi+P8ygZooaETx4oC5vMsa9SC+gwnpE328ytr0IDmlHEQp/7WQN2Zy57pc/Uazjhfc2PKGuv5DTo16M5w0c9sP5kU8mxlLQ4885ueS1mt2h1zQ6wOcJ5HWY0KDGfYU21OcLjOvaxa5d4mGmJ3uq9Kn2tZFRBwhn2jvrIWh8K72228u93GoHg1s/rrubGXjm7tNDw/XsM/LzWwLMPBRzvt/JjloL52x+Fy/74TzrR/nst+35R1xKnbs1EL5lP6GwFaCMDi+btTf6KiwDG7nReLiphXXMzVYSFMCQunnzGQSaGhTAoNJdNmZUllGd9WVVJkc9X5nsbu9+D+/2jodrLz3e8NmpN1mlF7+npp6jrihHPZ789WVqU7+f+jVuEZ3u/NOqIlkfbaraW3179tqwGU3yTaP7GPq3Rgrx3wGGoAnQ7mFhXxcvv23BYZydKqMsqVhqd49NW+eKqmbK9Vp6w7jQpOrDZpr+spay7CuesbqnZ9Q40xhICkgei7pqJOGoI2LJbQwdcQO3gCTnMVlqwtmA5txnJkJ4rDCrSO9rqhsla7mZ2Zy9mVtZyo0PYM6jaBQV0vIzw4htG9r2V072vJLckiLX0Fmw7+hNNRfm51hMNF5eJ8LBvKiZoRj7FbEHHT4ogcGU7OR3me6cUu5Ji+qcq21Pb6VM11TN8YPp0yTGlgOpxZs2bx4YcfAmAwGHjxxRe56aabMBgMrFixgnvvvZeCgsbdP3IijTvPdQDr6Wncv82wc9XCk1eIqh8PIaiBBBqrDzsY+6HJ87zwT8EN3ue8OcfJ0HdO3ouR/WAwncPrL7u30Env10+W3XNPEBfF1P8/fbjcRdIr1Z7nm2YHMaR9/WWLalzEvHCy7KqZgZ45k3+rxqYQ/NzJ9bPspgCu7N5wDaR6utLz+LMpAdx4UcNlg56t9Ox47082Mqu/vsGy0f9XRbHJvV28OsnInCGnl3U5VKR/Hg/AoIx0zIrCfy4z8OeLG84sedFr1ewrcrccT4428NSYhssOebuaLbnusn+6WM//XdZwYqkxH9Sw5oi7hr93iI75kwIaLHvlAhPfHXTXrjP76fjg2obL3rjYxOf73GWn9NKy+MbABsvO+tLMhzvdK3hSNy3fzmi47JzvzLy22V12dKKG1bOCGiz75x8tvLDe3SscnKBm852/vRvwpKdWW3l6jbsx7RWtZu+9DZf9v/VWHvnRXTYxTMXhPzScPOnnbAcGDYzodPbzgx/ssHHbVyc7rTV/aTjRy+K9dqZ+fnK/V55suGxT1hHPRYazIMz9Xa+vP8zIt07un9kPhtA5vP7PbaiOsJRpKTsURMWRABRH7fdoXHxWUsmi8jIOWK2NqiP0WiMv3fEtAL+PmY5ObT2t7IXWEfaYNyhzduDayCdor99bp2xT1xEndH65iiMV7rJNWke8a2HLcfe+4a064q6LI3ljXUmLmT5L2mu31theBz5TxaYefVgzai7Q8D4O7n3xnfhE+gcEUBBexZiJDW97LWJfbML22qRSMaxzRwA6/Ced5fvclZK0141rr+dvtnH/DwrGzv3o2HMA6QMXNlj2w90w6wt3G9FS2+tTna2OcClqjtv6cMA8jkOWYSi49wWn00GMZgtDw1eRaNiKRlX3JNbZ6ggF+Do4iJciwymtvZ2sPK2c/EX5/DhZ3yaO6U9oDXXEqc6nvfbplW5VI+4Zslqt3Hfffdx3333NEJEQoiXZX+zivu8s9IxSc99QHfcOabtTlpwPY4SD+CEVxPSrpOJwAGWHgrBVuoehTw0PZ4fZjLbAhCvOilpu/xYXQNpr//FCUSEfd0okpjwYa4UZQ5h356QXbYfisGI+tInS3M0wsOEOemDPS4i9aSSmgxsgawNQ/0mg1kKtctHJsJNOhp3EFBi5f81QUlMm0jm2JyWk8n15KgHqCrob19AzYCXtdEcb9bkqYHJ1DWNNJv4vOIylESGEp4YT0i+En3PKGUENMslY6+HTK93N4cSZ87h29Z99kOFq9Zf97fASoxZ++J37LOvlH9dQam647Jk+tymGohhUKt6K74SiwC3HjmJVlFY5FEWGq5297G+HoIUb4cpuWmb103NpFw3q2h2lxORi4R47b261s6fQ/eEtcbha5NQ4wi+LwlFh58hjGZjNJ6vfQKOe2GnPAFD42d9RHCfHnp9LHdHfEMB1IRFcHhKCrrZQudPB11UVLKksJ8dRdzy5yQ46jZ4/XDMXtQpe/+4hHM7677O9kOFqj055n5jwTrzx3UNk5e9qsGxLHa6m0gfQ8b6PAMh4cTouh6NRn3u+dUREWAil5ZUt5kp3c5D2+vzKnrov/rattjjA6VDxYWJXyoc9xmG7jde++wMOpw2VVs/UmbfyXuxnbMt3MfK9as/n/jehPeNDQlhTU8XDBTnUp60NHVXpVMQ/4k4EdvjZbBw2pcGyp5L22u1sQ8Z1UYkEdh2CMXko2thu2DzdRQVN4QHMhzZhOrQZe/HhOn/X0oaXQ+P3+7iIRC7pMYFByZcREhjpKXO8OJ0tB1ew7dDPlJpO1nVn2+9d8UYSbk0gMNk9QsKWY6F4QS6WDNNpZWV4uVtzHNM3tr32m063Px24COEPOoWpuK2/ntsH6OgUdrIm33jcPfXYoj12qltYjqa4aXFEXRFF0bdFFCz27hQr7TQabghzX/FOOGWO719rqvm0vJw11dU0fLdm03ti6vvERXRi7td/IDNvdzN+c9NQ6QPo9NBiAI68cC04vXv1zx/bLn/8zb42spOGX24LYn+Rk16vnRw+21mn5+ukJLQqFbccPcJWSdQompAmNOaURGwXoTplKJajPN+diO1gGtbj+9pEIja1Sk2vjkNJTZlA78ThnkzndqeN3YfXk5a+ggPHt+BqzG9VQfgl4cTdGOeZ4q58fTn5n+bjqJBRKb7Q2LZLOt1CiFZNrYLLumiYPVDP5BQtOo37NHG1TeHTvXbe2WYn7Xhzdi8b1pyd7hPUwKigYKaHh3NJUJBndECe3c7iinI+Ly+n2On99SOd7nPjj22XP/5mXxsQp2bbXcEcq3DR6eXqOu/9LSaWmyIi2GU2M/3oER9FKNo6dUAoAV0HE9htOMakAah1J++5dZoqMGduwpSRhuXwDk8ittYsyBjKkOTxpKZMoENUsuf18ppiNmX8SFr6cgorjp/1czRBGmJuiCFyTCQqtQqnyUnh0kJKVpaczPQpmoV0umtJIy6E/4gOVHFrPx2zB+roEXXyzPneQifvbLfz0U47JWbfVXm+6HSfqoNOx41h4dwQFkak1n2G3K4orKyqYlF5OZvMpw9RayrS6T43/th2+eNv9rXu7dSk3xdMmVkh8j9113k7jYYVXboSqFbzx9wclsv/ifAyldaAsXN/ArunEtB1KJrAMM97LrsFS/Z2TAc3YD60GZel9W+P7dt1JTVlIkOSxxEccPK3ZuXvJS19Oduy1mCx1ZzhE8DYuXbIeRf3kHPzUTN5H+VhOui99lzUJZ3uWtKIN40ALeyb485w2Wt+dZ371JqbUaXim6QuAFydnYWlgay6wr+N6Khh9kAdUy/SEahzX921ORW+PODgnW02fspyNnvlFzcjjqjLo3CanBz4wwEU28kIVFoDCbNfAyD3nXu9ekZfp1IxITiEaeHhDAoMxKnWsXHo37ArChu+fYClZUVUuZr2VLl0us+NP7Zd/vibm1p9bbVRpeKrrj3IvvgpCh0O/vHZ7dgdVlRaAwN//yxbop/G7lTQ//P0dX5Pu3bcHxXNUZuNq7OzsJ9Wou1Q6VV0e7YbAAf/crBO/Sx8QKXG0KEXgd2HE9gtFW1YrOctxeXEemyvZxi6s7LQh4FeOI1aS+/EVFJTJtKr41A0tcPtbXYLOw6vJS19OQdzdqA0dNSigohREcTeGIs22H1CvWxtGfmf5eOsbBkj/dqyxrZdPs1eLloPlQrP9AiNSGLr3ViA9rX3qPo4FNGCrTvmZN0xJw8utzC9t47ZA/QMaa9h6kXujvjhchfvbbfx/g47xyub6eCqdoPVBNaTnUPFyYMKL2/YdkVhWVUly6oq6W4wML1dLDHGdgD8OSaWByLD+K6ykoXlZey3tv7hfEL4i/raahWQoNNxMCCKSEDFyTesIe4psnQaFXpN3URYAB+UljI9PIJOej3TwiP4uLyseX6Ij+ijGp7SSDQzxYX12B6sx/ZQtvJtdDFJBHZzd8D1sV0wJvbFmNiXyPG/x5p/CHNtB9xedNjXkZ8zp8vBzuy17MxeS2hgJEO6jSc1ZSLxEYkM7Taeod3GU1pVwMaMH0hLX0FJVV7dD1CgbE0ZlVsriZ0SS+SYSCIuiSB0YCgFSwoo/bm0jV9ibR2k0y2EaNMqrfDWVjtvbbXTL1bNHQP1/K6Pjs7hap4Za+SpMQaWH3LwzjY7yzIcnkyt/iLDauX5wkJeqn1+0Gahh1bNlPBwpoSHs8tsZmF5GcurqrBewKiSxkw5JYRoXiZOTsMYrFdR+pvbb8yKwrziIp6Ji+eedu34qrKiyUfBCNEY9sJsKgqzqVi3AG1YLAHdhhHYbTiGDr0wxCVjiEsmfOTvsJfnuzvgGRuw5uxvdYnYKk2lrNz5GSt3fkZidAqpKRMZlHwpkSGxXDHoFq4YdAsHc3eQlr6C7Vm/YHNYPH/rrHaS+0EuZb+UkXBrAgGdA0i4JYGIkRHkfpSLOVMSIvqSdLqFEH5jZ4GLB7638MiPFq7vqWX2AD1jk7RM6qZjUjcdBdUuPtxp593tdjJKWldD3VSmHzlKb52K6eHhTAgJpW9AAH0DAngsxsnSigo+LS/jiP0CBpnK2XYhWgwnGiyKDqPKTpCOOtOBnrC0ooKZEZF0NRiYHdmOucVFzR+oEKdwVBRQteVrqrZ8XZuIbQiB3VIxJg1EFx6Hbsi1hA651p2I7dAmTAc31CZia2FTmpzFkaJ0jhSl88WG1+nbeQSpKRNI6TCIbgn96ZbQnxtH3M/2rDWkpa8gM//kbVvmLDOZT2cSOSaS2CmxBHQOoOvfulL2Sxn5i/NxVsmQc1+QTrcQwu9YHLBgt4MFux0kR6q5fYCOWf10xIeoeWSEgUdGGPjliIN3t9tZvNfu0xwGvrDNbGab2czzhYVcHxbG1LBwOuj1zIqMZFZkJOtqalhUXsbqZp52TAjR9EwYMGInWF9/mh8n8EJRIa936MgtEREsLC8j3+FnlaJosVzmSmr2rKRmz0pUOgPGzgMI7JZKQLI7EVtw38sI7nsZLpsFS/Y2TAfTMGduwmWpPvuHtxB2p42tmavYmrmK8KBohnW/jGEpE4gJ68DwHlcwvMcVFFYcZ2P6CjZm/Eh5TREoULqqlIotFcTdGEfEqAgiRkUQMjCEgiUFlK0uk5PgzUw63UIIv3ao1MVfVlr5+yorVyRrmT1Qx5XdtIxKdC//nWhkwR4772yzsS3Pv65+lzqdvFNaynulpVwSFMT08AhGBQUxonbJ90w7VkGRlxOLCSG8w4SRSKoJPsPtzGtqathkMjE0MJD7o6L5a35ew4WF8BHFbsV8MA3zwTR3IraOF3nuA9eGxRCYcjGBKRfXJmLbgyljA6aDG3FWtZ7RG+U1RazYvoAV2xfQJa43qSkTGdhlNDFhHbh66B1cOeQ20o9vIy19ObsOr8NeZSPnvRxKfyl1DznvFED7me2JGBlB3kd5mLNlyHlzkU63EEIADhd8k+HgmwwHCSEqZvbTcccAPV0j1dwzWM89g/Vsz3PyznYbC3bbKbec/TPbChfwS00Nv9TUkKDVMTU8jBvCwonT6bg/Kpp72kWxsrqKT8vLSTPJNCVCtCY1ihFU1F7pbtgLRYV8ltiZyaGh/K+slHRJsihaMsWF9ehurEd3U7byLXQxXQjsnkpgt+HoY5IwJvbDmNiPyMvuPpmILWMD9uLWMyd9Vv4esvL38Pm6VxnQZRSpKRPoltCfnh0H07PjYEzWarZlrmJD+nKOHDpA5lOZRF4aSez1sQR2CaTL37pQtqaMgs8LcNbIuDVvk063aBRFcc91fOKxT2MBDtU29jIyRnhDbpXCc2ttPL/WxpjOGmYP1HNDTy0D4jXMjw/ghcuMfL7Pzjvb7fxy5BwaqtoN1lFVz1VhBWwnGvtm3rAVFPJKD3sen0muw87LxcXMLynhsuBgpodHMDgwkAkhoUwICSXLauXTinK+qqigUhIuCdGs6murFSDTakVXncMxm/3kPl5b51RHq8Bw9k73HouFbysruTI0lIejo/n98eNe/CW+Ycnxo7OpfsZemEVFYRYVa08kYkslsFvq6YnYyvI8mdBbSyI2m8PCxowf2JjxA+1C4hmWcjmp3ScQGRLLJb2u5pJeV5NXdoS09OVsXv8TGZsyiJsaR8QlEUSOjSR0SCgFiwso+0WGnHuTzNMthBCNEBmg4uY+OmYP1NE39uSUXwdLnLy73c6HO+3kV5+5Oo2bHkfUxCiKvi2iYHGBt0NuNt30BqaFh3NNaCjBGve6MbtcfFdZyaLycvZaLfxt2gfEhndk7ld/qJPwpbWQebq9zx9/c0vw4y2BjO+iZcYSEwv3nHm77qDT8W1SF3QqFbOPHWW9jGwRrZw6IJSA5KHuRGydB6DWnczo76wpx5y5CVNGGpYjrSsRmwoV3dr3J7X7BPonjUSvMwLgdDnZf2wzaenLydTvJPZ3MRg7ut8zZZrI/V8uliNy8ulcNLbtkk63EEKco8EJamYP1DOjt44Qg/vqkMOlsCzDPfXY8kMOnPXUrG21031CoErN1aGhTAsPp4fR6Hl9t9nMkRH/JDA0QTrdjeSPbZc//uaWYOm0AK7toePOb8y8s+3sMxM8Gh3DzMhIDlgs3HDkcNs+iBR+xZ2IbeDJRGwBIZ73XDYL5uyt7nvGD23CZa3xYaTnxqgPYmCX0aSmTKRL3EWe16vNFWzOXMmBiDRcV5rQBGhQXAqlq0opWFKAy9Tyr/K3BI1tu2R4uRBCnKMtuS625Fp4eIWFGy/SMXuAjhGdtFzbQ8e1PXTkVLp4f4ed97bbyC73n0NSk+Li04pyPq0op78xgJsiwpkQHEKfgACqtRrMwIzwcD4q0XPY3nquGAjRltXU7opnG15+whslxVwXFkYPo5GrQ0P5urLSi9EJ0Xzcidg2YD64AdQajB0ucg9D756KNjSGoJQRBKWMQHE5sRzd7RmG7qwq9nXoZ2Sx1bD+wHesP/AdMWEdSE2ZwNDulxMeFMXY3tczluvJWZXJ/ogNHB+8j3bjVIQNCSP/s3zK15W38cuzzUeudItGCdDC5juDABjydo1Pp1AyqlR8ltgZgKlHDmPx9U3mQgA9o9TcMVDHrX11RAepPa//lOXgnW02vjzgIGJaHFGXR+GocpD+cDqK7eS2q9IaiJv5EgD5H/4RxdF8SYp0WgOPXPcaAP9Zei/2JvzuCI2G68LCGDbpVexBsQzc/hLhFZlsqKlhUXk5q6qraA15z+VKt/f5429uavW11UaVikVJ3SkY/leO2ez8u3YfP1Hn/Dt8KbcEb+Jvqyz885fGnQy7PTKSP0XHkGe3Myk7C2sbaIdVehVdn+wKQObTmXXqZyH0sV0994HrY5LqvGfNO+jpgLeWRGxqlZoeHQaTmjKBPp0vRqdxT1/gcNk5HLSHg502czRiPzWHqsn9KBfLURly3hC50i2alEoFF8VoPI99GguQbDB4HgvREuwvdvGnH6z8ZaWVa1K0zB6g57KuGsZ30TK+i5YSk4t7tRr2AdqQeqpeFeijEj2Pm5MKFfGRnT2Pm1KZ08l7paV0sNuJAbaZTIxWFIYHBTE8KIhCh53F5RUsriinUOb+FeKC1NdWq4CuBgPHg9sTxyn7eG2dY9FGAY2/0g3wSVkZN4dHEK/TcXNEBO+Vljbhr/AdY3vj2QsJv2QryMRWkEnF2k/QhsfVTcQW3w1DfDfCR92CvSzXPRd4RhrW3AMtNhGbS3Gx79gm9h3bRKAhhMHJl5KaMoFO0SkkmweQnD4Ak7aSjOjNHHhkI5kb9lGwVIacXwjpdAshRBOyOeHzfQ4+3+egU5iK2/rruX2Ajk5havpGujvdALP661i8w0a1n42yfqm4iGeLM7kxPJwbwsKJ0eqYExXFXe3asaq6mkXlZaSZTG17CJYQLYgJd0fzXDrdVkXh5eIi/h2fwO8j27GkvJwKma1A+AlHeT5Vm7+kavOXqAPDCOg6lMDuwwno3B9dRAJhQ68nbOj1OGvKMR3a6L4P/PAOcJ49Z4IvmKxV/LL3K37Z+xUJkUkM6z6Bod3HExIQQf+8cfTPG0dh7BH2/nk961Z+T/7aHF+H3CpJp1sIIbzkaIXC02us/OMXK5d10ZDwu1AIc7/36qQA/jvOwKd77byzzc7GtpdXrUG5DgevFBfzWnEx40JCmB4ewdDAQC4LCeGykBAO22x8Wl7GlxUVciAvhJfVKO6RY8G6c/u7ZZWVzIqIpKfRyN3tovh3UaEXohOiZXOZKqjZ/SM1u39EpTMSkDSQgBOJ2ILCCek3gZB+E3DZzJizahOxZW5usYnYckuzWZr2Bl9tepuLOg4jNWUivROHEVOTSExNIiN7T+HQgG388us37N65EaWFXslviaTTLYQQXuZSYEWmk7hDDqJqbwVLL3YyoJ2aOwbouWOAnr1FLr7QfMcXzks46ttwvaOei2h2YHlVFcurqkjW65kWHsHk0FA66/U8GhPLg1HRfF/lnnZst0XuJxPCG05c6Q46hyvd4E4I9EJRIe927MSMiAg+KS/juL1lXskTojkodgumjPWYMta7E7F17O0Zhq4NjSaoxyUE9bgExenAcmw3pow0zIfScFaV+Dr007hcTnYfWc/uI+sJNoYzNGU8IwZOIlafSA/bMHoMG0blkBI27FlB2t7lFFXK1e+zkU63EEL4wKC3ahgeq2b2AB3Teuu4KFrNRXzMo9qFfHmdlne2OPgpy9n2hlk3kHDpkM3GvwoLmFtUyJWhoUwPj6Cn0ch1YeFcFxbOXouFheVlfFdZKckThWhCphNXus+x0w2wwWTi15pqRgYF84eoaP6Ul9vU4QnROrmcWI7sxHJkJ2U/velOxNZ9uDsRW3RnAjoPIKDzALj8Hqx5Ge77wA+mYS9ueafdqy3l/Lzzc37e+TlJXXoy5vJruUg9nFDaMaHvDCb0nUFm3m7S0lewLWs1VrvZ1yG3SNLpFkIIH1l/zMn6Y07+sMLCTf0CuGdCCv3UWUztqWFqzyAOl7t4b7uN93fYOV7pHx1Nk6KwuKKCxRUV9DUauSk8gokhIVxkNPLPuHgeiY7hq8oKFpWXk23zsxvihfCCGs893ef39y8WFTEiMIhJoaF8WFYqo1KEqIcnEduvH6MNjz8lEVtPDPHdMcR3J2LUrdhLczEd3ID5YBrW3PQWl4gtO2s/2W/sJ6xPOBdfO4E+tkvoUN6DrvF96Brfhykj5rAj61fS0pdzKG8XStu7dHDepNMtGkVR4HC5y/PYp7EAObVD2GRXFq1K7QbrNDnrvFxphbe2uVg28H56aXO4Juvf3NxbTedwNc+MNfLUGAPLDzl4Z5udZRkO7E3cBisolFTlex63FLssFnbl5/HvokKuCw1jWng4nfR6bomI5JaISNJqavi0vJyVrWTaMSG8rb62WgFy7Xa05mIKHY6T+7gCjooCqvRm0J/flW6ADKuVryoruC4snIejY5h1rOVdqWssW7GcyBPe5yjPo2rzUqo2L0UdGE5g8lD3feCd+6OLTCBs2A2EDbsBZ00ZpkObMGdswHxkZ4tKxFaxu5zl+z9jy8Sf6TwhmZTKoaQUDiOCWIalXM6wlMsprsxlY8YPbEz/gdJqP0pc0wCZp1sIIZpJ3PQ4oiZGUbSsiILPz9wAGbVwXQ8tswfquTTp5PnRgmoXH+608+52OxklLesM+Jn8ffqHxIR14KUvHyCrYO95fYYKuDgwiOnh4YwJDkZTOydSkcPB4vJyPq8oJ99L047JPN3e54+/uSUY3kHD+juCOFTqotu86vP6jDitlu+SumBUq7n3+HFW15zf5wjhz1T6AE8itsCuQ1Abgz3vuawmzNlb3feBZ21BaUGJ2HRROuJviid0YCix1Z3pdmwIyaUDMWoCPWXSc7aRlr6CHdm/YndYfRht05N5uoUQohWzOGDhHgcL9zjoGqHi9gF6buuvIz5EzSMjDDwywsAvRxy8u93O4r12zH5wqVcB1plqWGeqIU6r5cawcKaEhxOt1XJv7bRjq6urWVhexgaZdkyIRqm2ufeU8x1eDpDvcPBRWRl3tmvHw9HR/FpTjfPsfyaEOIViM2NKX4cpfR0lnkRswwnsnoo2JIqgHiMJ6jHSnYjt6C73feCHNvo8EZu92M7ReUcJ7heM7WYbBb0Ok+b8kvjd3el2dAjJUf1IaT+QlPYDmWp7gG2Zq0lLX052wb6zf3gbIle6hRCimZzLle76aFQwqZuW2QN1XNlNi0btvtJbYVFYsMfOO9tsbMtrmVe/m+JKd320wLjgEKZHhDMsMMjz+lGbjU/Ly/miomnmD5Yr3d7nj7+5JegSoSLzgRCqrAqhz5//eg9Wq1mR1IUIrZa/5+fxeUVFE0YphH/TxyUT2C2VgG7D0Ucn1nnPmpvhuQ/cXnLMRxG6qXQqoq6IIvqqaNR6NS6HC8ePKrpkDWBY1wlEhyV4yhaUH2Nj+go2ZvxIhanYh1FfmMa2XdLpFo1i1MIvs9wHtKM+qMHiw6tqBpWK/3XsBMCtx45i9fVN5kI0UtyMOKIuj8Jebifjzxko9pPbrkqrJ3bG8wAULHgMxXHmewsTQlTM7KfjjgF6ukaqPa9vz3PyznYbC3bbKW9kPiOdRs8frpkLwMtfP4Td2fT3NT45/X9Eh7Vv8k73qbro9UwLD2dyaBihGg0AVpeL76uqWFRexq4LSPAknW7v88ff3NTqa6sNKhUfJnalfNhjZNlszP36D9idNk+dE6WuZnfiC7gUBe0zVRd0UPi78Aj+EhtLkcPBFVmZmFpR+6zSqUh63D2nY/Zz2XXqZyFaEm1EAoHdhhHQLRVD+56oVCePAeylObWZ0DdgzUnHV908XbSO+JvjCe0fCoCtxEbBwgKicxJJTZnIgC6jMOgCAPf0ZPuPbyUtfTm7j6zH0YLuXW8MGV4umpRaBUPaazyPfRoL0CcgwPNYiFajdoPVhetOn7dapcIQ393z+GxyqxSeW2vj+bU2xnTWcMcAPTf00jIgXsP8+ABeuMzI5/vsvLPdzi9HzjzQU6VSkxjTw/PYm7yZqC3LZuO5wkJeLipiUmgoN4VH0Mto5NqwMK4NC2N/7bRj31ZWYm5FnQEhGqu+tloNXBQQyJrwJDpxyj5eW+c4sNSWVxGgA9MFHO9+Wl7G7yIi6KTXMzMyktdLWt78ww1SQWCXQM9jIVoqR1kulZuWUrlpKeqgcAKT3R3wgMT+6CLbn0zEVl2G6dBGTAc3YDmy0+sni09lL7Jz9OWjhPQPIf7mePTRejre15Gq3RV89vHLLF43jwFdRpGaMpHk+L5c1GkoF3UaSo2lkq2Zq0g7sJyjxRnNFm9zkE63EEK0Ygqw6rCTVYfN3P893NxXx50D9fSN1XBLPz239NNzsMTJu9vtfLjTTn512+9smhWFJRUVLKmddmxaeARXhITQ02jkmbh4/hwdw9eVlSwqLyNTph0Tfs6CHpeioFapCNarMF3AFV47MLeoiLnt23NHZDs+Ky+nxCl3dwvhLa6acqp3rqB65wpPIrbAbsMJ6DoYTXAEIf0nEtJ/ojsRW9YW91XwzC0oNlOzxFe1o4rqfdVEXxlN1KQoQvqEEPTPIIq/L2bjsh9IS19BVGgCqSkTGNb9ciKCYxh10WRGXTSZ3JIs0tJXsPnQSqrMZc0SrzdJp1sIIdqIMgu8usnOq5vsDE5QM3ugnhm9dXRrp+H58Rr+eamBZRnuqceWH3LgbPv9b8+0Y/8pLODasDCmh0eQqNdzc0QEN0dEsMlkYlF5GSurqmhdA9qEaBoKampsEGJwJ1MrvMCkyCuqq9hlNtM3IIA5UVE8UyBTBQnRHE5NxIZai7FTb8994NqQdgT1HEVQz1EoTjuWo7sxZWzAfGgTzmrvjkhRbAqFSwspX1dO/O/iCekbQsw1MYRfHE7egjyKt+WybPP7fLvlQ1ISBpCaMoG+SZeQ0K4L1198D5OH3cneYxtJS1/B3qMbcbpaZ+ZY6XQLIUQbtCXXxZZcCw+vsHDjRTpmD9AxopOWa3vouLaHjpxKF+/vsPPedhs5fjC7T4XLxYdlZfyvrIzUwECmh0cwNjiYoYGBDA0MpNjh4POKchaXl5PnpWnHhGipauwnOt1Nk+rn/4oK+ahTIlPCwvmorIxsGVEiRPNyObAc3oHl8A748c2Tidi6p6KPSnRPTZY0ECbMwZqbjulgGqaDG3CUHPdaSLZCG0deOkLIwBDiZ8Sjj9KT+EAiVTuryPs4D1uRjQM5WzmQs5UAfRCDuo5lWMoEkmJ70bfzCPp2HkGVuYzNB1eSlr6C3NIsr8XqDdLpFkKINqzGDh/ssPPBDjs9otTcMUDHzH462oeqeWKUgSdGGfghS8NBXwfaTBRgg8nEBpOJWM+0Y2HEaHXc3S6KOyPbsaammkVl5awz1bTtTKNC1Kqu7RMH6ZrmZuatZjMrq6oYFxLCQ1HRPJCb0ySfK4Q4Hwq2/IPY8g9S/utHtYnYhhPQPRVDQopniRg9E3vJ8doOeBq2XO8kYqvaVkX1nmqir44m6oooQvqFENQriOJviyn6tgjFrmC21bB2/zLW7l9GXHgiw1ImMLTbeMKC2nFp3ylc2ncKR4sySEtfzpZDP2Oytvzkm9LpFkIIP3Gg2MWff7Tyl5VWrknRMnugnsu7ahjbWcvBQneZ/1ym552tNvYUNvXUYy0vM1GBw8GrJcW8UVLM2OAQbgoPJzUoiEuDQ7g0OISjNhufVZTzRUUFMvmRaMuq7QqguqC5un/rpeIiRgcHMz4khEEBAWw1m5vuw4UQ582diG0JlZuWoAmKICB5KIHdhmNM7IeuXQfC2k0hLHUKjupSzAdrE7Ed3dWkidgUm0LhEveQ84TfJRDcO5iYa2uHnH+SR9XOk53o/PIjfLXxLb7Z9A69Og5lWMoE+iQOp1N0dzpFd+e64Xez+/AG0tKXc+D4FlxKy5w61afJn0eOHMnXX39NTk4OiqIwefLk08o8/fTT5ObmYjKZ+PHHH0lOTvZBpAKgqMZFUU3L2JBLHQ5KZQioaKVc1vr3I6epAqfJ+907uwuW7HdwxScmkl6p5l+/WtFTgVFVwb2DDey+J5i0O4KYPVDXpAfhLZUD+LG6ituPH2NSVhYflpZS4XTSSa/nT9ExrOrSleei29Gz5DD4cdZzabNbh/ra6lKHA42timpzeZ3XT9Q5J650u4eXN41sm40lFe7v+1N0TJN9rjc5Kh04KuXYQvgPZ00Z1TtXUPj5UxybN4Oir56nZt9qXNYatMGRhAy4gtipz9Dx/gVEXfMIgT1HodIHNtn32/JtHH7hMEdfPYq9xI4+Rk/iQ4l0erATuihdnbIuxcWeo2m8++PT/PXjqSxe9yrHig6i0+gZ2HU09056jn/cvJDJw+4kNrxjk8XYVHw6T/fEiRMZMWIEW7duZenSpVx77bV89dVXnvcfeeQRHn/8cWbOnEl2djb/+Mc/6NOnD7169cJqtTbqO2TeTyFESxF3UxxRE6Io+qaIgiUtK7mQWgWXddEwe6CeySladBr3wXe1TeHTvXbe2WYn7fj5ZyF+cvpHRIcl8OKX95NdsK+pwvYao0rFpJBQpoWHe6YoBMgMTeCjQztYVl7m1TmIW2Lb5e02uyX+Zn/x/c2BTEzWcutSMx/tarqUglEaDcu7dCVQreYPOTn8UC3/r0K0Cmotxk59ahOxpaINaed5S3HasRzZ5c6EfmgjzurSpvlKg5roa6KJmhCFSqvCZXNRtKyI4u+LUc4wq0L7yC6k9pjI4ORxhASEe17PLthHWvpytmauxmK7wAyRZ9DYtsunne5TKYpyWgOem5vLiy++yIsvvghAaGgoBQUFzJo1i08//bRRnyuNuBCipWjJne5TRQequKWfO/laz2iN5/W9hU7e2W7no512Sszn1nS0tk73qXobjUyPjOLKsHAMtVlTq51Oz7Rjh7yQJKqlt13eaLNb+m9uyz6/MYAbeum491szr29p2jz+97Zrx31R0Ry12bg6O0tmCRCi1VGhj+9GYLfhBHZPRdeu7lVka+4BTBnu+8AdpReeiM0QbyD+lniCewW7P7/ASt7HeVTvPnPWV41aS+/EVFK7T6BXp2Fo1O7jF5vDys7sX0lLX0FGznaUJu76NrbtarH3dCclJREfH89PP/3kea2yspKNGzcyfPjwRne6hRBCnJsik8JLG2y8tMHGxR01zB6gY+pFOi6K0TB3goZ/jzfw5QEH72yz8VOWs2WcufWiPRYLfysuYeG0lxh/dAuXb/ucJL2eGRERzIiIYIvJxMLyMn7y42nHpM1u3apt7r24KYeXn/BBaSnTwiPopNczNTyCT8pb/3y7QvgXBVteBra8DMp/+RBtZAcCuw0jsNtwDO17YEhwLxFjZmEvOXZKIrYMzufarjXPyuH/HCZsWBhx0+MwxBro/HBnKrZUkL8wH3tJ/S2t0+VgZ/ZadmavJSQggqHdxpOaMpH4yM4M6TaeId3GU1pVwMYM9/zgJVV5F7hezk2L7XTHxcUBUPCb+R0LCgo879VHr9djMBg8z0NCQrwToJ8xat3DzwCu+MSExYe3PBlUKt7s4D7LdtfxY1j9+B5L0crUZtEIGx5G4deFdYZLqbR6Ym58GoDCxU+iOJpvih2dRs+9k54D4LXvHsfuPPnd6485WX/MyR9WWJjeW8cdA/QMba9h6kXujvihUhcXvVaN7fxHnrca1fpAvkwexStfvkSqQc+08HDGBYcwODCQwbXTjk07ctgvpxw7nzZb2uumV19bbVCpeKNTF8xD/kiG1cr87x7D7rTVqXNqKv8BQJAXOt0mReHV4iKejovnnnbt+KqygmpXy8gPcyqVTkXnhzsDcPjFw2ccziqEP3OUHqdy43EqN55IxDaMwO6ptYnYOhLWriNhqTdiL80l9+27ON9B1RUbK6jaWUXM5BjaXd6OsMFhhPQJ4fhbx6ncWnnGv60yl7Fy12JW7lpMp+gUUlMmMDj5UiJDYrli0C1cMegWftyxiK82vn1esZ2PFtvpPl+PP/44Tz31lK/DaHPUKhjTWet57NNYgKGBgZ7HQrQatfuOPkp/ejJvlQpjpz6ex80alkpNt4T+nsf1qbTCW1vtvLXVTt9Y99Rjt/TVs6fQ6Rcd7rpUpJlMpJlMxGi1TAkL48awcCpdLr/scJ8vaa+bXn1ttRoYHBjEmnY9SOaUffyUOqd6u/slgwav+KKiglsjItGrVHTQ6TjQyLw8zUoFQT2CPI+FEGfnTsS2nOqdy1HpAwjoMth9H3jXIdiKsrnQu5hdFhf5n+ZTtraMhFsSCEgKwHzk3GZCOFqUztGidL7Y8Dr9Ol/CsJTL6dFhMEeLMi4otnPVYjvd+fn5AMTGxnoen3i+Y8eOBv/uueee46WXXvI8DwkJISdH5ocUQvhewWcFRI2P8nUYF2xXgYsHl1t59CcrkQGNOzp9etEtXo7KuxSbmSP/vuq01wsdDl4rKeHNkhLidLp6/tI/nE+bLe11y/HEGieP/WDy2q0iTmBOznHyHA7sMjpNiDZJsZkxHfgV04FfQaNFY2y60UvWHCvZz2djSDBgLz6/G7kcTjtbM1exNXMV4UFRVJubdzLQFnuhMDs7m7y8PMaNG+d5LSQkhGHDhrFhw4YG/85ms1FVVVVnEUII0fQsDsitkgNocHcqcuz+ekf3+bXZ0l63HA6X97PqHrXbpcMthL9wOnDWNH3+Bmtu04ySKa8pxuFq3jbbp1e6g4KC6szhmZSURL9+/SgtLeXYsWO8/PLLPPHEExw8eNAz/Uhubi5ffvml74IWQggh/JC02UIIIcT58Wmne/DgwaxevdrzfO7cuQB88MEH3HbbbfznP/8hKCiIt956i/DwcNauXcvEiRMbPUe3EEIIIZqGtNlCCCHE+fFpp3vNmjWozpIw6Mknn+TJJ59spoiEEEIIUR9ps4UQQojz02ITqYmWp8bWcu7FMrXA6UaEaAyXteFt12WzNGMkdVnt55YNVAjRMtXXVptcLtROK5bftJ2+rHNaojPVz0IIcSFUeD93hk+FhIRQWVlJaGioJGkRQgjRKvhj2+WPv1kIIUTr1ti2q8VmLxdCCCGEEEIIIVo76XQLIYQQQgghhBBeIvd0i0YxaGDJ1AAAbvjMjNXpu1j0KhWvJLQH4MHcHGwy76doJVQ6FZ3u6wTA0VePothP2XY1OqKv+wsARUufBWfzzR+p1eiYfdlTALzz41M4mvG7hRBNp762Wq9S8XKHzrgG3cc+q5W3fnjSvY/7sM5pic5YPwshxAWSTrdoFI0aruyuq31sBh92ujXA6OBgz2MhWg0VhPQL8Tyu85ZaTWDXIZ7HSjPuY2qVht6JqZ7H4N8H30K0VvW11RpgZHAIa2L704uT+7gv65wW6Qz1sxBCXCgZXi6EEEIIIYQQQniJdLqFEEIIIYQQQggvkU63EEIIIYQQQgjhJdLpFkIIIYQQQgghvEQ63UIIIYQQQgghhJf4TfbykJAQX4fQqgXqAIN7HYaEKGh8mNw4QKVCHRRUG0sIWpkyTLQSKr2KIN3JbVexndx2VToDwQbtyffs+maLS681ojNqPN9tc+ia7btF/fy5zfLn336h6murT7SZv93HfVnntERnqp+FEKIhjW2zVECbrlUSEhLIycnxdRhCCCHEOWvfvj25ubm+DqNZSHsthBCitTpbe93mO93gbsirqqoafD8kJIScnBzat29/xnJtnawHN1kPbrIe3GQ9yDo4obnXQ0hIiN90uE84W3vdEsn+cXayjs5M1s/ZyTo6M1k/Z+fNddSY9tovhpc39qClqqpKNlRkPZwg68FN1oObrAdZByc013rwx3Xdmk8yyP5xdrKOzkzWz9nJOjozWT9n54111JjPk0RqQgghhBBCCCGEl0inWwghhBBCCCGE8BLpdANWq5WnnnoKq9Xq61B8StaDm6wHN1kPbrIeZB2cIOtB1Ee2i7OTdXRmsn7OTtbRmcn6OTtfryO/SKQmhBBCCCGEEEL4glzpFkIIIYQQQgghvEQ63UIIIYQQQgghhJdIp1sIIYQQQgghhPASv+9033vvvWRnZ2M2m0lLS2PIkCG+DqlZPfnkkyiKUmfZv3+/r8PyupEjR/L111+Tk5ODoihMnjz5tDJPP/00ubm5mEwmfvzxR5KTk30QqXedbT28//77p20f33//vY+i9Z7HHnuMTZs2UVlZSUFBAUuXLqV79+51yhgMBl599VWKi4upqqri888/JyYmxkcRe0dj1sOqVatO2yZef/11H0XsHXfffTc7d+6koqKCiooK1q9fz8SJEz3v+8O2IE4n9eWZST16dlLHnpnUvWd3tnXkz9tPfR599FEURWHu3Lme13y1Hfl1p3vq1Km89NJLPP300wwcOJCdO3eyYsUKoqOjfR1as9qzZw9xcXGe5ZJLLvF1SF4XFBTEzp07mTNnTr3vP/LIIzzwwAPcfffdDBs2jJqaGlasWIHBYGjmSL3rbOsB4Pvvv6+zfdx0003NGGHzGD16NPPnzyc1NZXLLrsMnU7HDz/8QGBgoKfM3Llzufrqq7nxxhsZPXo0CQkJfPHFFz6Muuk1Zj0AvPXWW3W2iUceecRHEXvH8ePHeeyxxxg0aBCDBw/m559/5quvvqJXr16Af2wL4nRSX56Z1KNnJ3XsmUnde3ZnW0fgv9vPbw0ePJi77rqLnTt31nndl9uR4q9LWlqaMm/ePM9zlUqlHD9+XHn00Ud9HltzLU8++aSyfft2n8fhy0VRFGXy5Ml1XsvNzVUefvhhz/PQ0FDFbDYr06ZN83m8zbke3n//fWXp0qU+j625l6ioKEVRFGXkyJGe/3+r1arccMMNnjIpKSmKoijKsGHDfB5vc60HQFm1apUyd+5cn8fW3EtJSYly++23++22IEvdRerLsy9Sj577OgL/rWMbWqTubfw6Atl+TixBQUFKenq6Mm7cuDrrxJfbkd9e6dbpdAwaNIiffvrJ85qiKPz0008MHz7ch5E1v27dupGTk0NmZiYff/wxHTt29HVIPpWUlER8fHydbaOyspKNGzf63bYBMGbMGAoKCjhw4ACvvfYakZGRvg7J68LCwgAoLS0FYNCgQej1+jrbRHp6OkeOHGnT28Rv18MJN998M0VFRezevZtnn32WgIAAX4TXLNRqNdOmTSMoKIgNGzb47bYgGscf68uGSD16dlLHNkzq3rP77To6QbYfmD9/Pt9++y0rV66s87ovtyOtVz+9BYuKikKr1VJQUFDn9YKCAnr06OGjqJrfxo0bmTVrFunp6cTHx/Pkk0/y66+/0rt3b6qrq30dnk/ExcUB1LttnHjPXyxfvpwvvviC7OxsunbtyrPPPsv333/P8OHDcblcvg7PK1QqFS+//DJr165l7969gHubsFqtVFRU1CnblreJ+tYDwIIFCzhy5Ai5ubn07duXf//736SkpHDDDTf4MNqm17t3bzZs2IDRaKS6uprrrruO/fv3079/f7/bFkTj+GN92RCpR8/O3+vYhkjde3YNrSOQ7Qdg2rRpDBw4sN48Xb6sh/y20y3cli9f7nm8e/duNm7cyJEjR5g6dSrvvfeeDyMTLcGnn37qebxnzx527dpFVlYWY8aM4eeff/ZhZN4zf/58evfu7Re5Dc6kofXw9ttvex7v2bOHvLw8fv75Z7p06UJWVlZzh+k16enp9O/fn7CwMKZMmcKHH37I6NGjfR2WaMH8sb5siNSjZ+fvdWxDpO49u4bW0f79+/1+++nQoQOvvPIKl112GVar1dfh1OG3w8uLi4txOBzExsbWeT02Npb8/HwfReV7FRUVZGRktMlM3Y114v9fto3TZWdnU1RU1Ga3j3nz5nHVVVcxduxYcnJyPK/n5+djMBg8QwFPaKvbREProT4bN24EaHPbhN1uJzMzk23btvGXv/yFnTt38uCDD/rdtiDOX1uvLxsi9ejZSR3bMKl7z66hdVQff9t+Bg0aRGxsLNu2bcNut2O32xkzZgwPPPAAdrudgoICn21HftvpttvtbN26lXHjxnleU6lUjBs3rs59Ef4mKCiIrl27kpeX5+tQfCY7O5u8vLw620ZISAjDhg3z620DoH379rRr165Nbh/z5s3juuuu49JLL+Xw4cN13tu6dSs2m63ONtG9e3cSExPb3DZxpvVQn/79+wO0yW3iVGq1GoPB4Ffbgrgwbbm+bIjUo2cndey5kbr37E6so/r42/azcuVKevfuTf/+/T3L5s2b+eSTT+jfvz9btmzx6Xbk8wxzvlqmTp2qmM1m5dZbb1V69OihvPHGG0ppaakSExPj89iaa/m///s/ZdSoUUpiYqIyfPhw5YcfflAKCwuVqKgon8fmzSUoKEjp16+f0q9fP0VRFOUPf/iD0q9fP6Vjx44KoDzyyCNKaWmpcvXVVyu9e/dWli5dqmRmZioGg8HnsTfXeggKClL+85//KMOGDVMSExOVSy+9VNmyZYuSnp6u6PV6n8felMv8+fOVsrIyZdSoUUpsbKxnMRqNnjKvvfaacvjwYWXMmDHKwIEDlXXr1inr1q3zeezNuR66dOmiPPHEE8rAgQOVxMRE5eqrr1YOHTqkrF692uexN+Xy7LPPKiNHjlQSExOV3r17K88++6zidDqV8ePH+822IMvpi9SXZ16kHr3wdeQvdWxDi9S9F7aO/H37aWj5bUZ3H25Hvl8ZvlzmzJmjHD58WLFYLEpaWpoydOhQn8fUnMvChQuVnJwcxWKxKMeOHVMWLlyodOnSxedxeXsZPXq0Up/333/fU+bpp59W8vLyFLPZrPz4449Kt27dfB53c64Ho9GoLF++XCkoKFCsVquSnZ2tvPnmm23ypFRDZs6c6SljMBiUV199VSkpKVGqq6uVJUuWKLGxsT6PvTnXQ4cOHZTVq1crxcXFitlsVjIyMpR///vfSkhIiM9jb8rlnXfeUbKzsxWLxaIUFBQoP/74o+egz1+2BVlOX6S+PPMi9eiFryN/qWMbWqTuvbB15O/bT0PLbzvdvtqOVLUPhBBCCCGEEEII0cT89p5uIYQQQgghhBDC26TTLYQQQgghhBBCeIl0uoUQQgghhBBCCC+RTrcQQgghhBBCCOEl0ukWQgghhBBCCCG8RDrdQgghhBBCCCGEl0inWwghhBBCCCGE8BLpdAshhBBCCCGEEF4inW4hRJObOXMmiqKgKApz585t9u8/8d1lZWXN/t1CCCFEa3Uu7Xd2dranbFhYWDNFKETrJJ1uIYRXVFRUEBcXx9/+9jfPa6tWrUJRFB599NHTyi9btgxFUXjyyScBeO6559i/f3+dMikpKSiKwvvvv1/n9ZkzZ2KxWDAajQDExcXx4IMPNvVPEkIIIbwqNjaW//73v2RmZmKxWDh69Chff/01l156aZ1yw4cP59tvv6W0tBSz2cyuXbt46KGHUKvrHtqf6BQrikJ5eTlr165l7NixZ4yhvva7PkOGDOH6668/vx8qhJ+RTrcQ4rzpdLoG31MUhYKCAqqrq+u8fvToUWbNmlXntYSEBMaNG0dubq7ntVWrVtGjRw9iY2M9r40dO5ajR48yZsyYOn8/duxY0tLSsFgsABQUFFBRUXGev0oIIYRofomJiWzdupVLL72UP//5z/Tp04eJEyeyatUq5s+f7yl37bXXsmbNGo4fP87YsWPp0aMHr7zyCk888QSLFi067XNnzZpFXFwcI0aMoLi4mGXLlpGUlNRgHA21379VXFxMaWnp+f9gIfyIdLqFaKFWrVrFvHnzmDdvHuXl5RQVFfHMM8/UKRMeHs6HH35IaWkpNTU1fPfddyQnJ3veLyws5IYbbvA83759e52O7YgRI7BYLAQEBAAQFhbG22+/TWFhIRUVFaxcuZK+fft6yj/55JNs376dO+64g6ysLE8n91wsW7aMqKgoLr74Ys9rM2fO5IcffqCwsNDz2tq1a7HZbHU62GPGjGH+/PlERkaSmJhY5/VVq1adcyxCCCFES/Haa6+hKApDhw7liy++4ODBg+zbt4+5c+eSmpoKQGBgIG+//TZff/01d911Fzt37uTIkSO8++67zJw5kxtvvJGpU6fW+dzy8nIKCgrYu3cv99xzD4GBgVx22WW++IlC+C3pdAvRgs2cOROHw8HQoUN58MEH+eMf/8js2bM973/wwQcMHjyYa665huHDh6NSqfjuu+/QarUA/PLLL55Oa3h4OD179iQgIICUlBQARo8ezebNmzGbzQAsXryYmJgYrrjiCgYNGsS2bdtYuXIlERERnu9MTk7mhhtu4Prrr6d///7n/JtsNhuffPIJt912m+e1WbNm8d5779UpZzKZ2Lx5c51hcGPGjGHlypWsW7fO83pSUhKJiYnS6RZCCNFqRUREMHHiRObPn4/JZDrt/ROjty6//HKioqJ44YUXTiuzbNky0tPTuemmmxr8nhPtvV6vb6LIhRCNIZ1uIVqwY8eO8dBDD5GRkcGCBQuYN28eDz30EODu/E6ePJnZs2ezdu1adu3axc0330z79u259tprAVi9erWn0z1q1Ci2b99e57UxY8awZs0awH3Ve+jQodx4441s3bqVQ4cO8ec//5ny8nKmTJniiUmv13PrrbeyY8cOdu/efV6/67333mPq1KkEBgYycuRIwsLCWLZs2WnlVq1a5Ym1Z8+eGI1Gtm/fXudkwpgxYzCbzaSlpZ1XLEIIIYSvJScno1arOXDgwBnLde/eHeC0nCcnHDhwwFPmtwICAvjnP/+Jw+HwtP1CiOYhnW4hWrDfdiQ3bNhAt27dUKvV9OzZE7vdzsaNGz3vl5aWkp6eTs+ePQFYs2YNvXr1IioqitGjR7N69WpPp1ur1XLxxRezevVqAPr160dwcDAlJSVUVVV5lqSkJLp27er5jiNHjlBcXHxBv2vXrl0cPHiQKVOmcPvtt/PRRx/hdDpPK7d69WpSUlKIi4tjzJgxrF27FpfLxZo1a+p0utevX4/NZrugmIQQQghfUalUXiu/cOFCT5t+ww03cMcdd5zTSfPHH3+8znFBx44dzylWIQRofR2AEMJ7du/eTWlpKaNHj2b06NH89a9/JT8/n0cffZQhQ4ag0+lYv349AMHBweTl5Z2WpAzc94OdUFNT0ySxvffee8yZM4devXoxdOjQesusW7cOq9XK2LFjGTt2rOfM/ObNm4mKiiIpKYkxY8bw5ptvNklMQgghhC8cPHgQl8tFjx49zlguIyMDcI/+2rBhw2nv9+zZk3379tV57aGHHuKnn36ioqLivE6av/HGG3z22Wee56fmhhFCNI5c6RaiBRs2bFid56mpqZ6Gef/+/eh0ujplIiMjSUlJqdPg/vrrr0yePJmLLrrIMwzdYDBw1113sWXLFs+9Y9u2bSMuLg6Hw0FmZmadpaSkpMl/24IFC+jTpw979uxpcJicxWJh48aNjBkzxnOlHsDhcJCWlsYdd9xBp06d5H5uIYQQrVpZWRkrVqxgzpw5BAYGnvb+iXmwf/jhB0pKSnj44YdPK3P11VfTvXt3Fi5cWOf1/Px8MjMzz3uUWllZWZ1jgvpGpgkhzkw63UK0YJ06deLFF1+ke/fuTJ8+nfvvv59XXnkFgEOHDvHll1/y9ttvM2LECPr27cvHH39MTk4OX331leczVq9ezU033cSOHTuoqalBURR++eUXbr755jr3dP30009s2LCBL7/8kssuu4zExESGDx/OP//5TwYNGtTkv628vJz4+HjGjRt3xnKrVq1i+vTpGI1Gtm3b5nl9zZo13H///VRXV7N58+Ymj08IIYRoTnPmzEGj0bBp0yauv/56kpOT6dGjB/fff7/nqrbJZOKuu+5i8uTJvPnmm/Tp04fExERuv/12PvjgAxYvXlznqrQQomWQTrcQLdj//vc/AgIC2LRpE/Pnz+eVV17hrbfe8rx/2223sXXrVpYtW8aGDRtQqVRMmjQJh8PhKbNmzRq0Wq3nKjG4O+K/fQ1g0qRJ/PLLL7z//vtkZGSwaNEiEhMTKSgo8Mrvq6ioqDdL66lWrVpFaGgo69atq3N2fc2aNYSGhrJ27do6v1cIIYRojbKzsxk4cCCrVq3ixRdfZM+ePfz444+MGzeOe+65x1NuyZIljB07lk6dOvHrr7+Snp7OQw89xL/+9S+mT5/uw18ghDgTRRZZZGl5y6pVq5S5c+f6PI7zWWbOnKmUlZX5fQyyyCKLLLLI0pqWc207R48erSiKooSFhfk8dllkacmLXOkWQnhFeHg4VVVVPP/8883+3VVVVbzxxhvN/r1CCCFEa9fY9nvPnj18//33zRSVEK2bZC8XQjS5JUuWsHbtWqBu5vPm0r9/fwBJ9iKEEEKcg3NpvydNmoROpwOgsrLS26EJ0aqpcF/yFkIIIYQQQgghRBOT4eVCCCGEEEIIIYSXSKdbCCGEEEIIIYTwEul0CyGEEEIIIYQQXiKdbiGEEEIIIYQQwkuk0y2EEEIIIYQQQniJdLqFEEIIIYQQQggvkU63EEIIIYQQQgjhJdLpFkIIIYQQQgghvEQ63UIIIYQQQgghhJf8PzAchc5utFsQAAAAAElFTkSuQmCC" - }, - "metadata": {}, - "output_type": "display_data", - "jetTransient": { - "display_id": null - } - } - ], - "execution_count": 6 + ] } ], "metadata": { diff --git a/examples/08_example_stochastic.ipynb b/examples/08_example_stochastic.ipynb index bfba5cc0dbeef8a809396360ef5f50797d8be312..57a61b0d326659593129d1fa82e63f656c184280 100644 --- a/examples/08_example_stochastic.ipynb +++ b/examples/08_example_stochastic.ipynb @@ -2,45 +2,51 @@ "cells": [ { "cell_type": "code", + "execution_count": 1, "id": "initial_id", "metadata": { - "collapsed": true, "ExecuteTime": { - "end_time": "2026-03-03T13:36:53.379443400Z", - "start_time": "2026-03-03T13:36:52.263316Z" - } + "end_time": "2026-03-10T09:16:19.455641Z", + "start_time": "2026-03-10T09:16:15.831093Z" + }, + "collapsed": true }, + "outputs": [], "source": [ - "from pythermogis import calculate_doublet_performance, calculate_pos, plot_exceedance\n", - "import xarray as xr\n", - "from matplotlib import pyplot as plt\n", "from pathlib import Path\n", - "from os import path\n", + "\n", "import numpy as np\n", + "import xarray as xr\n", + "from matplotlib import pyplot as plt\n", + "\n", + "from pythermogis.aquifer import Aquifer\n", + "from pythermogis.doublet import ThermoGISDoublet\n", + "from pythermogis.plot import plot_exceedance\n", + "from pythermogis.postprocess import calculate_pos\n", "\n", "# output directory to write output to\n", "output_data_path = Path(\"test_output\") / \"example8\"\n", - "output_data_path.mkdir(parents=True, exist_ok=True)\n" - ], - "outputs": [], - "execution_count": 1 + "output_data_path.mkdir(parents=True, exist_ok=True)" + ] }, { + "cell_type": "code", + "execution_count": 3, + "id": "c7923307810bbfad", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:36:53.418114300Z", - "start_time": "2026-03-03T13:36:53.381448600Z" + "end_time": "2026-03-10T09:16:24.293689Z", + "start_time": "2026-03-10T09:16:24.286608Z" } }, - "cell_type": "code", + "outputs": [], "source": [ - "\n", "# generate simulation samples across desired reservoir properties\n", "Nsamples = 100\n", "thickness_samples = np.random.uniform(low=150, high=300, size=Nsamples)\n", "porosity_samples = np.random.uniform(low=0.2, high=0.2, size=Nsamples)\n", "ntg_samples = np.random.uniform(low=0.25, high=0.5, size=Nsamples)\n", - "depth_samples = np.random.uniform(low=1800, high=2200, size=Nsamples)\n", + "depth_samples = np.random.uniform(low=1800, high=2200, size=Nsamples)\n", "permeability_samples = np.random.uniform(low=200, high=800, size=Nsamples)\n", "reservoir_properties = xr.Dataset(\n", " {\n", @@ -50,163 +56,148 @@ " \"depth\": ([\"sample\"], depth_samples),\n", " \"permeability\": ([\"sample\"], permeability_samples),\n", " },\n", - " coords={\"sample\": np.arange(Nsamples)}\n", - ")\n" - ], - "id": "c7923307810bbfad", - "outputs": [], - "execution_count": 2 + " coords={\"sample\": np.arange(Nsamples)},\n", + ")\n", + "\n", + "aquifer = Aquifer(\n", + " thickness=reservoir_properties[\"thickness\"],\n", + " porosity=reservoir_properties[\"porosity\"],\n", + " ntg=reservoir_properties[\"ntg\"],\n", + " depth=reservoir_properties[\"depth\"],\n", + " permeability=reservoir_properties[\"permeability\"],\n", + ")" + ] }, { + "cell_type": "code", + "execution_count": 4, + "id": "50861ecdf373e545", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:36:57.398244Z", - "start_time": "2026-03-03T13:36:53.420113600Z" + "end_time": "2026-03-10T09:16:28.268580Z", + "start_time": "2026-03-10T09:16:26.266895Z" } }, - "cell_type": "code", + "outputs": [], "source": [ - "\n", "# For every sample, run a doublet simulation store the output values\n", - "simulations = calculate_doublet_performance(reservoir_properties, print_execution_duration=True)" - ], - "id": "50861ecdf373e545", - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Doublet simulation took 3.9 seconds\n" - ] - } - ], - "execution_count": 3 + "simulations = ThermoGISDoublet(aquifer=aquifer).simulate().to_dataset()" + ] }, { + "cell_type": "code", + "execution_count": 5, + "id": "b344e292f6b44652", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:36:58.026393500Z", - "start_time": "2026-03-03T13:36:57.444440400Z" + "end_time": "2026-03-10T09:16:29.850437Z", + "start_time": "2026-03-10T09:16:28.841257Z" } }, - "cell_type": "code", - "source": [ - "# post process the samples to calculate the percentiles of each variable\n", - "percentiles = np.arange(1,99)\n", - "results = simulations.quantile(q=percentiles/100, dim=\"sample\")\n", - "results = results.assign_coords(quantile=(\"quantile\", percentiles)) # Overwrite the 'quantile' coordinate with integer percentiles\n", - "results = results.rename({\"quantile\": \"p_value\"}) # Rename dimension to 'p_value' to match nomenclature in the rest of pythermogis\n", - "results[\"pos\"] = calculate_pos(results)\n", - "\n", - "# plotting\n", - "fig, axes = plt.subplots(3,2, figsize=(10,15))\n", - "plt.suptitle(\"Reservoir Property Distributions\")\n", - "reservoir_properties.thickness.plot.hist(ax=axes[0,0])\n", - "reservoir_properties.porosity.plot.hist(ax=axes[0,1])\n", - "reservoir_properties.ntg.plot.hist(ax=axes[1,0])\n", - "reservoir_properties.depth.plot.hist(ax=axes[1,1])\n", - "reservoir_properties.permeability.plot.hist(ax=axes[2,0])\n", - "axes[2,1].set_visible(False)\n", - "plt.savefig(output_data_path / \"reservoir_distributions.png\")" - ], - "id": "b344e292f6b44652", "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\work\\projects\\pythermogis\\.pixi\\envs\\default\\Lib\\site-packages\\numpy\\lib\\_nanfunctions_impl.py:1601: RuntimeWarning: All-NaN slice encountered\n", - " return _nanquantile_unchecked(\n" - ] - }, { "data": { + "image/png": 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", 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" + ] }, "metadata": {}, - "output_type": "display_data", - "jetTransient": { - "display_id": null - } + "output_type": "display_data" } ], - "execution_count": 4 + "source": [ + "# post process the samples to calculate the percentiles of each variable\n", + "percentiles = np.arange(1, 99)\n", + "results = simulations.quantile(q=percentiles / 100, dim=\"sample\")\n", + "results = results.assign_coords(\n", + " quantile=(\"quantile\", percentiles)\n", + ") # Overwrite the 'quantile' coordinate with integer percentiles\n", + "results = results.rename(\n", + " {\"quantile\": \"p_value\"}\n", + ") # Rename dimension to 'p_value' to match nomenclature in the rest of pythermogis\n", + "results[\"pos\"] = calculate_pos(results)\n", + "\n", + "# plotting\n", + "fig, axes = plt.subplots(3, 2, figsize=(10, 15))\n", + "plt.suptitle(\"Reservoir Property Distributions\")\n", + "reservoir_properties.thickness.plot.hist(ax=axes[0, 0])\n", + "reservoir_properties.porosity.plot.hist(ax=axes[0, 1])\n", + "reservoir_properties.ntg.plot.hist(ax=axes[1, 0])\n", + "reservoir_properties.depth.plot.hist(ax=axes[1, 1])\n", + "reservoir_properties.permeability.plot.hist(ax=axes[2, 0])\n", + "axes[2, 1].set_visible(False)\n", + "plt.savefig(output_data_path / \"reservoir_distributions.png\")" + ] }, { + "cell_type": "code", + "execution_count": 6, + "id": "49175e4fcba75e1a", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:36:58.494511100Z", - "start_time": "2026-03-03T13:36:58.055160100Z" + "end_time": "2026-03-10T09:16:40.736606Z", + "start_time": "2026-03-10T09:16:40.028692Z" } }, - "cell_type": "code", - "source": [ - "fig, axes = plt.subplots(2,2, figsize=(10,10))\n", - "plt.suptitle(f\"Simulation results\\nNo. of Samples: {Nsamples}\")\n", - "simulations.plot.scatter(x=\"permeability\", y=\"transmissivity\", ax=axes[0,0])\n", - "simulations.plot.scatter(x=\"permeability\", y=\"utc\", ax=axes[0,1])\n", - "simulations.plot.scatter(x=\"permeability\", y=\"power\", ax=axes[1,0])\n", - "simulations.plot.scatter(x=\"permeability\", y=\"npv\", ax=axes[1,1])\n", - "plt.savefig(output_data_path / \"simulation_results.png\")" - ], - "id": "49175e4fcba75e1a", "outputs": [ { "data": { + "image/png": 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", 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" + ] }, "metadata": {}, - "output_type": "display_data", - "jetTransient": { - "display_id": null - } + "output_type": "display_data" } ], - "execution_count": 5 + "source": [ + "fig, axes = plt.subplots(2, 2, figsize=(10, 10))\n", + "plt.suptitle(f\"Simulation results\\nNo. of Samples: {Nsamples}\")\n", + "simulations.plot.scatter(x=\"permeability\", y=\"transmissivity\", ax=axes[0, 0])\n", + "simulations.plot.scatter(x=\"permeability\", y=\"utc\", ax=axes[0, 1])\n", + "simulations.plot.scatter(x=\"permeability\", y=\"power\", ax=axes[1, 0])\n", + "simulations.plot.scatter(x=\"permeability\", y=\"npv\", ax=axes[1, 1])\n", + "plt.savefig(output_data_path / \"simulation_results.png\")" + ] }, { + "cell_type": "code", + "execution_count": 7, + "id": "403ee92e0db5a8c1", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:36:58.910898500Z", - "start_time": "2026-03-03T13:36:58.496185500Z" + "end_time": "2026-03-10T09:16:47.055438Z", + "start_time": "2026-03-10T09:16:46.146036Z" } }, - "cell_type": "code", - "source": [ - "fig, axes = plt.subplots(2,2, figsize=(10,10))\n", - "plt.suptitle(f\"Exceedance probability curves\\nNo. of