From 3a26f357360ee187d485a1d82b3758b2755e2d5c Mon Sep 17 00:00:00 2001
From: Kerem Keptig <kerem.keptig@stud-mail.uni-wuerzburg.de>
Date: Mon, 10 Mar 2025 19:38:25 +0100
Subject: [PATCH] Update 8 files
- /proximity/edges.csv
- /proximity/gprops.csv
- /proximity/nodes.csv
- /pathpyG.log
- /percolation.py
- /reddit.ipynb
- /uciCollegeMsg.ipynb
- /wikipedia.ipynb
---
pathpyG.log | 0
percolation.py | 447 +
proximity/edges.csv | 188509 ----------------------------------------
proximity/gprops.csv | 19 -
proximity/nodes.csv | 330 -
reddit.ipynb | 342 +
uciCollegeMsg.ipynb | 340 +
wikipedia.ipynb | 424 +
8 files changed, 1553 insertions(+), 188858 deletions(-)
delete mode 100644 pathpyG.log
create mode 100644 percolation.py
delete mode 100644 proximity/edges.csv
delete mode 100644 proximity/gprops.csv
delete mode 100644 proximity/nodes.csv
create mode 100644 reddit.ipynb
create mode 100644 uciCollegeMsg.ipynb
create mode 100644 wikipedia.ipynb
diff --git a/pathpyG.log b/pathpyG.log
deleted file mode 100644
index e69de29..0000000
diff --git a/percolation.py b/percolation.py
new file mode 100644
index 0000000..2071420
--- /dev/null
+++ b/percolation.py
@@ -0,0 +1,447 @@
+import pathpyG as pp
+from pathpyG.algorithms.components import connected_components
+from pathpyG.algorithms.temporal import lift_order_temporal
+import numpy as np
+import pandas as pd
+import matplotlib.pyplot as plt
+import torch
+from itertools import product
+from collections import Counter
+import numpy as np
+import seaborn as sns
+
+class TemporalPercolation:
+
+ def __init__(self, temporal_graph, total_events):
+ self.temporal_graph = temporal_graph
+ self.total_events = total_events
+ self.N_LT = float(self.temporal_graph.data.time.max().item()) - float(self.temporal_graph.data.time.min().item())
+ # for count underlying temporal nodes
+ self.src_array = torch.tensor([edge[0] for edge in self.temporal_graph.edges], dtype=torch.long)
+ self.dst_array = torch.tensor([edge[1] for edge in self.temporal_graph.edges], dtype=torch.long)
+
+ def create_event_graph(self, delta_t):
+ event_edge_index = pp.algorithms.temporal.lift_order_temporal(self.temporal_graph, delta=delta_t)
+ event_graph = pp.Graph.from_edge_index(event_edge_index)
+
+ return event_graph
+ # count the number of underlying temporal nodes, S_G
+ def count_underlying_temporal_nodes(self, largest_indices):
+
+ if len(largest_indices) > 0:
+ sel_src = self.src_array[largest_indices]
+ sel_dst = self.dst_array[largest_indices]
+ unique_nodes = np.unique(np.concatenate([sel_src, sel_dst]))
+ else:
+ unique_nodes = 0
+
+ return unique_nodes.size
+ # Lifetime of the event-graph component, S_LT
+ def compute_component_lifetime(self, largest_indices):
+
+ if len(largest_indices) > 0:
+ times = [float(self.temporal_graph.data.time[i]) for i in largest_indices]
+ lifetime = max(times) - min(times)
+ else:
+ lifetime = 0.0
+
+ return lifetime
+
+ def percolation_analysis(self, delta_t_values):
+ results = {}
+ percolation_metrics = {}
+
+ for delta_t in delta_t_values:
+ print(f"Processing δ={delta_t}...")
+ try:
+ event_graph = self.create_event_graph(delta_t)
+ num_components, labels = pp.algorithms.components.connected_components(event_graph)
+
+ # component labels, the value at that index tells us which connected component that node belongs to
+ labels_tensor = torch.tensor(labels)
+ uniques, counts = torch.unique(labels_tensor, return_counts=True)
+
+ # I also store the component sizes because for XE calculation I need to extract
+ # all component sizes except largest one
+ # [1,1,1,2,2,3,3,3] -> [3, 2, 3]
+ # it turns into a dictionary {3: 2, 2: 1}, component sizes, and their counts
+ component_size_counts = dict(Counter(counts.tolist()))
+
+ if counts.numel() > 0:
+ largest_component_size = counts.max().item()
+ average_component_size = counts.float().mean().item()
+ else:
+ largest_component_size = 0
+ average_component_size = 0
+
+ # label of largest CC
+ if len(uniques) > 0:
+ largest_label = uniques[counts.argmax()].item()
+ else:
+ largest_label = -1
+
+ # - True (1), the node belongs to the LCC
+ # - False (0), it belongs to another component
+ largest_indices = (labels_tensor == largest_label).nonzero()
+
+ # the result to a 1D tensor
+ # it returns a 2D tensor [[3], [7], [12]]
+ # reshapes it into a flat 1D tensor [3, 7, 12]
+ largest_indices = largest_indices.view(-1)
+
+ # This list contains the indices of all event-graph nodes that belong to the LCC.
+ largest_indices = largest_indices.tolist() # Example output: [3, 7, 12]
+
+ S_E = len(largest_indices)
+
+ # Per-component node sizes and lifetimes
+ node_component_sizes = {}
+ component_lifetimes = {}
+
+ # same logic as above, but this time I iterate over unique labels to count manually
+ for label in uniques.tolist():
+ indices = (labels_tensor == label).nonzero().view(-1).tolist()
+
+ # Compute S_G (number of unique nodes)
+ node_count = self.count_underlying_temporal_nodes(indices)
+ node_component_sizes[node_count] = node_component_sizes.get(node_count, 0) + 1
+
+ # Compute S_LT (lifetime of each component)
+ component_times = [self.temporal_graph.data.time[i].item() for i in indices]
+ if component_times:
+
+ t_min = min(component_times)
+ t_max = max(component_times)
+ # round to get more precise results for lifetime
+ component_lifetime = round(t_max - t_min, 0)
+
+ component_lifetimes[component_lifetime] = component_lifetimes.get(component_lifetime, 0) + 1
+
+ S_G = self.count_underlying_temporal_nodes(largest_indices)
+
+ S_LT = self.compute_component_lifetime(largest_indices)
+
+ total_components = len(uniques)
+
+
+ results[delta_t] = {
+ "largest_component_size": largest_component_size,
+ "total_components": total_components,
+ "average_component_size": average_component_size,
+ "component_sizes": component_size_counts,
+ "node_component_sizes": node_component_sizes,
+ "component_lifetimes": component_lifetimes,
+ "S_E": S_E,
+ "S_G": S_G,
+ "S_LT": S_LT
+ }
+
+ except Exception as e:
+ print(f"Error at δ={delta_t}: {e}")
+ results[delta_t] = {
+ "largest_component_size": 0,
+ "total_components": 0,
+ "average_component_size": 0,
+ "component_sizes": 0,
+ "node_component_sizes": 0,
+ "component_lifetimes": 0,
+ "S_E": 0,
+ "S_G": 0,
+ "S_LT": 0
+ }
+
+ return results, percolation_metrics
+
+ def find_critical_threshold(self, analysis_results, delta_t_values):
+ """
+ Identify the critical δt where the largest connected component (LCC) rapidly grows.
+ """
+
+ num_event_graph_nodes = np.array([result["S_E"] for result in analysis_results.values()])
+
+ if len(delta_t_values) < 2:
+ raise ValueError("Not enough data points to determine the critical threshold.")
+
+ susceptibility = np.diff(num_event_graph_nodes) / np.diff(delta_t_values)
+
+ # I added because it made an error in the length of the susceptibility
+ # so, the first and last values are removed in the derivative calculation
+ midpoints = (delta_t_values[:-1] + delta_t_values[1:]) / 2
+
+ critical_index = np.argmax(susceptibility)
+ critical_dt = midpoints[critical_index]
+
+ return critical_dt
+
+ def compare_component_measures(self, results):
+ """Compare S_E, S_G, and S_LT by plotting them across delta_t values """
+ df = pd.DataFrame.from_dict(results, orient='index')
+ df = df[['S_E', 'S_G', 'S_LT']]
+ df = (df - df.min()) / (df.max() - df.min()) # Normalize for fair comparison
+
+ seconds_per_day = 24
+ df.index = df.index.astype(float) / seconds_per_day
+
+ # Set academic-style theme
+ sns.set_theme(style="whitegrid")
+
+ # Create figure
+ plt.figure(figsize=(10, 6))
+
+ # Line plots with distinct markers
+ plt.plot(df.index, df['S_E'], marker='o', linestyle='-', markersize=6, label=r'$S_E$ (Event Graph Nodes)')
+ plt.plot(df.index, df['S_G'], marker='s', linestyle='--', markersize=6, label=r'$S_G$ (Underlying Graph Nodes)')
+ plt.plot(df.index, df['S_LT'], marker='^', linestyle='-.', markersize=6, label=r'$S_{LT}$ (Component Lifetime)')
+
+ # Labels and formatting
+ plt.xlabel(r"$\delta_t$ (days)", fontsize=14)
+ plt.ylabel("Normalized Component Size", fontsize=14)
+ plt.title("Comparison of Different Component Size Measures", fontsize=16)
+ plt.legend(fontsize=12)
+ plt.grid(True, linestyle='--', alpha=0.7)
+
+ plt.xlim(0, 25)
+ # Show the plot
+ plt.show()
+
+ correlation_matrix = df.corr()
+ print("\nCorrelation between measures:")
+ print(correlation_matrix)
+
+ plt.figure(figsize=(6, 5))
+ sns.set_theme(style="white")
+
+ ax = sns.heatmap(
+ correlation_matrix,
+ annot=True,
+ cmap="Blues",
+ cbar=True,
+ square=True,
+ linewidths=0.5,
+ fmt=".2f"
+ )
+
+ ax.set_xticklabels(correlation_matrix.columns, fontsize=12, fontstyle="italic")
+ ax.set_yticklabels(correlation_matrix.columns, fontsize=12, fontstyle="italic")
+
+ ax.set_xlabel(r"$d_2$", fontsize=14, fontstyle="italic")
+ ax.set_ylabel(r"$d_1$", fontsize=14, fontstyle="italic")
+
+ plt.xticks(rotation=0)
+ plt.yticks(rotation=0)
+
+ plt.savefig("correlation_matrix.png", dpi=300, bbox_inches='tight')
+
+ plt.show()
+
+ def plot_largest_component(self, results, delta_t_values):
+ df = pd.DataFrame.from_dict(results, orient='index')
+ df = df[['S_E']]
+ num_event_graph_nodes = df["S_E"]
+
+ delta_t_values = delta_t_values
+ critical_delta_t = self.find_critical_threshold(results, delta_t_values)
+
+ plt.figure(figsize=(10, 6))
+ plt.plot(delta_t_values, num_event_graph_nodes, label="Number of Events", marker="o")
+ plt.axvline(x=critical_delta_t, color="r", linestyle="--", label=f"Critical δt={critical_delta_t:.2f} hours")
+
+ plt.xlabel("δ_t (hours)")
+ plt.ylabel("Event Graph Nodes")
+ plt.title("Phase Transition Analysis")
+ plt.legend()
+ plt.grid(True)
+ plt.xticks(rotation=45)
+ plt.ticklabel_format(style='plain')
+ plt.show()
+
+ def compute_order_parameters(self, results, temporal_graph):
+ """
+ Compute order parameters (ÏE, ÏG), susceptibilities (χE, χG),
+ and probability distributions P(S_E) and P(S_LT) using the component size dictionaries.