Samples: {Nsamples}\")\n", - "plot_exceedance(results[\"permeability\"], ax=axes[0,0])\n", - "plot_exceedance(results[\"utc\"], ax=axes[0,1])\n", - "plot_exceedance(results[\"power\"], ax=axes[1,0])\n", - "plot_exceedance(results[\"npv\"], ax=axes[1,1])\n", - "axes[1, 1].axhline(results[\"pos\"], ls=\"--\", c=\"tab:orange\", label=f\"POS: {results['pos']:.1f}%\") # add the probability of success\n", - "axes[1, 1].axvline(0, ls=\"--\", c=\"tab:orange\") # add the probability of success\n", - "axes[1, 1].legend()\n", - "plt.savefig(output_data_path / \"exceedance_probabilities.png\")" - ], - "id": "403ee92e0db5a8c1", "outputs": [ { "data": { + "image/png": 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", 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" + ] }, "metadata": {}, - "output_type": "display_data", - "jetTransient": { - "display_id": null - } + "output_type": "display_data" } ], - "execution_count": 6 + "source": [ + "fig, axes = plt.subplots(2, 2, figsize=(10, 10))\n", + "plt.suptitle(f\"Exceedance probability curves\\nNo. of Samples: {Nsamples}\")\n", + "plot_exceedance(results[\"permeability\"], ax=axes[0, 0])\n", + "plot_exceedance(results[\"utc\"], ax=axes[0, 1])\n", + "plot_exceedance(results[\"power\"], ax=axes[1, 0])\n", + "plot_exceedance(results[\"npv\"], ax=axes[1, 1])\n", + "axes[1, 1].axhline(\n", + " results[\"pos\"], ls=\"--\", c=\"tab:orange\", label=f\"POS: {results['pos']:.1f}%\"\n", + ") # add the probability of success\n", + "axes[1, 1].axvline(0, ls=\"--\", c=\"tab:orange\") # add the probability of success\n", + "axes[1, 1].legend()\n", + "plt.savefig(output_data_path / \"exceedance_probabilities.png\")" + ] } ], "metadata": { diff --git a/examples/09_example_depthvar.ipynb b/examples/09_example_depthvar.ipynb index ca2252bae9ffb3fddda49bace8af50ebe7b82085..3c52222731ae132e4b2f379de630cb34bedc91be 100644 --- a/examples/09_example_depthvar.ipynb +++ b/examples/09_example_depthvar.ipynb @@ -2,14 +2,16 @@ "cells": [ { "cell_type": "code", + "execution_count": 5, "id": "initial_id", "metadata": { - "collapsed": true, "ExecuteTime": { - "end_time": "2026-03-03T13:37:20.746565Z", - "start_time": "2026-03-03T13:37:19.438418400Z" - } + "end_time": "2026-03-10T09:19:29.257715Z", + "start_time": "2026-03-10T09:19:29.252659Z" + }, + "collapsed": true }, + "outputs": [], "source": [ "from pathlib import Path\n", "\n", @@ -17,24 +19,25 @@ "import xarray as xr\n", "from matplotlib import pyplot as plt\n", "\n", - "from pythermogis import calculate_doublet_performance\n", + "from pythermogis.aquifer import Aquifer\n", + "from pythermogis.doublet import ThermoGISDoublet\n", "\n", "# output directory to write output to\n", - "output_data_path = Path( \"test_output\" )/ \"example9\"\n", - "output_data_path.mkdir(parents=True, exist_ok=True)\n", - "\n" - ], - "outputs": [], - "execution_count": 1 + "output_data_path = Path(\"test_output\") / \"example9\"\n", + "output_data_path.mkdir(parents=True, exist_ok=True)" + ] }, { + "cell_type": "code", + "execution_count": 6, + "id": "a6d8ce443789d9a7", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:37:20.781146300Z", - "start_time": "2026-03-03T13:37:20.749634100Z" + "end_time": "2026-03-10T09:19:31.772238Z", + "start_time": "2026-03-10T09:19:31.765941Z" } }, - "cell_type": "code", + "outputs": [], "source": [ "# define the poro-depth and the poro-perm relationships:\n", "# porosity = (poro_0-poro_base) * exp(-poro_k * depth) + poro_base, with depth in km\n", @@ -61,106 +64,104 @@ "thickness = 100\n", "ntg = 1.0\n", "\n", - "porosity = (poro_0-poro_b) * np.exp(-poro_k * (depths * 1e-3)) + poro_b\n", + "porosity = (poro_0 - poro_b) * np.exp(-poro_k * (depths * 1e-3)) + poro_b\n", "\n", "# expand porosity to have n_samples per depth, with uncertainty in porosity\n", "porosity = np.random.normal(porosity[:, None], poro_std, size=(n_depths, n_samples))\n", "porosity = np.clip(porosity, 0.0, 100.0)\n", "\n", - "permeability = np.exp(perm_a * porosity**2 + perm_b * porosity + perm_c)\n", + "permeability = np.exp(perm_a * porosity**2 + perm_b * porosity + perm_c)\n", "# clip to minimum transmissivity of 1Dm\n", - "permeability = np.clip(permeability, 1000/thickness, 1e10)\n", - "\n" - ], - "id": "a6d8ce443789d9a7", - "outputs": [], - "execution_count": 2 + "permeability = np.clip(permeability, 1000 / thickness, 1e10)" + ] }, { + "cell_type": "code", + "execution_count": 7, + "id": "11a0cbc01e678aac", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:37:20.815430Z", - "start_time": "2026-03-03T13:37:20.786313200Z" + "end_time": "2026-03-10T09:19:32.734221Z", + "start_time": "2026-03-10T09:19:32.727892Z" } }, - "cell_type": "code", + "outputs": [], "source": [ - "reservoir_properties = xr.Dataset(\n", - " {\n", - " \"thickness\": thickness,\n", - " \"porosity\": ([\"depth\", \"samples\"], porosity / 100),\n", - " \"ntg\": ntg,\n", - " \"permeability\": ([\"depth\", \"samples\"], permeability),\n", - " },\n", - " coords={\n", - " \"samples\": np.arange(n_samples),\n", - " \"depth\": depths,\n", - " },\n", + "porosity_da = xr.DataArray(\n", + " porosity / 100,\n", + " dims=[\"depth\", \"samples\"],\n", + " coords={\"depth\": depths, \"samples\": np.arange(n_samples)},\n", ")\n", - "\n" - ], - "id": "11a0cbc01e678aac", - "outputs": [], - "execution_count": 3 + "permeability_da = xr.DataArray(\n", + " permeability,\n", + " dims=[\"depth\", \"samples\"],\n", + " coords={\"depth\": depths, \"samples\": np.arange(n_samples)},\n", + ")\n", + "depth_da = xr.DataArray(depths, dims=[\"depth\"], coords={\"depth\": depths})\n", + "\n", + "aquifer = Aquifer(\n", + " thickness=thickness,\n", + " porosity=porosity_da,\n", + " ntg=ntg,\n", + " depth=depth_da,\n", + " permeability=permeability_da,\n", + ")" + ] }, { + "cell_type": "code", + "execution_count": 8, + "id": "32cea129f8b3506d", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:37:44.143852Z", - "start_time": "2026-03-03T13:37:20.820394700Z" + "end_time": "2026-03-10T10:01:37.392723Z", + "start_time": "2026-03-10T09:19:34.081411Z" } }, - "cell_type": "code", + "outputs": [], "source": [ - "\n", - "\n", "# For every sample, run a doublet simulation\n", - "simulations = calculate_doublet_performance(\n", - " reservoir_properties,\n", - " chunk_size=100,\n", - ")\n", - "\n" - ], - "id": "32cea129f8b3506d", - "outputs": [], - "execution_count": 4 + "simulations = ThermoGISDoublet(aquifer=aquifer).simulate(chunk_size=100).to_dataset()" + ] }, { + "cell_type": "code", + "execution_count": 9, + "id": "aecd4655184c635c", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:37:44.231800200Z", - "start_time": "2026-03-03T13:37:44.190199400Z" + "end_time": "2026-03-10T10:13:26.369438Z", + "start_time": "2026-03-10T10:13:26.186367Z" } }, - "cell_type": "code", + "outputs": [], "source": [ - "\n", - "simulations_stoch = simulations.quantile([0.1,0.5,0.9], dim=\"samples\")\n", - "\n" - ], - "id": "aecd4655184c635c", - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\work\\projects\\pythermogis\\.pixi\\envs\\default\\Lib\\site-packages\\numpy\\lib\\_nanfunctions_impl.py:1601: RuntimeWarning: All-NaN slice encountered\n", - " return _nanquantile_unchecked(\n" - ] - } - ], - "execution_count": 5 + "simulations_stoch = simulations.quantile([0.1, 0.5, 0.9], dim=\"samples\")" + ] }, { + "cell_type": "code", + "execution_count": 10, + "id": "db1a2e4b35262d5", "metadata": { "ExecuteTime": { - "end_time": "2026-03-03T13:37:44.480486400Z", - "start_time": "2026-03-03T13:37:44.232696400Z" + "end_time": "2026-03-10T10:13:32.272378Z", + "start_time": "2026-03-10T10:13:31.200248Z" } }, - "cell_type": "code", + "outputs": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "\n", "# make a plot showing there is a sweet spot between Doublet power, Cost of energy\n", "# and Transmissivity\n", "fig, ax = plt.subplots(figsize=(8, 6))\n", @@ -174,7 +175,7 @@ "# UTC\n", "ax2.fill_betweenx(p50.depth, p10.utc, p90.utc, color=\"lightgrey\", alpha=0.5)\n", "ax2.plot(p50.utc, p50.depth, label=\"UTC [€cts/kWh]\", color=\"lightgrey\")\n", - "ax2.set_xlim(0,50)\n", + "ax2.set_xlim(0, 50)\n", "\n", "# power\n", "ax2.fill_betweenx(p50.depth, p10.power, p90.power, color=\"black\", alpha=0.5)\n", @@ -208,24 +209,15 @@ "ax.legend(handles, labels)\n", "\n", "plt.savefig(output_data_path / \"depth_optimization.png\")" - ], - "id": "db1a2e4b35262d5", - "outputs": [ - { - "data": { - "text/plain": [ - "
" - ], - "image/png": 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" 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5aaa366385d716557e365f0a4e9c3fca43ba196872abbbe3d56bb610d131e192 md5: 4222072737ccff51314b5ece9c7d6f5a diff --git a/pyproject.toml b/pyproject.toml index bebb7bfb546b633dfb91cd0d6c4af20d6fd7731e..45578482f479051124405325dc1ac70fbbd08257 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -33,11 +33,11 @@ markers = [ "integration: Marks integration tests (deselect with '-m \"not integration\"')" ] -[tool.setuptools] -package-dir = {"" = "src"} +[tool.setuptools.packages.find] +include = ["pythermogis*"] [tool.setuptools.package-data] -"pythermogis" = ["thermogis_jar/*.jar"] # Ensure all files inside 'lib/' are included +"pythermogis" = ["resources/*.jar"] [tool.pixi.workspace] channels = ["conda-forge"] @@ -47,11 +47,11 @@ platforms = ["win-64", "linux-64"] pythermogis = { path = ".", editable = true } [tool.pixi.tasks] -test = "PYTHONPATH=src/pythermogis pytest -s tests/" -test_java_installation = "PYTHONPATH=src pytest -s tests/test_java_installation.py" +test = "PYTHONPATH=pythermogis pytest -s tests/" +test_java_installation = "PYTHONPATH=pytest -s tests/test_java_installation.py" build = "pixi run python -m build" publish = "pixi run twine upload -r gitlab-pythermogis dist/*" -pytg = "PYTHONPATH=src pixi run python src/pythermogis/main.py" +pytg = "python pythermogis/cli.py" [tool.pixi.dependencies] python = ">=3.13.2,<3.14" @@ -75,6 +75,7 @@ python-dotenv = ">=1.2.1,<2" numba = ">=0.63.1,<0.64" ruff = ">=0.14.10,<0.15" install-jdk = "==1.1.0" +pydantic = ">=2.12.5,<3" [tool.ruff] line-length = 88 diff --git a/pythermogis/__init__.py b/pythermogis/__init__.py new file mode 100644 index 0000000000000000000000000000000000000000..f0649658e26c9e0e42eef743ee93668bcb27f00d --- /dev/null +++ b/pythermogis/__init__.py @@ -0,0 +1,3 @@ +from pythermogis.jvm import start_jvm + +start_jvm() diff --git a/pythermogis/aquifer.py b/pythermogis/aquifer.py new file mode 100644 index 0000000000000000000000000000000000000000..7ffecb39bf40991687458f2ef8b7fe4862e87f39 --- /dev/null +++ b/pythermogis/aquifer.py @@ -0,0 +1,161 @@ +from __future__ import annotations + +import logging + +import numpy as np +import xarray as xr +from pydantic import BaseModel, ConfigDict, field_validator, model_validator + +from pythermogis.physics import calculate_temperature_from_gradient +from pythermogis.typing import FloatOrArray + +logger = logging.getLogger(__name__) + + +class BaseAquifer(BaseModel): + model_config = ConfigDict(arbitrary_types_allowed=True) + + porosity: FloatOrArray + ntg: FloatOrArray + depth: FloatOrArray + temperature: FloatOrArray | None = None + mask: FloatOrArray | None = None + + @field_validator("porosity", "ntg", mode="after") + @classmethod + def check_between_0_and_1(cls, value: FloatOrArray, info) -> FloatOrArray: + if isinstance(value, xr.DataArray): + if (value < 0.0).any() or (value > 1.0).any(): + raise ValueError( + f"{info.field_name} must be between 0.0 and 1.0 " + f"(100% {info.field_name} = 1.0)" + ) + elif not (0.0 <= value <= 1.0): + raise ValueError( + f"{info.field_name} must be between 0.0 and 1.0 " + f"(100% {info.field_name} = 1.0)" + ) + return value + + @model_validator(mode="after") + def set_default_mask(self) -> BaseAquifer: + if self.mask is None: + self.mask = np.nan + return self + + @model_validator(mode="after") + def check_array_alignment(self) -> BaseAquifer: + try: + self.to_dataset() + except ValueError as e: + raise ValueError( + f"DataArray fields have misaligned dimensions: {e}" + ) from e + return self + + @classmethod + def from_dataset(cls, ds: xr.Dataset) -> BaseAquifer: + return cls(**{str(var): ds[var] for var in ds.data_vars}) + + def calculate_temperature( + self, temperature_gradient: float, surface_temperature: float + ) -> None: + raise NotImplementedError + + def to_dataset(self) -> xr.Dataset: + return xr.Dataset( + { + field_name: value + for field_name, value in self + if isinstance(value, xr.DataArray) + } + ) + + +class Aquifer(BaseAquifer): + thickness: FloatOrArray + permeability: FloatOrArray | None = None + transmissivity: FloatOrArray | None = None + + @model_validator(mode="after") + def check_permeability_or_transmissivity(self) -> Aquifer: + has_perm = self.permeability is not None + has_trans = self.transmissivity is not None + + if not has_perm and not has_trans: + raise ValueError( + "Aquifer must provide either permeability or transmissivity; " + "currently neither are provided" + ) + + if has_perm and has_trans: + logger.warning( + "Both permeability and transmissivity provided; however the " + "doublet simulation will use only transmissivity and ignore " + "permeability (transmissivity = permeability * thickness)" + ) + + return self + + @field_validator("thickness", "permeability", "transmissivity", mode="after") + @classmethod + def check_non_negative( + cls, value: FloatOrArray | None, info + ) -> FloatOrArray | None: + if value is None: + return value + if isinstance(value, xr.DataArray): + if (value < 0.0).any(): + raise ValueError( + f"{info.field_name} must always be >= 0.0; " + f"negative values are not allowed" + ) + elif value < 0.0: + raise ValueError( + f"{info.field_name} must always be >= 0.0; " + f"negative values are not allowed" + ) + return value + + @model_validator(mode="after") + def calculate_transmissivity(self) -> Aquifer: + if self.transmissivity is None: + self.transmissivity = self.permeability * self.thickness + return self + + def calculate_temperature( + self, temperature_gradient: float, surface_temperature: float + ) -> None: + self.temperature = calculate_temperature_from_gradient( + self.depth, self.thickness, temperature_gradient, surface_temperature + ) + + +class StochasticAquifer(BaseAquifer): + thickness_mean: FloatOrArray + thickness_sd: FloatOrArray + ln_permeability_mean: FloatOrArray + ln_permeability_sd: FloatOrArray + + @field_validator("thickness_mean", "thickness_sd", mode="after") + @classmethod + def check_non_negative(cls, value: FloatOrArray, info) -> FloatOrArray: + if isinstance(value, xr.DataArray): + if (value < 0.0).any(): + raise ValueError( + f"{info.field_name} must always be >= 0.0; " + f"negative values are not allowed" + ) + elif value < 0.0: + raise ValueError( + f"{info.field_name} must always be >= 0.0; " + f"negative values are not allowed" + ) + return value + + def calculate_temperature( + self, temperature_gradient: float, surface_temperature: float + ) -> None: + self.temperature = calculate_temperature_from_gradient( + self.depth, self.thickness_mean, temperature_gradient, surface_temperature + ) diff --git a/pythermogis/cli.py b/pythermogis/cli.py new file mode 100644 index 0000000000000000000000000000000000000000..96922fdecaf143982e978ef609b27afa65fb69d7 --- /dev/null +++ b/pythermogis/cli.py @@ -0,0 +1,126 @@ +import json +from pathlib import Path + +import typer + +from pythermogis.aquifer import Aquifer +from pythermogis.doublet import ThermoGISDoublet +from pythermogis.potential import calculate_potential + +app = typer.Typer(pretty_exceptions_enable=False) + + +@app.command() +def info(): + print( + "This is the pyThermoGIS Repository; " + "it is a python API to the ThermoGIS Simulation code." + ) + print("You can run commands by typing:\n") + print("\t pytg simulate-doublet") + + +@app.command() +def simulate_doublet( + depth: float = typer.Option( + 500, help="The depth of the aquifer, +ive downwards, units: [m]" + ), + temperature: float = typer.Option( + None, + help="The temperature of the aquifer, " + "if not provided this will be calculated using a " + "Temperature gradient of 8°C + 31°C/km with the depth parameter,", + ), + thickness: float = typer.Option( + 500, help="The thickness of the aquifer, units: [m]" + ), + ntg: float = typer.Option( + 0.5, help="The net-to-gross of the aquifer, units: [0-1]" + ), + porosity: float = typer.Option( + 0.5, help="The porosity of the aquifer, between 0-1 (1 = 100%), units: [0-1]" + ), + permeability: float = typer.Option( + 150, help="The permeability of the aquifer, units: [mD]" + ), + output_file: Path = typer.Option( # noqa: B008 + None, + help="A file to output the data to, accepted filetypes are:" + " .nc, .csv, .xlsx, .json", + ), + verbose: bool = typer.Option( + False, help="print the input data and output data to terminal" + ), +) -> None: + """Simulate a Geothermal Doublet, with no stochastics (only a P50 simulation)""" + + aquifer = Aquifer( + depth=depth, + thickness=thickness, + ntg=ntg, + porosity=porosity, + permeability=permeability, + temperature=temperature, + ) + + if verbose: + print("\n---simulation input---") + print(aquifer) + + output_data = ThermoGISDoublet(aquifer=aquifer).simulate().to_dataset() + + if verbose: + print("\n---simulation output---") + [print(f"{var}:\n{output_data[var].values}\n") for var in output_data.data_vars] + + if output_file is not None: + if output_file.suffix == ".nc": + output_data.to_netcdf(str(output_file)) + elif output_file.suffix == ".csv": + output_data.to_dataframe().to_csv(str(output_file)) + elif output_file.suffix == ".xlsx": + output_data.to_dataframe().to_excel(str(output_file)) + elif output_file.suffix == ".json": + with open(str(output_file), "w") as f: + json.dump(output_data.to_dict(), f) + else: + typer.echo( + typer.style( + "Error: Invalid output file type provided," + " currently supported: .nc, .csv, .json", + fg=typer.colors.RED, + bold=True, + ) + ) + + +@app.command() +def potential( + temperature: float = typer.Option( + 50, + help="The temperature of the aquifer, " + "if not provided this will be calculated using a Temperature gradient " + "of 8°C + 31°C/km with the depth parameter,", + ), + thickness: float = typer.Option( + 500, help="The thickness of the aquifer, units: [m]" + ), + ntg: float = typer.Option( + 0.5, help="The net-to-gross of the aquifer, units: [0-1]" + ), + porosity: float = typer.Option( + 0.5, help="The porosity of the aquifer, between 0-1 (1 = 100%), units: [0-1]" + ), + depth: float = typer.Option( + 500, help="The depth of the aquifer, +ive downwards, units: [m]" + ), +) -> None: + """Perform the potential calculation for a given location.""" + results = calculate_potential(None, porosity, temperature, depth, thickness, ntg) + + print("\n---potential results---") + print(results) + + +if __name__ == "__main__": + app() diff --git a/src/pythermogis/constants.py b/pythermogis/constants.py similarity index 56% rename from src/pythermogis/constants.py rename to pythermogis/constants.py index e7fe928dd8e3014966dc99ccd84354d3e81f5aca..3d92a6ffa0e13737e06d492d018c57099cdd2cee 100644 --- a/src/pythermogis/constants.py +++ b/pythermogis/constants.py @@ -1,18 +1,16 @@ -from pathlib import Path import platform +from pathlib import Path -THERMOGIS_JAR_PATH = ( - Path(__file__).parent / "thermogis_jar" / "thermogis-1.7.0-pythermogis.jar" -) - -JVM17_PATH = Path(__file__).parent / "jvm" / "JVM17" +RESOURCES_FOLDER = Path(__file__).parent / "resources" +THERMOGIS_JAR_PATH = RESOURCES_FOLDER / "thermogis-1.7.0-pythermogis.jar" +JVM17_PATH = RESOURCES_FOLDER / "JVM17" os_name = platform.system() if os_name == "Linux": JVM17_DLL_PATH = JVM17_PATH / "jdk17" / "lib" / "server" / "libjvm.so" -elif os_name == "Darwin": # mac +elif os_name == "Darwin": # mac JVM17_DLL_PATH = JVM17_PATH / "jdk17" / "lib" / "server" / "libjvm.dylib" elif os_name == "Windows": JVM17_DLL_PATH = JVM17_PATH / "jdk17" / "bin" / "server" / "jvm.dll" else: - raise SyntaxError(f"Operating System not supported: {os_name}") + raise RuntimeError(f"Operating System not supported: {os_name}") diff --git a/src/pythermogis/dask_utils/auto_chunk.py b/pythermogis/dask.py similarity index 78% rename from src/pythermogis/dask_utils/auto_chunk.py rename to pythermogis/dask.py index 9d64437c2d55c7a333b23f8dd116a37f27280058..31ff1af292f4df1730c2869e6048c1cf42e1fe99 100644 --- a/src/pythermogis/dask_utils/auto_chunk.py +++ b/pythermogis/dask.py @@ -1,7 +1,10 @@ import numpy as np import xarray as xr -def auto_chunk_dataset(dataset_to_chunk: xr.Dataset | xr.DataArray, target_chunk_size: int) -> xr.Dataset | xr.DataArray: + +def auto_chunk_dataset( + dataset_to_chunk: xr.Dataset | xr.DataArray, target_chunk_size: int +) -> xr.Dataset | xr.DataArray: """ Automatically chunks a Dataset or DataArray so that each chunk contains approximately `target_chunk_size` number of elements. @@ -16,18 +19,21 @@ def auto_chunk_dataset(dataset_to_chunk: xr.Dataset | xr.DataArray, target_chunk dim_sizes = dataset_to_chunk.sizes total_size = np.prod(list(dim_sizes.values())) - if total_size <= target_chunk_size: # No need to chunk, return reservoir property as is + if ( + total_size <= target_chunk_size + ): # No need to chunk, return reservoir property as is return dataset_to_chunk # Start with full size chunking = {dim: dim_sizes[dim] for dim in dataset_to_chunk.dims} - # Greedy algorithm: reduce chunk size along largest dimensions, until target_chunk_size is reached + # Greedy algorithm: reduce chunk size along largest dimensions, + # until target_chunk_size is reached current_chunk_size = total_size while current_chunk_size > target_chunk_size: # Sort dims by current chunk size (largest first) dim_by_size = sorted(chunking.items(), key=lambda kv: kv[1], reverse=True) - for dim, size in dim_by_size: + for dim, _size in dim_by_size: if chunking[dim] > 1: chunking[dim] = max(1, chunking[dim] // 2) break # reduce one dimension at a time diff --git a/pythermogis/doublet.py b/pythermogis/doublet.py new file mode 100644 index 0000000000000000000000000000000000000000..c11ecec97948be0d13592b9efd2a7e2c55cdad63 --- /dev/null +++ b/pythermogis/doublet.py @@ -0,0 +1,265 @@ +import logging +import timeit + +import numpy as np +import xarray as xr +from jpype import JClass +from pydantic import BaseModel, ConfigDict + +from pythermogis.aquifer import Aquifer, StochasticAquifer +from pythermogis.dask import auto_chunk_dataset +from pythermogis.mock import create_logger_mock +from pythermogis.settings import UTCSettings +from pythermogis.transmissivity import ( + generate_thickness_permeability_transmissivity_for_pvalues, +) +from pythermogis.typing import FloatOrArray + +logger = logging.getLogger(__name__) + + +class ThermoGISDoubletResults(BaseModel): + model_config = ConfigDict(arbitrary_types_allowed=True, frozen=True) + + power: FloatOrArray + heat_pump_power: FloatOrArray + capex: FloatOrArray + opex: FloatOrArray + utc: FloatOrArray + npv: FloatOrArray + hprod: FloatOrArray + cop: FloatOrArray + cophp: FloatOrArray + pres: FloatOrArray + flow_rate: FloatOrArray + welld: FloatOrArray + inj_temp: FloatOrArray + prd_temp: FloatOrArray + transmissivity_with_ntg: FloatOrArray + thickness: FloatOrArray + transmissivity: FloatOrArray + permeability: FloatOrArray | None + temperature: FloatOrArray + + def to_dataset(self) -> xr.Dataset: + return xr.Dataset({field: getattr(self, field) for field in self.model_fields}) + + +class ThermoGISDoublet: + def __init__( + self, aquifer: Aquifer | StochasticAquifer, settings: UTCSettings | None = None + ): + self.aquifer = aquifer + self.settings = settings + + if self.settings is None: + self.settings = UTCSettings() + + if self.aquifer.temperature is None: + self.aquifer.calculate_temperature( + self.settings.temperature_gradient, + self.settings.surface_temperature, + ) + + def simulate( + self, + p_values: list[float] | None = None, + mask_value: float | None = None, + chunk_size: int | None = None, + ) -> ThermoGISDoubletResults: + start = timeit.default_timer() + + if isinstance(self.aquifer, StochasticAquifer) and p_values is None: + raise ValueError("Please provide p values when using a StochasticAquifer.") + + if mask_value is None: + mask_value = 0.0 if p_values is not None else np.nan + + if p_values is not None: + thickness, permeability, transmissivity = ( + self._resolve_stochastic_properties(p_values) + ) + else: + thickness = self.aquifer.thickness + permeability = self.aquifer.permeability + transmissivity = self.aquifer.transmissivity + + transmissivity_with_ntg = (transmissivity * self.aquifer.ntg) / 1e3 + + fields = [ + self.aquifer.mask, + self.aquifer.depth, + thickness, + self.aquifer.porosity, + self.aquifer.ntg, + self.aquifer.temperature, + transmissivity, + transmissivity_with_ntg, + ] + + if chunk_size is not None: + fields = [ + auto_chunk_dataset(f, chunk_size) if isinstance(f, xr.DataArray) else f + for f in fields + ] + + output_arrays = xr.apply_ufunc( + _run_doublet_at_location, + *fields, + kwargs={"utc_input": self.settings.to_java(), "mask_value": mask_value}, + dask="parallelized", + input_core_dims=[[], [], [], [], [], [], [], []], + output_core_dims=[[], [], [], [], [], [], [], [], [], [], [], [], [], []], + vectorize=True, + ) + + if chunk_size is not None: + output_arrays = [ + a.load() if isinstance(a, xr.DataArray) else a for a in output_arrays + ] + transmissivity_with_ntg = ( + transmissivity_with_ntg.load() + if isinstance(transmissivity_with_ntg, xr.DataArray) + else transmissivity_with_ntg + ) + thickness = ( + thickness.load() if isinstance(thickness, xr.DataArray) else thickness + ) + permeability = ( + permeability.load() + if isinstance(permeability, xr.DataArray) + else permeability + ) + transmissivity = ( + transmissivity.load() + if isinstance(transmissivity, xr.DataArray) + else transmissivity + ) + + logger.info( + "Doublet simulation took %.1f seconds", timeit.default_timer() - start + ) + + return ThermoGISDoubletResults( + power=output_arrays[0], + heat_pump_power=output_arrays[1], + capex=output_arrays[2], + opex=output_arrays[3], + utc=output_arrays[4], + npv=output_arrays[5], + hprod=output_arrays[6], + cop=output_arrays[7], + cophp=output_arrays[8], + pres=output_arrays[9], + flow_rate=output_arrays[10], + welld=output_arrays[11], + inj_temp=output_arrays[12], + prd_temp=output_arrays[13], + transmissivity_with_ntg=transmissivity_with_ntg, + thickness=thickness, + transmissivity=transmissivity, + permeability=permeability, + temperature=self.aquifer.temperature, + ) + + def _resolve_stochastic_properties( + self, p_values: list[float] + ) -> tuple[xr.DataArray, xr.DataArray, xr.DataArray]: + p_values_da = xr.DataArray( + data=p_values, dims=["p_value"], coords={"p_value": p_values} + ) + + thickness, permeability, transmissivity = xr.apply_ufunc( + generate_thickness_permeability_transmissivity_for_pvalues, + self.aquifer.thickness_mean, + self.aquifer.thickness_sd, + self.aquifer.ln_permeability_mean, + self.aquifer.ln_permeability_sd, + p_values_da, + input_core_dims=[[], [], [], [], ["p_value"]], + output_core_dims=[["p_value"], ["p_value"], ["p_value"]], + vectorize=True, + dask="parallelized", + ) + + return thickness, permeability, transmissivity + + +def _run_doublet_at_location( + mask: float, + depth: float, + thickness: float, + porosity: float, + ntg: float, + temperature: float, + transmissivity: float, + transmissivity_with_ntg: float, + utc_input, + mask_value: float, +) -> tuple: + if np.any( + np.isnan( + [ + depth, + ntg, + porosity, + temperature, + thickness, + transmissivity, + transmissivity_with_ntg, + ] + ) + ): + return (np.nan,) * 14 + + if not np.isnan(mask) or temperature < utc_input.minProdTemp(): + return (mask_value,) * 14 + + doublet = JClass("thermogis.calc.utc.doublet.ThermoGisDoublet")( + create_logger_mock(), utc_input + ) + DoubletInput = JClass("thermogis.calc.utc.doublet.Doublet.DoubletInput") + doublet_input = DoubletInput( + -9999.0, + thickness, + transmissivity, + transmissivity_with_ntg, + ntg, + depth, + porosity, + temperature, + None, + ) + + try: + results = doublet.calculateDoubletPerformance(doublet_input) + except Exception: + return (mask_value,) * 14 + + if results is None or results.utc() == -9999.0: + return (mask_value,) * 14 + + hprod = results.hprod() + utc_cut = ( + utc_input.utcCutoffDeep() + if depth > utc_input.utcDeepDepth() + else utc_input.utcCutoff() + ) + npv = 1e-6 * (utc_cut - results.utc()) * 3.6 * hprod * (1 - utc_input.taxRate()) + + return ( + results.power(), + results.hppower(), + results.capex(), + results.opex(), + results.utc(), + npv, + hprod, + results.cop(), + results.cophp(), + results.pres(), + results.flow(), + results.welld(), + results.injectionTemp(), + results.productionTemp(), + ) diff --git a/src/pythermogis/jvm/jvm_start.py b/pythermogis/jvm.py similarity index 94% rename from src/pythermogis/jvm/jvm_start.py rename to pythermogis/jvm.py index 64252140f4c84f73862e097b97b96b0e826796e0..6000ab710cf3780f5cb3aa208d66c3a806b66751 100644 --- a/src/pythermogis/jvm/jvm_start.py +++ b/pythermogis/jvm.py @@ -1,8 +1,8 @@ import faulthandler +import shutil import jdk import jpype -import shutil from pythermogis.constants import JVM17_DLL_PATH, JVM17_PATH, THERMOGIS_JAR_PATH @@ -64,8 +64,5 @@ def start_jvm(): # install using the install-jdk package install_jvm() - if not THERMOGIS_JAR_PATH.exists(): - raise FileNotFoundError(f"Jar file not found at {THERMOGIS_JAR_PATH}.") - # starts the java virtual machine and loads the thermogis classes jpype.startJVM(str(JVM17_DLL_PATH), classpath=[str(THERMOGIS_JAR_PATH)]) diff --git a/src/pythermogis/thermogis_classes/mock.py b/pythermogis/mock.py similarity index 88% rename from src/pythermogis/thermogis_classes/mock.py rename to pythermogis/mock.py index 79a796cb95db9cc9c4cf9e2956215346d26ba875..7e9a452355e8ed5ec93dd4663f1950cd88d5b208 100644 --- a/src/pythermogis/thermogis_classes/mock.py +++ b/pythermogis/mock.py @@ -1,12 +1,12 @@ import jpype from jpype import JImplements, JOverride + def create_logger_mock(): """Call this only after JVM has started.""" @JImplements("logging.Logger") class LoggerMock: - @JOverride def initialize(self, clazz): pass @@ -23,10 +23,6 @@ def create_logger_mock(): def warn(self, message): pass - @JOverride - def error(self, message): - pass - @JOverride(sticky=True) def error(self, message, throwable=None): pass @@ -39,4 +35,4 @@ def create_logger_mock(): def clearWarningStore(self): pass - return LoggerMock() \ No newline at end of file + return LoggerMock() diff --git a/src/pythermogis/physics/water.py b/pythermogis/physics.py similarity index 93% rename from src/pythermogis/physics/water.py rename to pythermogis/physics.py index ab532a954f859c0f22d81f42d40e03028d6b0f9c..9d34cdf4958d7b83ae1a4d3d59246c7bdd4fe4a5 100644 --- a/src/pythermogis/physics/water.py +++ b/pythermogis/physics.py @@ -1,3 +1,9 @@ +def calculate_temperature_from_gradient( + depth: float, thickness: float, degrees_per_km: float, surface_temperature: float +) -> float: + return surface_temperature + (depth + thickness / 2) * (degrees_per_km * 0.001) + + def calculate_water_density( pressure_pa: float, temperature_celsius: float, diff --git a/pythermogis/plot.py b/pythermogis/plot.py new file mode 100644 index 0000000000000000000000000000000000000000..ca917750a7a367d77d7f38bd1fcc8572c4705ffe --- /dev/null +++ b/pythermogis/plot.py @@ -0,0 +1,156 @@ +import math +from pathlib import Path + +import matplotlib.pyplot as plt +import xarray as xr +from pygridsio import plot_grid + + +def plot_exceedance( + variable: xr.DataArray, ax=None, outfile: str | Path = None, show=False +): + """ + Provided a variable which has dimensions p_value then plot the exceedance + probability of that variable + """ + if "p_value" not in variable.dims: + raise ValueError("Variable does not have dimension 'p_value'") + if len(variable.dims) > 1: + raise ValueError("Variable contains more than one dimension") + + values = variable.values + p_values = variable.p_value + survival_probs = 100 - p_values + + if ax is None: + fig, ax = plt.subplots(1, 1, figsize=(8, 8)) + + ax.plot(values, survival_probs) + ax.set_xlabel(f"{variable.name}") + ax.set_ylabel("Exceedance probability (P[X > x])") + ax.grid(True) + + if outfile is not None: + plt.savefig(outfile) + + if show: + plt.show() + + +def plot_doublet_performance_results( + results: xr.Dataset, outfile: Path | str = None, title: str = None +) -> None: + """ + This will make plots of the results, with two modes; + 1. If the results DataSet has a dimension of [p_value] line plots of all variables + with p_value as the x-axis will be made + 2. If he dimensions are [p_value, x, y] then maps of all variables will be made + with the variables along the row of the plot and p_value along the column + + if no outfile is provided the plots will be shown using plt.show() + :param title: + :param outfile: + :param results: + :return: + """ + dims = list(results.dims) + if dims == ["p_value"] and len(results.p_value) > 1: + plot_maps = False + elif set(dims) == {"p_value", "x", "y"}: + plot_maps = True + else: + raise TypeError( + f"Results Dataset has dims:" + f" {results.dims}.plot_doublet_performance_results() only accepts:" + f"\n1. a results DataSet with dims=[p_value] " + f"(where their is more than 1 p_value)\n2. " + f"or dims=[p_value, x, y]\nInstead, write a custom plotting function" + f" for your dataset." + ) + + if plot_maps: + _plot_doublet_performance_results_maps(results, outfile=outfile, title=title) + else: + _plot_doublet_performance_results_pvalue(results, outfile=outfile, title=title) + + +def _plot_doublet_performance_results_pvalue( + results: xr.Dataset, outfile: Path | str = None, title: str = None +) -> None: + """ + Given a results DataSet with the dimensions of p_value (and *only* p_value) + then make a plot of every variable in that results dataset varying as a + function of p_value + :param results: + :param outfile: + :param title: + :return: + """ + n_variables = len(results.variables) + rounded_up = int(math.ceil(n_variables / 5) * 5) + ncols = 5 + nrows = rounded_up / 5 + + fig, axes = plt.subplots( + nrows=int(nrows), ncols=int(ncols), figsize=(5 * ncols, 5 * nrows), sharex=True + ) + axes_flat = axes.flatten() + + [ + results[variable].plot(ax=axes_flat[i_variable], x="p_value") + for i_variable, variable in enumerate(results.variables) + ] + + [ + ax.set_visible(False) for ax in axes_flat[n_variables:] + ] # set unused axes to invisible + plt.suptitle(title) + + if outfile is not None: + plt.savefig(outfile) + plt.close() + return + + plt.show() + + +def _plot_doublet_performance_results_maps( + results: xr.Dataset, outfile: Path | str = None, title: str = None +) -> None: + """ + Given a results DataSet with the dimensions of p_value, x, y + then make a map plot of every variable in that results dataset with variables + changing per-row and p_value changing per-column + :param results: + :param outfile: + :param title: + :return: + """ + n_variables = len(results.variables) - 3 # don't plot the p_value, x or y variables + n_p_values = len(results.p_value) + + fig, axes = plt.subplots( + nrows=n_variables, + ncols=n_p_values, + figsize=(5 * n_p_values, 5 * n_variables), + sharex=True, + sharey=True, + ) + for i_p_value, _p_value in enumerate(results.p_value): + results_p_value = results.isel(p_value=i_p_value) + for i_variable, variable in enumerate(results.variables): + if variable in ["p_value", "x", "y"]: + continue + if axes.ndim == 2: + ax = axes[i_variable - 3, i_p_value] + else: + ax = axes[i_variable - 3] + plot_grid(results_p_value[variable], axes=ax) + plt.suptitle(title) + + if outfile is not None: + plt.savefig(outfile) + plt.close() + return + + plt.show() diff --git a/src/pythermogis/postprocessing/pos.py b/pythermogis/postprocess.py similarity index 70% rename from src/pythermogis/postprocessing/pos.py rename to pythermogis/postprocess.py index f0ddd4cef1c0a1c781cd613ace79aedf9e2459e5..4bc2014fa4265d14a22ef5de7ddf21e16dfb3920 100644 --- a/src/pythermogis/postprocessing/pos.py +++ b/pythermogis/postprocess.py @@ -1,9 +1,12 @@ -import xarray as xr import numpy as np +import xarray as xr + -def calculate_pos_pvalues_singlelocation(npv: xr.DataArray, p_values: xr.DataArray) -> float: +def calculate_pos_pvalues_singlelocation( + npv: xr.DataArray, p_values: xr.DataArray +) -> float: """ - Calculate the probability of success (POS) from net present value (NPV) and p-values. + Calculate the probability of success (POS) from net present value (NPV) & p-values. Parameters ---------- @@ -21,26 +24,27 @@ def calculate_pos_pvalues_singlelocation(npv: xr.DataArray, p_values: xr.DataArr if npv.ndim != 1 or p_values.ndim != 1: raise ValueError("Both npv and p_values must be 1D arrays.") - - if np.all(np.diff(npv) > 0): # if values are strictly increasing + if np.all(np.diff(npv) > 0): # if values are strictly increasing return 100 - np.interp(0.0, npv, p_values) # Reverse the order of npv and p_values for interpolation return np.interp(0.0, npv[::-1], p_values[::-1]) -def calculate_pos(results:xr.Dataset) -> xr.Dataset: + +def calculate_pos(results: xr.Dataset) -> xr.Dataset: """ - Calculate the probability of success (POS) for each p-value in the results dataset based on the net present value (NPV). + Calculate the probability of success (POS) for each p-value in the results + dataset based on the net present value (NPV). """ # alternatively calculate pos map, by xr.apply_ufunc and plot ma pos = xr.apply_ufunc( calculate_pos_pvalues_singlelocation, results.npv, results.p_value, - input_core_dims=[['p_value'], ['p_value']], + input_core_dims=[["p_value"], ["p_value"]], vectorize=True, - dask='parallelized', - output_dtypes=[float] + dask="parallelized", + output_dtypes=[float], ) pos.name = "POS" # set name for the pos variable - return pos \ No newline at end of file + return pos diff --git a/src/pythermogis/potential/potential.py b/pythermogis/potential.py similarity index 91% rename from src/pythermogis/potential/potential.py rename to pythermogis/potential.py index 4e403700448e5d28e869a99271ef9dfb205336f2..b15726d95c476ab35231b30dfb8969e320358f74 100644 --- a/src/pythermogis/potential/potential.py +++ b/pythermogis/potential.py @@ -1,13 +1,12 @@ from typing import NamedTuple -from jpype import JClass - -from pythermogis.physics.water import ( +from pythermogis.physics import ( calculate_hydrostatic_pressure, calculate_water_density, calculate_water_heat_capacity, calculate_water_salinity, ) +from pythermogis.settings import PotentialSettings class PotentialOutput(NamedTuple): @@ -16,7 +15,7 @@ class PotentialOutput(NamedTuple): def calculate_potential( - props: JClass, + settings: PotentialSettings | None, porosity: float, temperature: float, depth: float, @@ -32,6 +31,11 @@ def calculate_potential( To calculate the actual potential like in the java code, the input should contain multiple p-value values. """ + if settings is None: + settings = PotentialSettings() + + props = settings.create_potential_input() + mid_depth = depth + thickness / 2 hydrostatic_pressure = calculate_hydrostatic_pressure(mid_depth) diff --git a/src/pythermogis/thermogis_jar/thermogis-1.7.0-pythermogis.jar b/pythermogis/resources/thermogis-1.7.0-pythermogis.jar similarity index 100% rename from src/pythermogis/thermogis_jar/thermogis-1.7.0-pythermogis.jar rename to pythermogis/resources/thermogis-1.7.0-pythermogis.jar diff --git a/pythermogis/settings.py b/pythermogis/settings.py new file mode 100644 index 0000000000000000000000000000000000000000..d2459c00cfc17191207e32cd0930b5462f24fdd9 --- /dev/null +++ b/pythermogis/settings.py @@ -0,0 +1,638 @@ +from __future__ import annotations + +from dataclasses import dataclass +from typing import TYPE_CHECKING + +from jpype import JClass + +if TYPE_CHECKING: + from pathlib import Path + + +@dataclass +class UTCSettings: + """ + Parameters + ---------- + optimize_well_distance: + Default: True + Description: Whether to optimize well distance or not. If not, "well_distance" + is used + + use_kestin_viscosity: + Default: False + Description: when False the Batzlewang viscosity will be used in Doubletcalc + + use_orc: + Default: False + Description: Whether o use a binary cycle (Organic Rankine Cycle) + + use_well_stimulation: + Default: False + Description: Use well stimulation or not + + use_heatpump: + Default: False + Description: Use heatpump or not + + use_electric_heat_in_power: + Default: False + Description: + + level_of_detail: + Default: 4 + Unit: - + Description: + + max_undefined_cells: + Default: 3 + Unit: - + Description: + + scale_factor: + Default: 1.0 + Unit: - + Description: + + min_production_temp: + Default: 20.0 + Unit: °C + Description: + + dh_return_temp: + Default: 30.0 + Unit: °C + Description: + + well_distance: + Default: 1500.0 + Unit: m + Description: + + min_well_distance: + Default: 100.0 + Unit: m + Description: + + max_well_distance: + Default: 3000.0 + Unit: m + Description: + + lifetime: + Default: 50 + Unit: years + Description: + + max_tvd_stepout_factor: + Default: 1.0 + Unit: - + Description: + + rock_density: + Default: 2700.0 + Unit: kg m-3 + Description: + + rock_heat_capacity: + Default: 1000.0 + Unit: J kg-1 K-1 + Description: + + cooling_frac: + Default: 0.1 + Unit: - + Description: + + max_depth: + Default: 6000.0 + Unit: m + Description: + + max_flow: + Default: 500.0 + Unit: m3/h + Description: + + hydraulic_gradient: + Default: 0.105 + Unit: - + Description: + + min_pump: + Default: 1.0 + Unit: bar + Description: Min pump pressure + + max_pump: + Default: 300.0 + Unit: bar + Description: Max pressure + + utc_slope_tolerance: + Default: 0.0 + Unit: - + Description: + + temperature_gradient: + Default: 31.0 + Unit: °C km-1 + Description: + + surface_temperature: + Default: 10.0 + Unit: °C + Description: + + kh_cutoff: + Default: 1.0 + Unit: mD m + Description: + + doublet_anisotropy: + Default: 1.0 + Unit: - + Description: + + surface_salinity: + Default: 0.0 + Unit: g L-1 + Description: + + salinity_gradient: + Default: 46.67 + Unit: g L-1 km-1 + Description: + + pump_efficiency: + Default: 0.6 + Unit: - + Description: + + pump_depth: + Default: 300.0 + Unit: m + Description: + + segment_length: + Default: 50.0 + Unit: m + Description: + + outer_diameter: + Default: 8.5 + Unit: inch + Description: + + inner_diameter: + Default: 8.5 + Unit: inch + Description: + + roughness: + Default: 1.38 + Unit: mm + Description: + + injector_skin: + Default: -1.0 + Unit: - + Description: + + producer_skin: + Default: -1.0 + Unit: - + Description: + + economic_lifetime: + Default: 15 + Unit: years + Description: + + drilling_time: + Default: 2 + Unit: years + Description: + + load_hours: + Default: 6000.0 + Unit: h yr-1 + Description: + + well_cost_constant: + Default: 0.25 + Unit: M€ + Description: + + well_cost_depth: + Default: 700.0 + Unit: m + Description: + + well_cost_depth2: + Default: 0.2 + Unit: M€ m-1 + Description: + + well_cost_scaling: + Default: 1.5 + Unit: - + Description: + + well_curve_scaling: + Default: 1.1 + Unit: - + Description: + + capex_constant: + Default: 3.0 + Unit: M€ + Description: + + capex_variable: + Default: 300.0 + Unit: € kW-1 + Description: + + capex_contingency: + Default: 15.0 + Unit: % + Description: + + opex_base: + Default: 0.0 + Unit: M€ yr-1 + Description: + + opex_power: + Default: 100.0 + Unit: € kW-1 yr-1 + Description: + + opex_energy: + Default: 0.19 + Unit: € kWh-1 + Description: + + opex_per_capex: + Default: 0.0 + Unit: % + Description: + + electricity_purchase_price: + Default: 8.0 + Unit: € ct kWh-1 + Description: + + tax_rate: + Default: 25.0 + Unit: % + Description: + + interest_loan: + Default: 5.0 + Unit: % + Description: + + inflation: + Default: 2.0 + Unit: % + Description: + + equity_return: + Default: 7.0 + Unit: % + Description: + + debt_equity: + Default: 80.0 + Unit: % + Description: + + heat_exchanger_efficiency: + Default: 1.0 + Unit: - + Description: + + heat_exchanger_parasitic: + Default: 0.0 + Unit: - + Description: + + heat_exchanger_base_temp: + Default: 10.0 + Unit: °C + Description: + + max_cooling_temperature_range: + Default: 100.0 + Unit: °C + Description: + + added_skin_injector: + Default: -3.0 + Unit: - + Description: + + added_skin_producer: + Default: -3.0 + Unit: - + Description: + + max_kh_stimulation: + Default: 20.0 + Unit: mD m + Description: + + stimulation_capex: + Default: 0.5 + Unit: M€ + Description: + + minimum_injection_temperature: + Default: 15.0 + Unit: °C + Description: + + goal_temperature: + Default: 70.0 + Unit: °C + Description: + + heat_pump_capex: + Default: 600.0 + Unit: € kW-1 + Description: + + heat_pump_opex: + Default: 60.0 + Unit: € kW-1 yr-1 + Description: + + heat_pump_alternative_heating_price: + Default: 2.8 + Unit: € ct kWh-1 + Description: + """ + + optimize_well_distance: bool = True + use_kestin_viscosity: bool = False + use_orc: bool = False + use_well_stimulation: bool = False + use_heatpump: bool = False + use_electric_heat_in_power: bool = False + level_of_detail: int = 4 + max_undefined_cells: int = 3 + scale_factor: float = 1.0 + min_production_temp: float = 20.0 + dh_return_temp: float = 30.0 + well_distance: float = 1500.0 + min_well_distance: float = 100.0 + max_well_distance: float = 3000.0 + lifetime: int = 50 + max_tvd_stepout_factor: float = 1.0 + rock_density: float = 2700.0 + rock_heat_capacity: float = 1000.0 + cooling_frac: float = 0.1 + max_depth: float = 6000.0 + max_flow: float = 500.0 + hydraulic_gradient: float = 0.105 + min_pump: float = 1.0 + max_pump: float = 300.0 + utc_slope_tolerance: float = 0.0 + temperature_gradient: float = 31.0 + surface_temperature: float = 10.0 + kh_cutoff: float = 1.0 + doublet_anisotropy: float = 1.0 + surface_salinity: float = 0.0 + salinity_gradient: float = 46.67 + pump_efficiency: float = 0.6 + pump_depth: float = 300.0 + segment_length: float = 50.0 + outer_diameter: float = 8.5 + inner_diameter: float = 8.5 + roughness: float = 1.38 + injector_skin: float = -1.0 + producer_skin: float = -1.0 + economic_lifetime: int = 15 + drilling_time: int = 2 + load_hours: float = 6000.0 + well_cost_constant: float = 0.25 + well_cost_depth: float = 700.0 + well_cost_depth2: float = 0.2 + well_cost_scaling: float = 1.5 + well_curve_scaling: float = 1.1 + capex_constant: float = 3.0 + capex_variable: float = 300.0 + capex_contingency: float = 15.0 + opex_base: float = 0.0 + opex_power: float = 100.0 + opex_energy: float = 0.19 + opex_per_capex: float = 0.0 + electricity_purchase_price: float = 8.0 + tax_rate: float = 25.0 + interest_loan: float = 5.0 + inflation: float = 2.0 + equity_return: float = 7.0 + debt_equity: float = 80.0 + heat_exchanger_efficiency: float = 1.0 + heat_exchanger_parasitic: float = 0.0 + heat_exchanger_base_temp: float = 10.0 + max_cooling_temperature_range: float = 100.0 + added_skin_injector: float = -3.0 + added_skin_producer: float = -3.0 + max_kh_stimulation: float = 20.0 + stimulation_capex: float = 0.5 + minimum_injection_temperature: float = 15.0 + goal_temperature: float = 70.0 + heat_pump_capex: float = 600.0 + heat_pump_opex: float = 60.0 + heat_pump_alternative_heating_price: float = 2.8 + + @classmethod + def from_file(cls, tg_input_file: str | Path) -> UTCSettings: + """ + Load settings from a xml or yaml scenario file. + + Parses the file for ThermoGIS properties. + Note that the XML parser performs validation checks (e.g. that files exist). + If these fail, parsing will fail. + To work around this, the input data and results directories are reset to empty + strings after loading. + """ + java_settings = JClass("thermogis.parameters.ThermoGISParameters")() + java_file = JClass("java.io.File")(str(tg_input_file)) + java_settings.readSettingsFromFile(java_file) + java_settings.setInputDataDir("") + java_settings.setResultsDir("") + + return cls( + optimize_well_distance=bool(java_settings.isOptimizeWellDistance()), + use_kestin_viscosity=bool(java_settings.isUseKestinViscosity()), + use_orc=bool(java_settings.isUseORC()), + use_well_stimulation=bool(java_settings.isUseWellStimulation()), + use_heatpump=bool(java_settings.isUseHeatpump()), + use_electric_heat_in_power=bool(java_settings.isUseElectricHeatInPower()), + level_of_detail=int(java_settings.getLevelOfDetail()), + max_undefined_cells=int(java_settings.getMaxUndefinedCells()), + scale_factor=float(java_settings.getScaleFactor()), + min_production_temp=float(java_settings.getMinProductionTemp()), + dh_return_temp=float(java_settings.getDhReturnTemp()), + well_distance=float(java_settings.getWellDistance()), + min_well_distance=float(java_settings.getMinWellDistance()), + max_well_distance=float(java_settings.getMaxWellDistance()), + lifetime=int(java_settings.getLifetime()), + max_tvd_stepout_factor=float(java_settings.getMaxTvdStepoutFactor()), + rock_density=float(java_settings.getRockDensity()), + rock_heat_capacity=float(java_settings.getRockHeatCapacity()), + cooling_frac=float(java_settings.getCoolingFrac()), + max_depth=float(java_settings.getMaxDepth()), + max_flow=float(java_settings.getMaxFlow()), + hydraulic_gradient=float(java_settings.getHydraulicGradient()), + min_pump=float(java_settings.getMinPump()), + max_pump=float(java_settings.getMaxPump()), + utc_slope_tolerance=float(java_settings.getUtcSlopeTolerance()), + temperature_gradient=float(java_settings.getTemperatureGradient()), + surface_temperature=float(java_settings.getSurfaceTemperature()), + kh_cutoff=float(java_settings.getKhCutoff()), + doublet_anisotropy=float(java_settings.getDoubletAnisotropy()), + surface_salinity=float(java_settings.getSurfaceSalinity()), + salinity_gradient=float(java_settings.getSalinityGradient()), + pump_efficiency=float(java_settings.getPumpEfficiency()), + pump_depth=float(java_settings.getPumpDepth()), + segment_length=float(java_settings.getSegmentLength()), + outer_diameter=float(java_settings.getOuterDiameter()), + inner_diameter=float(java_settings.getInnerDiameter()), + roughness=float(java_settings.getRoughness()), + injector_skin=float(java_settings.getInjectorSkin()), + producer_skin=float(java_settings.getProducerSkin()), + economic_lifetime=int(java_settings.getEconomicLifetime()), + drilling_time=int(java_settings.getDrillingTime()), + load_hours=float(java_settings.getLoadHours()), + well_cost_constant=float(java_settings.getWellCostConstant()), + well_cost_depth=float(java_settings.getWellCostDepth()), + well_cost_depth2=float(java_settings.getWellCostDepth2()), + well_cost_scaling=float(java_settings.getWellCostScaling()), + well_curve_scaling=float(java_settings.getWellCurveScaling()), + capex_constant=float(java_settings.getCapexConstant()), + capex_variable=float(java_settings.getCapexVariable()), + capex_contingency=float(java_settings.getCapexContingency()), + opex_base=float(java_settings.getOpexBase()), + opex_power=float(java_settings.getOpexPower()), + opex_energy=float(java_settings.getOpexEnergy()), + opex_per_capex=float(java_settings.getOpexPerCapex()), + electricity_purchase_price=float( + java_settings.getElectricityPurchasePrice() + ), + tax_rate=float(java_settings.getTaxRate()), + interest_loan=float(java_settings.getInterestLoan()), + inflation=float(java_settings.getInflation()), + equity_return=float(java_settings.getEquityReturn()), + debt_equity=float(java_settings.getDebtEquity()), + heat_exchanger_efficiency=float(java_settings.getHeatExchangerEfficiency()), + heat_exchanger_parasitic=float(java_settings.getHeatExchangerParasitic()), + heat_exchanger_base_temp=float(java_settings.getHeatExchangerBaseTemp()), + max_cooling_temperature_range=float( + java_settings.getMaxCoolingTemperatureRange() + ), + added_skin_injector=float(java_settings.getAddedSkinInjector()), + added_skin_producer=float(java_settings.getAddedSkinProducer()), + max_kh_stimulation=float(java_settings.getMaxKhStimulation()), + stimulation_capex=float(java_settings.getStimulationCapex()), + minimum_injection_temperature=float( + java_settings.getMinimumInjectionTemperature() + ), + goal_temperature=float(java_settings.getGoalTemperature()), + heat_pump_capex=float(java_settings.getHeatPumpCapex()), + heat_pump_opex=float(java_settings.getHeatPumpOpex()), + heat_pump_alternative_heating_price=float( + java_settings.getHeatPumpAlternativeHeatingPrice() + ), + ) + + def to_java(self) -> JClass: + java_settings = JClass("thermogis.parameters.ThermoGISParameters")() + java_settings.setOptimizeWellDistance(self.optimize_well_distance) + java_settings.setUseKestinViscosity(self.use_kestin_viscosity) + java_settings.setUseORC(self.use_orc) + java_settings.setUseWellStimulation(self.use_well_stimulation) + java_settings.setUseHeatpump(self.use_heatpump) + java_settings.setUseElectricHeatInPower(self.use_electric_heat_in_power) + java_settings.setLevelOfDetail(self.level_of_detail) + java_settings.setMaxUndefinedCells(self.max_undefined_cells) + java_settings.setScaleFactor(self.scale_factor) + java_settings.setMinProductionTemp(self.min_production_temp) + java_settings.setDhReturnTemp(self.dh_return_temp) + java_settings.setWellDistance(self.well_distance) + java_settings.setMinWellDistance(self.min_well_distance) + java_settings.setMaxWellDistance(self.max_well_distance) + java_settings.setLifetime(self.lifetime) + java_settings.setMaxTvdStepoutFactor(self.max_tvd_stepout_factor) + java_settings.setRockDensity(self.rock_density) + java_settings.setRockHeatCapacity(self.rock_heat_capacity) + java_settings.setCoolingFrac(self.cooling_frac) + java_settings.setMaxDepth(self.max_depth) + java_settings.setMaxFlow(self.max_flow) + java_settings.setHydraulicGradient(self.hydraulic_gradient) + java_settings.setMinPump(self.min_pump) + java_settings.setMaxPump(self.max_pump) + java_settings.setUtcSlopeTolerance(self.utc_slope_tolerance) + java_settings.setTemperatureGradient(self.temperature_gradient) + java_settings.setSurfaceTemperature(self.surface_temperature) + java_settings.setKhCutoff(self.kh_cutoff) + java_settings.setDoubletAnisotropy(self.doublet_anisotropy) + java_settings.setSurfaceSalinity(self.surface_salinity) + java_settings.setSalinityGradient(self.salinity_gradient) + java_settings.setPumpEfficiency(self.pump_efficiency) + java_settings.setPumpDepth(self.pump_depth) + java_settings.setSegmentLength(self.segment_length) + java_settings.setOuterDiameter(self.outer_diameter) + java_settings.setInnerDiameter(self.inner_diameter) + java_settings.setRoughness(self.roughness) + java_settings.setInjectorSkin(self.injector_skin) + java_settings.setProducerSkin(self.producer_skin) + java_settings.setEconomicLifetime(self.economic_lifetime) + java_settings.setDrillingTime(self.drilling_time) + java_settings.setLoadHours(self.load_hours) + java_settings.setWellCostConstant(self.well_cost_constant) + java_settings.setWellCostDepth(self.well_cost_depth) + java_settings.setWellCostDepth2(self.well_cost_depth2) + java_settings.setWellCostScaling(self.well_cost_scaling) + java_settings.setWellCurveScaling(self.well_curve_scaling) + java_settings.setCapexConstant(self.capex_constant) + java_settings.setCapexVariable(self.capex_variable) + java_settings.setCapexContingency(self.capex_contingency) + java_settings.setOpexBase(self.opex_base) + java_settings.setOpexPower(self.opex_power) + java_settings.setOpexEnergy(self.opex_energy) + java_settings.setOpexPerCapex(self.opex_per_capex) + java_settings.setElectricityPurchasePrice(self.electricity_purchase_price) + java_settings.setTaxRate(self.tax_rate) + java_settings.setInterestLoan(self.interest_loan) + java_settings.setInflation(self.inflation) + java_settings.setEquityReturn(self.equity_return) + java_settings.setDebtEquity(self.debt_equity) + java_settings.setHeatExchangerEfficiency(self.heat_exchanger_efficiency) + java_settings.setHeatExchangerParasitic(self.heat_exchanger_parasitic) + java_settings.setHeatExchangerBaseTemp(self.heat_exchanger_base_temp) + java_settings.setMaxCoolingTemperatureRange(self.max_cooling_temperature_range) + java_settings.setAddedSkinInjector(self.added_skin_injector) + java_settings.setAddedSkinProducer(self.added_skin_producer) + java_settings.setMaxKhStimulation(self.max_kh_stimulation) + java_settings.setStimulationCapex(self.stimulation_capex) + java_settings.setMinimumInjectionTemperature(self.minimum_injection_temperature) + java_settings.setGoalTemperature(self.goal_temperature) + java_settings.setHeatPumpCapex(self.heat_pump_capex) + java_settings.setHeatPumpOpex(self.heat_pump_opex) + java_settings.setHeatPumpAlternativeHeatingPrice( + self.heat_pump_alternative_heating_price + ) + return java_settings.setupUTCParameters() + + +class PotentialSettings: + def __init__(self): + self.settings = JClass("thermogis.parameters.ThermoGISParameters")() + + def create_potential_input(self) -> JClass: + return self.settings.setupPotentialParameters() diff --git a/src/pythermogis/tables/utc_properties_table.py b/pythermogis/testing.py similarity index 89% rename from src/pythermogis/tables/utc_properties_table.py rename to pythermogis/testing.py index 72a13d18bc05cc0f82f5feb2fab3650a4c3e2720..971d72dd3625e592738c1355ce4d024e3cf2128f 100644 --- a/src/pythermogis/tables/utc_properties_table.py +++ b/pythermogis/testing.py @@ -1,15 +1,14 @@ - import xml.etree.ElementTree as ET from pathlib import Path lookup_table_shortnames = { - "minimum_production_temperature": "Tminprod", + "minimum_production_temperature": "Tminprod", "heating_return_temperature": "Treturn", "maximum_cooling_temperature_range": "ΔTmax", "rock_density": "rhorock", "rock_heat_capacity": "cprock", "allowed_temperature_drop_as_fraction_of_deltat": "Tdroprel", - "hydraulic_gradient_injection_water__sodm_max_inj_pres_": "ΔPhydraulic" , + "hydraulic_gradient_injection_water__sodm_max_inj_pres_": "ΔPhydraulic", "minimum_pump_pressure": "Pmin", "maximum_pump_pressure": "Pmax", "use_kestin_viscosity": "kestin_use", @@ -73,13 +72,13 @@ lookup_table_shortnames = { } lookup_table_units = { - "minimum_production_temperature": "°C", + "minimum_production_temperature": "°C", "heating_return_temperature": "°C", "maximum_cooling_temperature_range": "°C", "rock_density": "kg m-3", "rock_heat_capacity": "J kg-1 K-1", "allowed_temperature_drop_as_fraction_of_deltat": "fraction", - "hydraulic_gradient_injection_water__sodm_max_inj_pres_": "fraction" , + "hydraulic_gradient_injection_water__sodm_max_inj_pres_": "fraction", "minimum_pump_pressure": "bar", "maximum_pump_pressure": "bar", "use_kestin_viscosity": "1:True", @@ -141,8 +140,13 @@ lookup_table_units = { "required_return_on_equity": "%", "debt_equity": "%", } + + def xml_to_dict(xml_file: str | Path) -> dict: - """Parse an XML file and create a dictionary with keys as tag names and values as their text.""" + """ + Parse an XML file and create a dictionary with keys as tag names and values + as their text. + """ tree = ET.parse(xml_file) root = tree.getroot() @@ -161,11 +165,13 @@ def xml_to_dict(xml_file: str | Path) -> dict: def create_comparison_table(scenarios: dict, skipparametername: bool = True) -> str: """Create a Markdown table comparing multiple scenarios.""" - if (skipparametername): + if skipparametername: header = "| Short Name | Unit | " + " | ".join(scenarios.keys()) + " |" separator = "|------------|------|" + "----|" * len(scenarios) else: - header = "| Short Name | XML Name | Unit | " + " | ".join(scenarios.keys()) + " |" + header = ( + "| Short Name | XML Name | Unit | " + " | ".join(scenarios.keys()) + " |" + ) separator = "|----------------|------------|------|" + "----|" * len(scenarios) rows = [] @@ -179,12 +185,16 @@ def create_comparison_table(scenarios: dict, skipparametername: bool = True) -> short_name = lookup_table_shortnames.get(param, "N/A") unit = lookup_table_units.get(param, "N/A") values = [scenarios[scenario].get(param, "N/A") for scenario in scenarios] - if short_name == "N/A" : + if short_name == "N/A": continue - if (skipparametername): + if skipparametername: rows.append(f"| {short_name} | {unit} | " + " | ".join(values) + " |") else: - rows.append(f"| {short_name} | {param} | {unit} | " + " | ".join(values) + " |") + rows.append( + f"| {short_name} | {param} | {unit} | " + " | ".join(values) + " |" + ) - return "\n".join([header, separator] + sorted(rows, key=lambda row: row.split("|")[1].strip())) \ No newline at end of file + return "\n".join( + [header, separator] + sorted(rows, key=lambda row: row.split("|")[1].strip()) + ) diff --git a/pythermogis/transmissivity.py b/pythermogis/transmissivity.py new file mode 100644 index 0000000000000000000000000000000000000000..673351936b2d5d8a141d96ecfe5f868369fd0cc6 --- /dev/null +++ b/pythermogis/transmissivity.py @@ -0,0 +1,90 @@ +import numpy as np +import xarray as xr +from scipy import stats + + +def generate_thickness_permeability_transmissivity_for_pvalues( + thickness_mean: float, + thickness_sd: float, + ln_permeability_mean: float, + ln_permeability_sd: float, + p_values: xr.DataArray, + n_samples: int = 10000, +) -> float: + """ + Given thickness provided as a normal distribution and ln(permeability) + provided as a normal distribution, and a specific p-value, + then generate the values for that p-value of the + -thickness + -permeability + -transmissivity + + Note: Transmissivity is a function of ln(permeability) * thickness, + and so no analytical solution exists to combine these two probability + distributions and so the transmissivity distribution has to be sampled. + UNLESS pvalue = P50; then the analytical solution for + Transmissivity = (np.log(mean_thickness) + ln_permeability_mean) + + :param thickness_mean: + :param thickness_sd: + :param ln_permeability_mean: + :param ln_permeability_sd: + :param p_values: + :param nsamples: + :return: + thickness, permeability, transmissivity + """ + if ( + np.isnan(thickness_mean) + | np.isnan(thickness_sd) + | np.isnan(ln_permeability_mean) + | np.isnan(ln_permeability_sd) + ): + return ( + np.full(len(p_values), np.nan), + np.full(len(p_values), np.nan), + np.full(len(p_values), np.nan), + ) + + if isinstance(p_values, np.int64 | int): + if p_values == 50: + return ( + np.array([thickness_mean]), + np.array([np.exp(ln_permeability_mean)]), + np.array([thickness_mean * np.exp(ln_permeability_mean)]), + ) + else: + if ( + len(p_values) == 1 and p_values[0] == 50 + ): # The only value where we analytically know the output is the P50 + return ( + np.array([thickness_mean]), + np.array([np.exp(ln_permeability_mean)]), + np.array([thickness_mean * np.exp(ln_permeability_mean)]), + ) + + p_value_fractions = 1 - p_values / 100 + + if thickness_sd == 0: + thickness_pvalues = np.full(len(p_value_fractions), thickness_mean) + thickness_samples = np.full(n_samples, thickness_mean) + else: + thickness_dist = stats.norm(loc=thickness_mean, scale=thickness_sd) + thickness_pvalues = thickness_dist.ppf(p_value_fractions) + thickness_samples = thickness_dist.rvs(n_samples) + thickness_samples = np.clip(thickness_samples, a_min=0.01, a_max=None) + + ln_permeability_dist = stats.norm( + loc=ln_permeability_mean, scale=ln_permeability_sd + ) + permeability_pvalues = np.exp(ln_permeability_dist.ppf(p_value_fractions)) + + # Sampling method for transmissivity + transmissivity_samples = np.sort( + np.exp(ln_permeability_dist.rvs(n_samples) + np.log(thickness_samples)) + ) + + sample_indexes = np.array(p_value_fractions * (n_samples - 1)) + transmissivity_pvalues_sampled = transmissivity_samples[sample_indexes.astype(int)] + + return thickness_pvalues, permeability_pvalues, transmissivity_pvalues_sampled diff --git a/pythermogis/typing.py b/pythermogis/typing.py new file mode 100644 index 0000000000000000000000000000000000000000..cdd936b90480b244307785f3c1ed2fe7de3b365e --- /dev/null +++ b/pythermogis/typing.py @@ -0,0 +1,3 @@ +import xarray as xr + +FloatOrArray = float | int | xr.DataArray diff --git a/src/pythermogis/__init__.py b/src/pythermogis/__init__.py deleted file mode 100644 index f56a5c768b3fabf24377538d3137d37efcffb725..0000000000000000000000000000000000000000 --- a/src/pythermogis/__init__.py +++ /dev/null @@ -1,11 +0,0 @@ -from pythermogis.jvm.jvm_start import * -from pythermogis.thermogis_classes.doublet import * -from pythermogis.thermogis_classes.properties import * -from pythermogis.transmissivity.calculate_thick_perm_trans import * -from pythermogis.tables.utc_properties_table import * -from pythermogis.postprocessing.pos import * -from pythermogis.doublet_simulation.deterministic_doublet import * -from pythermogis.doublet_simulation.stochastic_doublet import * -from pythermogis.plotting.plot_exceedance import plot_exceedance -from pythermogis.dask_utils.auto_chunk import auto_chunk_dataset -from pythermogis.dask_utils.assess_optimal_chunk_size import assess_optimal_chunk_size diff --git a/src/pythermogis/dask_utils/__init__.py b/src/pythermogis/dask_utils/__init__.py deleted file mode 100644 index e69de29bb2d1d6434b8b29ae775ad8c2e48c5391..0000000000000000000000000000000000000000 diff --git a/src/pythermogis/dask_utils/assess_optimal_chunk_size.py b/src/pythermogis/dask_utils/assess_optimal_chunk_size.py deleted file mode 100644 index 0d7bd8026e2ba7257bfd7729d3cef977a723dbe6..0000000000000000000000000000000000000000 --- a/src/pythermogis/dask_utils/assess_optimal_chunk_size.py +++ /dev/null @@ -1,79 +0,0 @@ -import timeit -from pathlib import Path - -import matplotlib.pyplot as plt -import numpy as np -import xarray as xr - -from pythermogis.doublet_simulation.deterministic_doublet import calculate_doublet_performance - - -def assess_optimal_chunk_size(n_simulations: int = 1000, chunk_step_size: int = 100, plot_outfile : str | Path = None): - """ - This runs the same set of doublet simulations using different chunk sizes and prints the results to the terminal to show find which chunk size is optimal. - It runs each chunk size 3 times and takes the average of their times to find the time taken for that chunk size. - The chunks which are tested go from 1 -> n_simulations with steps of chunk_step_size. - - Parameters - ---------- - n_simulations : int - The number of simulations which are run in parralel - chunk_step_size : int - The step size of chunks to test; going from 1 to n_simulations - plot_outfile : str | Path - If provided a plot is made showing the time taken per-chunk size and saved to this path - - """ - reservoir_properties = xr.Dataset( - { - "thickness": (["sample"], np.ones(n_simulations) * 200), - "porosity": (["sample"], np.ones(n_simulations)), - "ntg": (["sample"], np.ones(n_simulations)), - "depth": (["sample"], np.ones(n_simulations) * 1000), - "permeability": (["sample"], np.ones(n_simulations) * 500), - }, - coords={"sample": np.arange(n_simulations)} - ) - - n_attempts = 3 # do the same operation n_attempts and take an average of their times. - sample_chunks = np.arange(1, n_simulations + 2, chunk_step_size) - - # run in series - time_attempt = [] - for attempt in range(n_attempts): - start = timeit.default_timer() - simulation_benchmark = calculate_doublet_performance(reservoir_properties) - time_attempt.append(timeit.default_timer() - start) - normal_time = np.mean(time_attempt) - print(f"non-parralel simulation took {normal_time:.1f} seconds, {n_simulations / normal_time:.1f} samples per second") - - - # run in parallel: - mean_time = [] - std_time = [] - for sample_chunk in sample_chunks: - time_attempt = [] - for attempt in range(n_attempts): - start = timeit.default_timer() - simulations_parallel = calculate_doublet_performance(reservoir_properties, chunk_size=sample_chunk, print_execution_duration=False) - time_attempt.append(timeit.default_timer() - start) - - # additional check that the results are identical - xr.testing.assert_allclose(simulation_benchmark, simulations_parallel) - xr.testing.assert_equal(simulation_benchmark, simulations_parallel) - - mean_time.append(np.mean(time_attempt)) - std_time.append(np.std(time_attempt)) - print(f"parralel simulation, chunk size: {sample_chunk}, took {np.mean(time_attempt):.1f} seconds to run {n_simulations} simulations, {n_simulations / mean_time[-1]:.1f} samples per second") - - if plot_outfile is None: - return - - fig, ax = plt.subplots(1, 1, figsize=(8, 5)) - ax.errorbar(sample_chunks, mean_time, yerr=std_time, fmt='o', capsize=5, label='parralel simulation') - ax.axhline(normal_time, label="non-parralel simulation", color="tab:orange", linestyle="--") - ax.set_xlabel("chunk size") - ax.set_ylabel("time (s)") - ax.set_title("Chunk size assessment") - ax.legend() - plt.savefig(plot_outfile) \ No newline at end of file diff --git a/src/pythermogis/doublet_simulation/__init__.py b/src/pythermogis/doublet_simulation/__init__.py deleted file mode 100644 index e69de29bb2d1d6434b8b29ae775ad8c2e48c5391..0000000000000000000000000000000000000000 diff --git a/src/pythermogis/doublet_simulation/deterministic_doublet.py b/src/pythermogis/doublet_simulation/deterministic_doublet.py deleted file mode 100644 index c6ac7cfab911ad8f945b86d1d3f3021ae16247de..0000000000000000000000000000000000000000 --- a/src/pythermogis/doublet_simulation/deterministic_doublet.py +++ /dev/null @@ -1,160 +0,0 @@ -import timeit -import warnings - -import numpy as np -import xarray as xr - -from pythermogis import simulate_doublet -from pythermogis.dask_utils.auto_chunk import auto_chunk_dataset -from pythermogis.physics.temperature_grid_calculation import ( - calculate_temperature_from_gradient, -) -from pythermogis.thermogis_classes.properties import ( - instantiate_thermogis_parameters, -) - - -def calculate_doublet_performance(reservoir_properties: xr.Dataset, utc_properties = None, chunk_size: int = None, print_execution_duration: bool = False, mask_value: float = np.nan) -> xr.Dataset: - """ - Perform a deterministic Doublet performance simulation. - - This function computes doublet performance metrics across all dimensions of the input dataset. - The input can be scalar, 1D, or 2D gridded data. - - If no temperature values are provided, they are estimated from a gradient defined in `utc_properties`. - If a mask is provided, any non-NaN values in the mask datarray will result in zeroing the output values at those locations. - - Parameters - ---------- - reservoir_properties : xr.Dataset - An xarray Dataset containing the required input variables: - - thickness, units: m - - porosity, units: [0-1] - - ntg, units [0-1] - - depth, units: m +ive downwards - - permeability, units: mD - - Optional variables: - - transmissivity, units: Dm, if provided then permeability is ignored. - - temperature : If not provided, temperature is estimated using the depth and a temperature gradient from `utc_properties`. - - mask : If provided, all non-NaN values will result in setting corresponding output values to mask_value. - - utc_properties : JClass - A Java class specifying the properties of the doublet being simulated - - chunk_size : int - None by default, if set to an integer then chunking of the reservoir properties occurs. - The chunk size is used to split up the number of simulations into "chunks" which can be processed in parallel using the dask framework. - Chunk size involves trade-offs: smaller chunks = more parallelism, but more overhead, while larger chunks = less overhead, but can lead to memory pressure. - The optimal chunk size is dependent on the hardware being used to run the simulation. The user should test to find the optimal chunk size. - - print_execution_duration : bool - False by default, If set to True print the time in seconds it took to simulate across all reservoir properties - - mask_value : float - 0.0 by default, Any cell that results in a failed simulation or corresponds to a - non-nan value in the mask parameter will be assigned the mask value - - Returns - ------- - output_data : xr.Dataset - An xarray Dataset with the same spatial dimensions as `reservoir_properties` - Contains the following output variables: - - "power" - - "heat_pump_power" - - "capex" - - "opex" - - "utc" - - "npv" - - "hprod" - - "cop" - - "cophp" - - "pres" - - "flow_rate" - - "welld" - - "inj_temp" - - "prd_temp" - - "temperature" - - "thickness" - - "depth" - - "permeability" - - "transmissivity" - - "transmissivity_with_ntg" - """ - if print_execution_duration: - start = timeit.default_timer() - - validate_input(reservoir_properties) - - if utc_properties is None: - utc_properties = instantiate_thermogis_parameters().setupUTCParameters() - - # If no mask grid is provided, then provide a dummy mask grid with only nan - if "mask" not in reservoir_properties: - reservoir_properties["mask"] = np.nan - - # Generate temperature values from gradient if no temperature provided - if "temperature" not in reservoir_properties: - reservoir_properties["temperature"] = calculate_temperature_from_gradient(reservoir_properties.depth, reservoir_properties.thickness, utc_properties.tempGradient(), utc_properties.surfaceTemperature()) - - # calculate transmissivity from thickness and permeability if no transmissivity provided - if "transmissivity" not in reservoir_properties: - reservoir_properties["transmissivity"] = reservoir_properties["permeability"] * reservoir_properties["thickness"] - - # Setup output_data dataset as a copy of reservoir properties - if chunk_size is not None: - reservoir_properties = auto_chunk_dataset(reservoir_properties, chunk_size) - - output_data = reservoir_properties.copy() - output_data = simulate_doublet(output_data, reservoir_properties, utc_properties, mask_value=mask_value) - - if chunk_size is not None: - output_data.load() # If chunking has occurred then the data must be de-chunked - - if print_execution_duration: - print(f"Doublet simulation took {timeit.default_timer() - start:.1f} seconds") - - return output_data - -def validate_input(reservoir_properties: xr.Dataset): - """ - Ensure that the reservoir_properties Dataset contains the minimum required variables, and that these variables meet certain conditions. - Other-wise raise an informative error. - - Parameters - ---------- - reservoir_properties : xr.Dataset - Input reservoir_properties that must contain the required ThermoGIS variables. - - Returns - ------- - None - """ - # check all necessary variables are present - missing_variables = [] - for variable in ["thickness", "porosity", "ntg", "depth"]: - if variable not in reservoir_properties: - missing_variables.append(variable) - - if len(missing_variables) > 0: - raise ValueError(f"provided reservoir properties Dataset does not contain the following required variables: {missing_variables}") - - if "permeability" not in reservoir_properties and "transmissivity" not in reservoir_properties: - raise ValueError(f"provided reservoir properties Dataset must provide either permeability or transmissivity variables, currently neither are provided") - - if "permeability" in reservoir_properties and "transmissivity" in reservoir_properties: - warnings.warn("Both reservoir permeability and transmissivity provided; however the doublet simulation will use only the provided transmissivity and ignore permeability (transmissivity = permeability * thickness)") - - # check that certain variables are always >0 - always_positive = ["thickness", "permeability", "transmissivity"] - for param in always_positive: - if param not in reservoir_properties: - continue - if (reservoir_properties[param] < 0.0).any(): - raise ValueError(f"provided reservoir properties Dataset contains a negative {param} value. {param} must always be >= 0.0 in [m]") - - # check that certain variables are always >0 and <1 - always_between_0_and_1 = ["porosity", "ntg"] - for param in always_between_0_and_1: - if (reservoir_properties[param] > 1.0).any() or (reservoir_properties[param] < 0.0).any(): - raise ValueError(f"provided reservoir properties Dataset contains a {param} value > 1.0. {param} must always be between 0.0 and 1.0 (100% {param} = 1.0)") diff --git a/src/pythermogis/doublet_simulation/stochastic_doublet.py b/src/pythermogis/doublet_simulation/stochastic_doublet.py deleted file mode 100644 index 0ca77e39dfc2ca4a47f2465be2089d3afb377708..0000000000000000000000000000000000000000 --- a/src/pythermogis/doublet_simulation/stochastic_doublet.py +++ /dev/null @@ -1,176 +0,0 @@ -from typing import List -import xarray as xr -import numpy as np -import timeit - -from pythermogis import simulate_doublet -from pythermogis.dask_utils.auto_chunk import auto_chunk_dataset -from pythermogis.physics.temperature_grid_calculation import calculate_temperature_from_gradient -from pythermogis.transmissivity.calculate_thick_perm_trans import generate_thickness_permeability_transmissivity_for_pvalues -from pythermogis.thermogis_classes.properties import instantiate_thermogis_parameters - -def calculate_doublet_performance_stochastic( - reservoir_properties: xr.Dataset, - utc_properties = None, - rng_seed = None, - p_values: List[float] = [50.0], - chunk_size: int = None, - print_execution_duration = False, - mask_value: float = 0.0, -) -> xr.Dataset: - """ - Perform a ThermoGIS Stochastic Doublet performance simulation. - - This function computes doublet performance metrics across all dimensions of the input dataset. - The input can be scalar, 1D, or 2D gridded data. - - If no temperature values are provided, they are estimated from a gradient defined in `utc_properties`. - If a mask is provided, any non-NaN values in the mask datarray will result in zeroing the output values at those locations. - - The ThermoGIS methodology works by simulating doublet performance across percentiles of transmissivity, which in turn is calculated using probability distributions of thickness and permeability. - The output results will always contain the dimension p_value; although by default only a P50 simulation is done. - - Parameters - ---------- - reservoir_properties : xr.Dataset - An xarray Dataset containing the required input variables: - - thickness_mean - - thickness_sd - - porosity - - ntg - - depth - - ln_permeability_mean - - ln_permeability_sd - - Optional variables: - - temperature : If not provided, temperature is estimated using the depth and a temperature gradient from `input_params`. - - mask : If provided, all non-NaN values will result in setting corresponding output values to mask_value. - - utc_properties : JClass - A Java class specifying the properties of the doublet being simulated - - rng_seed : int - Random seed used for stochastic components of the simulation. - - p_values : list of float, optional - List of probability values (e.g., [0.1, 0.5, 0.9]) for the performance evaluation. - If not provided, the default value of P50 (0.5) is used. - - chunk_size : int - None by default, if set to an integer then chunking of the reservoir properties occurs. - The chunk size is used to split up the number of simulations into "chunks" which can be processed in parallel using the dask framework. - Chunk size involves trade-offs: smaller chunks = more parallelism, but more overhead, while larger chunks = less overhead, but can lead to memory pressure. - The optimal chunk size is dependent on the hardware being used to run the simulation. The user should test to find the optimal chunk size. - - print_execution_duration : bool - False by default, If set to True print the time in seconds it took to simulate across all reservoir properties - - mask_value : float - 0.0 by default, Any cell that results in a failed simulation or corresponds to a - non-nan value in the mask parameter will be assigned the mask value - - Returns - ------- - output_data : xr.Dataset - An xarray Dataset with the same spatial dimensions as `input_data`, plus an added `p_value` dimension. - Contains the following output variables: - - power - - heat_pump_power - - capex - - opex - - utc - - npv - - hprod - - cop - - cophp - - pres - - flow_rate - - welld - - inj_temp - - prd_temp - - temperature - - thickness - - depth - - permeability - - transmissivity - - transmissivity_with_ntg - """ - if print_execution_duration: start = timeit.default_timer() - - # Check that all essential variables are provided - validate_input_data(reservoir_properties) - - if utc_properties is None: # Instantiate utc_properties if none is provided - utc_properties = instantiate_thermogis_parameters().setupUTCParameters() - - # convert p_values list to a xarray DataArray; needed to ensure the dimensionality of the calculations - p_values = xr.DataArray( - data=p_values, - dims=["p_value"], - coords=dict( - p_value=(["p_value"], p_values), - )) - - # Generate temperature values from gradient if no temperature provided - if "temperature" not in reservoir_properties: - reservoir_properties["temperature"] = calculate_temperature_from_gradient(reservoir_properties.depth, reservoir_properties.thickness_mean, utc_properties.tempGradient(), utc_properties.surfaceTemperature()) - - # If no mask grid is provided, then provide a dummy mask grid with only nan - if "mask" not in reservoir_properties: - reservoir_properties["mask"] = np.nan - - # if chunk_size is specified, then chunk reservoir_properties, (see descripting of chunk_size) - if chunk_size is not None: - reservoir_properties = auto_chunk_dataset(reservoir_properties, chunk_size) - - # Setup output_data dataset - output_data = reservoir_properties["temperature"].copy().to_dataset() - output_data = output_data.expand_dims({"p_value": p_values}) - - # Calculate Thickness, Permeability and Transmissivity for each P-value - output_data["thickness"], output_data["permeability"], output_data["transmissivity"] = xr.apply_ufunc(generate_thickness_permeability_transmissivity_for_pvalues, - reservoir_properties.thickness_mean, - reservoir_properties.thickness_sd, - reservoir_properties.ln_permeability_mean, - reservoir_properties.ln_permeability_sd, - p_values, - input_core_dims=[[], [], [], [], ["p_value"]], - output_core_dims=[["p_value"], ["p_value"], ["p_value"]], - vectorize=True, - dask="parallelized", - ) - - output_data = simulate_doublet(output_data, reservoir_properties, utc_properties, mask_value=mask_value) - if chunk_size is not None: output_data.load() # If chunking has occurred then the data must be de-chunked - if print_execution_duration: print(f"Doublet simulation took {timeit.default_timer() - start:.1f} seconds") - return output_data - - -def validate_input_data(input_data: xr.Dataset): - """ - Ensure that the input_data Dataset contains the minimum required variables. Otherwise raise an informative error. - - Parameters - ---------- - input_data : xr.Dataset - Input dataset that must contain the required ThermoGIS variables. - - Returns - ------- - None - """ - missing_variables = [] - for variable in ["thickness_mean", "thickness_sd", "porosity", "ntg", "depth", "ln_permeability_mean", "ln_permeability_sd"]: - if variable not in input_data: - missing_variables.append(variable) - if len(missing_variables) > 0: - raise ValueError(f"provided input Dataset does not contain the following required variables: {missing_variables}") - - if (input_data["thickness_mean"] < 0.0).any(): - raise ValueError(f"provided input Dataset contains a negative thickness_mean value. thickness_mean must always be >= 0.0 in [m]") - if (input_data["thickness_sd"] < 0.0).any(): - raise ValueError(f"provided input Dataset contains a negative thickness_sd value. thickness_sd must always be >= 0.0 in [m]") - if (input_data["porosity"] > 1.0).any() or (input_data["porosity"] < 0.0).any(): - raise ValueError(f"provided input Dataset contains a porosity value > 1.0. porosity must always be between 0.0 and 1.0 (100% porosity = 1.0)") - if (input_data["ntg"] > 1.0).any() or (input_data["ntg"] < 0.0).any(): - raise ValueError(f"provided input Dataset contains a ntg value > 1.0. ntg must always be between 0.0 and 1.0 (100% ntg = 1.0)") diff --git a/src/pythermogis/jvm/__init__.py b/src/pythermogis/jvm/__init__.py deleted file mode 100644 index e69de29bb2d1d6434b8b29ae775ad8c2e48c5391..0000000000000000000000000000000000000000 diff --git a/src/pythermogis/main.py b/src/pythermogis/main.py deleted file mode 100644 index 6b1cd181c9fbd9bd0ea8257867b67d4b38104be0..0000000000000000000000000000000000000000 --- a/src/pythermogis/main.py +++ /dev/null @@ -1,89 +0,0 @@ -import json -from pathlib import Path - -import typer -import xarray as xr - -from pythermogis import calculate_doublet_performance -from pythermogis.thermogis_classes.properties import instantiate_thermogis_parameters -from pythermogis.potential.potential import calculate_potential - -app = typer.Typer(pretty_exceptions_enable=False) - - -@app.command() -def info(): - print("This is the pyThermoGIS Repository; it is a python API to the ThermoGIS Simulation code.") - print("You can run commands by typing:\n") - print("\t pytg simulate-doublet") - print("\t pytg assess_optimal_chunk_size") - - -@app.command() -def simulate_doublet( - depth: float = typer.Option(500, help="The depth of the aquifer, +ive downwards, units: [m]"), - temperature: float = typer.Option(None, help="The temperature of the aquifer, if not provided this will be calculated using a Temperature gradient of 8°C + 31°C/km with the depth parameter,"), - thickness: float = typer.Option(500, help="The thickness of the aquifer, units: [m]"), - ntg: float = typer.Option(0.5, help="The net-to-gross of the aquifer, units: [0-1]"), - porosity: float = typer.Option(0.5, help="The porosity of the aquifer, between 0-1 (1 = 100%), units: [0-1]"), - permeability:float = typer.Option(150, help="The permeability of the aquifer, units: [mD]"), - output_file: Path = typer.Option(None, help="A file to output the data to, accepted filetypes are: .nc, .csv, .xlsx, .json"), - verbose: bool = typer.Option(False, help="print the input data and output data to terminal") -) -> None: - """Simulate a Geothermal Doublet, with no stochastics (only a P50 simulation)""" - - # instantiate the input_data dataset from the input - input_data = xr.Dataset({ - "depth": depth, - "thickness": thickness, - "ntg": ntg, - "porosity": porosity, - "permeability": permeability, - }) - - if temperature is not None: - input_data["temperature"] = temperature - - if verbose: - print("\n---simulation input---") - print(input_data) - - output_data = calculate_doublet_performance(input_data) - - if verbose: - print("\n---simulation output---") - [print(f"{var}:\n{output_data[var].values}\n") for var in output_data.data_vars] - - if output_file is not None: - if output_file.suffix == ".nc": - output_data.to_netcdf(output_file) - elif output_file.suffix == ".csv": - output_data.to_dataframe().to_csv(output_file) - elif output_file.suffix == ".xlsx": - output_data.to_dataframe().to_excel(output_file) - elif output_file.suffix == ".json": - with open(output_file, "w") as f: - json.dump(output_data.to_dict(), f) - else: - typer.echo(typer.style("Error: Invalid output file type provided, currently supported: .nc, .csv, .json", fg=typer.colors.RED, bold=True)) - - -@app.command() -def potential( - temperature: float = typer.Option(50, help="The temperature of the aquifer, if not provided this will be calculated using a Temperature gradient of 8°C + 31°C/km with the depth parameter,"), - thickness: float = typer.Option(500, help="The thickness of the aquifer, units: [m]"), - ntg: float = typer.Option(0.5, help="The net-to-gross of the aquifer, units: [0-1]"), - porosity: float = typer.Option(0.5, help="The porosity of the aquifer, between 0-1 (1 = 100%), units: [0-1]"), - depth: float = typer.Option(500, help="The depth of the aquifer, +ive downwards, units: [m]"), -) -> None: - """Perform the potential calculation for a given location.""" - properties = instantiate_thermogis_parameters().setupPotentialParameters() - results = calculate_potential(properties, porosity, temperature, depth, thickness, ntg) - - print("\n---potential results---") - print(results) - - - -if __name__ == "__main__": - app() \ No newline at end of file diff --git a/src/pythermogis/physics/__init__.py b/src/pythermogis/physics/__init__.py deleted file mode 100644 index e69de29bb2d1d6434b8b29ae775ad8c2e48c5391..0000000000000000000000000000000000000000 diff --git a/src/pythermogis/physics/temperature_grid_calculation.py b/src/pythermogis/physics/temperature_grid_calculation.py deleted file mode 100644 index c56c11b927a3d06d29d9d2c6ff4cc93307f74e6d..0000000000000000000000000000000000000000 --- a/src/pythermogis/physics/temperature_grid_calculation.py +++ /dev/null @@ -1,2 +0,0 @@ -def calculate_temperature_from_gradient(depth: float, thickness: float, degrees_per_km: float, surface_temperature: float) -> float: - return surface_temperature + (depth + thickness / 2) * (degrees_per_km * 0.001) diff --git a/src/pythermogis/plotting/__init__.py b/src/pythermogis/plotting/__init__.py deleted file mode 100644 index e69de29bb2d1d6434b8b29ae775ad8c2e48c5391..0000000000000000000000000000000000000000 diff --git a/src/pythermogis/plotting/plot_doublet_performance_results.py b/src/pythermogis/plotting/plot_doublet_performance_results.py deleted file mode 100644 index 90dad1bd886f380c33c2c2074b941f48201e51be..0000000000000000000000000000000000000000 --- a/src/pythermogis/plotting/plot_doublet_performance_results.py +++ /dev/null @@ -1,88 +0,0 @@ -import math -import xarray as xr -from pygridsio import plot_grid -import matplotlib.pyplot as plt -from pathlib import Path - -def plot_doublet_performance_results(results: xr.Dataset, outfile: Path | str = None, title: str =None) -> None: - """ - This will make plots of the results, with two modes; - 1. If the results DataSet has a dimension of [p_value] line plots of all variables with p_value as the x-axis will be made - 2. If he dimensions are [p_value, x, y] then maps of all variables will be made with the variables along the row of the plot and p_value along the column - - if no outfile is provided the plots will be shown using plt.show() - :param title: - :param outfile: - :param results: - :return: - """ - dims = list(results.dims) - if dims == ['p_value'] and len(results.p_value) > 1: - plot_maps = False - elif set(dims) == {'p_value', 'x', 'y'}: - plot_maps = True - else: - raise TypeError(f"Results Dataset has dims: {results.dims}.plot_doublet_performance_results() only accepts:\n1. a results DataSet with dims=[p_value] (where their is more than 1 p_value)\n2. or dims=[p_value, x, y]\nInstead, write a custom plotting function for your dataset.") - - if plot_maps: - _plot_doublet_performance_results_maps(results, outfile = outfile, title = title) - else: - _plot_doublet_performance_results_pvalue(results, outfile = outfile, title = title) - -def _plot_doublet_performance_results_pvalue(results: xr.Dataset, outfile: Path | str = None, title: str = None) -> None: - """ - Given a results DataSet with the dimensions of p_value (and *only* p_value) then make a plot of every variable in that results dataset varying as a function of p_value - :param results: - :param outfile: - :param title: - :return: - """ - n_variables = len(results.variables) - rounded_up = int(math.ceil(n_variables / 5) * 5) - ncols = 5 - nrows = rounded_up / 5 - - fig, axes = plt.subplots(nrows=int(nrows), ncols=int(ncols), figsize=(5 * ncols, 5 * nrows), sharex=True) - axes_flat = axes.flatten() - - [results[variable].plot(ax=axes_flat[i_variable], x = "p_value") for i_variable, variable in enumerate(results.variables)] - - [ax.set_visible(False) for ax in axes_flat[n_variables:]] # set unused axes to invisible - plt.suptitle(title) - - if outfile is not None: - plt.savefig(outfile) - plt.close() - return - - plt.show() - -def _plot_doublet_performance_results_maps(results: xr.Dataset, outfile: Path | str = None, title: str = None) -> None: - """ - Given a results DataSet with the dimensions of p_value, x, y then make a map plot of every variable in that results dataset with variables changing per-row and p_value changing per-column - :param results: - :param outfile: - :param title: - :return: - """ - n_variables = len(results.variables) - 3 # don't plot the p_value, x or y variables - n_p_values = len(results.p_value) - - fig, axes = plt.subplots(nrows=n_variables, ncols=n_p_values, figsize=(5 * n_p_values, 5 * n_variables), sharex=True, sharey=True) - for i_p_value, p_value in enumerate(results.p_value): - results_p_value = results.isel(p_value=i_p_value) - for i_variable, variable in enumerate(results.variables): - if variable in ["p_value", "x", "y"]: continue - if axes.ndim == 2: - ax = axes[i_variable - 3, i_p_value] - else: - ax = axes[i_variable - 3] - plot_grid(results_p_value[variable], axes=ax) - plt.suptitle(title) - - if outfile is not None: - plt.savefig(outfile) - plt.close() - return - - plt.show() \ No newline at end of file diff --git a/src/pythermogis/plotting/plot_exceedance.py b/src/pythermogis/plotting/plot_exceedance.py deleted file mode 100644 index 41ecad1f4e5082c1016207ec93ee6a0840960104..0000000000000000000000000000000000000000 --- a/src/pythermogis/plotting/plot_exceedance.py +++ /dev/null @@ -1,28 +0,0 @@ -from pathlib import Path -import xarray as xr -import matplotlib.pyplot as plt - -def plot_exceedance(variable: xr.DataArray, ax = None, outfile: str | Path = None, show = False): - """ - Provided a variable which has dimensions p_value then plot the exceedance probability of that variable - """ - if "p_value" not in variable.dims: raise ValueError("Variable does not have dimension 'p_value'") - if len(variable.dims) > 1: raise ValueError("Variable contains more than one dimension") - - values = variable.values - p_values = variable.p_value - survival_probs = 100 - p_values - - if ax is None: - fig, ax = plt.subplots(1,1,figsize=(8,8)) - - ax.plot(values, survival_probs) - ax.set_xlabel(f"{variable.name}") - ax.set_ylabel("Exceedance probability (P[X > x])") - ax.grid(True) - - if outfile is not None: - plt.savefig(outfile) - - if show: - plt.show() \ No newline at end of file diff --git a/src/pythermogis/postprocessing/__init__.py b/src/pythermogis/postprocessing/__init__.py deleted file mode 100644 index e69de29bb2d1d6434b8b29ae775ad8c2e48c5391..0000000000000000000000000000000000000000 diff --git a/src/pythermogis/tables/__init__.py b/src/pythermogis/tables/__init__.py deleted file mode 100644 index e69de29bb2d1d6434b8b29ae775ad8c2e48c5391..0000000000000000000000000000000000000000 diff --git a/src/pythermogis/thermogis_classes/__init__.py b/src/pythermogis/thermogis_classes/__init__.py deleted file mode 100644 index e69de29bb2d1d6434b8b29ae775ad8c2e48c5391..0000000000000000000000000000000000000000 diff --git a/src/pythermogis/thermogis_classes/doublet.py b/src/pythermogis/thermogis_classes/doublet.py deleted file mode 100644 index 68894dd456cd6f019e6c39b926e1f59cc86a2a77..0000000000000000000000000000000000000000 --- a/src/pythermogis/thermogis_classes/doublet.py +++ /dev/null @@ -1,195 +0,0 @@ -import numpy as np -import xarray as xr -from jpype import JClass - -from pythermogis.thermogis_classes.mock import create_logger_mock - -def simulate_doublet( - output_data: xr.Dataset, - reservoir_properties: xr.Dataset, - utc_properties: JClass, - mask_value: float = 0.0 -) -> xr.Dataset: - # Calculate transmissivity scaled by ntg and converted to Dm - output_data[f"transmissivity_with_ntg"] = (output_data[f"transmissivity"] * - reservoir_properties.ntg) / 1e3 - - # Calculate the doublet performance across all dimensions - output_data_arrays = xr.apply_ufunc(calculate_performance_of_single_location, - reservoir_properties.mask, - reservoir_properties.depth, - output_data.thickness, - reservoir_properties.porosity, - reservoir_properties.ntg, - output_data.temperature, - output_data.transmissivity, - output_data.transmissivity_with_ntg, - kwargs={"utc_properties": utc_properties, - "mask_value": mask_value}, - dask="parallelized", - input_core_dims=[[], [], [], [], [], [], [], []], - output_core_dims=[[], [], [], [], [], [], [], [], [], [], [], [], [], []], - vectorize=True, - ) - - # Assign output DataArrays to the output_data object - output_data["power"] = output_data_arrays[0] - output_data["heat_pump_power"] = output_data_arrays[1] - output_data["capex"] = output_data_arrays[2] - output_data["opex"] = output_data_arrays[3] - output_data["utc"] = output_data_arrays[4] - output_data["npv"] = output_data_arrays[5] - output_data["hprod"] = output_data_arrays[6] - output_data["cop"] = output_data_arrays[7] - output_data["cophp"] = output_data_arrays[8] - output_data["pres"] = output_data_arrays[9] - output_data["flow_rate"] = output_data_arrays[10] - output_data["welld"] = output_data_arrays[11] - output_data["inj_temp"] = output_data_arrays[12] - output_data["prd_temp"] = output_data_arrays[13] - return output_data - - -def calculate_performance_of_single_location(mask: float, depth: float, thickness: float, porosity: float, ntg: float, temperature: float, transmissivity: float, transmissivity_with_ntg: float, utc_properties: JClass = None, mask_value: float = 0.0) -> float: - """ - Calculate the performance of a doublet at a single location. - - Parameters - ---------- - utc_properties : dict - Dictionary containing UTC (Underground Thermal Capacity) properties. - mask : float - Mask value; if not NaN, all output values will be set to mask_value. - depth : float - Depth of the aquifer in meters. - thickness : float - Thickness of the aquifer in meters. - porosity : float - Porosity of the aquifer (fraction). - ntg : float - Net-to-gross ratio of the aquifer (fraction). - temperature : float - Temperature of the aquifer in degrees Celsius. - transmissivity : float - Transmissivity of the aquifer. - transmissivity_with_ntg : float - Product of transmissivity and net-to-gross. - mask_value : float - 0.0 by default, Any cell that results in a failed simulation or corresponds to a - non-nan value in the mask parameter will be assigned the mask value - - Returns - ------- - power: float geothermal power [MW] - heat_pump_power: float power after heat pump [MW] - capex: float Capital expenditure [M€] - opex: float for first production year [M€] - utc: float unit technical costs/levelized cost of geothermal heat [€/kWh] - npv: float (net-present-value) [M€] - hprod: float total energy production for firstyear [kWh] - cop: float system cop [-] - cophp: float heat pump cop[-] - pres: float for driving loop [bar] - flow_rate: float [m3/h] - welld: float [m] - inj_temp: float [C] - prd_temp: float [C] - """ - if not validate_input(depth, ntg, porosity, temperature, thickness, transmissivity, - transmissivity_with_ntg): - return (np.nan,) * 14 - - if not np.isnan(mask) or temperature < utc_properties.minProdTemp(): - return (mask_value,) * 14 - - # Instantiate ThermoGIS doublet - doublet = instantiate_thermogis_doublet(utc_properties) - - DoubletInput = JClass("thermogis.calc.utc.doublet.Doublet.DoubletInput") - input = DoubletInput( - -9999.0, # unknowninput - thickness, - transmissivity, - transmissivity_with_ntg, - ntg, - depth, - porosity, - temperature, - None, # ates input - ) - - # The Java routine which calculates DoubletPerformance, for