+ """
+
+ delta_t_values = np.array([float(dt) for dt in results.keys()])
+
+ maxS_E_values = np.array([results[str(dt)]["S_E"] for dt in delta_t_values])
+ maxS_G_values = np.array([results[str(dt)]["S_G"] for dt in delta_t_values])
+ maxS_LT_values = np.array([results[str(dt)]["S_LT"] for dt in delta_t_values])
+ N_values = np.array([results[str(dt)]["total_components"] for dt in delta_t_values])
+ N_E = self.total_events # Total number of nodes in the temporal network
+ all_nodes = np.unique(np.concatenate([self.src_array, self.dst_array]))
+ N_G = len(all_nodes) # Total number of unique nodes
+
+ # Order Parameters:
+ # - Ï_E: Fraction of event-graph nodes in the largest component
+ # - Ï_G: Fraction of temporal-network nodes in the largest component
+ rho_E = np.where(N_values > 0, maxS_E_values / N_E, 0) # Prevent divide-by-zero
+ rho_G = np.where(N_values > 0, maxS_G_values / N_G, 0)
+ rho_LT = np.where(N_values > 0, maxS_LT_values / self.N_LT, 0)
+ print("Total Values:")
+ print(f"NE: {N_E}, NG: {N_G}, NLT: {self.N_LT}")
+ # Initialize susceptibility arrays
+ chi_E = np.zeros_like(delta_t_values, dtype=np.float64)
+ chi_G = np.zeros_like(delta_t_values, dtype=np.float64)
+ chi_LT = np.zeros_like(delta_t_values, dtype=np.float64)
+
+ # Initialize distributions for P(S_E) and P(S_LT)
+ P_S_E_distributions = {}
+ P_S_LT_distributions = {}
+ P_S_G_distributions = {}
+
+ for i, dt in enumerate(delta_t_values):
+
+ # χE Computation (Event-Based Susceptibility)
+ component_size_counts = results[str(dt)].get("component_sizes", {})
+ if component_size_counts == 0:
+ component_size_counts = {} # Replace invalid value
+
+ # χG Computation (Node-Based Susceptibility)
+ node_component_sizes = results[str(dt)].get("node_component_sizes", {})
+
+ # S_LT Computation (Lifetime-Based Susceptibility)
+ component_lifetime_counts = results[str(dt)].get("component_lifetimes", {})
+
+ if not component_size_counts and not node_component_sizes and not component_lifetime_counts:
+ continue # Skip if no valid components
+
+ # χE Calculation
+ if component_size_counts:
+ component_size_counts = {int(k): v for k, v in component_size_counts.items()}
+
+ component_sizes = np.array(list(component_size_counts.keys()))
+ counts = np.array(list(component_size_counts.values()))
+
+ largest_component_size = component_sizes.max(initial=0)
+ if largest_component_size > 0:
+ mask = component_sizes < largest_component_size
+ s_squared_counts = (component_sizes[mask] ** 2) * counts[mask]
+
+ # Compute susceptibility for χ_E (event-based)
+ chi_E[i] = s_squared_counts.sum() / N_E
+
+ # Compute probability distribution P(S_E)
+ total_S_E_components = sum(component_size_counts.values())
+ P_S_E = {size: count / total_S_E_components for size, count in component_size_counts.items()}
+ P_S_E_distributions[dt] = P_S_E
+
+ # χG Calculation
+ if node_component_sizes:
+ node_component_sizes = {int(k): v for k, v in node_component_sizes.items()}
+
+ node_sizes = np.array(list(node_component_sizes.keys()))
+ node_counts = np.array(list(node_component_sizes.values()))
+
+ largest_node_component = node_sizes.max(initial=0)
+ if largest_node_component > 0:
+ node_mask = node_sizes < largest_node_component
+ s_squared_counts_nodes = (node_sizes[node_mask] ** 2) * node_counts[node_mask]
+
+ # Compute susceptibility for χ_G (node-based)
+ chi_G[i] = s_squared_counts_nodes.sum() / N_G
+ # Compute probability distribution P(S_G)
+ total_S_G_components = sum(node_component_sizes.values())
+ P_S_G = {size: count / total_S_G_components for size, count in node_component_sizes.items()}
+ P_S_G_distributions[dt] = P_S_G
+
+ # χLT Calculation
+ if component_lifetime_counts:
+ component_lifetime_counts = {(float(k)): v for k, v in component_lifetime_counts.items()}
+
+ # Extract component sizes and their counts
+ component_lifetimes = np.array(list(component_lifetime_counts.keys()))
+ counts = np.array(list(component_lifetime_counts.values()))
+
+ # Identify the largest component
+ largest_lifetime = component_lifetimes.max(initial=0)
+ if largest_lifetime > 0:
+ mask = component_lifetimes < largest_lifetime
+ s_squared_counts_lt = (component_lifetimes[mask] ** 2) * counts[mask]
+
+ # Compute susceptibility for χ_LT (lifetime-based)
+ chi_LT[i] = s_squared_counts_lt.sum() / self.N_LT # N_LT = T
+
+ # Compute probability distribution P(S_LT)
+ total_S_LT_components = sum(component_lifetime_counts.values())
+ P_S_LT = {size: count / total_S_LT_components for size, count in component_lifetime_counts.items()}
+ P_S_LT_distributions[dt] = P_S_LT
+
+ # If there is NaN values with zero, replace
+ chi_E = np.nan_to_num(chi_E)
+ chi_G = np.nan_to_num(chi_G)
+ chi_LT = np.nan_to_num(chi_LT)
+
+
+ return delta_t_values, rho_E, rho_G, rho_LT, chi_E, chi_G, chi_LT, P_S_E_distributions, P_S_LT_distributions, P_S_G_distributions
+
+ def plot_percolation_metrics(self, delta_t_values, rho_metrics, chi_metrics, labels, colors, time_range=0):
+ """
+ Function to plot percolation metrics with dual y-axes.
+
+ Parameters:
+ delta_t_values: numpy array of time intervals in hours
+ rho_metrics: list of rho metric arrays
+ chi_metrics: list of chi metric arrays
+ labels: list of labels for rho and chi metrics
+ colors: tuple of colors for left (rho) and right (chi) axes
+ """
+ delta_t_hours = delta_t_values
+ fig, axes = plt.subplots(nrows=len(rho_metrics), figsize=(8, 10), sharex=True)
+
+ for i in range(len(rho_metrics)):
+ ax = axes[i]
+ ax_twin = ax.twinx()
+
+ sns.lineplot(x=delta_t_hours, y=rho_metrics[i], ax=ax, marker='o', markersize=6, label=labels[i][0], color=colors[0], linewidth=2)
+ sns.lineplot(x=delta_t_hours, y=chi_metrics[i], ax=ax_twin, marker='s', markersize=6, label=labels[i][1], color=colors[1], linewidth=2)
+
+ ax.set_ylabel(labels[i][0], color=colors[0], fontsize=16)
+ ax_twin.set_ylabel(labels[i][1], color=colors[1], fontsize=16)
+
+ ax.yaxis.label.set_color(colors[0])
+ ax_twin.yaxis.label.set_color(colors[1])
+ ax_twin.tick_params(axis='y', colors=colors[1], labelsize=14)
+ ax.tick_params(axis='y', colors=colors[0], labelsize=14)
+ ax.tick_params(axis='x', labelsize=14)
+
+ if i == 2:
+ ax.legend(loc="upper right", bbox_to_anchor=(1, 0.4), fontsize=14)
+ ax_twin.legend(loc="upper right", bbox_to_anchor=(1, 0.2), fontsize=14)
+ else:
+ ax.legend(loc="upper right", bbox_to_anchor=(1, 0.7), fontsize=14)
+ ax_twin.legend(loc="upper right", bbox_to_anchor=(1, 0.5), fontsize=14)
+
+ sns.despine()
+
+ axes[-1].set_xlabel(r'$\delta t$ (in hours)', fontsize=20)
+ axes[0].set_xlim(0, time_range)
+
+ plt.tight_layout(rect=[0, 0, 1, 0.96])
+ plt.show()
+ # I added this function for finite size scaling, but I did not use
+ def finite_size_scaling(self, analysis_results, delta_t_values, sizes, critical_delta_t, beta=0.5, gamma=2/3):
+ """
+ X-axis: N^(1/2) * (δt - δt_c)
+ Y-axis: N^(β/2) * Ï_E(δt - δt_c)
+ """
+ scaled_results = {}
+ total_n = self.temporal_graph.n
+ for size in sizes:
+ largest_components = np.array([analysis_results[dt]["largest_component_size"] for dt in delta_t_values])
+
+ # (Ï_E = S/N) # N* is the maximum possible value that S* can get as a single component
+ rho_E = largest_components / total_n
+
+ # N^(1/2) * (δt - δt_c)
+ scaled_delta_t = (delta_t_values - critical_delta_t) * (size ** (1 / 2))
+
+ # Ï_E(δt - δt_c) * N^(β/2)
+ scaled_largest = rho_E * (size ** (beta / 2))
+
+ scaled_results[size] = {
+ "scaled_delta_t": scaled_delta_t,
+ "scaled_largest_component": scaled_largest,
+ }
+
+ return scaled_results
+
\ No newline at end of file
diff --git a/proximity/edges.csv b/proximity/edges.csv
deleted file mode 100644
index 164610d..0000000
--- a/proximity/edges.csv
+++ /dev/null
@@ -1,188509 +0,0 @@
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diff --git a/proximity/gprops.csv b/proximity/gprops.csv
deleted file mode 100644
index ef0f47e..0000000
--- a/proximity/gprops.csv
+++ /dev/null
@@ -1,19 +0,0 @@
-# prop_name, value
-name,sp_high_school (proximity)
-description,"These data sets correspond to the contacts and friendship relations between students in a high school in Marseilles, France, in December 2013, as measured through several techniques.[^icon]
-
-The first data set gives the contacts of the students of nine classes during 5 days in Dec. 2013, as measured by the SocioPatterns infrastructure. The file contains a tab-separated list representing the active contacts during 20-second intervals of the data collection. Each line has the form “t i j Ci Cj“, where i and j are the anonymous IDs of the persons in contact, Ci and Cj are their classes, and the interval during which this contact was active is [ t – 20s, t ]. If multiple contacts are active in a given interval, you will see multiple lines starting with the same value of t. Time is measured in seconds and expressed in UNIX ctime.
-
-The second data set corresponds to the directed network of contacts between students as reported in contact diaries collected at the end of the fourth day of the data collection. Each line has the form “i j wâ€, meaning that student i reported contacts with student j of aggregate durations of (i) at most 5 min if w = 1, (ii) between 5 and 15 min if w = 2, (iii) between 15 min and 1 h if w = 3, (iv) more than 1 h if w = 4.
-
-The third data set corresponds to the directed network of reported friendships. Each line has the form “i jâ€, meaning that student i reported a friendship with student j.
-
-The fourth data set corresponds to the list of pairs of students for which the presence or absence of a Facebook friendship is known. Each line has the form “i j wâ€, where w=1 means that students i and j are linked on Facebook, while w=0 means that they are not.
-
-Finally the metadata file contains a tab-separated list in which each line of the form “i Ci Gi†gives class Ci and gender Gi of the person having ID i.
-
-[^icon]: Description obtained from the [ICON](https://icon.colorado.edu) project.