more detail on the simulation inspect the Java source code - try: - results = doublet.calculateDoubletPerformance(input) - except: - return (mask_value,) * 14 - - # If calculation was not successful, return mask value - if results is None or results.utc() == -9999.0: - return (mask_value,) * 14 - - # calculate net-present-value using the utc-cutoffs - if depth > utc_properties.utcDeepDepth(): - utc_cut = utc_properties.utcCutoffDeep() - else: - utc_cut = utc_properties.utcCutoff() - - hprod = results.hprod() - npv = 1e-6 * (utc_cut - results.utc()) * 3.6 * hprod * (1 - utc_properties.taxRate()) - - # get values from doublet - output_values = {"power": results.power(), - "heat_pump_power": results.hppower(), - "capex": results.capex(), - "opex": results.opex(), - "utc": results.utc(), - "npv": npv, - "hprod": hprod, - "cop": results.cop(), - "cophp": results.cophp(), - "pres": results.pres(), - "flow_rate": results.flow(), - "welld": results.welld(), - "inj_temp": results.injectionTemp(), - "prd_temp": results.productionTemp(), - } - - # Reset doublet variables for next calculation - return output_values["power"], output_values["heat_pump_power"], output_values["capex"], output_values["opex"], output_values["utc"], output_values["npv"], output_values["hprod"], output_values["cop"], output_values[ - "cophp"], output_values["pres"], output_values["flow_rate"], output_values["welld"], output_values["inj_temp"], output_values["prd_temp"] - - -def validate_input(depth: float, - ntg: float, - porosity: float, - temperature: float, - thickness: float, - transmissivity: float, - transmissivity_with_ntg: float, -) -> bool: - """ - Check that none of the input is nan - """ - return not np.any(np.isnan([depth, ntg, porosity, temperature, thickness, transmissivity, transmissivity_with_ntg])) - -def instantiate_thermogis_doublet(utc_properties) -> JClass: - """ - Instantiate a ThermoGIS Doublet class, setting necessary parameters from utc_properties and optionally using a specified random seed. - - Parameters - ---------- - utc_properties : UTCProperties - Instance containing the input parameters required for the doublet simulation. - - Returns - ------- - doublet : object - A JPype-instantiated object of the ThermoGISDoublet class. - """ - - # Instantiate doublet class - ThermoGISDoublet = JClass("thermogis.calc.utc.doublet.ThermoGisDoublet") - - doublet = ThermoGISDoublet(create_logger_mock(), utc_properties) - - return doublet diff --git a/src/pythermogis/thermogis_classes/properties.py b/src/pythermogis/thermogis_classes/properties.py deleted file mode 100644 index 2c1cf5aed948aeef32d01f6d8a5603cdbb16c4da..0000000000000000000000000000000000000000 --- a/src/pythermogis/thermogis_classes/properties.py +++ /dev/null @@ -1,36 +0,0 @@ -from pathlib import Path - -from jpype import JClass - -from pythermogis import start_jvm - - -def instantiate_thermogis_properties_from_file(xml_file: str | Path) -> JClass: - """Provided the path to an xml scenario file, parse this file for the utc properties; beware, the xml parses does some validation checks, checking that files exist. - Even if these parameters are not needed by the pyThermoGIS module, if these validation checks fail, the xml parser will fail. To get around this set these variables to null""" - start_jvm() - - # parse to string and pass to the Java utc xml parser - tg_parameters = JClass("thermogis.parameters.ThermoGISParameters")() - java_file_object = JClass("java.io.File") - tg_file = java_file_object(str(xml_file)) - tg_parameters.readSettingsFromFile(tg_file) - tg_parameters.setInputDataDir("") - tg_parameters.setResultsDir("") - return tg_parameters - -def instantiate_thermogis_parameters() -> JClass: - """ - Create and return a ``ThermoGISParameters`` Java object. - - The ThermoGISParameters holds the input parameters for all TG calculations, and - can be used to setup the record classes for the 4 calculations. - - - Returns - ------- - ThermoGISParameters : jpype.JClass - An instantiated ``ThermoGISParameters``. - """ - start_jvm() - return JClass("thermogis.parameters.ThermoGISParameters")() diff --git a/src/pythermogis/transmissivity/__init__.py b/src/pythermogis/transmissivity/__init__.py deleted file mode 100644 index e69de29bb2d1d6434b8b29ae775ad8c2e48c5391..0000000000000000000000000000000000000000 diff --git a/src/pythermogis/transmissivity/calculate_thick_perm_trans.py b/src/pythermogis/transmissivity/calculate_thick_perm_trans.py deleted file mode 100644 index 9b3bd30b506352900cfe1d49334c4d155f009c90..0000000000000000000000000000000000000000 --- a/src/pythermogis/transmissivity/calculate_thick_perm_trans.py +++ /dev/null @@ -1,55 +0,0 @@ -import numpy as np -from scipy import stats -import xarray as xr - -def generate_thickness_permeability_transmissivity_for_pvalues(thickness_mean: float, thickness_sd: float, ln_permeability_mean: float, ln_permeability_sd: float, p_values: xr.DataArray, nSamples: int = 10000) -> float: - """ - Given thickness provided as a normal distribution and ln(permeability) provided as a normal distribution, and a specific p-value, then generate the values for that p-value of the - -thickness - -permeability - -transmissivity - - Note: Transmissivity is a function of ln(permeability) * thickness, and so no analytical solution exists to combine these two probability distributions and so the transmissivity distribution has to be sampled. - UNLESS pvalue = P50; then the analytical solution for Transmissivity = (np.log(mean_thickness) + ln_permeability_mean) - - :param thickness_mean: - :param thickness_sd: - :param ln_permeability_mean: - :param ln_permeability_sd: - :param p_values: - :param nSamples: - :return: - thickness, permeability, transmissivity - """ - if np.isnan(thickness_mean) | np.isnan(thickness_sd) | np.isnan(ln_permeability_mean) | np.isnan(ln_permeability_sd): - return np.full(len(p_values), np.nan), np.full(len(p_values), np.nan), np.full(len(p_values), np.nan) - - if isinstance(p_values, np.int64) or isinstance(p_values, int): - if p_values == 50: - return np.array([thickness_mean]), np.array([np.exp(ln_permeability_mean)]), np.array([thickness_mean * np.exp(ln_permeability_mean)]) - else: - if len(p_values) == 1 and p_values[0] == 50: # The only value where we analytically know the output is the P50 - return np.array([thickness_mean]), np.array([np.exp(ln_permeability_mean)]), np.array([thickness_mean * np.exp(ln_permeability_mean)]) - - p_value_fractions = 1 - p_values / 100 - - if thickness_sd == 0: - thickness_pvalues = np.full(len(p_value_fractions), thickness_mean) - thickness_samples = np.full(nSamples, thickness_mean) - else: - thickness_dist = stats.norm(loc=thickness_mean, scale=thickness_sd) - thickness_pvalues = thickness_dist.ppf(p_value_fractions) - thickness_samples = thickness_dist.rvs(nSamples) - thickness_samples = np.clip(thickness_samples, a_min=0.01, a_max=None) - - - ln_permeability_dist = stats.norm(loc=ln_permeability_mean, scale=ln_permeability_sd) - permeability_pvalues = np.exp(ln_permeability_dist.ppf(p_value_fractions)) - - # Sampling method for transmissivity - transmissivity_samples = np.sort(np.exp(ln_permeability_dist.rvs(nSamples) + np.log(thickness_samples))) - - sample_indexes = np.array(p_value_fractions * (nSamples-1)) - transmissivity_pvalues_sampled = transmissivity_samples[sample_indexes.astype(int)] - - return thickness_pvalues, permeability_pvalues, transmissivity_pvalues_sampled \ No newline at end of file diff --git a/tests/documentation/test_define_calculation_limits.py b/tests/documentation/test_define_calculation_limits.py deleted file mode 100644 index 1a9effd63015faf7524fd29c8e0e17154ba55cc0..0000000000000000000000000000000000000000 --- a/tests/documentation/test_define_calculation_limits.py +++ /dev/null @@ -1,50 +0,0 @@ -from pathlib import Path - -import numpy as np -import xarray as xr - -from pythermogis import calculate_doublet_performance -import pytest - -test_files_path = Path(__file__).parent.parent / "resources" - -def print_min_max(variable: xr.DataArray): - print(f"{variable.name}, {np.min(variable):.2f}, {np.max(variable):.2f}") - -@pytest.mark.skip("Useful for understanding the range of possible input values, not for pipeline testing") -def test_define_calculation_limits(): - recalculate_results = False - if recalculate_results: - # generate simulation samples across desired reservoir properties - Nsamples = 1000 - thickness_samples = np.random.uniform(low=1, high=10e3, size=Nsamples) - porosity_samples = np.random.uniform(low=0.01, high=0.99, size=Nsamples) - ntg_samples = np.random.uniform(low=0.01, high=0.99, size=Nsamples) - depth_samples = np.random.uniform(low=1, high=10e3, size=Nsamples) - permeability_samples = np.random.uniform(low=1, high=10e3, size=Nsamples) - reservoir_properties = xr.Dataset( - { - "thickness": (["sample"], thickness_samples), - "porosity": (["sample"], porosity_samples), - "ntg": (["sample"], ntg_samples), - "depth": (["sample"], depth_samples), - "permeability": (["sample"], permeability_samples), - }, - coords={"sample": np.arange(Nsamples)}, - ) - - results = calculate_doublet_performance( - reservoir_properties, - chunk_size=100, - print_execution_duration=True - ) - results.to_netcdf(test_files_path / "calculation_limits_result.nc") - else: - results = xr.load_dataset(test_files_path / "calculation_limits_result.nc") - - # drop the values which returned nan: - results = results.dropna(dim="sample", subset=["power"]) - - # print the min and max values of all the inputs - for var in ["thickness", "porosity", "ntg", "depth", "permeability", "temperature"]: - print_min_max(results[var]) \ No newline at end of file diff --git a/tests/documentation/test_doc_examples.py b/tests/documentation/test_doc_examples.py deleted file mode 100644 index 8d31cf489102cf410b6e8f268eb258ddb234440e..0000000000000000000000000000000000000000 --- a/tests/documentation/test_doc_examples.py +++ /dev/null @@ -1,482 +0,0 @@ -import pytest - -def test_example_1(): - from pythermogis import calculate_doublet_performance - import xarray as xr - - input_data = xr.Dataset({ - "thickness": 300, - "ntg": 0.5, - "porosity": 0.2, - "depth": 2000, - "permeability": 300, - }) - - results = calculate_doublet_performance(input_data) - print(results) - -def test_example_2(): - from pythermogis import calculate_doublet_performance - import xarray as xr - import numpy as np - - input_data = xr.Dataset({ - "thickness": (("x", "y"), np.array([[300, 300], [200, 200]])), - "ntg": (("x", "y"), np.array([[0.5, 0.5], [0.25, 0.25]])), - "porosity": (("x", "y"), np.array([[0.2, 0.2], [0.3, 0.3]])), - "depth": (("x", "y"), np.array([[5000, 5000], [4500, 4500]])), - "permeability": (("x", "y"), np.array([[300, 300], [450, 450]])), - }, coords={"x": [0, 1], "y": [10, 20]}) - - results = calculate_doublet_performance(input_data) - print(results) - -def test_example_3(): - from pythermogis import calculate_doublet_performance, instantiate_thermogis_parameters - import xarray as xr - - input_data = xr.Dataset({ - "thickness": 300, - "ntg": 0.5, - "porosity": 0.2, - "depth": 2000, - "permeability": 300, - }) - - tg_properties = instantiate_thermogis_parameters() - tg_properties.setUseHeatpump(True) - utc_properties = tg_properties.setupUTCParameters() - results = calculate_doublet_performance(input_data, utc_properties=utc_properties) - print(results) - -def test_example_4(): - from pythermogis import calculate_doublet_performance_stochastic - import xarray as xr - - input_data = xr.Dataset({ - "thickness_mean": 300, - "thickness_sd": 50, - "ntg": 0.5, - "porosity": 0.2, - "depth": 2000, - "ln_permeability_mean": 4, - "ln_permeability_sd": 0.5, - }) - - results = calculate_doublet_performance_stochastic(input_data) - print(results) - -def test_example_5(): - from pythermogis import calculate_doublet_performance_stochastic - import xarray as xr - from matplotlib import pyplot as plt - from pathlib import Path - from os import path - output_data_path = Path(__file__).parent.parent / "resources" / "test_output" / "example5" - output_data_path.mkdir(parents=True, exist_ok=True) - - input_data = xr.Dataset({ - "thickness_mean": 300, - "thickness_sd": 50, - "ntg": 0.5, - "porosity": 0.2, - "depth": 2000, - "ln_permeability_mean": 5, - "ln_permeability_sd": 0.5, - }) - results = calculate_doublet_performance_stochastic(input_data, p_values=[1, 10, 20, 30, 40, 50, 60, 70, 80, 90, 99]) - fig, axe = plt.subplots(figsize=(10, 5)) - kh = results.transmissivity_with_ntg * 1.0 - kh.plot(y="p_value", ax=axe) - axe.set_title(f"Aquifer Net transmissivity\n kH") - temp = input_data.temperature - inj_temp = results.inj_temp.sel(p_value=50, method="nearest") - prd_temp = results.prd_temp.sel(p_value=50, method="nearest") - axe.axhline(50.0, label=f"TEMP res: {temp:.1f} inj: {inj_temp:.1f} prd: {prd_temp:.1f} ", - ls="--", c="tab:orange") - # axes.axhline(pos, label=f"probability of success: {pos:.1f}%",ls="--", c="tab:orange") - kh50 = kh.sel(p_value=50, method="nearest") - axe.axvline(kh50, ls="--", c="tab:orange" ) - axe.legend() - axe.set_xlabel("kH [Dm]") - axe.set_ylabel("p-value [%]") - plt.savefig(output_data_path / "kh.png") - -@pytest.mark.skip("This test is computationally expensive, skip on the pipeline") -def test_example_6(): - from pythermogis import calculate_doublet_performance_stochastic, calculate_pos - from pygridsio import read_grid, plot_grid, resample_grid - from matplotlib import pyplot as plt - import numpy as np - import xarray as xr - from pathlib import Path - from os import path - - # the location of the input data: the data can be found in the resources/example_data directory of the repo - input_data_path = Path(__file__).parent.parent / "resources" / "test_input" / "example_data" - - # create a directory to write the output files to - output_data_path = Path(__file__).parent.parent / "resources" / "test_output" / "example6" - output_data_path.mkdir(parents=True, exist_ok=True) - - # if set to True then simulation is always run, otherwise pre-calculated results are read (if available) - run_simulation = True - - # grids can be in .nc, .asc, .zmap or .tif format: see pygridsio package - new_cellsize = 5000 # in m, this sets the resolution of the model; to speed up calcualtions you can increase the cellsize - reservoir_properties = resample_grid(read_grid(input_data_path / "ROSL_ROSLU__thick.zmap"), new_cellsize=new_cellsize).to_dataset(name="thickness_mean") - reservoir_properties["thickness_sd"] = resample_grid(read_grid(input_data_path / "ROSL_ROSLU__thick_sd.zmap"), new_cellsize=new_cellsize) - reservoir_properties["ntg"] = resample_grid(read_grid(input_data_path / "ROSL_ROSLU__ntg.zmap"), new_cellsize=new_cellsize) - reservoir_properties["porosity"] = resample_grid(read_grid(input_data_path / "ROSL_ROSLU__poro.zmap"), new_cellsize=new_cellsize) / 100 - reservoir_properties["depth"] = resample_grid(read_grid(input_data_path / "ROSL_ROSLU__top.zmap"), new_cellsize=new_cellsize) - reservoir_properties["ln_permeability_mean"] = np.log(resample_grid(read_grid(input_data_path / "ROSL_ROSLU__perm.zmap"), new_cellsize=new_cellsize)) - reservoir_properties["ln_permeability_sd"] = resample_grid(read_grid(input_data_path / "ROSL_ROSLU__ln_perm_sd.zmap"), new_cellsize=new_cellsize) - - # output inputs - variables_to_plot = ["depth", "thickness_mean", "thickness_sd"] - fig, axes = plt.subplots(nrows=len(variables_to_plot), ncols=1, figsize=(7, 5*len(variables_to_plot)), sharex=True, sharey=True) - for i, variable in enumerate(variables_to_plot): - plot_grid(reservoir_properties[variable], axes=axes[i], add_netherlands_shapefile=True) # See documentation on plot_grid in pygridsio, you can also provide your own shapefile - plt.tight_layout() # ensure there is enough spacing - plt.savefig(output_data_path / "input_maps_1.png") - - variables_to_plot = [ "porosity", "ln_permeability_mean", "ln_permeability_sd"] - fig, axes = plt.subplots(nrows=len(variables_to_plot), ncols=1, figsize=(7, 5*len(variables_to_plot)), sharex=True, sharey=True) - for i, variable in enumerate(variables_to_plot): - plot_grid(reservoir_properties[variable], axes=axes[i], add_netherlands_shapefile=True) # See documentation on plot_grid in pygridsio, you can also provide your own shapefile - plt.tight_layout() # ensure there is enough spacing - plt.savefig(output_data_path / "input_maps_2.png") - - - # simulate - # if doublet simulation has already been run then read in results, or run the simulation and write results out - if (output_data_path / "output_results.nc").exists and not run_simulation: - results = xr.load_dataset(output_data_path / "output_results.nc") - else: - results = calculate_doublet_performance_stochastic(reservoir_properties, p_values=[10, 20, 30, 40, 50, 60, 70, 80, 90]) - results.to_netcdf(output_data_path / "output_results.nc") # write doublet simulation results to file - - # plot results as maps - variables_to_plot = ["transmissivity","power", "pres", "npv"] - p_values_to_plot = [10, 50, 90] - fig, axes = plt.subplots(nrows=len(variables_to_plot), ncols=len(p_values_to_plot), figsize=(3*len(variables_to_plot), 5*len(p_values_to_plot)), sharex=True, sharey=True) - for j, p_value in enumerate(p_values_to_plot): - results_p_value = results.sel(p_value=p_value) - for i, variable in enumerate(variables_to_plot): - plot_grid(results_p_value[variable], axes=axes[i,j], add_netherlands_shapefile=True) # See documentation on plot_grid in pygridsio, you can also provide your own shapefile - plt.tight_layout() # ensure there is enough spacing - plt.savefig(output_data_path / "maps.png") - - # plot net-present value at a single location as a function of p-value and find the probability of success - results["pos"] = calculate_pos(results) # calculate probability of success across whole aquifer - x, y = 125e3, 525e3 # define location - results_loc = results.sel(x=x,y=y,method="nearest") # select only the location of interest - pos = results_loc.pos.data # get probability of success at location of interest as a single value - - # plot npv versus p-value and a map showing the location of interest - fig, axes = plt.subplots(ncols=2, figsize=(10,5)) - results_loc.npv.plot(y="p_value", ax=axes[0]) - axes[0].set_title(f"Aquifer: ROSL_ROSLU\nlocation: [{x:.0f}m, {y:.0f}m]") - axes[0].axhline(pos, label=f"probability of success: {pos:.1f}%",ls="--", c="tab:orange") - axes[0].axvline(0.0,ls="--", c="tab:orange") - axes[0].legend() - axes[0].set_xlabel("net-present-value [Million €]") - axes[0].set_ylabel("p-value [%]") - - plot_grid(results.pos,axes=axes[1], add_netherlands_shapefile=True) - axes[1].scatter(x,y,marker="x",color="tab:red") - - plt.tight_layout() # ensure there is enough spacing - plt.savefig(output_data_path / "pos.png") - - -def test_example_7(): - from pythermogis import calculate_doublet_performance_stochastic, calculate_pos - from pygridsio import read_grid - from matplotlib import pyplot as plt - import numpy as np - import xarray as xr - from pathlib import Path - - input_data_path = Path(__file__).parent.parent / "resources" / "test_input" / "example_data" - output_data_path = Path(__file__).parent.parent / "resources" / "test_output" / "example7" - output_data_path.mkdir(parents=True, exist_ok=True) - - # read in reservoir property maps - reservoir_properties = read_grid(input_data_path / "ROSL_ROSLU__thick.zmap").to_dataset(name="thickness_mean") - reservoir_properties["thickness_sd"] = read_grid(input_data_path / "ROSL_ROSLU__thick_sd.zmap") - reservoir_properties["ntg"] = read_grid(input_data_path / "ROSL_ROSLU__ntg.zmap") - reservoir_properties["porosity"] = 0.01* read_grid(input_data_path / "ROSL_ROSLU__poro.zmap") - reservoir_properties["depth"] = read_grid(input_data_path / "ROSL_ROSLU__top.zmap") - reservoir_properties["ln_permeability_mean"] = np.log( read_grid(input_data_path / "ROSL_ROSLU__perm.zmap")) - reservoir_properties["ln_permeability_sd"] = read_grid(input_data_path / "ROSL_ROSLU__ln_perm_sd.zmap") - - # Select locations of interest from the reservoir properties and simulate doublet performance - portfolio_coords = [(125e3, 525e3), (100e3, 525e3), (110e3, 525e3), (125e3, 515e3), (125e3, 520e3)] - - # Collect selected locations, create a new Dataset with the coordinate 'location' - locations = [] - for i, (x, y) in enumerate(portfolio_coords): - point = reservoir_properties.sel(x=x, y=y, method="nearest") - point = point.expand_dims(location=[i]) # Add new dim for stacking - locations.append(point) - portfolio_reservoir_properties = xr.concat(locations, dim="location") - - results_portfolio = calculate_doublet_performance_stochastic(portfolio_reservoir_properties, p_values=[10, 20, 30, 40, 50, 60, 70, 80, 90]) - - # post process: clip the npv and calculate the probability of success - AEC = -3.5 - results_portfolio['npv'] = results_portfolio.npv.clip(min=AEC) - results_portfolio["pos"] = calculate_pos(results_portfolio) - - # plot results - fig, axes = plt.subplots(ncols=2, nrows=2, figsize=(10, 10)) - colors = plt.cm.tab10.colors - for i_loc, loc in enumerate(portfolio_coords): - - # select single portfolio location to plot - results_loc = results_portfolio.isel(location=i_loc) - pos = results_loc.pos.data - x, y = loc - - # plot npv versus p-value and a map showing the location of interest - ax = axes[0, 0] - results_loc.npv.plot(y="p_value", ax=ax, color=colors[i_loc]) - ax.set_title(f"Aquifer: ROSL_ROSLU\n POS ") - ax.axhline(pos, label=f"POS: {pos:.1f}% [ {x:.0f}m, {y:.0f}m]", ls="--", c=colors[i_loc]) - ax.axvline(0.0, ls="--", c=colors[i_loc]) - ax.legend() - ax.set_xlabel("net-present-value [Million €]") - ax.set_ylabel("p-value [%]") - - ax = axes[0, 1] - kh = results_loc.transmissivity_with_ntg - kh.plot(y="p_value", ax=ax, color=colors[i_loc]) - ax.set_title(f"Aquifer: ROSL_ROSLU\n kH") - temp = results_loc.temperature.sel(p_value=50) - inj_temp = results_loc.inj_temp.sel(p_value=50) - prd_temp = results_loc.prd_temp.sel(p_value=50) - ax.axhline(50.0, label=f"POS: {pos:.1f}% TEMP res: {temp:.1f} inj: {inj_temp:.1f} prd: {prd_temp:.1f} ", - ls="--", c=colors[i_loc]) - ax.axvline(kh.sel(p_value=50), ls="--", c=colors[i_loc]) - ax.legend() - ax.set_xlabel("kH [Dm]") - ax.set_ylabel("p-value [%]") - - ax = axes[1, 0] - results_loc.power.plot(y="p_value", ax=ax, color=colors[i_loc]) - ax.set_title(f"Aquifer: ROSL_ROSLU\n Power") - ax.axhline(pos, label=f"POS: {pos:.1f}% [ {x:.0f}m, {y:.0f}m]", ls="--", c=colors[i_loc]) - valp50 = results_loc.power.sel(p_value=50) - ax.axvline(valp50, ls="--", c=colors[i_loc]) - ax.legend() - ax.set_xlabel("power [MW]") - ax.set_ylabel("p-value [%]") - - ax = axes[1, 1] - results_loc.cop.plot(y="p_value", ax=ax, color=colors[i_loc]) - ax.set_title(f"Aquifer: ROSL_ROSLU\n COP") - ax.axhline(pos, label=f"POS: {pos:.1f}% [ {x:.0f}m, {y:.0f}m]", ls="--", c=colors[i_loc]) - valp50 = results_loc.cop.sel(p_value=50) - ax.axvline(valp50, ls="--", c=colors[i_loc]) - ax.legend() - ax.set_xlabel("COP [-]") - ax.set_ylabel("p-value [%]") - - plt.tight_layout() # ensure there is enough spacing - plt.savefig(output_data_path / "npv.png") - -def test_example_8(): - from pythermogis import calculate_doublet_performance, calculate_pos, plot_exceedance - import xarray as xr - from matplotlib import pyplot as plt - from pathlib import Path - from os import path - import numpy as np - - - # output directory to write output to - output_data_path = Path(__file__).parent.parent / "resources" / "test_output" / "example8" - output_data_path.mkdir(parents=True, exist_ok=True) - - # generate simulation samples across desired reservoir properties - Nsamples = 100 - thickness_samples = np.random.uniform(low=150, high=300, size=Nsamples) - porosity_samples = np.random.uniform(low=0.2, high=0.2, size=Nsamples) - ntg_samples = np.random.uniform(low=0.25, high=0.5, size=Nsamples) - depth_samples = np.random.uniform(low=1800, high=2200, size=Nsamples) - permeability_samples = np.random.uniform(low=200, high=800, size=Nsamples) - reservoir_properties = xr.Dataset( - { - "thickness": (["sample"], thickness_samples), - "porosity": (["sample"], porosity_samples), - "ntg": (["sample"], ntg_samples), - "depth": (["sample"], depth_samples), - "permeability": (["sample"], permeability_samples), - }, - coords={"sample": np.arange(Nsamples)} - ) - - # For every sample, run a doublet simulation store the output values - simulations = calculate_doublet_performance(reservoir_properties, print_execution_duration=True) - - # post process the samples to calculate the percentiles of each variable - percentiles = np.arange(1,99) - results = simulations.quantile(q=percentiles/100, dim="sample") - results = results.assign_coords(quantile=("quantile", percentiles)) # Overwrite the 'quantile' coordinate with integer percentiles - results = results.rename({"quantile": "p_value"}) # Rename dimension to 'p_value' to match nomenclature in the rest of pythermogis - results["pos"] = calculate_pos(results) - - # plotting - fig, axes = plt.subplots(3,2, figsize=(10,15)) - plt.suptitle("Reservoir Property Distributions") - reservoir_properties.thickness.plot.hist(ax=axes[0,0]) - reservoir_properties.porosity.plot.hist(ax=axes[0,1]) - reservoir_properties.ntg.plot.hist(ax=axes[1,0]) - reservoir_properties.depth.plot.hist(ax=axes[1,1]) - reservoir_properties.permeability.plot.hist(ax=axes[2,0]) - axes[2,1].set_visible(False) - plt.savefig(output_data_path / "reservoir_distributions.png") - - fig, axes = plt.subplots(2,2, figsize=(10,10)) - plt.suptitle(f"Simulation results\nNo. of Samples: {Nsamples}") - simulations.plot.scatter(x="permeability", y="transmissivity", ax=axes[0,0]) - simulations.plot.scatter(x="permeability", y="utc", ax=axes[0,1]) - simulations.plot.scatter(x="permeability", y="power", ax=axes[1,0]) - simulations.plot.scatter(x="permeability", y="npv", ax=axes[1,1]) - plt.savefig(output_data_path / "simulation_results.png") - - fig, axes = plt.subplots(2,2, figsize=(10,10)) - plt.suptitle(f"Exceedance probability curves\nNo. of Samples: {Nsamples}") - plot_exceedance(results["permeability"], ax=axes[0,0]) - plot_exceedance(results["utc"], ax=axes[0,1]) - plot_exceedance(results["power"], ax=axes[1,0]) - plot_exceedance(results["npv"], ax=axes[1,1]) - axes[1, 1].axhline(results["pos"], ls="--", c="tab:orange", label=f"POS: {results['pos']:.1f}%") # add the probability of success - axes[1, 1].axvline(0, ls="--", c="tab:orange") # add the probability of success - axes[1, 1].legend() - plt.savefig(output_data_path / "exceedance_probabilities.png") - - -@pytest.mark.skip("This test is computationally expensive, skip on the pipeline") -def test_example_9(): - from pathlib import Path - - import numpy as np - import xarray as xr - from matplotlib import pyplot as plt - - from pythermogis import calculate_doublet_performance - - # output directory to write output to - output_data_path = Path(__file__).parent.parent / "resources" / "test_output" / "example9" - output_data_path.mkdir(parents=True, exist_ok=True) - - # define the poro-depth and the poro-perm relationships: - # porosity = (poro_0-poro_base) * exp(-poro_k * depth) + poro_base, with depth in km - # values below correspond to the Sirte Basin - poro_0 = 45 - poro_k = 0.4 - poro_b = 4.0 - poro_std = 1 # 0.01% uncertainty, if this goes larger it blows up massively... - - # ln(permeability) = - # porperm: [-0.0092, 0.76, -6.7] - perm_a = -0.0092 - perm_b = 0.76 - perm_c = -6.7 - - # number of depths and number of samples per depth - n_samples = 500 - n_depths = 20 - - - depth_min = 1e3 - depth_max = 3e3 - depths = np.linspace(depth_min, depth_max, n_depths) - thickness = 100 - ntg = 1.0 - - porosity = (poro_0-poro_b) * np.exp(-poro_k * (depths * 1e-3)) + poro_b - - # expand porosity to have n_samples per depth, with uncertainty in porosity - porosity = np.random.normal(porosity[:, None], poro_std, size=(n_depths, n_samples)) - porosity = np.clip(porosity, 0.0, 100.0) - - permeability = np.exp(perm_a * porosity**2 + perm_b * porosity + perm_c) - # clip to minimum transmissivity of 1Dm - permeability = np.clip(permeability, 1000/thickness, 1e10) - - reservoir_properties = xr.Dataset( - { - "thickness": thickness, - "porosity": (["depth", "samples"], porosity / 100), - "ntg": ntg, - "permeability": (["depth", "samples"], permeability), - }, - coords={ - "samples": np.arange(n_samples), - "depth": depths, - }, - ) - - - - # For every sample, run a doublet simulation - simulations = calculate_doublet_performance( - reservoir_properties, - chunk_size=100, - ) - - - simulations_stoch = simulations.quantile([0.1,0.5,0.9], dim="samples") - - - # make a plot showing there is a sweet spot between Doublet power, Cost of energy - # and Transmissivity - fig, ax = plt.subplots(figsize=(8, 6)) - ax2 = ax.twiny() - - p10 = simulations_stoch.sel(quantile=0.9) - p50 = simulations_stoch.sel(quantile=0.5) - p90 = simulations_stoch.sel(quantile=0.1) - - - # UTC - ax2.fill_betweenx(p50.depth, p10.utc, p90.utc, color="lightgrey", alpha=0.5) - ax2.plot(p50.utc, p50.depth, label="UTC [€cts/kWh]", color="lightgrey") - ax2.set_xlim(0,50) - - # power - ax2.fill_betweenx(p50.depth, p10.power, p90.power, color="black", alpha=0.5) - ax2.plot(p50.power, p50.power.depth, label="Power [MW]", color="black") - - # transmissivity - ax.fill_betweenx( - p50.depth, - p10.transmissivity_with_ntg, - p90.transmissivity_with_ntg, - color="tab:green", - alpha=0.5, - ) - ax.plot( - p50.transmissivity_with_ntg, - p50.transmissivity_with_ntg.depth, - label="Transmissivity [Dm]", - color="tab:green", - ) - - ax.set_ylabel("Depth [m]") - ax2.set_xlabel("Power [MW] & UTC [€cts/kWh]") - ax.set_xlabel("Transmissivity [Dm]", color="tab:green") - ax.set_ylim([depths[-1], depths[0]]) - - # Collect handles and labels from both axes - handles1, labels1 = ax.get_legend_handles_labels() - handles2, labels2 = ax2.get_legend_handles_labels() - handles = handles1 + handles2 - labels = labels1 + labels2 - ax.legend(handles, labels) - - plt.savefig(output_data_path / "depth_optimization.png") - diff --git a/tests/java/test_java_installation.py b/tests/java/test_java_installation.py deleted file mode 100644 index 30e0b35d549810477058da4496908104311be3d9..0000000000000000000000000000000000000000 --- a/tests/java/test_java_installation.py +++ /dev/null @@ -1,13 +0,0 @@ -from pythermogis import ( - start_jvm, - JVM17_DLL_PATH, - THERMOGIS_JAR_PATH, -) - - -def test_JVM_start(): - start_jvm() - -def test_JVM_JAR_print(): - print(JVM17_DLL_PATH) - print(THERMOGIS_JAR_PATH) \ No newline at end of file diff --git a/tests/java/test_utc_properties.py b/tests/java/test_utc_properties.py deleted file mode 100644 index 9357ed64ad449d30652f90d8518ae70bebde2e74..0000000000000000000000000000000000000000 --- a/tests/java/test_utc_properties.py +++ /dev/null @@ -1,55 +0,0 @@ -from unittest import TestCase - -from pythermogis import * - -class UTCBuilder(TestCase): - scenarios_file_path = Path(__file__).parent.parent / "resources" / "test_input" / "scenarios" - - def test_tg_scenario_xmls_parse_and_run(self): - # These are the current 2.4 scenario settings, for BaseCase, HP, Stim and HP&Stim - scenarios = [ - "doublet_techno-econ_basecase.xml", - "doublet_techno-econ_HP.xml", - "doublet_techno-econ_STIM.xml", - "doublet_techno-econ_STIM_HP.xml", - ] - utc_properties = [] - for scenario in scenarios: - tg_properties = instantiate_thermogis_properties_from_file( - self.scenarios_file_path / scenario - ) - utc_properties.append(tg_properties.setupUTCParameters()) - - # If test reaches here, then parsing of xml's worked, check that the scenarios actually run on a set of test data: - [self.run_scenario(utc_property) for utc_property in utc_properties] - - def test_ga4a_scenario_xmls_parse_and_run(self): - # The ga4a scenarios no longer work as they are missing necessary input parameters; they were generated by an older version of TG, I corrected them using the gui, producing a new set of configs. - scenarios = [ - "ga4a_ORC_new_config.xml", - "ga4a_directheat_new_config.xml", - "ga4a_directheatHP_new_config.xml", - "ga4a_chiller_new_config.xml", - ] - utc_properties = [] - for scenario in scenarios: - tg_properties = instantiate_thermogis_properties_from_file( - self.scenarios_file_path / scenario - ) - utc_properties.append(tg_properties.setupUTCParameters()) - - # If test reaches here, then parsing of xml's worked, check that the scenarios actually run on a set of test data: - [self.run_scenario(utc_property) for utc_property in utc_properties] - - def run_scenario(self, utc_properties): - input_data = xr.Dataset({ - "thickness_mean": ((), 300), - "thickness_sd": ((), 50), - "ntg": ((), 0.5), - "porosity": ((), 0.5), - "depth": ((), 5000), - "ln_permeability_mean": ((), 5), - "ln_permeability_sd": ((), 0.5), - }) - - calculate_doublet_performance_stochastic(input_data, utc_properties=utc_properties) diff --git a/tests/performance/test_dask_parralelization.py b/tests/performance/test_dask_parralelization.py