-"
-citation,"['R. Mastrandrea, et al., \"Contact Patterns in a High School: A Comparison between Data Collected Using Wearable Sensors, Contact Diaries and Friendship Surveys.\" PLoS ONE 10(9), e0136497 (2015), https://doi.org/10.1371/journal.pone.0136497']"
-url,http://www.sociopatterns.org/datasets/high-school-contact-and-friendship-networks/
-tags,"['Social', 'Offline', 'Unweighted', 'Weighted', 'Temporal', 'Metadata']"
diff --git a/proximity/nodes.csv b/proximity/nodes.csv
deleted file mode 100644
index 7af7d01..0000000
--- a/proximity/nodes.csv
+++ /dev/null
@@ -1,330 +0,0 @@
-# index, id, class, gender, _pos
-0,1,2BIO3,M,"array([-0.26325303, 0.33099884])"
-1,2,PC*,M,"array([-1.05164111, 0.05127502])"
-2,3,2BIO2,M,"array([-0.25987021, 0.2733351 ])"
-3,4,PSI*,M,"array([-0.10653457, 0.31683176])"
-4,9,PC,M,"array([-0.16007418, 0.3548344 ])"
-5,14,PC*,M,"array([-0.19247253, 0.35858682])"
-6,15,PC,M,"array([-0.13530512, 0.36090406])"
-7,20,MP*1,M,"array([-0.09357276, 0.25714767])"
-8,21,PC,M,"array([-0.13331999, 0.39476134])"
-9,27,2BIO2,M,"array([-0.23345288, 0.25733768])"
-10,28,2BIO2,M,"array([-0.25561679, 0.25374361])"
-11,32,PSI*,M,"array([-0.14395465, 0.32342488])"
-12,34,MP,Unknown,"array([-0.14033259, 0.21766664])"
-13,38,MP,M,"array([-0.13247993, 0.22938947])"
-14,39,2BIO3,F,"array([-0.25973958, 0.31515652])"
-15,41,MP,Unknown,"array([-0.11217564, 0.24973081])"
-16,45,PC,F,"array([-0.16729122, 0.33015783])"
-17,46,2BIO2,F,"array([-0.29328139, 0.29578813])"
-18,47,PSI*,F,"array([-0.0978835 , 0.33981749])"
-19,48,PC,M,"array([-0.16744098, 0.3417651 ])"
-20,54,MP,M,"array([-0.11828644, 0.22306457])"
-21,55,2BIO3,F,"array([-0.22589113, 0.31698953])"
-22,58,PC*,Unknown,"array([-0.19195732, 0.37636064])"
-23,61,2BIO2,F,"array([-0.27225083, 0.28556635])"
-24,62,2BIO1,F,"array([-0.32618516, 0.16141443])"
-25,63,2BIO3,F,"array([-0.20857307, 0.29196247])"
-26,65,2BIO1,M,"array([-0.2278349, 0.2312598])"
-27,70,2BIO3,F,"array([-0.23372077, 0.26897994])"
-28,71,PC,M,"array([-0.13164237, 0.38694177])"
-29,72,2BIO1,F,"array([-0.22197634, 0.25239635])"
-30,79,PC,F,"array([-0.15957715, 0.33471079])"
-31,80,PC,F,"array([-0.12165189, 0.36894556])"
-32,85,PC*,F,"array([-0.1946722 , 0.34126448])"
-33,87,PC,F,"array([-0.16667868, 0.38437656])"
-34,89,PC,M,"array([-0.1481536 , 0.36276584])"
-35,90,PSI*,M,"array([-0.10331077, 0.31006304])"
-36,92,PC,M,"array([-0.14514092, 0.37932167])"
-37,101,2BIO3,F,"array([-0.23757272, 0.29935108])"
-38,103,MP*1,M,"array([-0.14893921, 0.19147497])"
-39,106,2BIO3,F,"array([-0.21707034, 0.28911087])"
-40,111,2BIO1,F,"array([-0.25126292, 0.23304388])"
-41,115,PC*,M,"array([-0.20779533, 0.36247573])"
-42,116,PC*,M,"array([-0.21330792, 0.36802876])"
-43,117,2BIO3,M,"array([-0.24610015, 0.30751038])"
-44,119,2BIO3,F,"array([-0.21979015, 0.27887284])"
-45,120,PC,F,"array([-0.14199604, 0.34473163])"
-46,122,2BIO3,F,"array([-0.22771997, 0.2775429 ])"
-47,124,2BIO1,F,"array([-0.2445938, 0.229017 ])"
-48,125,PSI*,F,"array([-0.12029454, 0.3144604 ])"
-49,131,PC*,M,"array([-0.16687469, 0.35166831])"
-50,132,2BIO3,F,"array([-0.22544665, 0.26940929])"
-51,134,PC,F,"array([-0.17010246, 0.37169476])"
-52,145,2BIO1,F,"array([-0.26533622, 0.22163025])"
-53,147,2BIO2,M,"array([-0.25348936, 0.26632031])"
-54,149,MP*1,M,"array([-0.031418 , 0.22824534])"
-55,151,MP,M,"array([-0.11303606, 0.2117806 ])"
-56,156,MP,F,"array([-0.12178322, 0.21341889])"
-57,159,MP,M,"array([-0.10594528, 0.19637239])"
-58,160,2BIO2,F,"array([-0.28029633, 0.28206055])"
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diff --git a/reddit.ipynb b/reddit.ipynb
new file mode 100644
index 0000000..4c81d39
--- /dev/null
+++ b/reddit.ipynb
@@ -0,0 +1,342 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from percolation import TemporalPercolation\n",
+ "import pathpyG as pp\n",
+ "import pandas as pd\n",
+ "import matplotlib.pyplot as plt\n",
+ "import numpy as np\n",
+ "import json\n",
+ "import itertools"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def preprocess(dataset_name: str):\n",
+ " \"\"\"\n",
+ " read the original data file and return the DataFrame that has columns ['u', 'i', 'ts', 'label', 'idx']\n",
+ " :param dataset_name: str, dataset name\n",
+ " :return:\n",
+ " \"\"\"\n",
+ " u_list, i_list, ts_list, label_list = [], [], [], []\n",
+ " feat_l = []\n",
+ " idx_list = []\n",
+ "\n",
+ " with open(dataset_name) as f:\n",
+ " # skip the first line\n",
+ " s = next(f)\n",
+ " previous_time = -1\n",
+ " for idx, line in enumerate(f):\n",
+ " e = line.strip().split(' ')\n",
+ " # user_id\n",
+ " u = int(e[0])\n",
+ " # item_id\n",
+ " i = int(e[1])\n",
+ "\n",
+ " # timestamp\n",
+ " ts = float(e[2])\n",
+ " # check whether time in ascending order\n",
+ "\n",
+ " u_list.append(u)\n",
+ " i_list.append(i)\n",
+ " ts_list.append(ts)\n",
+ " \n",
+ " # edge index\n",
+ " idx_list.append(idx)\n",
+ "\n",
+ " \n",
+ " return pd.DataFrame({'u': u_list,\n",
+ " 'i': i_list,\n",
+ " 'ts': ts_list,\n",
+ " 'idx': idx_list})"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Dataset Preview:\n",
+ " u i ts idx\n",
+ "0 3 2 1.333573e+09 0\n",
+ "1 4 1 1.333563e+09 1\n",
+ "2 5 4 1.333573e+09 2\n",
+ "3 4 5 1.333573e+09 3\n",
+ "4 6 4 1.333573e+09 4\n",
+ "Normalized Timestamp Range: 0.0 - 1225.056388888889\n",
+ "Min Timestamp: 0.0\n",
+ "Max Timestamp: 1225.056388888889\n"
+ ]
+ }
+ ],
+ "source": [
+ "file_path = \"reddit_partial.txt\"\n",
+ "bipartite = True\n",
+ "\n",
+ "df = preprocess(file_path)\n",
+ "\n",
+ "print(\"Dataset Preview:\")\n",
+ "print(df.head())\n",
+ "\n",
+ "df['normalized_ts'] = (df['ts'] - df['ts'].min()) / 3600 # Normalize and converting to hours\n",
+ "\n",
+ "print(\"Normalized Timestamp Range:\", df['normalized_ts'].min(), \"-\", df['normalized_ts'].max())\n",
+ "tedges = list(df[['u', 'i', 'normalized_ts']].itertuples(index=False, name=None))\n",
+ "\n",
+ "temporal_graph = pp.TemporalGraph.from_edge_list(tedges)\n",
+ "total_events = len(tedges)\n",
+ "\n",
+ "bipartite_percolation = TemporalPercolation(temporal_graph, total_events)\n",
+ "\n",
+ "print(\"Min Timestamp:\", df['normalized_ts'].min())\n",
+ "print(\"Max Timestamp:\", df['normalized_ts'].max())\n",
+ "\n",
+ "\n",
+ "delta_t_values = np.linspace(df['normalized_ts'].min(), df['normalized_ts'].max(), 400)\n",
+ "\n",
+ "# I computed the results and saved them to a JSON file\n",
+ "# analysis_results, percolation_metrics = bipartite_percolation.percolation_analysis(delta_t_values)\n",
+ "\n",
+ "# with open(\"reddit/analysis_results.json\", \"w\") as file:\n",
+ "# json.dump(analysis_results, file, indent=4)\n",
+ "\n",
+ "# Load results from the JSON file\n",
+ "with open(\"reddit/analysis_results.json\", \"r\") as file:\n",
+ " analysis_results = json.load(file)\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 1000x600 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "Correlation between measures:\n",
+ " S_E S_G S_LT\n",
+ "S_E 1.000000 0.995760 0.528058\n",
+ "S_G 0.995760 1.000000 0.491831\n",
+ "S_LT 0.528058 0.491831 1.000000\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 600x500 with 2 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 1000x600 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "delta_t_values = np.array([float(k) for k in analysis_results.keys()])\n",
+ "\n",
+ "bipartite_percolation.compare_component_measures(analysis_results)\n",
+ "bipartite_percolation.plot_largest_component(analysis_results, delta_t_values)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Total Values:\n",
+ "NE: 2453, NG: 683, NLT: 1225.056396484375\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 800x1000 with 6 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "delta_t_values, rho_E, rho_G, rho_LT, chi_E, chi_G, chi_LT, P_S_E_distributions, P_S_LT_distributions, P_S_G_distributions = bipartite_percolation.compute_order_parameters(analysis_results, temporal_graph)\n",
+ "\n",
+ "\n",
+ "rho_metrics = [rho_E, rho_G, rho_LT]\n",
+ "chi_metrics = [chi_E, chi_G, chi_LT]\n",
+ "labels = [(r'$\\rho_E$', r'$\\chi_E$'), (r'$\\rho_G$', r'$\\chi_G$'), (r'$\\rho_{LT}$', r'$\\chi_{LT}$')]\n",
+ "\n",
+ "colors = ('red', 'blue')\n",
+ "plt.rcParams.update({\n",
+ " \"font.size\": 14,\n",
+ " \"axes.labelsize\": 18,\n",
+ " \"xtick.labelsize\": 16,\n",
+ " \"ytick.labelsize\": 16,\n",
+ " \"legend.fontsize\": 16,\n",
+ " \"axes.titlesize\": 20,\n",
+ " \"mathtext.fontset\": \"stix\",\n",
+ " \"font.family\": \"STIXGeneral\"\n",
+ "})\n",
+ "\n",
+ "bipartite_percolation.plot_percolation_metrics(delta_t_values, rho_metrics, chi_metrics,labels, colors, time_range=100)\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "selected_delta_t_values = [3.0703167641325537, 6.140633528265107, 24.56253411306043]\n",
+ "\n",
+ "color_cycle = itertools.cycle(['tab:blue', 'tab:orange', 'tab:green'])\n",
+ "marker_cycle = itertools.cycle(['o', 'd', 's'])\n",
+ "\n",
+ "colors = {dt: next(color_cycle) for dt in selected_delta_t_values}\n",
+ "markers = {dt: next(marker_cycle) for dt in selected_delta_t_values}\n",
+ "\n",
+ "# P(S_E)\n",
+ "fig, ax = plt.subplots(figsize=(6, 5))\n",
+ "for dt in selected_delta_t_values:\n",
+ " if dt in P_S_E_distributions:\n",
+ " sizes = np.array(list(P_S_E_distributions[dt].keys()))\n",
+ " probabilities = np.array(list(P_S_E_distributions[dt].values()))\n",
+ " scale = 120.0 * np.random.rand(len(sizes)) \n",
+ "\n",
+ " if dt > 24:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {int(dt/24)} day\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ " else:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {dt:.1f} hours\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ "\n",
+ "ax.set_xscale(\"log\")\n",
+ "ax.set_yscale(\"log\")\n",
+ "ax.set_xlabel(\"$S_E$\")\n",
+ "ax.set_ylabel(\"$P(S_E)$\")\n",
+ "ax.legend()\n",
+ "plt.show()\n",
+ "\n",
+ "# P(S_G)\n",
+ "fig, ax = plt.subplots(figsize=(6, 5))\n",
+ "for dt in selected_delta_t_values:\n",
+ " if dt in P_S_G_distributions:\n",
+ " sizes = np.array(list(P_S_G_distributions[dt].keys()))\n",
+ " probabilities = np.array(list(P_S_G_distributions[dt].values()))\n",
+ " scale = 120.0 * np.random.rand(len(sizes))\n",
+ "\n",
+ " if dt > 24:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {int(dt/24)} day\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ " else:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {dt:.1f} hours\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ "\n",
+ "ax.set_xscale(\"log\")\n",
+ "ax.set_yscale(\"log\")\n",
+ "ax.set_xlabel(\"$S_{G}$\")\n",
+ "ax.set_ylabel(\"$P(S_{G})$\")\n",
+ "ax.legend(loc=\"upper right\")\n",
+ "plt.show()\n",
+ "\n",
+ "# P(S_LT)\n",
+ "fig, ax = plt.subplots(figsize=(6, 5))\n",
+ "for dt in selected_delta_t_values:\n",
+ " if dt in P_S_LT_distributions:\n",
+ " sizes = np.array(list(P_S_LT_distributions[dt].keys()))\n",
+ " probabilities = np.array(list(P_S_LT_distributions[dt].values()))\n",
+ " scale = 120.0 * np.random.rand(len(sizes))\n",
+ "\n",
+ " if dt > 24:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {int(dt/24)} day\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ " else:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {dt:.1f} hours\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ "\n",
+ "ax.set_xscale(\"log\")\n",
+ "ax.set_yscale(\"log\")\n",
+ "ax.set_xlim(10**-0, 10**3) \n",
+ "\n",
+ "ax.set_ylim(10**-3.3, 10**-1) \n",
+ "\n",
+ "ax.set_xlabel(\"$S_{LT}$\")\n",
+ "ax.set_ylabel(\"$P(S_{LT})$\")\n",
+ "ax.legend(loc=\"upper right\")\n",
+ "plt.show()"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "myDefault",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.12.5"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/uciCollegeMsg.ipynb b/uciCollegeMsg.ipynb
new file mode 100644
index 0000000..ae36e08
--- /dev/null
+++ b/uciCollegeMsg.ipynb
@@ -0,0 +1,340 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from percolation import TemporalPercolation\n",
+ "import pathpyG as pp\n",
+ "import pandas as pd\n",
+ "import matplotlib.pyplot as plt\n",
+ "import numpy as np\n",
+ "import json\n",
+ "import itertools"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def preprocess(dataset_name: str):\n",
+ " \"\"\"\n",
+ " read the original data file and return the DataFrame that has columns ['u', 'i', 'ts', 'label', 'idx']\n",
+ " :param dataset_name: str, dataset name\n",
+ " :return:\n",
+ " \"\"\"\n",
+ " u_list, i_list, ts_list, label_list = [], [], [], []\n",
+ " idx_list = []\n",
+ "\n",
+ " with open(dataset_name) as f:\n",
+ " # skip the first line\n",
+ " s = next(f)\n",
+ " for idx, line in enumerate(f):\n",
+ " e = line.strip().split(' ')\n",
+ " # user_id\n",
+ " u = int(e[0])\n",
+ " # item_id\n",
+ " i = int(e[1])\n",
+ "\n",
+ " # timestamp\n",
+ " ts = float(e[2])\n",
+ " \n",
+ " u_list.append(u)\n",
+ " i_list.append(i)\n",
+ " ts_list.append(ts)\n",
+ " \n",
+ " # edge index\n",
+ " idx_list.append(idx)\n",
+ "\n",
+ " \n",
+ " return pd.DataFrame({'u': u_list,\n",
+ " 'i': i_list,\n",
+ " 'ts': ts_list,\n",
+ " 'idx': idx_list})"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ " u i ts idx\n",
+ "0 3 4 1.082156e+09 0\n",
+ "1 5 2 1.082414e+09 1\n",
+ "2 6 7 1.082440e+09 2\n",
+ "3 8 7 1.082440e+09 3\n",
+ "4 9 10 1.082440e+09 4\n",
+ "Normalized Timestamp Range: 0.0 - 4617.028611111111\n",
+ "Min Timestamp: 0.0\n",
+ "Max Timestamp: 4617.028611111111\n"
+ ]
+ }
+ ],
+ "source": [
+ "file_path = \"CollegeMsg.txt\"\n",
+ "bipartite = True\n",
+ "\n",
+ "df = preprocess(file_path)\n",
+ "print(df.head()) \n",
+ "\n",
+ "df['normalized_ts'] = (df['ts'] - df['ts'].min()) / 3600 \n",
+ "\n",
+ "print(\"Normalized Timestamp Range:\", df['normalized_ts'].min(), \"-\", df['normalized_ts'].max())\n",
+ "\n",
+ "tedges = list(df[['u', 'i', 'normalized_ts']].itertuples(index=False, name=None))\n",