deleted file mode 100644 index 362474a738c4da2c87749da31827ae8100fd2d77..0000000000000000000000000000000000000000 --- a/tests/performance/test_dask_parralelization.py +++ /dev/null @@ -1,42 +0,0 @@ -from os import path -from pathlib import Path - -import numpy as np -import xarray as xr - -from pythermogis import auto_chunk_dataset, assess_optimal_chunk_size - -def test_dask_parralelization(): - output_data_path = Path(__file__).parent.parent / "resources" / "test_output" / "parallelization" - output_data_path.mkdir(parents=True, exist_ok=True) - - assess_optimal_chunk_size(n_simulations = 100, chunk_step_size=50, plot_outfile = output_data_path / "parallelization.png") - - assert output_data_path.exists() - -def test_auto_chunking(): - # Arrange - Ndim1, Ndim2, Ndim3 = 50, 4, 7 - reservoir_properties = xr.Dataset( - { - "thickness": (["dim1", "dim2", "dim3"], np.ones((Ndim1, Ndim2, Ndim3))), - "porosity": (["dim1", "dim2", "dim3"], np.ones((Ndim1, Ndim2, Ndim3))), - "ntg": (["dim1", "dim2", "dim3"], np.ones((Ndim1, Ndim2, Ndim3))), - "depth": (["dim1", "dim2", "dim3"], np.ones((Ndim1, Ndim2, Ndim3))), - "permeability": (["dim1", "dim2", "dim3"], np.ones((Ndim1, Ndim2, Ndim3))), - }, - coords={"dim1": np.arange(Ndim1), - "dim2": np.arange(Ndim2), - "dim3": np.arange(Ndim3)} - ) - - # Act - reservoir_properties = auto_chunk_dataset(reservoir_properties, 42) - - # Assert - assert reservoir_properties.chunksizes['dim1'] == (3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 2) - assert reservoir_properties.chunksizes['dim2'] == (4,) - assert reservoir_properties.chunksizes['dim3'] == (3, 3, 1) - - - diff --git a/tests/performance/test_doublet_speed.py b/tests/performance/test_doublet_speed.py deleted file mode 100644 index 1a9051e47a900f15cced575f1de4342eac451dee..0000000000000000000000000000000000000000 --- a/tests/performance/test_doublet_speed.py +++ /dev/null @@ -1,46 +0,0 @@ -import shutil -from os import path -from unittest.case import TestCase - -from pygridsio import read_grid, resample_grid - -from pythermogis import * - - -class PyThermoGIS(TestCase): - test_files_path = Path(__file__).parent.parent / "resources" / "test_input" / "example_data" - test_files_out_path = Path(__file__).parent.parent / "resources" / "test_output" / "example_data" - - def setUp(self): - if self.test_files_out_path.exists(): - shutil.rmtree(self.test_files_out_path) - shutil.copytree(self.test_files_path, self.test_files_out_path) - - def tearDown(self): - shutil.rmtree(self.test_files_out_path) - - def test_doublet_speed(self): - input_grids = self.read_input_grids() - p_values = [50] - - data = input_grids["thickness_mean"].data.flatten() - non_nan_data = data[~np.isnan(data)] - print(f"Running Performance calculation for ROSL_ROSLU, Pvalues: {p_values}, The number of Non Nan Cells: {len(non_nan_data)}") - - # Run calculation across all dimensions of input_grids, and all provided P_values: The Equivalent calculation with 10 cores takes 43 seconds in the Java code - start = timeit.default_timer() - calculate_doublet_performance_stochastic(input_grids, chunk_size=5, rng_seed=123, p_values=p_values) - time_elapsed = timeit.default_timer() - start - print(f"Python calculation took {time_elapsed:.1f} seconds.") - - - def read_input_grids(self): - new_cellsize=10000 # in m - input_grids = resample_grid(read_grid(self.test_files_out_path / "ROSL_ROSLU__thick.zmap"), new_cellsize=new_cellsize).to_dataset(name="thickness_mean") - input_grids["thickness_sd"] = resample_grid(read_grid(self.test_files_out_path / "ROSL_ROSLU__thick_sd.zmap"), new_cellsize=new_cellsize) - input_grids["ntg"] = resample_grid(read_grid(self.test_files_out_path / "ROSL_ROSLU__ntg.zmap"), new_cellsize=new_cellsize) - input_grids["porosity"] = resample_grid(read_grid(self.test_files_out_path / "ROSL_ROSLU__poro.zmap"), new_cellsize=new_cellsize) / 100 - input_grids["depth"] = resample_grid(read_grid(self.test_files_out_path / "ROSL_ROSLU__top.zmap"), new_cellsize=new_cellsize) - input_grids["ln_permeability_mean"] = np.log(resample_grid(read_grid(self.test_files_out_path / "ROSL_ROSLU__perm.zmap"), new_cellsize=new_cellsize)) - input_grids["ln_permeability_sd"] = resample_grid(read_grid(self.test_files_out_path / "ROSL_ROSLU__ln_perm_sd.zmap"), new_cellsize=new_cellsize) - return input_grids \ No newline at end of file diff --git a/tests/physics/test_transmissivity_calculation.py b/tests/physics/test_transmissivity_calculation.py deleted file mode 100644 index 101c521d75b50f20b015cf99afe0ca7a81fbd5ec..0000000000000000000000000000000000000000 --- a/tests/physics/test_transmissivity_calculation.py +++ /dev/null @@ -1,109 +0,0 @@ - -from os import path -from unittest.case import TestCase - -import matplotlib.pyplot as plt - -from pythermogis import * - -class PyThermoGIS(TestCase): - test_files_out_path = Path(__file__).parent.parent / "resources" / "test_output" - - def test_transmissivity_calculation(self): - """ - When calculating the Transmissivity values in the python code, we get a different value than the values from the java benchmark; - This is because we have to calculate Transmissivity using a sampling method as it is the combination of a normal and log-normal distribution, - The java code and the python code only use 10000 samples for ensuring the calculation is sped up; however this is course enough that with different random number generators they can be off by a few Dm, - This test is simply to show that with enough samples the different methods converge; but the problem still exists; how do we efficiently calculate Transmissivity? - :return: - """ - thickness_mean = 10 - thickness_sd = 5 - ln_perm_mean = 5 - ln_perm_sd = 0.5 - nSamples = 100000 - p_values_list = [1, 10, 20, 30, 40, 50, 60, 70, 80, 90] - - # - # Python - # - # convert p_values list to a xarray DataArray; needed to ensure the dimensionality of the calculations - p_values = xr.DataArray( - data=p_values_list, - dims=["p_value"], - coords=dict( - p_value=(["p_value"], p_values_list), - )) - - # Calculate Thickness, Permeability and Transmissivity for each P-value using the Python implementation - thickness, permeability, transmissivity = xr.apply_ufunc(generate_thickness_permeability_transmissivity_for_pvalues, - thickness_mean, - thickness_sd, - ln_perm_mean, - ln_perm_sd, - p_values, - kwargs={"nSamples": nSamples}, - input_core_dims=[[], [], [], [], []], - output_core_dims=[[], [], []], - vectorize=True - ) - - - # - # JAVA - # - # Calculate Thickness, Permeability and Transmissivity for each P-value using the Java implementation - thick_p_value_java, perm_p_value_java, trans_p_value_java = self.generate_transmissivity_java(ln_perm_mean, ln_perm_sd, nSamples, p_values_list, thickness_mean, thickness_sd) - - # - # Plotting - # - plot = False - if plot: - # Plot the transmissivity as a function of pvalue for both the python and Java implementation - fig, axes = plt.subplots(1, 4, figsize=(20, 10)) - - # Thick - thickness.plot(ax=axes[0], label="python") - axes[0].set_title(f"Thickness\nmax diff: {np.max(np.abs(thickness.values - thick_p_value_java))}") - axes[0].plot(p_values_list, thick_p_value_java, label="java") - - # Perm - permeability.plot(ax=axes[1], label="python") - axes[1].set_title(f"Permeability\nmax diff: {np.max(np.abs(permeability.values - perm_p_value_java))}") - axes[1].plot(p_values_list, perm_p_value_java, label="java") - - # Trans - transmissivity.plot(ax=axes[2], label="python") - axes[2].set_title(f"Transmissivity\nmax diff: {np.max(np.abs(transmissivity.values - trans_p_value_java))}") - axes[2].plot(p_values_list, trans_p_value_java, label="java") - - axes[3].set_title("Difference between Python and Java Transmissivity") - axes[3].scatter(p_values_list, trans_p_value_java - transmissivity) - - [ax.legend() for ax in axes[:-1]] - plt.savefig(self.test_files_out_path / "trans_test") - - # Assert - self.assertTrue(np.allclose(transmissivity.values, trans_p_value_java, atol=200)) - - def generate_transmissivity_java(self, ln_perm_mean, ln_perm_sd, nSamples, p_values_list, thickness_mean, thickness_sd): - start_jvm() - RNG = JClass("tno.geoenergy.stochastic.RandomNumberGenerator") - NormalDistribution = JClass("tno.geoenergy.stochastic.NormalDistribution") - rng = RNG(0) - - permeabilityDistribution = NormalDistribution(ln_perm_mean, ln_perm_sd, rng) - thicknessDistribution = NormalDistribution(thickness_mean, thickness_sd, rng) - - perm_p_value_java = [permeabilityDistribution.calculateProbabilityValue(pValue, True) for pValue in p_values_list] - thick_p_value_java = [thicknessDistribution.calculateProbabilityValue(pValue, False) for pValue in p_values_list] - - permeabilitySamples = permeabilityDistribution.generateSamples(nSamples) - thicknessSamples = thicknessDistribution.generateSamples(nSamples) - thicknessSamples = np.clip(thicknessSamples, a_min=0.01, a_max=None) - - trans_samples = np.sort(np.exp(permeabilitySamples + np.log(thicknessSamples))) - trans_p_value_java = [trans_samples[int((100 - p_value) / 100 * nSamples)] for p_value in p_values_list] - - return thick_p_value_java, perm_p_value_java, trans_p_value_java diff --git a/tests/simulation/test_deterministic_doublet.py b/tests/simulation/test_deterministic_doublet.py deleted file mode 100644 index be6caaea06bb7d903eb70ef349508d1dc62c6d0f..0000000000000000000000000000000000000000 --- a/tests/simulation/test_deterministic_doublet.py +++ /dev/null @@ -1,67 +0,0 @@ -import xarray as xr - -from pythermogis import calculate_doublet_performance - - -def test_deterministic_doublet(): - - reservoir_properties = xr.Dataset({ - "thickness": 10, - "porosity": 0.2, - "ntg": 0.5, - "depth": 2000, - "permeability": 200 - }) - - results1 = calculate_doublet_performance(reservoir_properties) - results2 = calculate_doublet_performance(reservoir_properties) - xr.testing.assert_equal(results1, results2) - -def test_deterministic_doublet_mask_value(): - - reservoir_properties = xr.Dataset({ - "thickness": 10, - "porosity": 0.2, - "ntg": 0.5, - "depth": 2000, - "permeability": 200, - "mask": 0.0, - }) - - results = calculate_doublet_performance(reservoir_properties, mask_value=-9999.0) - - assert results.power.data == -9999.0 - - -def test_deterministic_doublet_temperature_provided(): - - reservoir_properties = xr.Dataset({ - "thickness": 10, - "porosity": 0.2, - "ntg": 0.5, - "depth": 2000, - "temperature": 89, - "permeability": 200 - }) - - results1 = calculate_doublet_performance(reservoir_properties) - results2 = calculate_doublet_performance(reservoir_properties) - # assert that results are equal, showing no stochastic variations - xr.testing.assert_equal(results1, results2) - -def test_deterministic_doublet_transmissivity_provided(): - - reservoir_properties = xr.Dataset({ - "thickness": 10, - "porosity": 0.2, - "ntg": 0.5, - "depth": 2000, - "temperature": 89, - "transmissivity": 2000, - "permeability": 200 - }) - - results1 = calculate_doublet_performance(reservoir_properties) - results2 = calculate_doublet_performance(reservoir_properties) - # assert that results are equal, showing no stochastic variations - xr.testing.assert_equal(results1, results2) \ No newline at end of file diff --git a/tests/simulation/test_pythermogis_doublet_benchmark.py b/tests/simulation/test_pythermogis_doublet_benchmark.py deleted file mode 100644 index b004982cbb0efe22b0f47d35f346d08a7e0dfa15..0000000000000000000000000000000000000000 --- a/tests/simulation/test_pythermogis_doublet_benchmark.py +++ /dev/null @@ -1,236 +0,0 @@ -from unittest import TestCase - -from pythermogis import * - - -class ThermoGISDoubletBenchmark(TestCase): - """ - This is a series of tests which produce the same results found in the Java code and in test_ThermoGISDoublet_Benchmark, but using the ntended pythermogis implementation - """ - - def test_calculateDoubletPerformanceTest(self): - tg_parameters = instantiate_thermogis_parameters() - tg_parameters.setDhReturnTemp(40) - tg_parameters.setUseKestinViscosity(True) - utc_properties = tg_parameters.setupUTCParameters() - - - input_data = xr.Dataset( - { - "thickness_mean": ((), 100), - "thickness_sd": ((), 0.0), - "ntg": ((), 1.0), - "porosity": ((), 0.0), - "depth": ((), 2000), - "temperature": ((), 76), - "ln_permeability_mean": ((), np.log(175)), - "ln_permeability_sd": ((), 0.0), - } - ) - - results = calculate_doublet_performance_stochastic( - input_data, utc_properties=utc_properties, rng_seed=0 - ) - - # Assert - self.assertTrue(np.isclose(17500, results.transmissivity.data[0], 0.001)) - self.assertTrue(np.isclose(227.2757568359375, results.flow_rate.data[0], 1)) - self.assertTrue(np.isclose(60, results.pres.data[0], 0.001)) - self.assertTrue(np.isclose(6.616096470753937, results.utc.data[0], 0.001)) - self.assertTrue(np.isclose(1159.17968, results.welld.data[0], 0.001)) - self.assertTrue(np.isclose(13.627557754516602, results.cop.data[0], 0.001)) - self.assertTrue(np.isclose(8.636903762817383, results.power.data[0], 0.001)) - - def test_calculateDoubletPerformance_directHeat(self): - """ - This is a copy of a test from the Java ThermoGisDoubletTest.java script; to validate that this python implementation of the ThermoGIS Doublet - returns the same values. - """ - # Arrange - # Instantiate the UTC properties class - tg_properties = self.setup_template_tg_properties() - tg_properties.setOpexBase(0) - - utc_properties = tg_properties.setupUTCParameters() - - input_data = xr.Dataset( - { - "thickness_mean": ((), 100), - "thickness_sd": ((), 0.0), - "ntg": ((), 1.0), - "porosity": ((), 0.0), - "depth": ((), 2000), - "temperature": ((), 76), - "ln_permeability_mean": ((), np.log(175)), - "ln_permeability_sd": ((), 0.0), - } - ) - - # Act - results = calculate_doublet_performance_stochastic( - input_data, utc_properties=utc_properties, rng_seed=0 - ) - - # Assert - self.assertTrue(np.isclose(17500, results.transmissivity.data[0], 0.001)) - self.assertTrue(np.isclose(227.2757568359375, results.flow_rate.data[0], 1)) - self.assertTrue(np.isclose(60, results.pres.data[0], 0.001)) - self.assertTrue(np.isclose(5.229816400909403, results.utc.data[0], 0.001)) - self.assertTrue(np.isclose(1159.1796, results.welld.data[0], 0.001)) - self.assertTrue(np.isclose(13.623167037963867, results.cop.data[0], 0.001)) - self.assertTrue(np.isclose(8.624696731567383, results.power.data[0], 0.001)) - - def test_calculateDoubletPerformance_chiller(self): - """ - This is a copy of a test from the Java ThermoGisDoubletTest.java script; to validate that this python implementation of the ThermoGIS Doublet - returns the same values. - """ - # Arrange - # Instantiate the UTC properties class - tg_parameters = self.setup_template_tg_properties() - tg_parameters.setCapexConstant(0.5) - tg_parameters.setCapexVariable(1100) - tg_parameters.setHeatExchangerEfficiency(0.4) - tg_parameters.setDhReturnTemp(60) - tg_parameters.setHeatExchangerParasitic(0.1) - - utc_properties = tg_parameters.setupUTCParameters() - - input_data = xr.Dataset( - { - "thickness_mean": ((), 100), - "thickness_sd": ((), 0.0), - "ntg": ((), 1.0), - "porosity": ((), 0.0), - "depth": ((), 2000), - "temperature": ((), 76), - "ln_permeability_mean": ((), np.log(175)), - "ln_permeability_sd": ((), 0.0), - } - ) - - # Act - results = calculate_doublet_performance_stochastic( - input_data, utc_properties=utc_properties, rng_seed=0 - ) - - # Assert - self.assertTrue(np.isclose(17500, results.transmissivity.data[0], 0.001)) - self.assertTrue(np.isclose(227.2757568359375, results.flow_rate.data[0], 1)) - self.assertTrue(np.isclose(60, results.pres.data[0], 0.001)) - self.assertTrue(np.isclose(20.470115103822685, results.utc.data[0], 0.001)) - self.assertTrue(np.isclose(1227.1484375, results.welld.data[0], 0.001)) - self.assertTrue(np.isclose(1.8887300754346803, results.cop.data[0], 0.001)) - self.assertTrue(np.isclose(1.6594701766967774, results.power.data[0], 0.001)) - self.assertTrue(np.isclose(12.748051248109613, results.capex.data[0], 0.001)) - - def test_calculateDoubletPerformance_ORC(self): - """ - This is a copy of a test from the Java ThermoGisDoubletTest.java script; to validate that this python implementation of the ThermoGIS Doublet - returns the same values. - """ - # Arrange - # Instantiate the UTC properties class - tg_parameters = self.setup_template_tg_properties() - tg_parameters.setCapexConstant(0) - tg_parameters.setCapexVariable(2300) - tg_parameters.setHeatExchangerEfficiency(0.6) - tg_parameters.setUseORC(True) - tg_parameters.setHeatExchangerBaseTemp(20) - tg_parameters.setDhReturnTemp(60) - utc_properties = tg_parameters.setupUTCParameters() - - input_data = xr.Dataset( - { - "thickness_mean": ((), 100), - "thickness_sd": ((), 0.0), - "ntg": ((), 1.0), - "porosity": ((), 0.0), - "depth": ((), 2000), - "temperature": ((), 100), - "ln_permeability_mean": ((), np.log(175)), - "ln_permeability_sd": ((), 0.0), - } - ) - - # Act - results = calculate_doublet_performance_stochastic( - input_data, utc_properties=utc_properties, rng_seed=0 - ) - - # Assert - self.assertTrue(np.isclose(17500, results.transmissivity.data[0], 0.001)) - self.assertTrue(np.isclose(293.6246643066406, results.flow_rate.data[0], 1)) - self.assertTrue(np.isclose(60, results.pres.data[0], 0.001)) - self.assertTrue(np.isclose(36.98296076530068, results.utc.data[0], 0.001)) - self.assertTrue(np.isclose(0.05274631495788107, results.power.data[0], 0.01)) - self.assertTrue(np.isclose(1306.4453125, results.welld.data[0], 0.001)) - self.assertTrue(np.isclose(0.06459403120103477, results.cop.data[0], 0.001)) - self.assertTrue(np.isclose(12.44409167482118, results.capex.data[0], 0.001)) - - def test_calculateDoubletPerformance_directHeat_and_heatpump(self): - """ - This is a copy of a test from the Java ThermoGisDoubletTest.java script; to validate that this python implementation of the ThermoGIS Doublet - returns the same values. - """ - # Arrange - # Instantiate the UTC properties class - tg_properties = self.setup_template_tg_properties() - tg_properties.setOpexPower(100) - tg_properties.setOpexBase(0) - tg_properties.setGoalTemperature(70) - tg_properties.setUseHeatpump(True) - tg_properties.setDhReturnTemp(35) - utc_properties = tg_properties.setupUTCParameters() - - input_data = xr.Dataset( - { - "thickness_mean": ((), 100), - "thickness_sd": ((), 0.0), - "ntg": ((), 1.0), - "porosity": ((), 0.0), - "depth": ((), 2000), - "temperature": ((), 50), - "ln_permeability_mean": ((), np.log(175)), - "ln_permeability_sd": ((), 0.0), - } - ) - - # Act - results = calculate_doublet_performance_stochastic( - input_data, utc_properties=utc_properties, rng_seed=0 - ) - power_hpelec = results.heat_pump_power / (results.cophp - 1) - power_ratio = results.power / (results.power + power_hpelec) - - - # Assert - self.assertTrue(np.isclose(7.06616794, results.power + power_hpelec, 0.1)) - self.assertTrue(np.isclose(8.83718197747828, results.utc * power_ratio, 0.1)) - self.assertTrue(np.isclose(17499.99940, 17500, 0.001)) - self.assertTrue(np.isclose(152.5, results.flow_rate, 0.001)) - self.assertTrue(np.isclose(60, results.pres, 0.001)) - self.assertTrue(np.isclose(5.673, results.power, 0.001)) - self.assertTrue(np.isclose(955.3, results.welld, 0.001)) - self.assertTrue(np.isclose(3.89047122, results.cop, 0.001)) - self.assertTrue(np.isclose(3.405, results.cophp, 0.001)) - self.assertTrue(np.isclose(10.36858654, results.utc, 0.001)) - self.assertTrue(np.isclose(17.3787117, results.capex, 0.001)) - - def setup_template_tg_properties(self): - tg_parameters = instantiate_thermogis_parameters() - tg_parameters.setSalinityGradient(47.0) - tg_parameters.setDrillingTime(1) - tg_parameters.setTaxRate(20) - tg_parameters.setEquityReturn(15) - tg_parameters.setOpexBase(10000) - tg_parameters.setOpexPower(50) - tg_parameters.setWellCostScaling(1) - tg_parameters.setOpexEnergy(0) - tg_parameters.setWellCostConstant(0.375) - tg_parameters.setWellCostDepth(1050) - tg_parameters.setWellCostDepth2(0.3) - tg_parameters.setDhReturnTemp(40) - tg_parameters.setUseKestinViscosity(True) - - return tg_parameters \ No newline at end of file diff --git a/tests/simulation/test_thermogis_scenarios.py b/tests/simulation/test_thermogis_scenarios.py deleted file mode 100644 index 727643f66936874180415fbaabf3b42ab3edc364..0000000000000000000000000000000000000000 --- a/tests/simulation/test_thermogis_scenarios.py +++ /dev/null @@ -1,147 +0,0 @@ -from unittest import TestCase -from pygridsio import read_grid - -from pythermogis import * - -class PyThermoGIS(TestCase): - resources_path = Path(__file__).parent.parent / "resources" - - test_files_path = resources_path / "test_input" - test_files_out_path = resources_path / "test_output" / "doublet" - test_benchmark_output_basecase = resources_path / "test_benchmark_output" / "doublet" / "basecase" - test_benchmark_output_HP = resources_path / "test_benchmark_output" / "doublet" / "HP" - test_benchmark_output_STIM = resources_path / "test_benchmark_output" / "doublet" / "STIM" - test_benchmark_output_HP_STIM = resources_path / "test_benchmark_output" / "doublet" / "HP_STIM" - - def setUp(self): - if self.test_files_out_path.exists(): - shutil.rmtree(self.test_files_out_path) - self.test_files_out_path.mkdir(exist_ok=True, parents=True) - - shutil.copytree(self.test_files_path / "doublet", self.test_files_out_path / "doublet") - self.input_data = self.test_files_out_path / "doublet" - - # Read in the input grids and set the p-values - self.input_grids = self.read_input_grids() - self.p_values = [10, 50, 90] - - def tearDown(self): - shutil.rmtree(self.test_files_out_path) - - def test_doublet_grid_basecase(self): - # This tests that the python API produces (approximately) the same output as the Java code, when running on the same set of input data for the base case scenario - # Run calculation across all dimensions of input_grids, and all provided P_values - output_grids = calculate_doublet_performance_stochastic(self.input_grids, rng_seed=123, p_values=self.p_values) - - # Assert values are the same as the benchmark grids generated by the Java code - for p_value in self.p_values: - output_grids_p_value = output_grids.sel(p_value=p_value) - output_grids_p_value = output_grids_p_value.drop_vars("p_value") - self.assert_output_and_benchmark_is_close(self.test_benchmark_output_basecase, output_grids_p_value, p_value, "") - - def test_doublet_grid_HP(self): - # This tests that the python API produces (approximately) the same output as the Java code, when running on the same set of input data for the heat pump scenario - # Instantiate UTC properties, and set useHeatPump to True - tg_properties = instantiate_thermogis_parameters() - tg_properties.setUseHeatpump(True) - utc_properties = tg_properties.setupUTCParameters() - - # Run calculation across all dimensions of input_grids, and all provided P_values - output_grids = calculate_doublet_performance_stochastic(self.input_grids, utc_properties=utc_properties, rng_seed=123, p_values=self.p_values) - - # Assert values are the same as the benchmark grids generated by the Java code - for p_value in self.p_values: - output_grids_p_value = output_grids.sel(p_value=p_value) - output_grids_p_value = output_grids_p_value.drop_vars("p_value") - self.assert_output_and_benchmark_is_close(self.test_benchmark_output_HP, output_grids_p_value, p_value, "_HP") - - def test_doublet_grid_STIM(self): - # This tests that the python API produces (approximately) the same output as the Java code, when running on the same set of input data for the stimulation scenario - # Instantiate UTC properties, and set useStim to True - tg_properties = instantiate_thermogis_parameters() - tg_properties.setUseWellStimulation(True) - utc_properties = tg_properties.setupUTCParameters() - - - # Run calculation across all dimensions of input_grids, and all provided P_values - output_grids = calculate_doublet_performance_stochastic(self.input_grids, utc_properties=utc_properties, rng_seed=123, p_values=self.p_values) - - # Assert values are the same as the benchmark grids generated by the Java code - for p_value in self.p_values: - output_grids_p_value = output_grids.sel(p_value=p_value) - output_grids_p_value = output_grids_p_value.drop_vars("p_value") - self.assert_output_and_benchmark_is_close(self.test_benchmark_output_STIM, output_grids_p_value, p_value, "_STIM") - - def test_doublet_grid_HP_STIM(self): - # This tests that the python API produces (approximately) the same output as the Java code, when running on the same set of input data for the heat pump and stimulation scenario - # Instantiate UTC properties, and set useStim to True - tg_properties = instantiate_thermogis_parameters() - tg_properties.setUseWellStimulation(True) - tg_properties.setUseHeatpump(True) - utc_properties = tg_properties.setupUTCParameters() - - # Run calculation across all dimensions of input_grids, and all provided P_values - output_grids = calculate_doublet_performance_stochastic(self.input_grids, utc_properties = utc_properties, p_values=self.p_values) - - # Assert values are the same as the benchmark grids generated by the Java code - for p_value in self.p_values: - output_grids_p_value = output_grids.sel(p_value=p_value) - output_grids_p_value = output_grids_p_value.drop_vars("p_value") - self.assert_output_and_benchmark_is_close(self.test_benchmark_output_HP_STIM, output_grids_p_value, p_value, "_HP_STIM") - - def test_doublet_single_values(self): - # This tests that the python API runs on a simple set of input with single values - input_data = xr.Dataset({ - "thickness_mean": ((), 300), - "thickness_sd": ((), 50), - "ntg": ((), 0.5), - "porosity": ((), 0.5), - "depth": ((), 5000), - "ln_permeability_mean": ((), 5), - "ln_permeability_sd": ((), 0.5), - }) - - calculate_doublet_performance_stochastic(input_data, p_values=[10, 20, 30, 40, 50, 60, 70, 80, 90]) - - # Assert: asserting that it actually ran - self.assertTrue(True) - - def test_doublet_missing_input(self): - input_data = xr.Dataset({ - "thickness_sd": ((), 50), - "ntg": ((), 0.5), - "porosity": ((), 0.5), - "depth": ((), 5000), - "ln_permeability_mean": ((), 5), - "ln_permeability_sd": ((), 0.5), - }) - - # Act & Assert - with self.assertRaises(ValueError): - calculate_doublet_performance_stochastic(input_data) - - def assert_output_and_benchmark_is_close(self, benchmark_path, output_grids, p_value, scenario): - xr.testing.assert_allclose(output_grids[f"permeability"], read_grid(benchmark_path / f"simplified__k_P{p_value}{scenario}.nc"), atol=0.00000001) - xr.testing.assert_allclose(output_grids[f"thickness"], read_grid(benchmark_path / f"simplified__h_P{p_value}{scenario}.nc"), atol=0.00000001) - # The large differences in the output grids come from the fact that the way we calculate the Transmissivity P-values in both this python implementation and the java code is not deterministic; - # we use a sampling method which is imprecise, and without the same random number generator + seed, will not produce exactly the same values between the python and java code - xr.testing.assert_allclose(output_grids[f"transmissivity_with_ntg"], read_grid(benchmark_path / f"simplified__kh_P{p_value}{scenario}.nc"), atol=5) - xr.testing.assert_allclose(output_grids.power, read_grid(benchmark_path / f"simplified__power_P{p_value}{scenario}.nc"), atol=1.0) - xr.testing.assert_allclose(output_grids.utc, read_grid(benchmark_path / f"simplified__utc_P{p_value}{scenario}.nc"), atol=0.1) - xr.testing.assert_allclose(output_grids.npv, read_grid(benchmark_path / f"simplified__npv_P{p_value}{scenario}.nc"), atol=0.75) - xr.testing.assert_allclose(output_grids.hprod, read_grid(benchmark_path / f"simplified__hprod_P{p_value}{scenario}.nc"), atol=40000) - xr.testing.assert_allclose(output_grids.cop, read_grid(benchmark_path / f"simplified__cop_P{p_value}{scenario}.nc"), atol=2.0) - xr.testing.assert_allclose(output_grids.pres, read_grid(benchmark_path / f"simplified__pres_P{p_value}{scenario}.nc"), atol=2.0) - xr.testing.assert_allclose(output_grids.flow_rate, read_grid(benchmark_path / f"simplified__flowr_P{p_value}{scenario}.nc"), atol=7) - xr.testing.assert_allclose(output_grids.welld, read_grid(benchmark_path / f"simplified__welld_P{p_value}{scenario}.nc"), atol=30) - - def read_input_grids(self): - input_grids = read_grid(self.input_data / "InputData" / "simplified__thick.zmap").to_dataset(name="thickness_mean") - input_grids["thickness_sd"] = read_grid(self.input_data / "InputData" / "simplified__thick_sd.zmap") - input_grids["ntg"] = read_grid(self.input_data / "InputData" / "simplified__ntg.zmap") - input_grids["porosity"] = read_grid(self.input_data / "InputData" / "simplified__phi.zmap") / 100 - input_grids["depth"] = read_grid(self.input_data / "InputData" / "simplified__top.zmap") - input_grids["mask"] = read_grid(self.input_data / "InputData" / "simplified__hc_accum.zmap") - input_grids["ln_permeability_mean"] = np.log(read_grid(self.input_data / "InputData" / "simplified__k.zmap")) - input_grids["ln_permeability_sd"] = read_grid(self.input_data / "InputData" / "simplified__k_lnsd.zmap") - return input_grids \ No newline at end of file diff --git a/tests/test_aquifer.py b/tests/test_aquifer.py new file mode 100644 index 0000000000000000000000000000000000000000..0a6bbe82bd48fc56c07b4d4f764ae60baf507d8a --- /dev/null +++ b/tests/test_aquifer.py @@ -0,0 +1,109 @@ +import numpy as np +import pytest +import xarray as xr +from pydantic import ValidationError + +from pythermogis.aquifer import Aquifer +from pythermogis.doublet import ThermoGISDoublet + + +@pytest.fixture +def base_params(): + return dict(thickness=10.0, porosity=0.2, ntg=0.8, depth=500.0, permeability=100.0) + + +def test_raises_when_neither_perm_nor_trans(base_params): + base_params.pop("permeability") + with pytest.raises(ValueError, match="neither are provided"): + Aquifer(**base_params) + + +def test_warns_when_both_perm_and_trans(base_params, caplog): + import logging + + base_params["transmissivity"] = 1000.0 + with caplog.at_level(logging.WARNING, logger="pythermogis.pytg3.aquifer"): + Aquifer(**base_params) + assert "will use only transmissivity" in caplog.text + + +def test_valid_with_transmissivity_only(base_params): + base_params["permeability"] = None + base_params["transmissivity"] = 1000.0 + aquifer = Aquifer(**base_params) + assert aquifer.transmissivity == 1000.0 + + +@pytest.mark.parametrize("field", ["thickness", "permeability"]) +def test_raises_on_negative_scalar(base_params, field): + base_params[field] = -1.0 + with pytest.raises(ValueError, match=f"{field} must always be >= 0.0"): + Aquifer(**base_params) + + +def test_raises_on_negative_dataarray_permeability(base_params): + base_params["permeability"] = xr.DataArray(np.array([100.0, -50.0])) + with pytest.raises(ValueError, match="permeability must always be >= 0.0"): + Aquifer(**base_params) + + +@pytest.mark.parametrize("field", ["porosity", "ntg"]) +def test_raises_when_fraction_out_of_range(base_params, field): + base_params[field] = 1.5 + with pytest.raises(ValueError, match=f"{field} must be between 0.0 and 1.0"): + Aquifer(**base_params) + + +def test_raises_on_dataarray_porosity_out_of_range(base_params): + base_params["porosity"] = xr.DataArray(np.array([0.2, 1.5])) + with pytest.raises(ValueError, match="porosity must be between 0.0 and 1.0"): + Aquifer(**base_params) + + +def test_valid_aquifer_constructs(base_params): + aquifer = Aquifer(**base_params) + assert aquifer.thickness == 10.0 + assert aquifer.porosity == 0.2 + + +def test_transmissivity_calculated_from_permeability(base_params): + aquifer = Aquifer(**base_params) + assert ( + aquifer.transmissivity == base_params["permeability"] * base_params["thickness"] + ) + + +def test_default_mask_is_nan(base_params): + aquifer = Aquifer(**base_params) + assert np.isnan(aquifer.mask) + + +def test_mask_is_set_when_provided(base_params): + base_params["mask"] = xr.DataArray(np.array([np.nan, 1.0])) + aquifer = Aquifer(**base_params) + assert not np.isnan(aquifer.mask.values[1]) + + +def test_calculate_temperature(base_params): + aquifer = Aquifer(**base_params) + gradient, surface_temp = 31.0, 10.0 + aquifer.calculate_temperature(gradient, surface_temp) + expected = surface_temp + (base_params["depth"] + base_params["thickness"] / 2) * ( + gradient * 0.001 + ) + assert aquifer.temperature == pytest.approx(expected) + + +def test_invalid_aquifer(): + ntg = xr.DataArray(np.array([0.5, 0.5])) + poro = xr.DataArray(np.array([0.5, 0.5, 0.5])) # misaligned + perm = xr.DataArray(np.array([100, 100])) + top = xr.DataArray(np.array([1900, 2000])) + thick = xr.DataArray(np.array([100, 100])) + + with pytest.raises(ValidationError, match="misaligned dimensions"): + Aquifer( + ntg=ntg, porosity=poro, permeability=perm, depth=top, thickness=thick + ) + + diff --git a/tests/java/test_ThermoGISDoublet_Benchmark.py b/tests/test_benchmarks.py similarity index 50% rename from tests/java/test_ThermoGISDoublet_Benchmark.py rename to tests/test_benchmarks.py index 98103e1664ca33b23e3f1435379cdcd2a5a5ec63..d0efeb1147298ddbe2bc82c53fc5b049a7180b84 100644 --- a/tests/java/test_ThermoGISDoublet_Benchmark.py +++ b/tests/test_benchmarks.py @@ -1,20 +1,28 @@ from unittest import TestCase +import numpy as np import pytest +from jpype import JClass -from pythermogis import * -from pythermogis.thermogis_classes.mock import create_logger_mock +from pythermogis.aquifer import StochasticAquifer +from pythermogis.doublet import ThermoGISDoublet +from pythermogis.jvm import start_jvm +from pythermogis.mock import create_logger_mock +from pythermogis.settings import UTCSettings class ThermoGISDoubletBenchmark(TestCase): """ - This is a series of tests which copy exactly tests found in the Java code; this ensures that the Jpype implementation of Java still produces the same results as the native java implementation + This is a series of tests which copy exactly tests found in the Java code; + this ensures that the Jpype implementation of Java still produces the same results + as the native java implementation of the ThermoGISDoublet class. """ def test_calculateDoubletPerformanceTest(self): """ - This is a copy of a test from the Java ThermoGisDoubletTest.java script; to validate that this python implementation of the ThermoGIS Doublet + This is a copy of a test from the Java ThermoGisDoubletTest.java script; + to validate that this python implementation of the ThermoGIS Doublet returns the same values. """ # Arrange @@ -33,20 +41,19 @@ class ThermoGISDoubletBenchmark(TestCase): temperature = 76 input = DoubletInput( - -999.0, # unknowninput + -999.0, # unknowninput thickness, transmissivity, - 0.0, # transmissivityWithNtg - 1.0, # ntg - 2000.0, # depth - 0.0,# porosity + 0.0, # transmissivityWithNtg + 1.0, # ntg + 2000.0, # depth + 0.0, # porosity temperature, - None, # ates input + None, # ates input ) doublet = ThermoGISDoublet(create_logger_mock(), utc_properties) - # Act results = doublet.calculateDoubletPerformance(input) @@ -61,7 +68,8 @@ class ThermoGISDoubletBenchmark(TestCase): def test_calculateDoubletPerformance_directHeat(self): """ - This is a copy of a test from the Java ThermoGisDoubletTest.java script; to validate that this python implementation of the ThermoGIS Doublet + This is a copy of a test from the Java ThermoGisDoubletTest.java script; + to validate that this python implementation of the ThermoGIS Doublet returns the same values. """ # Arrange @@ -82,15 +90,15 @@ class ThermoGISDoubletBenchmark(TestCase): temperature = 76 input = DoubletInput( - -999.0, # unknowninput + -999.0, # unknowninput thickness, transmissivity, - 0.0, # transmissivityWithNtg - 1.0, # ntg - 2000.0, # depth - 0.0,# porosity + 0.0, # transmissivityWithNtg + 1.0, # ntg + 2000.0, # depth + 0.0, # porosity temperature, - None, # ates input + None, # ates input ) doublet = ThermoGISDoublet(create_logger_mock(), utc_properties) @@ -109,7 +117,8 @@ class ThermoGISDoubletBenchmark(TestCase): def test_calculateDoubletPerformance_chiller(self): """ - This is a copy of a test from the Java ThermoGisDoubletTest.java script; to validate that this python implementation of the ThermoGIS Doublet + This is a copy of a test from the Java ThermoGisDoubletTest.java script; + to validate that this python implementation of the ThermoGIS Doublet returns the same values. """ # Arrange @@ -133,15 +142,15 @@ class ThermoGISDoubletBenchmark(TestCase): temperature = 76 input = DoubletInput( - -999.0, # unknowninput + -999.0, # unknowninput thickness, transmissivity, - 0.0, # transmissivityWithNtg - 1.0, # ntg - 2000.0, # depth - 0.0,# porosity + 0.0, # transmissivityWithNtg + 1.0, # ntg + 2000.0, # depth + 0.0, # porosity temperature, - None, # ates input + None, # ates input ) doublet = ThermoGISDoublet(create_logger_mock(), utc_properties) @@ -160,7 +169,8 @@ class ThermoGISDoubletBenchmark(TestCase): def test_calculateDoubletPerformance_directheatHP(self): """ - This is a copy of a test from the Java ThermoGisDoubletTest.java script; to validate that this python implementation of the ThermoGIS Doublet + This is a copy of a test from the Java ThermoGisDoubletTest.java script; + to validate that this python implementation of the ThermoGIS Doublet returns the same values. """ # Arrange @@ -184,15 +194,15 @@ class ThermoGISDoubletBenchmark(TestCase): temperature = 50 input = DoubletInput( - -999.0, # unknowninput + -999.0, # unknowninput thickness, transmissivity, - 0.0, # transmissivityWithNtg - 1.0, # ntg - 2000.0, # depth - 0.0,# porosity + 0.0, # transmissivityWithNtg + 1.0, # ntg + 2000.0, # depth + 0.0, # porosity temperature, - None, # ates input + None, # ates input ) doublet = ThermoGISDoublet(create_logger_mock(), utc_properties) @@ -210,10 +220,13 @@ class ThermoGISDoubletBenchmark(TestCase): self.assertTrue(np.isclose(10.368587, results.utc(), 0.001)) self.assertTrue(np.isclose(17.378712, results.capex(), 0.001)) - @pytest.mark.skip("This test requires a fix in the java core. ignore until fix is pushed") + @pytest.mark.skip( + "This test requires a fix in the java core. ignore until fix is pushed" + ) def test_calculateDoubletPerformance_directheatHP_App(self): """ - This is a copy of a test from the Java ThermoGisDoubletTest.java script; to validate that this python implementation of the ThermoGIS Doublet + This is a copy of a test from the Java ThermoGisDoubletTest.java script; + to validate that this python implementation of the ThermoGIS Doublet returns the same values. """ # Arrange @@ -237,15 +250,15 @@ class ThermoGISDoubletBenchmark(TestCase): temperature = 50 input = DoubletInput( - -999.0, # unknowninput + -999.0, # unknowninput thickness, transmissivity, - 0.0, # transmissivityWithNtg - 1.0, # ntg - 2000.0, # depth - 0.0,# porosity + 0.0, # transmissivityWithNtg + 1.0, # ntg + 2000.0, # depth + 0.0, # porosity temperature, - None, # ates input + None, # ates input ) doublet = ThermoGISDoublet(create_logger_mock(), utc_properties) @@ -264,7 +277,8 @@ class ThermoGISDoubletBenchmark(TestCase): def test_calculateDoubletPerformance_ORC(self): """ - This is a copy of a test from the Java ThermoGisDoubletTest.java script; to validate that this python implementation of the ThermoGIS Doublet + This is a copy of a test from the Java ThermoGisDoubletTest.java script; + to validate that this python implementation of the ThermoGIS Doublet returns the same values. """ # Arrange @@ -289,15 +303,15 @@ class ThermoGISDoubletBenchmark(TestCase): temperature = 100 input = DoubletInput( - -999.0, # unknowninput + -999.0, # unknowninput thickness, transmissivity, - 0.0, # transmissivityWithNtg - 1.0, # ntg - 2000.0, # depth - 0.0,# porosity + 0.0, # transmissivityWithNtg + 1.0, # ntg + 2000.0, # depth + 0.0, # porosity temperature, - None, # ates input + None, # ates input ) doublet = ThermoGISDoublet(create_logger_mock(), utc_properties) @@ -328,3 +342,232 @@ class ThermoGISDoubletBenchmark(TestCase): tg_parameters.setWellCostDepth(1050) tg_parameters.setWellCostDepth2(0.3) return tg_parameters + + +class PythermoGISDoubletBenchmark(TestCase): + """ + This is a series of tests which produce the same results found in the Java code + and in test_ThermoGISDoublet_Benchmark, but using the intended + pythermogis implementation + """ + + def test_calculateDoubletPerformanceTest(self): + settings = UTCSettings() + settings.dh_return_temp = 40 + settings.use_kestin_viscosity = True + + aquifer = StochasticAquifer( + thickness_mean=100, + thickness_sd=0.0, + ntg=1, + porosity=0.0, + depth=2000, + temperature=76, + ln_permeability_mean=np.log(175), + ln_permeability_sd=0.0, + ) + + results = ( + ThermoGISDoublet(settings=settings, aquifer=aquifer) + .simulate(p_values=[50]) + .to_dataset() + ) + + # Assert + self.assertTrue(np.isclose(17500, results.transmissivity.data[0], 0.001)) + self.assertTrue(np.isclose(227.2757568359375, results.flow_rate.data[0], 1)) + self.assertTrue(np.isclose(60, results.pres.data[0], 0.001)) + self.assertTrue(np.isclose(6.616096470753937, results.utc.data[0], 0.001)) + self.assertTrue(np.isclose(1159.17968, results.welld.data[0], 0.001)) + self.assertTrue(np.isclose(13.627557754516602, results.cop.data[0], 0.001)) + self.assertTrue(np.isclose(8.636903762817383, results.power.data[0], 0.001)) + + def test_calculateDoubletPerformance_directHeat(self): + """ + This is a copy of a test from the Java ThermoGisDoubletTest.java script; + to validate that this python implementation of the ThermoGIS Doublet + returns the same values. + """ + # Arrange + # Instantiate the UTC properties class + settings = self.setup_template_tg_properties() + settings.opex_base = 0 + + aquifer = StochasticAquifer( + thickness_mean=100, + thickness_sd=0.0, + ntg=1, + porosity=0.0, + depth=2000, + temperature=76, + ln_permeability_mean=np.log(175), + ln_permeability_sd=0.0, + ) + + # Act + results = ( + ThermoGISDoublet(settings=settings, aquifer=aquifer) + .simulate(p_values=[50]) + .to_dataset() + ) + + # Assert + self.assertTrue(np.isclose(17500, results.transmissivity.data[0], 0.001)) + self.assertTrue(np.isclose(227.2757568359375, results.flow_rate.data[0], 1)) + self.assertTrue(np.isclose(60, results.pres.data[0], 0.001)) + self.assertTrue(np.isclose(5.229816400909403, results.utc.data[0], 0.001)) + self.assertTrue(np.isclose(1159.1796, results.welld.data[0], 0.001)) + self.assertTrue(np.isclose(13.623167037963867, results.cop.data[0], 0.001)) + self.assertTrue(np.isclose(8.624696731567383, results.power.data[0], 0.001)) + + def test_calculateDoubletPerformance_chiller(self): + """ + This is a copy of a test from the Java ThermoGisDoubletTest.java script; + to validate that this python implementation of the ThermoGIS Doublet + returns the same values. + """ + # Arrange + # Instantiate the UTC properties class + settings = self.setup_template_tg_properties() + settings.capex_constant = 0.5 + settings.capex_variable = 1100 + settings.heat_exchanger_efficiency = 0.4 + settings.dh_return_temp = 60 + settings.heat_exchanger_parasitic = 0.1 + + aquifer = StochasticAquifer( + thickness_mean=100, + thickness_sd=0.0, + ntg=1, + porosity=0.0, + depth=2000, + temperature=76, + ln_permeability_mean=np.log(175), + ln_permeability_sd=0.0, + ) + + # Act + results = ( + ThermoGISDoublet(settings=settings, aquifer=aquifer) + .simulate(p_values=[50]) + .to_dataset() + ) + + # Assert + self.assertTrue(np.isclose(17500, results.transmissivity.data[0], 0.001)) + self.assertTrue(np.isclose(227.2757568359375, results.flow_rate.data[0], 1)) + self.assertTrue(np.isclose(60, results.pres.data[0], 0.001)) + self.assertTrue(np.isclose(20.470115103822685, results.utc.data[0], 0.001)) + self.assertTrue(np.isclose(1227.1484375, results.welld.data[0], 0.001)) + self.assertTrue(np.isclose(1.8887300754346803, results.cop.data[0], 0.001)) + self.assertTrue(np.isclose(1.6594701766967774, results.power.data[0], 0.001)) + self.assertTrue(np.isclose(12.748051248109613, results.capex.data[0], 0.001)) + + def test_calculateDoubletPerformance_ORC(self): + """ + This is a copy of a test from the Java ThermoGisDoubletTest.java script; + to validate that this python implementation of the ThermoGIS Doublet + returns the same values. + """ + # Arrange + # Instantiate the UTC properties class + settings = self.setup_template_tg_properties() + settings.capex_constant = 0 + settings.capex_variable = 2300 + settings.heat_exchanger_efficiency = 0.6 + settings.use_orc = True + settings.heat_exchanger_base_temp = 20 + settings.dh_return_temp = 60 + + aquifer = StochasticAquifer( + thickness_mean=100, + thickness_sd=0.0, + ntg=1, + porosity=0.0, + depth=2000, + temperature=100, + ln_permeability_mean=np.log(175), + ln_permeability_sd=0.0, + ) + + # Act + results = ( + ThermoGISDoublet(settings=settings, aquifer=aquifer) + .simulate(p_values=[50]) + .to_dataset() + ) + + # Assert + self.assertTrue(np.isclose(17500, results.transmissivity.data[0], 0.001)) + self.assertTrue(np.isclose(293.6246643066406, results.flow_rate.data[0], 1)) + self.assertTrue(np.isclose(60, results.pres.data[0], 0.001)) + self.assertTrue(np.isclose(36.98296076530068, results.utc.data[0], 0.001)) + self.assertTrue(np.isclose(0.05274631495788107, results.power.data[0], 0.01)) + self.assertTrue(np.isclose(1306.4453125, results.welld.data[0], 0.001)) + self.assertTrue(np.isclose(0.06459403120103477, results.cop.data[0], 0.001)) + self.assertTrue(np.isclose(12.44409167482118, results.capex.data[0], 0.001)) + + def test_calculateDoubletPerformance_directHeat_and_heatpump(self): + """ + This is a copy of a test from the Java ThermoGisDoubletTest.java script; + to validate that this python implementation of the ThermoGIS Doublet + returns the same values. + """ + # Arrange + # Instantiate the UTC properties class + settings = self.setup_template_tg_properties() + settings.opex_power = 100 + settings.opex_base = 70 + settings.use_heatpump = True + settings.dh_return_temp = 35 + + aquifer = StochasticAquifer( + thickness_mean=100, + thickness_sd=0.0, + ntg=1, + porosity=0.0, + depth=2000, + temperature=50, + ln_permeability_mean=np.log(175), + ln_permeability_sd=0.0, + ) + + # Act + results = ( + ThermoGISDoublet(settings=settings, aquifer=aquifer) + .simulate(p_values=[50]) + .to_dataset() + ) + + power_hpelec = results.heat_pump_power / (results.cophp - 1) + power_ratio = results.power / (results.power + power_hpelec) + + # Assert + self.assertTrue(np.isclose(7.06616794, results.power + power_hpelec, 0.1)) + self.assertTrue(np.isclose(8.83718197747828, results.utc * power_ratio, 0.1)) + self.assertTrue(np.isclose(17499.99940, 17500, 0.001)) + self.assertTrue(np.isclose(152.5, results.flow_rate, 0.001)) + self.assertTrue(np.isclose(60, results.pres, 0.001)) + self.assertTrue(np.isclose(5.673, results.power, 0.001)) + self.assertTrue(np.isclose(955.3, results.welld, 0.001)) + self.assertTrue(np.isclose(3.89047122, results.cop, 0.001)) + self.assertTrue(np.isclose(3.405, results.cophp, 0.001)) + self.assertTrue(np.isclose(10.36858654, results.utc, 0.001)) + self.assertTrue(np.isclose(17.3787117, results.capex, 0.001)) + + def setup_template_tg_properties(self): + return UTCSettings( + salinity_gradient=47.0, + drilling_time=1, + tax_rate=20.0, + equity_return=15.0, + opex_base=10000.0, + opex_power=50.0, + well_cost_scaling=1.0, + opex_energy=0.0, + well_cost_constant=0.375, + well_cost_depth=1050.0, + well_cost_depth2=0.3, + dh_return_temp=40.0, + use_kestin_viscosity=True, + ) diff --git a/tests/test_dask.py b/tests/test_dask.py new file mode 100644 index 0000000000000000000000000000000000000000..c4a33aa644fc64fb814b56e5cf5803a19d544cb2 --- /dev/null +++ b/tests/test_dask.py @@ -0,0 +1,271 @@ +import timeit +from pathlib import Path + +import matplotlib.pyplot as plt +import numpy as np +import pytest +import xarray as xr + +from pythermogis.aquifer import Aquifer +from pythermogis.dask import auto_chunk_dataset +from pythermogis.doublet import ThermoGISDoublet + + +@pytest.fixture +def small_dataarray(): + """10×10 DataArray – total 100 elements.""" + return xr.DataArray(np.arange(100).reshape(10, 10), dims=["x", "y"]) + + +@pytest.fixture +def large_dataarray(): + """100×100×100 DataArray – total 1 000 000 elements.""" + return xr.DataArray(np.random.rand(100, 100, 100), dims=["x", "y", "z"]) + + +@pytest.fixture +def small_dataset(): + """Dataset with two variables over a 20×30 grid.""" + return xr.Dataset( + { + "temp": (["x", "y"], np.random.rand(20, 30)), + "pressure": (["x", "y"], np.random.rand(20, 30)), + } + ) + + +@pytest.fixture +def large_dataset(): + """Dataset with two variables over a 50×50×50 grid.""" + return xr.Dataset( + { + "a": (["x", "y", "z"], np.random.rand(50, 50, 50)), + "b": (["x", "y", "z"], np.random.rand(50, 50, 50)), + } + ) + + +def _max_chunk_size(chunked: xr.DataArray | xr.Dataset) -> int: + """Return the number of elements in the largest chunk.""" + if isinstance(chunked, xr.Dataset): + var = next(iter(chunked.data_vars)) + chunks = chunked[var].chunks + else: + chunks = chunked.chunks + return int(np.prod([max(c) for c in chunks])) + + +def test_no_chunking_when_total_le_target_dataarray(small_dataarray): + result = auto_chunk_dataset(small_dataarray, target_chunk_size=200) + assert result is small_dataarray + + +def test_no_chunking_when_total_eq_target_dataarray(small_dataarray): + result = auto_chunk_dataset(small_dataarray, target_chunk_size=100) + assert result is small_dataarray + + +def test_no_chunking_when_total_le_target_dataset(small_dataset): + result = auto_chunk_dataset(small_dataset, target_chunk_size=10_000) + assert result is small_dataset + + +def test_chunk_size_within_target_dataarray(large_dataarray): + target = 10_000 + result = auto_chunk_dataset(large_dataarray, target_chunk_size=target) + assert _max_chunk_size(result) <= target + + +def test_chunk_size_within_target_dataset(large_dataset): + target = 5_000 + result = auto_chunk_dataset(large_dataset, target_chunk_size=target) + assert _max_chunk_size(result) <= target + + +def test_chunk_size_reasonable_lower_bound(large_dataarray): + """Greedy halving should not over-reduce chunks beyond target/8.""" + target = 10_000 + result = auto_chunk_dataset(large_dataarray, target_chunk_size=target) + assert _max_chunk_size(result) >= target // 8 + + +# Edge cases +def test_very_small_target_does_not_crash(large_dataarray): + result = auto_chunk_dataset(large_dataarray, target_chunk_size=1) + assert _max_chunk_size(result) == 1 + + +def test_very_small_target_dataset(large_dataset): + result = auto_chunk_dataset(large_dataset, target_chunk_size=1) + assert _max_chunk_size(result) == 1 + + +def test_1d_dataarray(): + da = xr.DataArray(np.arange(1000), dims=["x"]) + result = auto_chunk_dataset(da, target_chunk_size=100) + assert _max_chunk_size(result) <= 100 + + +def test_dask_parralelization(): + output_data_path = ( + Path(__file__).parent.parent / "resources" / "test_output" / "parallelization" + ) + output_data_path.mkdir(parents=True, exist_ok=True) + + assess_optimal_chunk_size( + n_simulations=100, + chunk_step_size=50, + plot_outfile=output_data_path / "parallelization.png", + ) + + assert output_data_path.exists() + + +def test_auto_chunking(): + # Arrange + Ndim1, Ndim2, Ndim3 = 50, 4, 7 + reservoir_properties = xr.Dataset( + { + "thickness": (["dim1", "dim2", "dim3"], np.ones((Ndim1, Ndim2, Ndim3))), + "porosity": (["dim1", "dim2", "dim3"], np.ones((Ndim1, Ndim2, Ndim3))), + "ntg": (["dim1", "dim2", "dim3"], np.ones((Ndim1, Ndim2, Ndim3))), + "depth": (["dim1", "dim2", "dim3"], np.ones((Ndim1, Ndim2, Ndim3))), + "permeability": (["dim1", "dim2", "dim3"], np.ones((Ndim1, Ndim2, Ndim3))), + }, + coords={ + "dim1": np.arange(Ndim1), + "dim2": np.arange(Ndim2), + "dim3": np.arange(Ndim3), + }, + ) + + # Act + reservoir_properties = auto_chunk_dataset(reservoir_properties, 42) + + # Assert + assert reservoir_properties.chunksizes["dim1"] == ( + 3, + 3, + 3, + 3, + 3, + 3, + 3, + 3, + 3, + 3, + 3, + 3, + 3, + 3, + 3, + 3, + 2, + ) + assert reservoir_properties.chunksizes["dim2"] == (4,) + assert reservoir_properties.chunksizes["dim3"] == (3, 3, 1) + + +def assess_optimal_chunk_size( + n_simulations: int = 1000, + chunk_step_size: int = 100, + plot_outfile: str | Path = None, +): + """ + This runs the same set of doublet simulations using different chunk sizes and + prints the results to the terminal to show find which chunk size is optimal. + It runs each chunk size 3 times and takes the average of their times to find the + time taken for that chunk size. + The chunks which are tested go from 1 -> n_simulations + with steps of chunk_step_size. + + Parameters + ---------- + n_simulations : int + The number of simulations which are run in parralel + chunk_step_size : int + The step size of chunks to test; going from 1 to n_simulations + plot_outfile : str | Path + If provided a plot is made showing the time taken per-chunk size and saved + to this path + + """ + reservoir_properties = xr.Dataset( + { + "thickness": (["sample"], np.ones(n_simulations) * 200), + "porosity": (["sample"], np.ones(n_simulations)), + "ntg": (["sample"], np.ones(n_simulations)), + "depth": (["sample"], np.ones(n_simulations) * 1000), + "permeability": (["sample"], np.ones(n_simulations) * 500), + }, + coords={"sample": np.arange(n_simulations)}, + ) + + aquifer = Aquifer.from_dataset(reservoir_properties) + + n_attempts = ( + 3 # do the same operation n_attempts and take an average of their times. + ) + sample_chunks = np.arange(1, n_simulations + 2, chunk_step_size) + + # run in series + time_attempt = [] + for _attempt in range(n_attempts): + start = timeit.default_timer() + simulation_benchmark = ThermoGISDoublet(aquifer=aquifer).simulate().to_dataset() + time_attempt.append(timeit.default_timer() - start) + normal_time = np.mean(time_attempt) + print( + f"non-parralel simulation took {normal_time:.1f} seconds," + f" {n_simulations / normal_time:.1f} samples per second" + ) + + # run in parallel: + mean_time = [] + std_time = [] + for sample_chunk in sample_chunks: + time_attempt = [] + for _attempt in range(n_attempts): + start = timeit.default_timer() + simulations_parallel = ( + ThermoGISDoublet(aquifer=aquifer) + .simulate( + chunk_size=sample_chunk, + ) + .to_dataset() + ) + time_attempt.append(timeit.default_timer() - start) + + # additional check that the results are identical + xr.testing.assert_allclose(simulation_benchmark, simulations_parallel) + xr.testing.assert_equal(simulation_benchmark, simulations_parallel) + + mean_time.append(np.mean(time_attempt)) + std_time.append(np.std(time_attempt)) + print( + f"parralel simulation, chunk size: {sample_chunk}, " + f"took {np.mean(time_attempt):.1f} " + f"seconds to run {n_simulations} simulations, " + f"{n_simulations / mean_time[-1]:.1f} samples per second" + ) + + if plot_outfile is None: + return + + fig, ax = plt.subplots(1, 1, figsize=(8, 5)) + ax.errorbar( + sample_chunks, + mean_time, + yerr=std_time, + fmt="o", + capsize=5, + label="parralel simulation", + ) + ax.axhline( + normal_time, label="non-parralel simulation", color="tab:orange", linestyle="--" + ) + ax.set_xlabel("chunk size") + ax.set_ylabel("time (s)") + ax.set_title("Chunk size assessment") + ax.legend() + plt.savefig(plot_outfile) diff --git a/tests/test_doc_examples.py b/tests/test_doc_examples.py new file mode 100644 index 0000000000000000000000000000000000000000..a9cdbe0df697b2cc6b6315fea984ab4ac7d30607 --- /dev/null +++ b/tests/test_doc_examples.py @@ -0,0 +1,596 @@ +from pathlib import Path + +import numpy as np +import pytest +import xarray as xr +from matplotlib import pyplot as plt +from pygridsio import plot_grid, read_grid, resample_grid + +from pythermogis.aquifer import Aquifer, StochasticAquifer +from pythermogis.doublet import ThermoGISDoublet +from pythermogis.plot import plot_exceedance +from pythermogis.postprocess import calculate_pos +from pythermogis.settings import UTCSettings + + +def test_example_1(): + aquifer = Aquifer( + thickness=300, ntg=0.5, porosity=0.2, depth=2000, permeability=300 + ) + + results = ThermoGISDoublet(aquifer=aquifer).simulate().to_dataset() + print(results) + + +def test_example_2(): + input_dataset = xr.Dataset( + { + "thickness": (("x", "y"), np.array([[300, 300], [200, 200]])), + "ntg": (("x", "y"), np.array([[0.5, 0.5], [0.25, 0.25]])), + "porosity": (("x", "y"), np.array([[0.2, 0.2], [0.3, 0.3]])), + "depth": (("x", "y"), np.array([[5000, 5000], [4500, 4500]])), + "permeability": (("x", "y"), np.array([[300, 300], [450, 450]])), + }, + coords={"x": [0, 1], "y": [10, 20]}, + ) + + aquifer = Aquifer.from_dataset(input_dataset) + + results = ThermoGISDoublet(aquifer=aquifer).simulate().to_dataset() + print(results) + + +def test_example_3(): + aquifer = Aquifer( + thickness=300, ntg=0.5, porosity=0.2, depth=2000, permeability=300 + ) + + settings = UTCSettings(use_heatpump=True) + + results = ( + ThermoGISDoublet(aquifer=aquifer, settings=settings).simulate().to_dataset() + ) + + print(results) + + +def test_example_4(): + aquifer = StochasticAquifer( + thickness_mean=300, + thickness_sd=50, + ntg=0.5, + porosity=0.2, + depth=2000, + ln_permeability_mean=4, + ln_permeability_sd=0.5, + ) + results = ThermoGISDoublet(aquifer=aquifer).simulate(p_values=[50]).to_dataset() + + print(results) + + +def test_example_5(): + output_data_path = ( + Path(__file__).parent.parent / "resources" / "test_output" / "example5" + ) + output_data_path.mkdir(parents=True, exist_ok=True) + + aquifer = StochasticAquifer( + thickness_mean=300, + thickness_sd=50, + ntg=0.5, + porosity=0.2, + depth=2000, + ln_permeability_mean=5, + ln_permeability_sd=0.5, + ) + + results = ( + ThermoGISDoublet(aquifer=aquifer) + .simulate(p_values=[1, 10, 20, 30, 40, 50, 60, 70, 80, 90, 99]) + .to_dataset() + ) + + fig, axe = plt.subplots(figsize=(10, 5)) + kh = results.transmissivity_with_ntg * 1.0 + kh.plot(y="p_value", ax=axe) + axe.set_title("Aquifer Net transmissivity\n kH") + temp = aquifer.temperature + inj_temp = results.inj_temp.sel(p_value=50, method="nearest") + prd_temp = results.prd_temp.sel(p_value=50, method="nearest") + axe.axhline( + 50.0, + label=f"TEMP res: {temp:.1f} inj: {inj_temp:.1f} prd: {prd_temp:.1f} ", + ls="--", + c="tab:orange", + ) + kh50 = kh.sel(p_value=50, method="nearest") + axe.axvline(kh50, ls="--", c="tab:orange") + axe.legend() + axe.set_xlabel("kH [Dm]") + axe.set_ylabel("p-value [%]") + plt.savefig(output_data_path / "kh.png") + + +@pytest.mark.skip("This test is computationally expensive, skip on the pipeline") +def test_example_6(): + # the location of the input data: + # the data can be found in the resources/example_data directory of the repo + input_data_path = ( + Path(__file__).parent / "resources" / "test_input" / "example_data" + ) + + # create a directory to write the output files to + output_data_path = Path(__file__).parent / "resources" / "test_output" / "example6" + output_data_path.mkdir(parents=True, exist_ok=True) + + # if set to True then simulation is always run, + # otherwise pre-calculated results are read (if available) + run_simulation = True + + # grids can be in .nc, .asc, .zmap or .tif format: see pygridsio package + new_cellsize = 5000 # in m, this sets the resolution of the model; + # to speed up calcualtions you can increase the cellsize + thickness_mean = resample_grid( + read_grid(input_data_path / "ROSL_ROSLU__thick.zmap"), new_cellsize=new_cellsize + ) + thickness_sd = resample_grid( + read_grid(input_data_path / "ROSL_ROSLU__thick_sd.zmap"), + new_cellsize=new_cellsize, + ) + ntg = resample_grid( + read_grid(input_data_path / "ROSL_ROSLU__ntg.zmap"), new_cellsize=new_cellsize + ) + porosity = ( + resample_grid( + read_grid(input_data_path / "ROSL_ROSLU__poro.zmap"), + new_cellsize=new_cellsize, + ) + / 100 + ) + depth = resample_grid( + read_grid(input_data_path / "ROSL_ROSLU__top.zmap"), new_cellsize=new_cellsize + ) + ln_permeability_mean = np.log( + resample_grid( + read_grid(input_data_path / "ROSL_ROSLU__perm.zmap"), + new_cellsize=new_cellsize, + ) + ) + ln_permeability_sd = resample_grid( + read_grid(input_data_path / "ROSL_ROSLU__ln_perm_sd.zmap"), + new_cellsize=new_cellsize, + ) + + aquifer = StochasticAquifer( + thickness_mean=thickness_mean, + thickness_sd=thickness_sd, + ntg=ntg, + porosity=porosity, + depth=depth, + ln_permeability_mean=ln_permeability_mean, + ln_permeability_sd=ln_permeability_sd, + ) + + # output inputs + variables_to_plot = ["depth", "thickness_mean", "thickness_sd"] + fig, axes = plt.subplots( + nrows=len(variables_to_plot), + ncols=1, + figsize=(7, 5 * len(variables_to_plot)), + sharex=True, + sharey=True, + ) + for i, variable in enumerate(variables_to_plot): + plot_grid( + getattr(aquifer, variable), axes=axes[i], add_netherlands_shapefile=True + ) # See documentation on plot_grid in pygridsio, + # you can also provide your own shapefile + plt.tight_layout() # ensure there is enough spacing + plt.savefig(output_data_path / "input_maps_1.png") + + variables_to_plot = ["porosity", "ln_permeability_mean", "ln_permeability_sd"] + fig, axes = plt.subplots( + nrows=len(variables_to_plot), + ncols=1, + figsize=(7, 5 * len(variables_to_plot)), + sharex=True, + sharey=True, + ) + for i, variable in enumerate(variables_to_plot): + plot_grid( + getattr(aquifer, variable), axes=axes[i], add_netherlands_shapefile=True + ) # See documentation on plot_grid in pygridsio, + # you can also provide your own shapefile + plt.tight_layout() # ensure there is enough spacing + plt.savefig(output_data_path / "input_maps_2.png") + + # simulate + # if doublet simulation has already been run then read in results, + # or run the simulation and write results out + if (output_data_path / "output_results.nc").exists and not run_simulation: + results = xr.load_dataset(output_data_path / "output_results.nc") + else: + results = ( + ThermoGISDoublet(aquifer=aquifer) + .simulate(p_values=[10, 20, 30, 40, 50, 60, 70, 80, 90]) + .to_dataset() + ) + results.to_netcdf( + output_data_path / "output_results.nc" + ) # write doublet simulation results to file + + # plot results as maps + variables_to_plot = ["transmissivity", "power", "pres", "npv"] + p_values_to_plot = [10, 50, 90] + fig, axes = plt.subplots( + nrows=len(variables_to_plot), + ncols=len(p_values_to_plot), + figsize=(3 * len(variables_to_plot), 5 * len(p_values_to_plot)), + sharex=True, + sharey=True, + ) + for j, p_value in enumerate(p_values_to_plot): + results_p_value = results.sel(p_value=p_value) + for i, variable in enumerate(variables_to_plot): + plot_grid( + results_p_value[variable], + axes=axes[i, j], + add_netherlands_shapefile=True, + ) # See documentation on plot_grid in pygridsio, + # you can also provide your own shapefile + plt.tight_layout() # ensure there is enough spacing + plt.savefig(output_data_path / "maps.png") + + # plot net-present value at a single location as a + # function of p-value and find the probability of success + results["pos"] = calculate_pos( + results + ) # calculate probability of success across whole aquifer + x, y = 125e3, 525e3 # define location + results_loc = results.sel( + x=x, y=y, method="nearest" + ) # select only the location of interest + pos = ( + results_loc.pos.data + ) # get probability of success at location of interest as a single value + + # plot npv versus p-value and a map showing the location of interest + fig, axes = plt.subplots(ncols=2, figsize=(10, 5)) + results_loc.npv.plot(y="p_value", ax=axes[0]) + axes[0].set_title(f"Aquifer: ROSL_ROSLU\nlocation: [{x:.0f}m, {y:.0f}m]") + axes[0].axhline( + pos, label=f"probability of success: {pos:.1f}%", ls="--", c="tab:orange" + ) + axes[0].axvline(0.0, ls="--", c="tab:orange") + axes[0].legend() + axes[0].set_xlabel("net-present-value [Million €]") + axes[0].set_ylabel("p-value [%]") + + plot_grid(results.pos, axes=axes[1], add_netherlands_shapefile=True) + axes[1].scatter(x, y, marker="x", color="tab:red") + + plt.tight_layout() # ensure there is enough spacing + plt.savefig(output_data_path / "pos.png") + + +def test_example_7(): + input_data_path = ( + Path(__file__).parent / "resources" / "test_input" / "example_data" + ) + output_data_path = Path(__file__).parent / "resources" / "test_output" / "example7" + output_data_path.mkdir(parents=True, exist_ok=True) + + # read in reservoir property maps + thickness_mean = read_grid(input_data_path / "ROSL_ROSLU__thick.zmap") + thickness_sd = read_grid(input_data_path / "ROSL_ROSLU__thick_sd.zmap") + ntg = read_grid(input_data_path / "ROSL_ROSLU__ntg.zmap") + porosity = 0.01 * read_grid(input_data_path / "ROSL_ROSLU__poro.zmap") + depth = read_grid(input_data_path / "ROSL_ROSLU__top.zmap") + ln_permeability_mean = np.log(read_grid(input_data_path / "ROSL_ROSLU__perm.zmap")) + ln_permeability_sd = read_grid(input_data_path / "ROSL_ROSLU__ln_perm_sd.zmap") + + aquifer = StochasticAquifer( + thickness_mean=thickness_mean, + thickness_sd=thickness_sd, + ntg=ntg, + porosity=porosity, + depth=depth, + ln_permeability_mean=ln_permeability_mean, + ln_permeability_sd=ln_permeability_sd, + ) + + # Select locations of interest from the reservoir + # properties and simulate doublet performance + portfolio_coords = [ + (125e3, 525e3), + (100e3, 525e3), + (110e3, 525e3), + (125e3, 515e3), + (125e3, 520e3), + ] + + # Collect selected locations, create a new Dataset with the coordinate 'location' + aquifer_ds = aquifer.to_dataset() + + locations = [] + for i, (x, y) in enumerate(portfolio_coords): + point = aquifer_ds.sel(x=x, y=y, method="nearest") + point = point.expand_dims(location=[i]) + locations.append(point) + portfolio_reservoir_properties = xr.concat(locations, dim="location") + + portfolio_aquifer = StochasticAquifer(**portfolio_reservoir_properties.data_vars) + + results_portfolio = ( + ThermoGISDoublet(aquifer=portfolio_aquifer) + .simulate(p_values=[10, 20, 30, 40, 50, 60, 70, 80, 90]) + .to_dataset() + ) + + # post process: clip the npv and calculate the probability of success + AEC = -3.5 + results_portfolio["npv"] = results_portfolio.npv.clip(min=AEC) + results_portfolio["pos"] = calculate_pos(results_portfolio) + + # plot results + fig, axes = plt.subplots(ncols=2, nrows=2, figsize=(10, 10)) + colors = plt.cm.tab10.colors + for i_loc, loc in enumerate(portfolio_coords): + # select single portfolio location to plot + results_loc = results_portfolio.isel(location=i_loc) + pos = results_loc.pos.data + x, y = loc + + # plot npv versus p-value and a map showing the location of interest + ax = axes[0, 0] + results_loc.npv.plot(y="p_value", ax=ax, color=colors[i_loc]) + ax.set_title("Aquifer: ROSL_ROSLU\n POS ") + ax.axhline( + pos, + label=f"POS: {pos:.1f}% [ {x:.0f}m, {y:.0f}m]", + ls="--", + c=colors[i_loc], + ) + ax.axvline(0.0, ls="--", c=colors[i_loc]) + ax.legend() + ax.set_xlabel("net-present-value [Million €]") + ax.set_ylabel("p-value [%]") + + ax = axes[0, 1] + kh = results_loc.transmissivity_with_ntg + kh.plot(y="p_value", ax=ax, color=colors[i_loc]) + ax.set_title("Aquifer: ROSL_ROSLU\n kH") + temp = results_loc.temperature + inj_temp = results_loc.inj_temp.sel(p_value=50) + prd_temp = results_loc.prd_temp.sel(p_value=50) + ax.axhline( + 50.0, + label=f"POS: {pos:.1f}% TEMP res: {temp:.1f} inj:" + f" {inj_temp:.1f} prd: {prd_temp:.1f} ", + ls="--", + c=colors[i_loc], + ) + ax.axvline(kh.sel(p_value=50), ls="--", c=colors[i_loc]) + ax.legend() + ax.set_xlabel("kH [Dm]") + ax.set_ylabel("p-value [%]") + + ax = axes[1, 0] + results_loc.power.plot(y="p_value", ax=ax, color=colors[i_loc]) + ax.set_title("Aquifer: ROSL_ROSLU\n Power") + ax.axhline( + pos, + label=f"POS: {pos:.1f}% [ {x:.0f}m, {y:.0f}m]", + ls="--", + c=colors[i_loc], + ) + valp50 = results_loc.power.sel(p_value=50) + ax.axvline(valp50, ls="--", c=colors[i_loc]) + ax.legend() + ax.set_xlabel("power [MW]") + ax.set_ylabel("p-value [%]") + + ax = axes[1, 1] + results_loc.cop.plot(y="p_value", ax=ax, color=colors[i_loc]) + ax.set_title("Aquifer: ROSL_ROSLU\n COP") + ax.axhline( + pos, + label=f"POS: {pos:.1f}% [ {x:.0f}m, {y:.0f}m]", + ls="--", + c=colors[i_loc], + ) + valp50 = results_loc.cop.sel(p_value=50) + ax.axvline(valp50, ls="--", c=colors[i_loc]) + ax.legend() + ax.set_xlabel("COP [-]") + ax.set_ylabel("p-value [%]") + + plt.tight_layout() # ensure there is enough spacing + plt.savefig(output_data_path / "npv.png") + + +def test_example_8(): + # output directory to write output to + output_data_path = Path(__file__).parent / "resources" / "test_output" / "example8" + output_data_path.mkdir(parents=True, exist_ok=True) + + # generate simulation samples across desired reservoir properties + Nsamples = 100 + thickness_samples = np.random.uniform(low=150, high=300, size=Nsamples) + porosity_samples = np.random.uniform(low=0.2, high=0.2, size=Nsamples) + ntg_samples = np.random.uniform(low=0.25, high=0.5, size=Nsamples) + depth_samples = np.random.uniform(low=1800, high=2200, size=Nsamples) + permeability_samples = np.random.uniform(low=200, high=800, size=Nsamples) + reservoir_properties = xr.Dataset( + { + "thickness": (["sample"], thickness_samples), + "porosity": (["sample"], porosity_samples), + "ntg": (["sample"], ntg_samples), + "depth": (["sample"], depth_samples), + "permeability": (["sample"], permeability_samples), + }, + coords={"sample": np.arange(Nsamples)}, + ) + + # For every sample, run a doublet simulation store the output values + aquifer = Aquifer.from_dataset(reservoir_properties) + simulations = ThermoGISDoublet(aquifer=aquifer).simulate().to_dataset() + + # post process the samples to calculate the percentiles of each variable + percentiles = np.arange(1, 99) + results = simulations.quantile(q=percentiles / 100, dim="sample") + results = results.assign_coords( + quantile=("quantile", percentiles) + ) # Overwrite the 'quantile' coordinate with integer percentiles + results = results.rename( + {"quantile": "p_value"} + ) # Rename dimension to 'p_value' to match nomenclature in the rest of pythermogis + results["pos"] = calculate_pos(results) + + # plotting + fig, axes = plt.subplots(3, 2, figsize=(10, 15)) + plt.suptitle("Reservoir Property Distributions") + reservoir_properties.thickness.plot.hist(ax=axes[0, 0]) + reservoir_properties.porosity.plot.hist(ax=axes[0, 1]) + reservoir_properties.ntg.plot.hist(ax=axes[1, 0]) + reservoir_properties.depth.plot.hist(ax=axes[1, 1]) + reservoir_properties.permeability.plot.hist(ax=axes[2, 0]) + axes[2, 1].set_visible(False) + plt.savefig(output_data_path / "reservoir_distributions.png") + + fig, axes = plt.subplots(2, 2, figsize=(10, 10)) + plt.suptitle(f"Simulation results\nNo. of Samples: {Nsamples}") + simulations.plot.scatter(x="permeability", y="transmissivity", ax=axes[0, 0]) + simulations.plot.scatter(x="permeability", y="utc", ax=axes[0, 1]) + simulations.plot.scatter(x="permeability", y="power", ax=axes[1, 0]) + simulations.plot.scatter(x="permeability", y="npv", ax=axes[1, 1]) + plt.savefig(output_data_path / "simulation_results.png") + + fig, axes = plt.subplots(2, 2, figsize=(10, 10)) + plt.suptitle(f"Exceedance probability curves\nNo. of Samples: {Nsamples}") + plot_exceedance(results["permeability"], ax=axes[0, 0]) + plot_exceedance(results["utc"], ax=axes[0, 1]) + plot_exceedance(results["power"], ax=axes[1, 0]) + plot_exceedance(results["npv"], ax=axes[1, 1]) + axes[1, 1].axhline( + results["pos"], ls="--", c="tab:orange", label=f"POS: {results['pos']:.1f}%" + ) # add the probability of success + axes[1, 1].axvline(0, ls="--", c="tab:orange") # add the probability of success + axes[1, 1].legend() + plt.savefig(output_data_path / "exceedance_probabilities.png") + + +@pytest.mark.skip("This test is computationally expensive, skip on the pipeline") +def test_example_9(): + # output directory to write output to + output_data_path = Path(__file__).parent / "resources" / "test_output" / "example9" + output_data_path.mkdir(parents=True, exist_ok=True) + + # define the poro-depth and the poro-perm relationships: + # porosity = (poro_0-poro_base) * exp(-poro_k * depth) + poro_base, with depth in km + # values below correspond to the Sirte Basin + poro_0 = 45 + poro_k = 0.4 + poro_b = 4.0 + poro_std = 1 # 0.01% uncertainty, if this goes larger it blows up massively... + + # ln(permeability) = + # porperm: [-0.0092, 0.76, -6.7] + perm_a = -0.0092 + perm_b = 0.76 + perm_c = -6.7 + + # number of depths and number of samples per depth + n_samples = 500 + n_depths = 20 + + depth_min = 1e3 + depth_max = 3e3 + depths = np.linspace(depth_min, depth_max, n_depths) + thickness = 100 + ntg = 1.0 + + porosity = (poro_0 - poro_b) * np.exp(-poro_k * (depths * 1e-3)) + poro_b + + # expand porosity to have n_samples per depth, with uncertainty in porosity + porosity = np.random.normal(porosity[:, None], poro_std, size=(n_depths, n_samples)) + porosity = np.clip(porosity, 0.0, 100.0) + + permeability = np.exp(perm_a * porosity**2 + perm_b * porosity + perm_c) + # clip to minimum transmissivity of 1Dm + permeability = np.clip(permeability, 1000 / thickness, 1e10) + + porosity_da = xr.DataArray( + porosity / 100, + dims=["depth", "samples"], + coords={"depth": depths, "samples": np.arange(n_samples)}, + ) + permeability_da = xr.DataArray( + permeability, + dims=["depth", "samples"], + coords={"depth": depths, "samples": np.arange(n_samples)}, + ) + depth_da = xr.DataArray(depths, dims=["depth"], coords={"depth": depths}) + + aquifer = Aquifer( + thickness=thickness, + porosity=porosity_da, + ntg=ntg, + depth=depth_da, + permeability=permeability_da, + ) + + # For every sample, run a doublet simulation + simulations = ( + ThermoGISDoublet(aquifer=aquifer).simulate(chunk_size=100).to_dataset() + ) + + simulations_stoch = simulations.quantile([0.1, 0.5, 0.9], dim="samples") + + # make a plot showing there is a sweet spot between Doublet power, Cost of energy + # and Transmissivity + fig, ax = plt.subplots(figsize=(8, 6)) + ax2 = ax.twiny() + + p10 = simulations_stoch.sel(quantile=0.9) + p50 = simulations_stoch.sel(quantile=0.5) + p90 = simulations_stoch.sel(quantile=0.1) + + # UTC + ax2.fill_betweenx(p50.depth, p10.utc, p90.utc, color="lightgrey", alpha=0.5) + ax2.plot(p50.utc, p50.depth, label="UTC [€cts/kWh]", color="lightgrey") + ax2.set_xlim(0, 50) + + # power + ax2.fill_betweenx(p50.depth, p10.power, p90.power, color="black", alpha=0.5) + ax2.plot(p50.power, p50.power.depth, label="Power [MW]", color="black") + + # transmissivity + ax.fill_betweenx( + p50.depth, + p10.transmissivity_with_ntg, + p90.transmissivity_with_ntg, + color="tab:green", + alpha=0.5, + ) + ax.plot( + p50.transmissivity_with_ntg, + p50.transmissivity_with_ntg.depth, + label="Transmissivity [Dm]", + color="tab:green", + ) + + ax.set_ylabel("Depth [m]") + ax2.set_xlabel("Power [MW] & UTC [€cts/kWh]") + ax.set_xlabel("Transmissivity [Dm]", color="tab:green") + ax.set_ylim([depths[-1], depths[0]]) + + # Collect handles and labels from both axes + handles1, labels1 = ax.get_legend_handles_labels() + handles2, labels2 = ax2.get_legend_handles_labels() + handles = handles1 + handles2 + labels = labels1 + labels2 + ax.legend(handles, labels) + + plt.savefig(output_data_path / "depth_optimization.png") diff --git a/tests/test_doublet.py b/tests/test_doublet.py new file mode 100644 index 0000000000000000000000000000000000000000..534994243d00c0ec79d31fc2dd4efcc30b4ec584 --- /dev/null +++ b/tests/test_doublet.py @@ -0,0 +1,392 @@ +import shutil +import timeit +from pathlib import Path +from unittest.case import TestCase + +import numpy as np +import xarray as xr +from pygridsio import read_grid, resample_grid + +from pythermogis.aquifer import Aquifer, StochasticAquifer +from pythermogis.doublet import ThermoGISDoublet +from pythermogis.settings import UTCSettings + +test_files_path = Path(__file__).parent / "resources" + + + +def test_deterministic_doublet(): + aquifer = Aquifer(thickness=10, porosity=0.2, ntg=0.5, depth=2000, permeability=200) + + results1 = ThermoGISDoublet(aquifer=aquifer).simulate().to_dataset() + results2 = ThermoGISDoublet(aquifer=aquifer).simulate().to_dataset() + + xr.testing.assert_equal(results1, results2) + + +def test_deterministic_doublet_mask_value(): + aquifer = Aquifer( + thickness=10, porosity=0.2, ntg=0.5, depth=2000, permeability=200, mask=0.0 + ) + + results = ( + ThermoGISDoublet(aquifer=aquifer).simulate(mask_value=-9999.0).to_dataset() + ) + + assert results.power.data == -9999.0 + + +def test_deterministic_doublet_temperature_provided(): + aquifer = Aquifer( + thickness=10, + porosity=0.2, + ntg=0.5, + depth=2000, + temperature=89, + permeability=200, + ) + + results1 = ThermoGISDoublet(aquifer=aquifer).simulate().to_dataset() + results2 = ThermoGISDoublet(aquifer=aquifer).simulate().to_dataset() + + xr.testing.assert_equal(results1, results2) + + +def test_deterministic_doublet_transmissivity_provided(): + aquifer = Aquifer( + thickness=10, + porosity=0.2, + ntg=0.5, + depth=2000, + temperature=89, + transmissivity=2000, + permeability=200, + ) + + results1 = ThermoGISDoublet(aquifer=aquifer).simulate().to_dataset() + results2 = ThermoGISDoublet(aquifer=aquifer).simulate().to_dataset() + + xr.testing.assert_equal(results1, results2) + + +class PyThermoGISSpeedTest(TestCase): + test_files_path = ( + Path(__file__).parent / "resources" / "test_input" / "example_data" + ) + test_files_out_path = ( + Path(__file__).parent / "resources" / "test_output" / "example_data" + ) + + def setUp(self): + if self.test_files_out_path.exists(): + shutil.rmtree(self.test_files_out_path) + shutil.copytree(self.test_files_path, self.test_files_out_path) + + def tearDown(self): + shutil.rmtree(self.test_files_out_path) + + def test_doublet_speed(self): + aquifer = self.setup_aquifer() + p_values = [50] + + data = aquifer.thickness_mean.data.flatten() + non_nan_data = data[~np.isnan(data)] + print( + f"Running Performance calculation for ROSL_ROSLU, Pvalues: " + f"{p_values}, The number of Non Nan Cells: {len(non_nan_data)}" + ) + + # Run calculation across all dimensions of input_grids, + # and all provided P_values: The Equivalent calculation with 10 cores takes + # 43 seconds in the Java code + start = timeit.default_timer() + ThermoGISDoublet(aquifer=aquifer).simulate(chunk_size=100, p_values=p_values) + + time_elapsed = timeit.default_timer() - start + print(f"Python calculation took {time_elapsed:.1f} seconds.") + + def setup_aquifer(self): + new_cellsize = 10000 # in m + + thickness_mean = resample_grid( + read_grid(self.test_files_out_path / "ROSL_ROSLU__thick.zmap"), + new_cellsize=new_cellsize, + ) + thickness_sd = resample_grid( + read_grid(self.test_files_out_path / "ROSL_ROSLU__thick_sd.zmap"), + new_cellsize=new_cellsize, + ) + ntg = resample_grid( + read_grid(self.test_files_out_path / "ROSL_ROSLU__ntg.zmap"), + new_cellsize=new_cellsize, + ) + porosity = ( + resample_grid( + read_grid(self.test_files_out_path / "ROSL_ROSLU__poro.zmap"), + new_cellsize=new_cellsize, + ) + / 100 + ) + depth = resample_grid( + read_grid(self.test_files_out_path / "ROSL_ROSLU__top.zmap"), + new_cellsize=new_cellsize, + ) + ln_permeability_mean = np.log( + resample_grid( + read_grid(self.test_files_out_path / "ROSL_ROSLU__perm.zmap"), + new_cellsize=new_cellsize, + ) + ) + ln_permeability_sd = resample_grid( + read_grid(self.test_files_out_path / "ROSL_ROSLU__ln_perm_sd.zmap"), + new_cellsize=new_cellsize, + ) + + aquifer = StochasticAquifer( + thickness_mean=thickness_mean, + thickness_sd=thickness_sd, + ntg=ntg, + porosity=porosity, + depth=depth, + ln_permeability_mean=ln_permeability_mean, + ln_permeability_sd=ln_permeability_sd, + ) + return aquifer + + +class PyThermoGISScenarios(TestCase): + resources_path = Path(__file__).parent / "resources" + + test_files_path = resources_path / "test_input" + test_files_out_path = resources_path / "test_output" / "doublet" + test_benchmark_output_basecase = ( + resources_path / "test_benchmark_output" / "doublet" / "basecase" + ) + test_benchmark_output_HP = ( + resources_path / "test_benchmark_output" / "doublet" / "HP" + ) + test_benchmark_output_STIM = ( + resources_path / "test_benchmark_output" / "doublet" / "STIM" + ) + test_benchmark_output_HP_STIM = ( + resources_path / "test_benchmark_output" / "doublet" / "HP_STIM" + ) + + def setUp(self): + if self.test_files_out_path.exists(): + shutil.rmtree(self.test_files_out_path) + self.test_files_out_path.mkdir(exist_ok=True, parents=True) + + shutil.copytree( + self.test_files_path / "doublet", self.test_files_out_path / "doublet" + ) + self.input_data = self.test_files_out_path / "doublet" + + # Read in the input grids and set the p-values + self.aquifer = self.setup_aquifer() + self.p_values = [10, 50, 90] + + def tearDown(self): + shutil.rmtree(self.test_files_out_path) + + def test_doublet_grid_basecase(self): + # This tests that the python API produces (approximately) the same output as th + # Java code, when running on the same set of input data for the base case + # scenario. Run calculation across all dimensions of input_grids, + # and all provided P_values + results = ( + ThermoGISDoublet(aquifer=self.aquifer) + .simulate(p_values=self.p_values) + .to_dataset() + ) + + # Assert values are the same as the benchmark grids generated by the Java code + for p_value in self.p_values: + output_grids_p_value = results.sel(p_value=p_value) + output_grids_p_value = output_grids_p_value.drop_vars("p_value") + self.assert_output_and_benchmark_is_close( + self.test_benchmark_output_basecase, output_grids_p_value, p_value, "" + ) + + def test_doublet_grid_HP(self): + # This tests that the python API produces (approximately) the same output as the + # Java code, when running on the same set of input data for the heat pump + # scenario. Instantiate UTC properties, and set useHeatPump to True + settings = UTCSettings(use_heatpump=True) + + # Run calculation across all dimensions of input_grids, + # and all provided P_values + results = ( + ThermoGISDoublet(aquifer=self.aquifer, settings=settings) + .simulate(p_values=self.p_values) + .to_dataset() + ) + + # Assert values are the same as the benchmark grids generated by the Java code + for p_value in self.p_values: + output_grids_p_value = results.sel(p_value=p_value) + output_grids_p_value = output_grids_p_value.drop_vars("p_value") + self.assert_output_and_benchmark_is_close( + self.test_benchmark_output_HP, output_grids_p_value, p_value, "_HP" + ) + + def test_doublet_grid_STIM(self): + # This tests that the python API produces (approximately) the same output as the + # Java code, when running on the same set of input data for the stimulation + # scenario. Instantiate UTC properties, and set useStim to True + settings = UTCSettings(use_well_stimulation=True) + + # Run calculation across all dimensions of input_grids, + # and all provided P_values + results = ( + ThermoGISDoublet(aquifer=self.aquifer, settings=settings) + .simulate(p_values=self.p_values) + .to_dataset() + ) + + # Assert values are the same as the benchmark grids generated by the Java code + for p_value in self.p_values: + output_grids_p_value = results.sel(p_value=p_value) + output_grids_p_value = output_grids_p_value.drop_vars("p_value") + self.assert_output_and_benchmark_is_close( + self.test_benchmark_output_STIM, output_grids_p_value, p_value, "_STIM" + ) + + def test_doublet_grid_HP_STIM(self): + # This tests that the python API produces (approximately) the same output as the + # Java code, when running on the same set of input data for the heat pump and + # stimulation scenario + # Instantiate UTC properties, and set useStim to True + settings = UTCSettings(use_heatpump=True, use_well_stimulation=True) + + # Run calculation across all dimensions of input_grids, + # and all provided P_values + results = ( + ThermoGISDoublet(aquifer=self.aquifer, settings=settings) + .simulate(p_values=self.p_values) + .to_dataset() + ) + + # Assert values are the same as the benchmark grids generated by the Java code + for p_value in self.p_values: + output_grids_p_value = results.sel(p_value=p_value) + output_grids_p_value = output_grids_p_value.drop_vars("p_value") + self.assert_output_and_benchmark_is_close( + self.test_benchmark_output_HP_STIM, + output_grids_p_value, + p_value, + "_HP_STIM", + ) + + def test_doublet_single_values(self): + # Tests that the python API runs on a simple set of input with single values + aquifer = StochasticAquifer( + thickness_mean=300, + thickness_sd=50, + ntg=0.5, + porosity=0.5, + depth=5000, + ln_permeability_mean=5, + ln_permeability_sd=0.5, + ) + + ThermoGISDoublet(aquifer=aquifer).simulate( + p_values=[10, 20, 30, 40, 50, 60, 70, 80, 90] + ) + + def assert_output_and_benchmark_is_close( + self, benchmark_path, output_grids, p_value, scenario + ): + xr.testing.assert_allclose( + output_grids["permeability"], + read_grid(benchmark_path / f"simplified__k_P{p_value}{scenario}.nc"), + atol=0.00000001, + ) + xr.testing.assert_allclose( + output_grids["thickness"], + read_grid(benchmark_path / f"simplified__h_P{p_value}{scenario}.nc"), + atol=0.00000001, + ) + # The large differences in the output grids come from the fact that the way we + # calculate the Transmissivity P-values in both this python implementation and + # the java code is not deterministic; + # we use a sampling method which is imprecise, and without the same random + # number generator + seed, will not produce exactly the same values between + # the python and java code + xr.testing.assert_allclose( + output_grids["transmissivity_with_ntg"], + read_grid(benchmark_path / f"simplified__kh_P{p_value}{scenario}.nc"), + atol=5, + ) + xr.testing.assert_allclose( + output_grids.power, + read_grid(benchmark_path / f"simplified__power_P{p_value}{scenario}.nc"), + atol=1.0, + ) + xr.testing.assert_allclose( + output_grids.utc, + read_grid(benchmark_path / f"simplified__utc_P{p_value}{scenario}.nc"), + atol=0.1, + ) + xr.testing.assert_allclose( + output_grids.npv, + read_grid(benchmark_path / f"simplified__npv_P{p_value}{scenario}.nc"), + atol=0.75, + ) + xr.testing.assert_allclose( + output_grids.hprod, + read_grid(benchmark_path / f"simplified__hprod_P{p_value}{scenario}.nc"), + atol=40000, + ) + xr.testing.assert_allclose( + output_grids.cop, + read_grid(benchmark_path / f"simplified__cop_P{p_value}{scenario}.nc"), + atol=2.0, + ) + xr.testing.assert_allclose( + output_grids.pres, + read_grid(benchmark_path / f"simplified__pres_P{p_value}{scenario}.nc"), + atol=2.0, + ) + xr.testing.assert_allclose( + output_grids.flow_rate, + read_grid(benchmark_path / f"simplified__flowr_P{p_value}{scenario}.nc"), + atol=7, + ) + xr.testing.assert_allclose( + output_grids.welld, + read_grid(benchmark_path / f"simplified__welld_P{p_value}{scenario}.nc"), + atol=30, + ) + + def setup_aquifer(self): + thickness_mean = read_grid( + self.input_data / "InputData" / "simplified__thick.zmap" + ) + thickness_sd = read_grid( + self.input_data / "InputData" / "simplified__thick_sd.zmap" + ) + ntg = read_grid(self.input_data / "InputData" / "simplified__ntg.zmap") + porosity = ( + read_grid(self.input_data / "InputData" / "simplified__phi.zmap") / 100 + ) + depth = read_grid(self.input_data / "InputData" / "simplified__top.zmap") + mask = read_grid(self.input_data / "InputData" / "simplified__hc_accum.zmap") + ln_permeability_mean = np.log( + read_grid(self.input_data / "InputData" / "simplified__k.zmap") + ) + ln_permeability_sd = read_grid( + self.input_data / "InputData" / "simplified__k_lnsd.zmap" + ) + aquifer = StochasticAquifer( + thickness_mean=thickness_mean, + thickness_sd=thickness_sd, + ntg=ntg, + porosity=porosity, + depth=depth, + mask=mask, + ln_permeability_mean=ln_permeability_mean, + ln_permeability_sd=ln_permeability_sd, + ) + + return aquifer diff --git a/tests/test_jvm.py b/tests/test_jvm.py new file mode 100644 index 0000000000000000000000000000000000000000..14dae39c947b28b09dd7d76ad376877334af8242 --- /dev/null +++ b/tests/test_jvm.py @@ -0,0 +1,11 @@ +from pythermogis.constants import JVM17_DLL_PATH, THERMOGIS_JAR_PATH +from pythermogis.jvm import start_jvm + + +def test_JVM_start(): + start_jvm() + + +def test_JVM_JAR_print(): + print(JVM17_DLL_PATH) + print(THERMOGIS_JAR_PATH) diff --git a/tests/documentation/test_mkdown_utctable.py b/tests/test_mkdown_utctable.py similarity index 87% rename from tests/documentation/test_mkdown_utctable.py rename to tests/test_mkdown_utctable.py index 07d91f7ea7e2deede99765f77e9f7985c98f0093..8480565e9b46f02ade9c536b62cd9615a87f483d 100644 --- a/tests/documentation/test_mkdown_utctable.py +++ b/tests/test_mkdown_utctable.py @@ -1,8 +1,11 @@ +from pathlib import Path -from pythermogis import * +from pythermogis.testing import create_comparison_table, xml_to_dict # Create the Markdown table -scenarios_file_path = Path(__file__).parent.parent / "resources" / "test_input" / "scenarios" +scenarios_file_path = Path(__file__).parent / "resources" / "test_input" / "scenarios" + + def test_markdown_table(): # create correspondence table with xml names scenario_files = { @@ -14,6 +17,7 @@ def test_markdown_table(): print(comparison_table) print("------------------------------------------ ") + def test_markdown_table_TG(): scenario_files = { "TG basecase": scenarios_file_path / "doublet_techno-econ_basecase.xml", @@ -34,9 +38,9 @@ def test_markdown_table_GA4A(): "Direct Heat": scenarios_file_path / "ga4a_directheat_new_config.xml", "Direct Heat HP": scenarios_file_path / "ga4a_directheatHP_new_config.xml", "Chill": scenarios_file_path / "ga4a_chiller_new_config.xml", - "ORC": scenarios_file_path / "ga4a_ORC_new_config.xml" + "ORC": scenarios_file_path / "ga4a_ORC_new_config.xml", } - scenarios_data = {name: xml_to_dict(file) for name, file in scenario_files.items()}; + scenarios_data = {name: xml_to_dict(file) for name, file in scenario_files.items()} # Create the comparison table comparison_table = create_comparison_table(scenarios_data) print("Comparison Table for GA4A properties:") diff --git a/tests/physics/test_water.py b/tests/test_physics.py similarity index 95% rename from tests/physics/test_water.py rename to tests/test_physics.py index a0046b5ebdb1f0279ec504d4a396248bc7083f13..204e20114ec2aefb88df6a8f73f0bfb4082e97e3 100644 --- a/tests/physics/test_water.py +++ b/tests/test_physics.py @@ -1,10 +1,10 @@ import numpy as np -from pythermogis.physics.water import ( +from pythermogis.physics import ( calculate_hydrostatic_pressure, - calculate_water_salinity, - calculate_water_heat_capacity, calculate_water_density, + calculate_water_heat_capacity, + calculate_water_salinity, ) diff --git a/tests/potential/test_potential.py b/tests/test_potential.py similarity index 80% rename from tests/potential/test_potential.py rename to tests/test_potential.py index f759f45cbdc0412aa32743c516967ec174f8e69e..da6a3c7e7d2b121f5495130b3816699624dba10e 100644 --- a/tests/potential/test_potential.py +++ b/tests/test_potential.py @@ -1,19 +1,16 @@ import numpy as np -from pythermogis.potential.potential import ( +from pythermogis.potential import ( calculate_gamma, - calculate_potential_recoverable_heat, - calculate_potential, calculate_heat_in_place, + calculate_potential, + calculate_potential_recoverable_heat, ) -from pythermogis.thermogis_classes.properties import instantiate_thermogis_parameters def test_calculate_potential(): - properties = instantiate_thermogis_parameters().setupPotentialParameters() - results = calculate_potential( - properties, + None, 0.27, 74.7745, 1990, diff --git a/tests/test_settings.py b/tests/test_settings.py new file mode 100644 index 0000000000000000000000000000000000000000..1e59b0117f8ac4a11e4b7890ab5ab082273a6af4 --- /dev/null +++ b/tests/test_settings.py @@ -0,0 +1,72 @@ +from pathlib import Path +from unittest import TestCase + +from pythermogis.aquifer import StochasticAquifer +from pythermogis.doublet import ThermoGISDoublet +from pythermogis.settings import UTCSettings + + +class UTCBuilder(TestCase): + scenarios_file_path = ( + Path(__file__).parent / "resources" / "test_input" / "scenarios" + ) + + def test_tg_scenario_xmls_parse_and_run(self): + # These are the current 2.4 scenario settings, + # for BaseCase, HP, Stim and HP&Stim + scenarios = [ + "doublet_techno-econ_basecase.xml", + "doublet_techno-econ_HP.xml", + "doublet_techno-econ_STIM.xml", + "doublet_techno-econ_STIM_HP.xml", + ] + utc_properties = [] + for scenario in scenarios: + settings = UTCSettings().from_file(self.scenarios_file_path / scenario) + utc_properties.append(settings) + + # If test reaches here, then parsing of xml's worked, + # check that the scenarios actually run on a set of test data: + [self.run_scenario(utc_property) for utc_property in utc_properties] + + def test_ga4a_scenario_xmls_parse_and_run(self): + # The ga4a scenarios no longer work as they are missing necessary + # input parameters; they were generated by an older version of TG, + # I corrected them using the gui, producing a new set of configs. + scenarios = [ + "ga4a_ORC_new_config.xml", + "ga4a_directheat_new_config.xml", + "ga4a_directheatHP_new_config.xml", + "ga4a_chiller_new_config.xml", + ] + utc_properties = [] + for scenario in scenarios: + settings = UTCSettings().from_file(self.scenarios_file_path / scenario) + utc_properties.append(settings) + + # If test reaches here, then parsing of xml's worked, + # check that the scenarios actually run on a set of test data: + [self.run_scenario(utc_property) for utc_property in utc_properties] + + def run_scenario(self, settings: UTCSettings): + aquifer = StochasticAquifer( + thickness_mean=300, + thickness_sd=50, + ntg=0.5, + porosity=0.5, + depth=5000, + ln_permeability_mean=5, + ln_permeability_sd=0.5, + ) + doublet = ThermoGISDoublet(settings=settings, aquifer=aquifer) + doublet.simulate(p_values=[50]) + + +def test_to_java(): + settings = UTCSettings() + try: + settings.to_java() + except: + raise ValueError("If the to_java method fails, there has probably be an update in" + " the java code. Please make sure that the settings are compatible.") + diff --git a/tests/test_transmissivity.py b/tests/test_transmissivity.py new file mode 100644 index 0000000000000000000000000000000000000000..77ec72640b30552839c9541393dbeeaeb2396c23 --- /dev/null +++ b/tests/test_transmissivity.py @@ -0,0 +1,162 @@ +from pathlib import Path +from unittest.case import TestCase + +import matplotlib.pyplot as plt +import numpy as np +import xarray as xr +from jpype import JClass + +from pythermogis.jvm import start_jvm +from pythermogis.transmissivity import ( + generate_thickness_permeability_transmissivity_for_pvalues, +) + + +class PyThermoGIS(TestCase): + test_files_out_path = Path(__file__).parent.parent / "resources" / "test_output" + + def test_transmissivity_calculation(self): + """ + When calculating the Transmissivity values in the python code, + we get a different value than the values from the java benchmark; + This is because we have to calculate Transmissivity using a sampling method + as it is the combination of a normal and log-normal distribution, + The java code and the python code only use 10000 samples for ensuring the + calculation is sped up; however this is coarse enough that with different + random number generators they can be off by a few Dm, + This test is simply to show that with enough samples the different methods + converge; but the problem still exists; how do we efficiently calculate + Transmissivity? + """ + thickness_mean = 10 + thickness_sd = 5 + ln_perm_mean = 5 + ln_perm_sd = 0.5 + n_samples = 100000 + p_values_list = [1, 10, 20, 30, 40, 50, 60, 70, 80, 90] + + # + # Python + # + # convert p_values list to a xarray DataArray; + # needed to ensure the dimensionality of the calculations + p_values = xr.DataArray( + data=p_values_list, + dims=["p_value"], + coords=dict( + p_value=(["p_value"], p_values_list), + ), + ) + + # Calculate Thickness, Permeability and Transmissivity for each P-value + # using the Python implementation + thickness, permeability, transmissivity = xr.apply_ufunc( + generate_thickness_permeability_transmissivity_for_pvalues, + thickness_mean, + thickness_sd, + ln_perm_mean, + ln_perm_sd, + p_values, + kwargs={"n_samples": n_samples}, + input_core_dims=[[], [], [], [], []], + output_core_dims=[[], [], []], + vectorize=True, + ) + + # + # JAVA + # + # Calculate Thickness, Permeability and Transmissivity for each P-value + # using the Java implementation + thick_p_value_java, perm_p_value_java, trans_p_value_java = ( + self.generate_transmissivity_java( + ln_perm_mean, + ln_perm_sd, + n_samples, + p_values_list, + thickness_mean, + thickness_sd, + ) + ) + + # + # Plotting + # + plot = False + if plot: + # Plot the transmissivity as a function of pvalue for both the python + # and Java implementation + fig, axes = plt.subplots(1, 4, figsize=(20, 10)) + + # Thick + thickness.plot(ax=axes[0], label="python") + axes[0].set_title( + f"Thickness\nmax diff: " + f"{np.max(np.abs(thickness.values - thick_p_value_java))}" + ) + axes[0].plot(p_values_list, thick_p_value_java, label="java") + + # Perm + permeability.plot(ax=axes[1], label="python") + axes[1].set_title( + f"Permeability\nmax diff:" + f" {np.max(np.abs(permeability.values - perm_p_value_java))}" + ) + axes[1].plot(p_values_list, perm_p_value_java, label="java") + + # Trans + transmissivity.plot(ax=axes[2], label="python") + axes[2].set_title( + f"Transmissivity\nmax diff:" + f" {np.max(np.abs(transmissivity.values - trans_p_value_java))}" + ) + axes[2].plot(p_values_list, trans_p_value_java, label="java") + + axes[3].set_title("Difference between Python and Java Transmissivity") + axes[3].scatter(p_values_list, trans_p_value_java - transmissivity) + + [ax.legend() for ax in axes[:-1]] + plt.savefig(self.test_files_out_path / "trans_test") + + # Assert + self.assertTrue( + np.allclose(transmissivity.values, trans_p_value_java, atol=200) + ) + + def generate_transmissivity_java( + self, + ln_perm_mean, + ln_perm_sd, + n_samples, + p_values_list, + thickness_mean, + thickness_sd, + ): + start_jvm() + RNG = JClass("tno.geoenergy.stochastic.RandomNumberGenerator") + NormalDistribution = JClass("tno.geoenergy.stochastic.NormalDistribution") + rng = RNG(0) + + permeabilityDistribution = NormalDistribution(ln_perm_mean, ln_perm_sd, rng) + thicknessDistribution = NormalDistribution(thickness_mean, thickness_sd, rng) + + perm_p_value_java = [ + permeabilityDistribution.calculateProbabilityValue(pValue, True) + for pValue in p_values_list + ] + thick_p_value_java = [ + thicknessDistribution.calculateProbabilityValue(pValue, False) + for pValue in p_values_list + ] + + permeabilitySamples = permeabilityDistribution.generateSamples(n_samples) + thicknessSamples = thicknessDistribution.generateSamples(n_samples) + thicknessSamples = np.clip(thicknessSamples, a_min=0.01, a_max=None) + + trans_samples = np.sort(np.exp(permeabilitySamples + np.log(thicknessSamples))) + trans_p_value_java = [ + trans_samples[int((100 - p_value) / 100 * n_samples)] + for p_value in p_values_list + ] + + return thick_p_value_java, perm_p_value_java, trans_p_value_java