+ "\n",
+ "temporal_graph = pp.TemporalGraph.from_edge_list(tedges)\n",
+ "total_events = len(tedges)\n",
+ "\n",
+ "bipartite_percolation = TemporalPercolation(temporal_graph, total_events)\n",
+ "\n",
+ "print(\"Min Timestamp:\", df['normalized_ts'].min())\n",
+ "print(\"Max Timestamp:\", df['normalized_ts'].max())\n",
+ "\n",
+ "delta_t_values = np.linspace(df['normalized_ts'].min(), df['normalized_ts'].max(), 50)\n",
+ "\n",
+ "# Based on my observation, I refined the delta_t_values\n",
+ "refined_delta_t_values = np.linspace(0.0, 134585.44939271256/ 3600 , num=20) # 37.3848471 hours\n",
+ "refined_delta_t_values2 = np.linspace(154585.449392712560/ 3600 , 1332000.0/ 3600 , num=20) # 37.3848471 hours\n",
+ "\n",
+ "#combined_delta_t_values = np.unique(np.concatenate((delta_t_values, refined_delta_t_values, refined_delta_t_values2)))\n",
+ "\n",
+ "# analysis_results, percolation_metrics = bipartite_percolation.percolation_analysis(combined_delta_t_values)\n",
+ "\n",
+ "# with open(\"UCIcollegeMsg_results/analysis_results_hours.json\", \"w\") as file:\n",
+ "# json.dump(analysis_results, file, indent=4)\n",
+ "\n",
+ "with open(\"UCIcollegeMsg_results/analysis_results_hours.json\", \"r\") as file:\n",
+ " analysis_results = json.load(file)\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 1000x600 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "Correlation between measures:\n",
+ " S_E S_G S_LT\n",
+ "S_E 1.000000 0.983535 0.835873\n",
+ "S_G 0.983535 1.000000 0.772231\n",
+ "S_LT 0.835873 0.772231 1.000000\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 600x500 with 2 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 1000x600 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "delta_t_values = np.array([float(k) for k in analysis_results.keys()])\n",
+ "\n",
+ "bipartite_percolation.compare_component_measures(analysis_results)\n",
+ "bipartite_percolation.plot_largest_component(analysis_results, delta_t_values)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Total Values:\n",
+ "NE: 59834, NG: 1899, NLT: 4617.02880859375\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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WAXFxsu+uu4Bdu+QXYxDy8vIAAAUFBUG9HwBSUjwH/1YrUFHhvO+yy4DFi2X78GEgOzvoyxJFTlWVJNqRCiYjdS2bTQJXx4BSNWmSFpzU10vG7u1RV+f7eG2tTHP4+uvOgZDjtUaNkikR1WDtrLOkPMLT+RMnAjfeCPznP9q1HZ9vvBH4+GPv7730UmD2bC24dgy6PW37ev3XvwLffuscTKomTAAGDQLuvNM5kPcU3Kvb3mRny+/6tm3l58JVVpbUYbZvL41KoYrk9SJxLfUap54KrF9vnq/r4EGWABGFgTkTgMsvB/73P/nFoAbyx44BOTkS5D/3nOf3ZWYCd98NTJ+u7Vu8WKLqo0eDWj3QiATAavXcmm+xuCcGV14JLFok2wcOSI8oUdAi0VLuL0geM0b+A9jtUvphtztvB/I8bBjwr395D1yvuAKYN08LGF0DX/VZz76MDOCbb/wHQh06SLYeikADvFACwoYWuKp69ZJfnh07ej9n5075+6IOMI2V60XiWuo1rrjCXF/XoUO+e/6JKCjmKwHat0+C9lGjtOAfkFb/fv2AN96QP/6OtTKqpCTgu++khUx97/79QFqaPGIAS4AauIoKCTATE6XGNpzlK77KLqxWCdxtNrknT9t6jlmtwMKFcg1PZs2SVvLOnY0JJu+6C/jb3zwf/9vfZLrATz81poW3Vy8JPjwFroDsP3xYsvRQE4BWrfRdq1Ur+doCPT+Ua4WidWv/1yoqklbnrVvlF2B8vDyrD9fX3vZlZcm/RVaW92SjZUvgvPOAAQPkb0R8vDy8bfs6lpoq3yN/17v3Xvm/GBen/V1St10f3o4lJwO5ub6v1aqVlM3W1GjvU+/Z8eFpn+M1Kiulsc3XtXJzpfdJHagWyNfieMxikZ8RX9fKzHTfT0QhM18CsHKlBPBdurgf69pVBgUVFMjsAK7uvFNKA+64A3jlFQmwXnpJWgQt5vtSPeEsQA1YdbUE+zNmSHlFoOUr9fVAeTlQViY/26Wl3rdvvtlzXe2UKfI5ffsCV18d+tfUq5d00UcimAx34KoGkhaLPOsJhHJyJIDJyJD3OT7Uz9LzyMz0H0y2aiU/KzU1QJMm+gLC55+Xf2/Hry052X/QlZsriZT6fXEMiH29dtxWg72aGv/X+vprP/84Otls8j3y1BuVny/fi5dfNuZaeq93//2RuVZdHXDddaFfY+RI+fcYPdpz2VZ+vrRO9ekT2rUcr+nr67LbWQJEFAbmi4r37JFnT8Xv6r7t2z0nAE8/Ld3Jb70F/Pij/GFZuBDo2dP3NX11P6p/oCOEswBFQbjLZBRFSth275afR08D6wAJyOfN8x7cl5XpWx46O1sS4Ysu8nx89mz5f5KdHXpQfuCAviC5Vy+gUyf5Q261ykPd1vucnu4/6FX/zwPOQbhrcO+6Tw1YXfkLThQF+PLLYL97gV2rrk56QAI5/9JLg7tWba3v34uBsNsjF+ClpkoyDURmjEgkrxeJa6nXeP11+VwguMaKYK4JRObfjIgAmHEMwHPPAU88IdOQ3Xab87FJkyTI/8c/pIXTk6oqWTHwt9+k9eXhh6UVzFPJkMrHH7q84wlApMYA3Hwz8O67sr1li+eOEDKQrwGliqIF3seO+d72dTwpSWpmAfPUQu/eLYnIoUPyBzg1VUare9r2dSwlRVp49QyUNYLeQblGMvMA51DuzcxfV6jUpL60VHpXwjlLVKSvF4lrqdew2eSzIzmzV6T+zYgaOfMlAK+9Btxzj0zneffdzsfGj5dg/uOPPZcvHDggA5iefFJaHUeNAjZvlucFC4K6nUjPAnTrrdqtbtoEdO8e9GXJm4oKCchTUyXR9DSgdMIEY8tk/vtf+SHwF5RfeqnzwLomTaS8JDNTHo7brq/V7ebN5ZqtWkVuZo2GHEwC5g7wQrk3M39dREQUNuYrAcrNlefiYvdj6r7OnT2/d+RICXzUbu+ffpIyiLffBv7v/2Rq0QirqnIP8l2Pe1sHoFGXAIVSlqMoEuDu2CGP7dudn/fv12Yn8TagNNQymbQ0CcjVspVmzeS+/A0YfO89+TozMuQRbJAe6bra5GRpfX/iCecALxwBeSSvpVJ/9tTZSMJZkxzotUK5NzN/XUREFDbmSwDU2Rm2bXM/tnWrtG56quk/elTmmn7lFW1fWhowdy5w2mkyJiAKCcCePbJWDACcc47MKujINWbhLEDQt2hQdbUE8I6BveO2r6wL0DegtLgYuOkm+dlKT9cCesdnT/vS0qSm3JHNJvflb2Cdp7EtwYhGXS2DSSIiophgvgQgJwe45BJg6VLn/TabrPB7550SXNXVSStv69ZyXB3U5zodn9pbEKWuZsfxgRdf7P/8Rj8LkKcab8cVKM8/H7jlFmmdD6Z6rWVLGYx66qn6Zl3xNr1loFJTZRarRx6R1+EeWAdEp6WciIiITM98YwAAKX7v31+WWL/+etn37LPSur9unZRl3HOPrAmwbJmsJAnImIElS4BffgGaNpV977wDPPqo1FU3bx7wrQQzBsC1rCeQ4w88ILEhIPnOGWfovmzsqquTHp/Nm2Whp9atgx8om5goxzt1knp7x+cOHZwTwWgMKHVcB6CsjLXQREREFHHm6wEAgB49gBUrgMmTgdWrpdzj6FFg1SptKlB1OsCMDO19c+fK4/rrZfqcxESZN3316qCC/2AlJwc28NdRgy8BKi6WGZr+9z9Zbv5//wM2bpQ513v1Ak45xf887927y8+EpyC/dWvfMz45ikaZTEqKts3yFSIiIooCc/YAmEiwswAFMvWno0ceAV54QbZ/+AEYPDigy4ZXIANz7Xbg998lwHd8FBZ6/3x1YK6vqTKNnr0G4OwkREREDczHH8uQu99/lzbj/HxteQvV0qXSbty9u0y93q0bMHGi+/JPH30EfPihVJVv3Aice677ZymKTGS5YgXQrp20dd50kzzMyJw9AI2YaWcB8jUwt7wc+PVXLchfv17KuGpq/H9uXJz8jzrlFHkcPhz5VSE5oJSIiKjBWLgQ+OADYMYMad+bORP4y1+kSEBdMHvRImDECAlZOnWSpaOGDZPp2N95R/usOXNktvCCApnQr7IS6NdP5hFxnNNj7Fjgiy9kAsrkZKlUzsuTNsY774zkV68PEwCTiVoJkK/WfV8Dc+vr9c+Xn5UlQf6pp2oBf8+e7q3tXBWSiIiIgmC3S7D+wQfavv79ZWjo999LAlBZKQurX3ONBP+AzC8zbhxw4YWyfNSwYTJr+MMPS3DfrJmc16QJ8NBDwL33yuzzPXoAa9dKsvHmm1qYkp0tQ1PHjAGuukqrYDeLeP+nUCRFdBYgm01a6SsrJcBv2VJ7TJsmgxWWLJH/Fd5mw5k9W/63OP5kJyRI2nvjjbKy82efAX/8ARw5Iv/7Zs2SdLh/f8+lNursNQcPSop98KC8ZvBPREREPsTFae2IqqQkCSF69ZLXn34q4cV55zmfN3iwxGHz5snrBQtkyKHreUOHSoz2+uvyWn32dN6xY7LEj9mwB8Bkwl4CpLb019VJkN+/vwyuduzHcmzdHzpUVlj2NTD3yBEJ0HNypFW/R4/Qg3WW5RAREVGALBb3Gv5PPpFw5o475PWKFfLcpYvzecnJwEknSVulr/M6dJBrOJ6XmAicfLLzeV27yvP337uPGYg2JgBhYrUGtl9lWAmQGugfOyY/lUlJ7kH/vHkSuN98s+fPmD1b+sMA/yvYPvpoCDdLREREZKzKShmYO3GilO3U1UngvmePHPdUlpOdLet2lpR4Py8+XkqCtm+X13v2yOu4OPfPArTzzIQJQBhUVfme6tPXOgCGlACpA3a/+ELKb6ZNk1WQXYP+tm39r4arHov0wFwiIiJqtDp29H18xw7fx+12qTjeulWKCqZMkaWkPv1Ui9E8hS5JSfJcXu7/vOJi2a6okEkEfX2W2TABCAM1uO/USUrfW7XSskjH456EVAJks0nZzowZ8pP+ySfy0z9vnrTkuwb9FouU7fhq3W/RQn7yOTCXiIiIYoTVCjz2mGxXV8sSUYsWyaw/asu8p2nZ1X2pqXLe1q2e2zkd50rJzvb/WWbDQcBhdOyYlPG41qL5EnQJUFWVlOyoA3azs4ELLpB9rVppQf+BA1rQX1QEfP01MHq0589UW/cBDswlIiKiiNmxw/cjEElJUgwByHz/ubmyrbbgOyoulnKepk29n6coMvyxc2d5nZsrrz19FqCdZyZMAMKoslKemzTR/56AS4BsNsk0pk6ViWvVQF9v0D9unAT6EybIcUCeJ02S1n3HtDU1VVJgtVfAjCktERERkYt27eS5dWtg4EDZ3rbN+ZyaGmD3buCcc+S1t/P++EPOdTyvutq52gOQ3gNAO89MmACEUVWVPAfSSB5QCZBrq79joK836D9wQH4yBwwA9u2Tln227hMREVED8uuvUprdvz9w6aVA8+ayErCjFSsksB81Sl7fdJOUErme9+238qyepz57Oi8xEbjhBgO/EIMwAQiT2lqthCeQHgDdJUA2m3urv2OgH0jQ//33suJFfb0kDWzdJyIiohh04IBM+TltmtYQW1QkhQ1vvSUBfZMmsjrw++8Du3bJOYoCPP88cPHFsnAXALRpI++bNw84elT2VVUBL74I3HMP0KeP7OvfX6YYffFF6QkApPzn1VeBp56Sogyz4SDgMFHLfwCDS4DU6T0tFmn1dx3IO24csGyZnKsuwgVIT8E55wDTpwOPPy5lQ+qKvzk5cg5n8iEiIqIYlpQk7ZmTJgGvvAJcdJHU6M+fr5UBATIvSkoK8MADQO/eUvrTp48E7I7TeU6YIGHSbbcBPXvKGIJbbgEeecT5uq+9JgnEzTfLugEbN0oYdvvtEfmyAxanKIoS7Zsws7y8PABAQUFBQO87fFiLqy+9VIvD/XnrLe2HZd48yTBPqKqSVv+vv5aWf3WOrE8+AX7+WVvMq3t3Oe/CC2XuqZQU+R9RWirzVDkOXSciIiKiRoUlQGESbA+A1xIgteRnyhRJP9VWf8B9IO/mzZKqzp4tr9PTOXiXiIiIiAAwAQgbte4MMKAESC37mTVLXrvW92/eLOU9ffsCe/fK4+BBOa6uQkFEREREBCYAYePYAxDsLEC1tZBMYv58oLDQebEuX63+2dls6SciIiIij5gAhIkRJUB1lTVS9jN5snPJD+De6q8uzsVWfyIiIiLygQlAmDiWAAXSA+BUAoTj8/t7W7F382bg6qul1V9dpIut/kRERETkA6cBDRNDBgEfq9LKfhyn95w9W/ZnZUkZ0F/+wkW7iIiIiEgXJgBhYkgJUEKiNr+/WvIzdaqU/Bw+LOtZ2+0M/omIiIhIN5YAhUnQJUC12hvrtu10LvtRS37atwcWL+Z8/kREREQUMPYAhEnQPQCJWhdA7TdLgdn58sKx7Oe++2TNabb8ExEREVGAmACESbDrACRUlgNoCgCoKy5xL/vJzZX5QRn8ExERGc5ut6PuxEI8ZJSEhARYrdZo3wYdxwQgTIJdB8CSlXZiuw4JWtlPdjbQtSvw3Xcs+yEiIjJYWVkZioqKUF1dHe1babCSkpKQnZ2NjIyMaN9Ko8cEIEyCLgFSagFIhlzr+M9TVCSlP3a7TPdJREREhigrK0NhYSHS0tKQnZ0Nq9WKuLi4aN9Wg6EoCux2O0pLS1FYWAgATAKijAlAmAQ7CDghTcsW6hJTgBpo032OH8/SHyIiIoMVFRUhLS0Nbdu2ZeAfJk2aNEF6ejr27t2LoqIiJgBRxgQgTILtAXBaCGzUbcATw4CWLYH6egb/REREBrPb7aiurkZ2djaD/zCLi4tDZmYmCgsLYbfbOSYgijgNaJgEPQjYcSGwf/wTuPxy4P33WfdPREQUBuqAXwajkaF+nznQOrqYAIRJsIOAnRYCq7YDGzYA8fxnIiIiCie2/kcGv8/mwMgyTAwpAcLxbCAlxZibIiIiIqJGjwlAmAQ9CNixBEgdosHyHyIiIiIyCBOAMAl6GlDHEiD2ABARERGRwZgAhAlLgIiIiIjIjJgAhIlaAhQXF9i6XR5LgJgAEBEREZFBGu46AEVFwHvvAdu2AaecAlxwAdC+fcQur/YAJCdLEqAXS4CIiIgaIJsNsFqBkhJZ4NNu5xg/ihrz9gDs2AHccgvwxBPAPfcAo0YBhw/re+8bbwB5ebL90kvAnXdGNPgHtB6AQMp/AC8lQPwFQUREFLuqqoBp02RhT/UxbZrzjCFEEWTOHoCdO4GBA4EXXwRGjpR9Tz0FDBkCrF4NpKd7f+/TTwNTpgD/+Q9w8cWRuV8PHHsAAsESICIiogbEZpNgf8oUbV9JifZ67FjTNPQpioIFCxbg2LFjKC8vxw8//IBHHnkE5513XrRvjQxmzgQgP18i5xEjtH1jxgDPPw9MnQo895zn9y1aBEyaJL0GUQz+AS0BMKQHINAPISIiImN88IHEFseOBf7eZs2AlSuBWbM8H581SxKAU04BjhwJ7v7S06Xx87rrgnu/g8mTJ6N169Z44IEHAABbtmzBuHHjsGrVKsRzUdIGxXwJwL59wOLFUvLjWDyfng706yflPU8/7dxUDgB1dcAjj0iw/Mgjkb1nD9RevVB6AOqQACQluX+tREREFBnTpwObNwf33qZNgUOHpMXfk5ISKW9WFKCwMNg7lHsMMQH4/PPPsW7dOkyaNOnEvk6dOuHHH39EYWEh2rVrh5qaGnzwwQeYMmUKzjnnHPTv3x/V1dVYvXo1evXqhcceeyyke6DIMV8CsHKl/Efo0sX9WNeuwPLlQEEB0Lu387Hly4GtW4E+fYDHHweWLZNxBGecIV1vAwZE5v4htx9sD4BbCRDLf4iIiKJn7Fhg4sTgegDi4oCcHBn06ykJyMoCWrSQ89q0Ce7+0tOBRx8N7r3H1dXVYcaMGbjzzjuR4BCIlJaWAgASj09nmJiYiN7H46+xY8eiy/FYbcSIEVi+fHlI90CRZb4EYM8eec7Odj+m7tu+3T0B+OEHeU5PB558UgbYFBQAV10FnHce8PvvQNu2YbttR3a7JAGAASVAJqkLJCIiapSuuy601nWbTUqbHccAqPLz5fl//wv+8w3w/fffo7CwEBdeeKHT/vXr1+Okk05Cy5YtT+xbtWoVsrOzTwT/VVVVyMzM5DiBGGO+gq6KCnn2NHl+UpI8l5e7H9u3T56nTJHgH5CZgF54QT7zr3/1fs2OHb0/amsD/hIcFwELtATIscSuDgnsASAiIoplqanA+PEyjiArS/ZlZcnr8eNN0dD39ddfo3PnzmjRosWJfRs2bMDu3btx6623Op27YsUKnHnmmQCAiooKfPnll0hISEBaWlokb5lCZL4EQG3lt9vdj6n7PP1nUZvOc3Od919yiUTVv/5q3D36EewqwID0AqpJAEuAiIiIGoDkZCklOnhQxgQcPCivA20lDJMVK1bgjDPOcNr38ssvY9CgQbjxxhtP7KusrMQvv/wCu92OOXPm4IYbbkC3bt0ifbtkAPOVAKkBfHGx+zF1X+fO7sfatfP8PotFkgpvA3AAGSvgjbqeQAAcp/UNZgIfi0VBTU0cewCIiIgaCrXxUm1l91TpEAW7d+/GgQMH0KtXrxP75syZg+rqasydO9dpTMCaNWtgt9sxYcIE5OTkIDc3F927d4/GbVOIzJcADBggzeDbtrkf27oVaN4c6NnT/dhZZ8nzrl2yhoCj6mqgQwfDb9WbUEqAAG0gMBMAIiIiCqc1a9YAAAoKCvDhhx9iz549yM7OxltvveUU/APSU5CXl4ecnBwAwJVXXgkAKCsrQ0ZGRmRvnEJivgQgJ0fKdpYudd5vswFr1siqvvHxMu3nwYNA69ZyfNAg6Rn49FPgppu09x04AJSWAsd/SCMhlBIgAEiIVwDESQmQCWoDiYiIqGFatWoVOnTo4DT9pzfLly/H+eeff+J1QkICfvvtN6xfvx4333xzOG+TDGa+BAAAZswA+vcHFi4Err9e9s2cKfPpTpwor++7T9YEWLZMgn9ABvzecIPU+/fpI/tefhk4/XTAZRBLODmWAAXTA2BJkCmE2ANARERE4bR69WoMHTrU73nvvvsutm/fjmbNmuG1115DaWkpNm3ahJ9//hlLliyJwJ2SkcyZAPToAaxYAUyeDKxeLSU8R48Cq1Zpg4Rzc2UUvWOX0xVXSNIwZoysI1BTIxH41187z68ZZsb0ADABICIiovDZunUrDh8+jAE61koaOXIkRo4cGYG7okgwZwIAyLLYH3/s/fjkyfJwdfnl8oiiUAcBJ8RJAsBZgIiIiChc3n//fWRkZGDIkCHRvhWKMPNNA9oAhDoI2JJQD4A9AERERBQ+EyZMwE8//YT09PRo3wpFGBOAMAi5BCiOCQARERERhQcTgDAIuQQIkgBwFiAiIiIiMhoTgDAIuQQovg4AewCIiIiIyHhMAMIg5BIgMAEgIiIiovBgAhAGoa4DoCYAnAWIiIiIiIzGBCAMQu0BsLAHgIiIKKIURYn2LTQK/D6bAxOAMAh9EHAtgOMJAAcBExERhU1CQgIAwG63R/lOGgf1+6x+3yk6mACEQaiDgBMUSQBYAkRERBReVqsVSUlJKC0tZet0mCmKgtLSUiQlJcFqtUb7dhq10FYCHj4cOPts4O67gebNDbql2BdyCdDxBEBBPJQmKYgz6L6IiIjIXXZ2NgoLC7F3715kZmbCarUiLo5/fY2iKArsdjtKS0tRXl6ONm3aRPuWTC0S4XVoCcDhw8DYsYCnbpxFi4CDB4EbbgAyMkK6TKwJeRDw8QQAAOqSUkL8RyIiIiJfMo7HKUVFRSgsLIzy3TRcSUlJaNOmzYnvN3kWifA6tNhywAC5u8pK4D//AYYOBVq0kGNXXAFMmgTk5gI2W0iXiTUhTwOqaHWItYlMAIiIiMItIyMDGRkZsNvtqKuri/btNDgJCQks+9EpEuF1aLFlWpo8N2kCnH460KUL8Je/AKNGAZ06ARMnAq+8EtIlYlGog4AtDglAXTIHARMREUWK1WploNoALFgATJsGbN8OtG0L3HQTMGECkJSknbN0KTB3LtC9O7BlC9Ctm4SuFpfo+KOPgA8/BDp3BjZuBM49F8jPdz5HUYDXXgNWrADatQN++02uedNNgd97JMLr0BKA8nJtu3Nn4Morgaee0vZZrcD554d0iVgU8iDgOocEIDGIDIKIiIiokXrvPQn+r7lGGmU/+gh45hlgzx5g/nw5Z9EiYMQIYP16Carr64Fhw4BbbwXeeUf7rDlzgKefBgoKgGbNJMbr1w84dEg+UzV2LPDFF8BPP0nsV1QE5OVJK/2ddwZ2/5EIr0ObBWjePEmDXnoJ2LHD80iF3NyQLhGL1AQgIUH+kQKVUO9QAsQCICIiIiJdamslyF+7VgL36dOBDRukdX/BAqmvr6wE7rpLEoROneR98fHAuHHAu+8CX30l+/bvBx5+WAbjNmsm+5o0AR56CHj+eWDTJtm3di0wY4bsVxt+s7PlfWPGSDIQiEiE16ElAG3bSmrz2GPSP7FggfSJfPaZlr7EN76ZRtUSoGDKfwDAUl99YptliERERET6/PqrBPKOFRgpKVI+AwC7dgGffiot+Oed5/zewYOl/GfePHm9YAFQXe1+3tChEp+9/rq8Vp89nXfsmPRIBCIS4XVob3/1VenrKCoCFi4Err1WvqtXXCGpUt++wJtvhnaHMUjtAQim/AdwKQFiAkBERESkyxlnuAfigMyYk5AgLf4rVsi+Ll2cz0lOBk46Cfj+e3nt7bwOHSRRcDwvMRE4+WTn87p2lWf1PL0iEV6HVl9y0UXynJEhd3fttfK6oAD473/lUVER2h3GIDUBCLYHIKGu5sR2ba2PE4mIiIgaoI4dfR/fsSOwzysokFr6Zs1kLAAgZTqusrPls0tKvJ8XHy+fs327vN6zR167Lh2hvk89T69IhNfhKTDPy5PHww9r/SiNiFoCFGwPgKVOm0aIPQBEREREwbPZgM8/B777Tl6rwXNiovu56ixB5eX+zysu1j4vM9P3Z/lz5ZXA2297/hyVkeF1+EeY3ntv2C9hNiH1ANTVOQ0CZgJAREREjU2gLfy+PPkk8OKLUroDaC3zdrv7ueq+1FQ5b+tW2eeaBNjtco76ef4+y5///Ac47TTg/feB/v39nx9qeB3cGIBNm4C//Q2YPRv45htGqQ4URQaMAEEmAJWVSID2/WQJEBEREVFw3nsPaN9eZvxRqTPoqC34joqLpZynaVPv5ykKcOSITNGpft6RI54/C9DO8+Vf/wJKS4Gzz5ZkJdwCTwDeegvo1Qt48EFZlWDYMPnOvvuu4TcXixwXAQuqBKiiAhZoUT9zKyIiIqLAffUVUFgIjB7tvH/gQHnets15f00NsHs3cM45vs/74w851/G86mptzIBq61Z5Vs/z5frrZfGwQYOARx+VkqCjRz2fW1EhC5KFIvAEYNo0+UofeQR44AHg4ovlDkeNAu6/P7S7aQAcFwELqgegosKpB4AJABEREVFgli0Dli+XYNrRypUyU1Dz5rISsKMVKySwV6cMvekmWc/J9bxvv5Vn9Tz12dN5iYnADTfou+c2baSw5vnngS+/lJKgVavcz0tJkUTlggu0ewlU4AnA6afLd/SvfwVmzgQWL5Z5il56SZZaGzs2uDtpIBx7AIxIAFgCRERERKTf6tXA7bdL8P3MM9rj0UdlcbCTT5YQ9v33ZV0AQMp6nn9e2rWvukr2tWkDTJokA27V1viqKinRueceoE8f2de/P3DHHbJfLQMvLpbpPJ96CmjVSv+9x8XJfa5eDaSnA0OGyGJmroYPB3r0AEaODOIbhGAGAXualyk5WVYouPZa4OqrJUEYPDi4O4pxjj0AQZUA2WwsASIiIiIKwqZNwCWXSMA+caL78TfekOebb5aW9AceAHr3lhb1Pn0kYHecznPCBCAnB7jtNqBnT2DLFuCWW6QQxtFrr0kCcfPNsm7Axo3Ac89JIqLHqlWy4FdhoTT+JidLyL15syxs9s9/Aq1bA/X1MqvRH3/I1/jQQ8F9nwJPACorpY/j3HPdj7VpI/MsPfFEo00AjO4BYAJAREREpE+PHp4H5HpyzTXOg4O9uftuefgSHw88/ri+63oyfLgs8DVtmsxWlJIiC5fV1UlY/cILUo40b54kJFarzD4U7IrAgb/tyScl3Zg4UYYru8rOdl8KrREJuQeAJUBEREREjcottwBpadIbkZUl5UsJCfI8fTrwwQfSGzBsGLBunSQBwQb/QDA9AOnpwJIlcqe5ucBll0lfy3nnaYG/JfzLC5iVEYOAWQJEREQUHXa7HXX842u4hIQEWK3WaN+Gab38MrB+vZQS3Xabewx57bVSgnT11cAVV8hiYFOnSpIQjOAi9exsWYf4o4+k4OmOO6Rgql074NRTgWPHgD/9SVtxoRHhIGAiIqLYU1ZWhqKiIlSrozjJcElJScjOzkZGRka0b8WUTj1VHt507w78/DNw663AjBnAjz/KQOY2bQK/VmhN9ddeK4+CAuCzz2Tuom+/ldEJnTsDLVrIlKHnngtcd11wdxhjjBgEzDEAREREkVNWVobCwkKkpaUhOzsbVqsVcY4jQSkkiqLAbrejtLQUhYWFAMAkIEipqVIONGOGjDno0wc4dCjwzzGmVicvTx5jx0qT9U8/Ad99J4OFlywBPv0UGD9eVi5o4FgCREREFFuKioqQlpaGtm3bMvAPkyZNmiA9PR179+5FUVERE4AQPfKIrGdw443BvT+E4QNeWCzS6v/447IEW0mJJAHDhxt+KTMyYiVglgARERFFht1uR3V1NTIzMxn8h1lcXBwyMzNRXV0Nu90e7duJeUOGAGvXBvfe8I/WtViA88+XRyNgzErA2i8g9gAQERGFjzrglwNUI0P9PtfV1fF7boDWrYN7n/E9AI2cEYOAWQJEREQUWWz9jwx+n82BCYDBuA4AEREREZkZEwCDhVwCxFmAiIiIiCiMzLti144dsurwSScBRUUSWb/wgkwtqtfPP8uA5AgONGEJEBERERGZmTl7AHbulMD94ouBZ58FXn0V6NRJhjsfO6bvM6qqgFGjIl5DwxIgIiIiIjIzcyYA+fkSPY8Yoe0bM0YSg6lT9X3GhAnAySeH5/584DoARERERGRm5ksA9u0DFi8Ghg4FHEeKp6cD/foBb7zhPypeuhRISQEGDAjrrXpi9DoATACIiIhil2NcEMxxonAwXwKwciWgKECXLu7HunYFDh8GCgq8v7+sDJg5E5g4MWy36EtNjSx9YLEYMwiYJUBERESxKzlZ2iStVvdHSkqQjYVEITJfArBnjzxnZ7sfU/dt3+79/WPHAk8/Lf+z9OrY0ftDZwSuZvALF8qYY7sdaNvW/bhfLAEiIiJqUOx2CSdcH2ZbDLesrAzXXHMN7r77bqf9f//739GtWzd8/vnnUbozMpr5ZgGqqJDnxET3Y0lJ8lxe7vm9ixYBHToAvXuH5958UDN8T/+ZrVbty/KLJUBERESm8cEHwKRJ+ucgcWSxALt2+T+vffvge/zT06Xd87rrgnu/o48++gg33HADZs+ejWPHjiE9PR2bNm3Ciy++iJEjR2L48OGhX4RMwXwJgNrK7ymSVvelprofKyoC5s8HPvww8Gvu2OH9WF6e7o9RM/yQcBYgIiKKgqoqacxSn/2dZ+Q1I3GtYE2fDmzeHNx7LTqjrMLC0P7eT59uTALQvXt3DBw4EOvWrUNJSQksFgvGjBmDbt26Ydy4cQCAmpoafPDBB5gyZQrOOecc9O/fH9XV1Vi9ejV69eqFxx57LPQbobAzXwKQmyvPxcXux9R9nTu7H3vwQWDKFCnCV6n/m9T6m2j/FvGnvh6orGQJEBFRDGhogXJyMpCRIUPpDOnR1nnNSF0rWGPHyrDCYHsA9GjTJrQegEcfDe69rgYOHAgAaNq0KeLi4jB16lQUFxfj9ddfR+LxyozExET0Pl5pMXbsWHQ5PmZzxIgRWL58uTE3QmFnvgRgwACZ/WfbNvdjW7cCzZsDPXu6H3v3XXl4oo7GVRTj7jMcjicqLAEiIgpcpFuTIxm8Rupa6uf769EuLtbOUce9+dt23VdbC9x2m0G952F03XXGtK77oqdMKJKsVit++OEHLFy4EHPmzEFbx0GNAFatWoXs7OwTwX9VVRUyMzNx3nnnReN2KQjmSwBycoBLLpGpPB3ZbMCaNcCddwLx8RIZHzwItG4tx1eudP+sN94A3nzT8zEzstmA7GwkpLQF/pBdZv6lSESxqaG1XKui0ZrsL3j94w+gulp71NQ4v9azz26Xye38Xev88+V9dXWBP+Li5E+qXq1ahf73yWKRBKAx8DYvSSDzlUTatGnTcNttt+H88893O7ZixQqceeaZAICKigosWbIEV155JdLS0iJ9mxQk8yUAADBjBtC/v0ypc/31sm/mTKBpU216z/vukwB/2TJg0CDg+A+iky++kGdPx8woPh7YtQuWD44Bx38psgeAqHEINFAOJbCOlZbr+nrnVmPXVmTX1uUzzvAfJM+ZI9+bmhrtoQbcvva5vq6v11cX3qmTMYHyzJn+z1u2LPhr6S1VocBVVfn+OTfDOAdHxcXF+OSTT9C9e3c8/PDDbscrKyvxyy+/YOjQoZgzZw6++OILTJ8+PQp3SqEw53/5Hj2AFSuAyZOB1avlN+/Ro8CqVdog4dxcICtLChZNIqQMv6oKmDULmDULCSX9ACwBANRV18Ks/0xEZJxAA+VQg3h/gfKWLfJrqapKfgW7bnva57pdWyuVmf6udfLJsoq6a1BfX+/7a3BkseibUvHBB43pWY2FgDkhQf/D08R7vlxyibRZWa3yvVDntVe3Pe1zPR7oNWOVv+DeTMF/bW0tHnzwQRw4cACvvPIKLB5+0NesWQO73Y4JEyYgJycHubm56N69exTulkJh3l9hp5wCfPyx9+OTJ8vDFz3nGCSkDN9mA6ZNk0HMcB4DUPvDSsB2uueZj4gorCJVvlJfL8GUv0D5H/+Qa9rt0gnq7/wrr5RfL45BeV2d77UUVT17GtNy7W1olqN9+2Kn3DEpSR4pKfrOv+46+T4kJUnAq75ffejZp/dn7NgxLaCPD/MqP4sWhffzKTqmT5+ODRs2YNiwYUj1EnesWLECeXl5yMnJAQBceeWVAGQNgQwTNcqSb+ZNAGJMcrKsT6YmwTfeKH+sHY97ZbVK6/9xTrMA/fwrYB1g8N0SxSYzDvLctEkCr/JyeVYfgbyuqdHXen377RIoWyySAPjz+efugbUZW67btpUadNfW4kBeq8vE+LNggZyvBtmJic4PX/sSEuQ+A/HPfwb+/QiWET/7ao91JGvWY7E+viFavHgx5s+fj2nTpmHdunWo9ZKVL1++3GlcQEJCAn777TesX78eN998c6Rul0Jkwj8FsausTPtjG1CDfUmJPI5zmgWo2g6UlgItWhhyj0SxLJSyl5oa+T+qBt2eth332WzAO+/4b2U/5RRjWsrDLT5evn96x+jdcosWWCcny0Pd1rtPb0C6c2fwX1egRoww9vMaUqBcVSX/ByJZsx5r9fEN1e+//44nnngCN9xwA6688kqsXbsWJSUlqKioQEFBAfr16wcAePfdd7F9+3Y0a9YMr732GkpLS7Fp0yb8/PPPWLJkSZS/CgoEEwADlZVp2wH1gmVlyeN4EuBUApSYCmRmGnF7RA2Cv4D88svlv5JrgO+4RIgeFoskAOFgtcrc3epD73/x2bPlvvQGRAcOaMF4oEnG3/8e2PlmEcmAvKEFyur7I1mz7vpZ998PvPaabH/8sfx/pvAqKyvD6NGj0aFDBzzxxBMAgBYtWuCdd95BSkoKHnzwwRPnjhw5EiNHjozSnZKRmAAYKOgEwG4H8vNPjAFwKgE6tY8cbyyjpSjmGFWWY7dLLfiePfLYu9d5e/9+efbniy8iW08+apT0SqjBfFqac3DvaV+w/53vuSew85s3936sIbVcqyLdmhzNQDmc14qmSy4B5s6V7cWLmQCEm6IoePTRR3HkyBG8+eabSDpeSzd8+HDccsstGDFiBFqwAqFBYgJgoKATgNRUYPx4GQk4ezYSShxKgE7rC6Tyn4nMS09ZTm2tBPCeAnt1+8AB32v1BdqCnZQkwXZGhvNzIPv0ePPNwO7Ll0AD5WAD64bWcq1qLEFyQzZ0qPzfra6WMSyKEvi4C9IvLi4Or776qtv+Tp064ccff4zCHVGkMLI0UNAJACBTc/TtC+zdi4TlZcDFsrtW4T8RmZ+/spzU1MBLcBzFxwNt2ug798CB0FrZoyXQQDmUwJot12RWqanAuecCX34pDQMbNwK9ekX7rogaHkaXBgopAdi0Cbj6aiA7G5brJgF4AAAXAiNzKS8Hfv9dflw3b5a54hcu9P8+X/O5x8XJqqLt2slsMO3auW/n5urvAfBV9hKMSJWvBBooM7Cmhmr4cEkAAOkFYAJAZDwmAAYKKQHYuFGei4qQkKlN08EEgIIRSl2+ogCHDkmAv2mTFuxv2iQtco70BuV9+0oQ7y24D6S1vqEO8iQiMXw48Je/yPbnnwNjx0b3fogaIiYABgopAXBYmSeha6cT27GyOA6Zi566/Lo6YNcu9yB/82ZZeNtIq1YZ8zkNeZAnEYnOnYEuXYCtW4Hly2UmbE6GR2QsJgAGMqQHAIClm5YAsAeAguWvLj8zU+a61ysrC+jRQ3t07y7PkcSAnKhxGD4cePll+Ru4ZImsqExExmECYCBDegDS0pDQrvWJ3UwAGoaqKnk2ahVbRQGOHJGZdfbvl4Gv6vahQ8C77/r/jOpqz/vbtXMO8NXnnBzvs3FwJU8iMtKll0oCAMh0oJFIABRf05CRYfh9NgcmAAYKOgGw2aQWAwDy8pBg0aIslgA1DGpg768sx26XAF4N5l2De8d9nj4HkLp8PQlAjx7Sze4Y5Hfrpn+lWBXr5InIaOecI78vKyqA//5XJhKIjw/PtaxWK+Li4mCz2dCkSZPwXIROsNlsiIuLg5UtRFHFBMBAagIQFydTmem2ebM2AXpentPASvYANCx6psv0Ftgb7X//M+ZzWJZDREZLSgIuuABYtAg4eBD49VeZTCAcEhISkJmZicOHD6O6uhoZGRmwWCyI4wIEhlEUBbW1tSgrK0NZWRmysrKQkJAQ7dtq1JgAGEhNADIyAly4xGEAMHr2hOP/CSYAsenYMcnrCgpk2sznntP3Pj09oy1ayMw56qNVK/fXRESxbvhwSQAAmQ0oXAkAALRq1QpNmjTBoUOHUObYnU+GSkhIQG5uLjI5qjvqmAAYyDEBCIhjApCX55QAsAQofEKZKlNVXCwz5xQUOD87TpdpsehPAPr39x3g5+Tor6tnXT4RxbJLLtG2P/8cmDgxfNeKi4tDVlYWMjMzUVdXh1r+8TWcxWJBQkICe1ZMggmAgYJOAPbskZVODhxgCVAE6ZkqE5BW+f37PQf6hw4Ze08rVhjzOazLJ6JYd9JJ8qdxwwZg9WqgqAjIzg7vNePi4mCxWGDRu8gJUYziT7hBamu1gCvgAcCvviqRZE4OACDBYaATE4Dw8leTP3iw/PEpLdX/mVlZQF6eDKrNy5NHpLEun4gaguHD5XewosjqwCNHRvuOiBoGJgAGOXZM2/abANhs0sRcVwdMmwbMmgWUlEjkmJ+PhIfHA5AIjb2Q4VFerm+2m9Wrvf8btGqlzYnvGPC3bMnpMomIjHDppfJnEpDpQJkAEBmDCYBBdE8BWlUlv83695flUZ95RjtWUgJMmQKLEgdgMgD2ABhh/35g3Trnx86dQE2NvveffLJ7kN+jB9C0qf57UNcBYFkOEZF+AwfKooWlpcAXX8jfRE4eQxQ6JgAG8ZsA2GwykfGMGcDcucDYscDNN3v8rPi/vQwmAIGrq5Ol412D/YMH3c/VW9559Gjg8+J7oiewZ/BPROTMagWGDQM++EB+H69eDZx1VrTviij2MQEwiM8EoKoKmD0bGD1ayn3atpWa/5ISzx9WUoKEBAV1dXGNrgRI78w8Nhvw22/Ogf7//gdUVvq/RnIycNpp+u7HiOCfiIiCN3y4JACAzAbEBIAodEwADOI1AbDZpOTn44+B66+XoN9ikQG/WVmek4CsLFgqpUW7sfUA6JmZp1cvmYVHz5z52dkS7J92GtCnjzx37ar1ALAmn4jI3C6+WNv+/HPnylkiCg4TAIN4TADUwb6zZjkH/UVFwNdfS4+Ap99k+flImCGbjS0BAPzPzPP7756D/86dtWBffbRu7X1ALqfKJCIyv1atZBGwtWtlReB9++R3O5Fe/HvujgmAQdwSgKoqYP586btUW/kdg/5x44Bly2T/7NlOswBh/HgkvCRRa2MpAaqoAP77X+Daa/2fm5TkHuifcgqQnh7YNTlVJhFRbBg+XBIAQAYD3357dO+HYsPBg8DUqcDmzfJz4+qjj4APP5QGxI0bgXPPlTDMkaIAr70m6/S0ayflxzfdJA9HNTUyzHPXLqB5cznvL38BLrwwXF9daJgAGMQpAUiskp+4uXOBW2/VSn1cg/5zzgGmTwcef1zmEc3Kkubv5OQTJSoNuQfAZpPu3A8+kOndamo8l/64UquoiIiocbj0UuDpp2V78WImAOTfl18C33wDvPwyMGSI+/E5c+RnqqAAaNZMxhD26ydDNB2LM8aOleThp5+kYbCoSGYDtNmAO++UcxQFuOUWiU+++EIqD7ZskdLjjz8GLrooIl9yQOL9n0J6OCUATROk7Mex1AeQFPScc6Qvc+9eOTZsmMwOlJMDJCYCqakAtGnOGloCYLNJwP+nP8mXfP318tpXKY4rBv9ERI1Lv37aKsBLluifxpkar4sukiGYnsrF9u8HHn4YuPtuCf4BoEkT4KGHgOefBzZtkn1r10qr/kMPaVUB2dnyvjFjJMwDJMhfuBB47DGt7LhrV+Dqq4F77jHnzysTAIM4JQDxx7Syn3HjpD9pwgRp4d+8GbjtNukByM52CvodqQlAQygBstnkP8af/gS0aCFB/4cfOgf92dlaJk1EROQoIUEbDHzsmJRjEOnhaVKPBQuA6mrgvPOc9w8dKg2vr78ur9VnT+cdOwa89552ntUKDB7sft7u3Z7Lj6KNCYBBnBKA1ukS7APurf47d0pR2ujRUszuRayXALkG/TfcIEG/4zSdaha9ZIlk46+8IvutVvn6XR+cmYeIqPEaPlzb/vzz6N0HxT41gezSxXl/hw4Sb3z/vXZeYqIsCOqoa1d5/v57Kf/58Uc5JzHR+3lmwwTAIE4JQBO78yiSzZulH6h9eyletNs9tvo7isUSoPJy4P33geuu8x/0f/21BP2vvgpccIGW8Kgz89jt7o+KCm1FXSIialyGDQPij0ctTAAoFHv2yLNaVqaKj5eSoO3btfOaNXOfTVB93/btskr1sWPun+V6ntmwmtogTglAqxQpDquvd57h5777gDvu0DW9jJlKgPxNn1VaCtx1F/DZZ54X4mrRArjmGukNGDLEdw0/Z+YhIiJPmjcHzjxTWlsLCmS2lfbto31XFC4dO/o+vmNH8J+tliC7ttgDUpxRXKydl5np+RxAGj79fZZ6ntkwATCIYwKQng7gtgck6t27V/7lmzY9McOPHmYqAdKzONe//+2crKhB//XXSwUUB+4SEVGohg+XBACQqaP/7/+iez8Um7Kzga1bJa5xDdwdizSysz3HPuq+1FRJTB33eTvPbBiWGURNAFJTgQR7lRTA/+MfUvv/889y0FN66IXZSoD8Lc4FSNB/7bXS0s+gn4iIjHbppTKnBiAVtUwAGq5QWvj9yc2V5+JibRuQev4jR4BevbTzNm50f7/aQ9C5s7TyN2um7fN2ntlwDIBB1AQgIwPAqlUyvByQFaqCYKYSID2++kpWZ3zlFRktz+CfiIiMduqpWsD27beey06J/Bk4UJ63bXPe/8cfMmXnOedo51VXa2MGVFu3yrPjebt3u8dsrueZCRMAgzglAEuXagfOPTeozzNTCZAeQ4cy6CciovCKi9NmA6qsNOfsKmR+N90kJcyO4RogSSUAjBrl/OzpvMREmewEAP78Z0kUVq50Py8nR5vC1kyYABigvl5GgAPHE4B166T/KDvb8/JzOpitBIiIiMgMOB0oBcJmc6/Pb9MGmDQJmDcPOHpU9lVVAS++KAt39ekj+/r3l7lbXnxRK+woLpYZDJ96CmjVSvZddx1w4YWyiJiiyL5t22Sh05kzfc76HjVxiqLeqsns2AE8+SRw0kmy1FplJfDCC1Jo7k1NjbznnXfkX6hrV+DRR4GRI4O+jby8PABAQUGB13OOHTse+AM4/9xafP1ZtawlnZMjO4MY/dG/vyw7DWg/TNFktXouR7JYPA98ISIiCoeyMhl4WVsrM8Vs2+Y+TSPR0qUSgM+dKzHMlCky7Xi/fto5r70mSWTPnsCWLcAZZwCPPKJNNwtII+/zzwO//irrBmzcCFx5JXD77c7Xq6yUpGL/fgldf/tNZki84oqIfLkBM2cCsHOnzPX14ota8P7UUzLJ/OrVx6fZ8eDuu6UIa9Ag+Rd45x2Zgeett4Bbbw3qVvQkAIWFQNu2sn11twJ8fHCQNvVnfj4wfnzA81eedZbWlVRX5/zDGA3+ZgEiIiKKlPPOA777TrZ//11bcImI9DFnCVB+vgTMI0Zo+8aMkcRg6lTP71m/XupmvvxSUrBXXpFkISkJmD49rLfrtAbA72sk+AfkecoUuWebLaDPVEuAgOgOBD5wQAa/cHEuIiIyC5YBEYXGfAnAvn0yt9fQoc59eunp0m/zxhueC+NXrwaee855X16eDL3etSust6zW/wNABsrcT5g1S5rKA+A4oDaa4wCef14WWrFaJQfzhItzERFRJDEBIAqN+RKAlSul6L1LF/djXbsChw/LEoCu7r5bFttylZER9r5Bpx4ATwlASYkslxsAxx6AaCUAe/ZIR0p9vYx2Hzs2OvdBRETkqEcPbRXg778350qrRGZmvgRAnWw1O9v9mLpv+3b9n1dQ4D5Sw1XHjt4fOupv/CYAWVme15L2wQwlQM8+K+OqAeCBB7TR7kRERNHkOB1oTQ3wzTfRvR+iWGO+BEAdUepp1Vx1HiW9qf6aNVK7cu+9xtybF34TgPz8gKfKiXYJ0M6dwJtvynZ6ukymREREZBYsAyIKnvmWblJb+T0FzOo+PdNq1tUBkycDH33kv/7e13rTx2cB8sUpAbjqfGDp+yHPAhTtEqApU7Seh4cekinXiIiIzGLoUGkXrK6WBEBROB0okV7m6wFQ1/guLnY/pu7r3Nn/54wdC0ycqO/cEDklAHltgb17ZW7QgwflPoIYJRvNEqDffwfeflu2mzaVBICIiMhMUlIkCQDkz+6GDdG9H6JYYr4EYMAASeG3bXM/tnWrNEX37On7M6ZOBS65BBg4MDz36MIpAXjuMRmZtH27lDEFsQgYEN0SoKeekoG/gJT+ZGVF9vpERER6sAyIKDjmSwByciR4X7rUeb/NJjX9I0fKqlh1dTJlqKuXXpLpAS64wHn/J5+E647dxwAUFQHNmoX0mdEqAfrtN+DjjyUByc2Vwb9ERERmxASAKDjmGwMAADNmAP37AwsXAtdfL/tmzpR6lIkT5fV998maAMuWycq/gKz3/P77wGWXOfcF7t4NtGgBXHVVWG7XZtNa7DNQAcACnHxySJ8ZzhKgqiqtKslxGwB693Ze2IuLfBERkVl16gR06yalqytWAEePep4RnIicmTMB6NFD/idPniwLfFVXy//qVau0QcK5uVKbkpEhr//5T2D0aBkFtHq18+fFxQFbthh6i46B8z/+IQ+xRTsewueHswQoOVlqJxUFqKyUbU9jrq1WbVImIiIiMxo+XBKAujpgyRKt3ZCIvItTFEWJ9k2YWd7xWYAKPCw+Fs7A+fbbgbfeku2NG3VNRhQQdWIku122PfUyWCwBz15KREQUUV9/DVx4oWz/+c/A/PlRvR2imGDOHoAYYbeHb4YeMywERkREZHZnny3zbdhswH//K5NYxJtvhCORqfC/iElFeyEwIiKiWJCUpM37cegQ8Msv0b0foljABMCkor0QGBERUazgbEBEgWECYFIsASIiItLnkku0bSYARP4xATCpcJcAWa3aNdRt14c6UJiIiMjM2rUDTjlFttesAQ4fju79EJkdE4AQhDNwDmcJUFWVzFJUWalt2+3uj4oKrgNARESxQS0DUhTgiy+iey9EZscEIEjhDpzDWQKUnCytI1YrkJnpXDvp6VwiIiKz4zgAIv2YAARJDYz79pVAuonVjhprCjBggNPxYIW7BGjzZkksampkJUUiIqJYNnCgNGoBwJdfcvwckS9MAEJgtwMbNsgvmY61W5BYWwm0bWvIZ4d7FqBNm7TtHj2M/3wiIqJIsliAiy6S7aNHgdWro3s/RGbGBCAE27ZJCzoA9MIG2Wjf3pDPDvcsQI4JQPfuxn8+ERFRpLEMiEgfJgAh+O03bbt3ziEgO9uwBCASJUAq9gAQEVFDcPHF2jYTACLvmACEYMMGbbvXlOuBXbuAyy835LMjVQKUkQG0amX85xMREUVay5bAGWfI9rp1QGFhVG+HyLSYAITgt3VaZN773rOk/v+ttwyZOzOcJUA2G7B7t2z36AHExRn7+URERNHiWAb03/9G7z6IzIwJQLBsNmxYUQIAaIIKdMBOoKQEmDIFmDpVouwQhLMEaMsWbZvlP0RE1JBwHACRf0wAglRht2L7kaYAgJ7YiHgo2sFZs0JeDSycJUAcAExERA1Vv35AixayvWSJNlkHEWmYAARp00/lSLDEw2IBTrNskCb7+OPfzpISoLQ0pM8PZwkQBwATEVFDFR+vDQYuLweWL4/u/RCZEROAADiW9ve9sNmJlX9ft98G2O2o2rVffvNkZWmrkQQpnCVA27fLQmWJiewBICKihodlQES+MQEIQHIykJIi1T2uj5QUILldjiQA+fmSGYTAiBIgx4TFcfvdd4HKSqC6Guja1f04ERFRLBs2TOuUZwJA5I4JQIDsdinJcX2ciPcnTADGjwdSU0O6jhElQGrC0qSJjuQlOaTbJSIiMo1mzYCzzpLtTZuAnTujez9EZsMEwGiPPGJING1UCZCasDhue01eiIiIGgiWARF5xwTAaCG2/KvCvRAYERFRQ8YEgMg7JgAmFc5ZgIiIiBq6U04BWreW7W+/lbFvRCSYAJhUOGcBIiIiauji4rRegKoqYOnSqN4OkakwAQiQ1SrBuesjxHW/3LAEiIiIKDQsAyLyjAlAAKqqgIoKnJj/3/FRUWHsVJrBlgC53oOasDhuhzt5ISIiMoMLLtD+xn3+OaAo0b0fIrNgAhCA5GTgppu06TOXXTZNe/HLL4ZOpRlICZBj0K9O95mUBOzZI4lJZWVkkxciIiIzSE8HzjlHtnfsALZsie79EJkFEwAd4uLiAMjCWV98IfuaNQPOOvIZUF8vTfTduhl6zUBKgBzn+wckqK+pAdq31/KTzEz5RejrM4iIiBoaxzKgxYujdx9EZsIEQIdWrVoBkFb1o0clwD54ELD8uAxVu/YDHToYNv2nKtASIMf5/lVqblJbKwkBW/mJiKix4TgAIndMAHTYtcvHCrrtcoC8PMOv6a8EiME8ERGRf926STsdACxbBhw7Ft37ITIDJgA6KIqfFXQNLv8BnHsA6uvdA37Xsh8iIiJy5zgdqN0OfPNNdO+HyAyYABjh7rsN/8iEBCA+XnoCFEUL+K1W51p/LhJGRETkG8uAiJwxATDCv/5leE2OxSKlR3Y78OKLsk8N+P0F/Zzuk4iISHPuudpkF5wOlIgJgDGeeQaYOhWw2UL+KDWP6NsXaNdOf5mP1So9BurUn5zuk4iISKSkAOedJ9uFhcBvv0X3foiijQmAUWbNMqSJ3dOUnr5a/OvrtaC/ulqSBleu6wQQERE1NpwOlEjDBECHuDgdJTUlJUBpqSHXC6S2v77eeb5/xzECKgb9RETU2F1yibbNcQDU2Fn8nxIlO3YATz4JnHQSUFQky9m+8ALQooXv9y1dCsydC3TvLkv+desGTJzoPK9mgNq3B7Zv93ysas8hJNfXA1lZstpWBHnrcDi+bhkREREd17GjhAabNwM//ijr+jRtGu27onAJNoxsLMzZA7BzJzBwIHDxxcCzzwKvvgp06gQMGeJ7At9Fi4DLLpN6/ClTgPfeA1asAG69NaTb2bXLDqsVSEpScHTsVKfm9uT2udIMn5/vMC9oeKiDe1nrT0REFDi1DKi+Hvjqq+jeC4VPsGFkY2LOBCA/X+pWRozQ9o0ZI/+iU6d6fk9lJXDXXcA118i/MiCR8rhxwLvvhvQ/XVGkqf2MxPVo+uidwPjxQFqa1OlkZACTJsk+g1cDVjnW+dvtnmv9Pa0TQERERJpLL9XKeL/8Mtp3Q+ESTBjZ2MQpiskmw9q3D2jbFhg1Cpg/3/nY2WcDv/8O7N/vvFIWIFNx3nQT8NZbzi3+VVVAejpw+eXAxx8HfDt5eXnIzc3FNw4rh1SVVSM5oRY4fBho3VqicgODf7W0x26XAcF2u+Qy8fHO55SVGXZJIiKiBq2qynfjmL/jZr6eWa8V6e85EHwY2diYrwdg5UqZoLdLF/djXbtK0F1Q4H5sxQp5dn1fcrIUgH3/fdC3tHOnVvWTkgIkZyQBnTvLNAIGB/+A5yk9q6ulk0N9lJWxzIeIiEgvxwU1XR8pKcYHopG8nlmvFenvORB8GNnYmG8Q8J498pyd7X5M3bd9O9C7d2Dv27FDZurJygr4lhTFw6w8994L3HGH4T+9VVUS9Ps6rl6SZT5ERET6+Ztlb8oUKbsNVXy8VAdH4npmvRYQ2n1NnhzcPQYbRjY25ksA1Og3MdH9WFKSPJeXB/8+TwlAx47e78fb7EGPPBKWCNzfRzLoJyIiCo+nn9Y/DbcvFosEv5G4nlmvBYR2X2+/7ft9O3Z43h9sGNnYmK8ESE3PPM2oo+7zVHIT7PuCFaYBv0REREQUnEiHg7HKfD0AubnyXFzsfkzd17lz4O9r1sz7hL/e0kgAyMsDwju7JxEREZnA4sVS9hsqvevxGHE9s15LL2/3ddFF+j/DUbBhZGNjvgRgwAD5Cdu2zf3Y1q1A8+ZAz57uxwYOlOdt27RtAKipAXbvdl4DnIiIiMjFsGEN93pmvZbR9xVsGNnYmK8EKCdH1uteutR5v80GrFkDjBwpo1Dq6mSuJ9Wll8q/quv7VqyQJGDUqKBvKS5OmzfY2+q7REREZG7qgpquj3D9bY/k9cx6rUh/z/WGkY2dOb8FM2YAhw4BCxdq+2bOlBKeiRPl9X33yWpY6vSfTZrIOe+/D+zaJfsUBXj+eVkK7qqrgr6dDh24yi4REVEsU2fZU/+eOz7C8bc9ktcz67Ui/T1X6QkjGzvzlQABQI8eEthPngysXi2T4B89CqxapY3uyM2VGX0yMrT33XyzTCz7wAMyv9Pu3UCfPsBTT+kvXPPgwIEDTq85Ew8REVFsifQse5G8nlmvFa2ZDfWEkY2d+VYCNpm8vDwAQAFXjSAiIiKiBsCcJUBERERERBQWTACIiIiIiBoRJgBERERERI0IEwAiIiIiokaEg4D96NatGwAgISEhyndCRERE1DikpKTg559/jvZtNFjsASAiIiIiakTYA0BERERE1IiwB4CIiIiIqBFhAkBERERE1IgwASAiIiIiakSYABARERERNSJMAIiIiIiIGhEmAEREREREjQgTACIiIiKiRoQJABERERFRI8IEgIiIiIioEWECQERERETUiDABICIiIiJqRJgAEBERERE1IkwAiIiIiIgaESYARERERESNCBMAIiIiIqJGhAkAEREREVEjwgSAiIiIiKgRYQJARERERNSIMAEgIiIiImpEmAAQERERETUiTAD86NevH/r16xft2yAiIiIiMoQl2jdgdhUVFdG+BSIiIiIiw7AHgIiIiIioEWECQERERETUiDABICIiIiJqRJgAEBERERE1IkwAiIiIiIgaESYARERERESNCBMAIiIiIqJGhAlAlFRVhXaciIiIiCgYXAgsSpKTgZQUwG53P2a1Alx/jIiIiIjCgQlAFNntQG1ttO+CiIiIiBoTlgARERERNQQ2G1BTAxw6JM82mzmuFcn7Il2YABAREVHjEelgNFLXq6oCpk0DWrbUHtOmhWdQYSDXiuR9kW5MAIiIiKhxiHQwGqnr2WzA1KnAlClASYnsKymR11OnGpt0BHKtSN4XBSROURQl2jdhZnl5eQCAgoICwz/bavU8BsBi8Tw4mIiIiIJks0nwPWWK+7GJE4FrrgH+9S+gvh5QFO3h+Nrbtqdj990HfPYZ8PTTnq930UUSBNfXA3V1+p9d92VmAsuWAW3bakG2o6wsYO9e4IwzgOLi0L6HzZsDP/2k71qAvnNPPx0oKpJ9jiHpkSOh3Sv5xEHAUWS1BrafiIiIgmS1ArNmeT72t78Bjz0GvPmmFoyGIjsbmDNHgnxf11u9OvTr9eol5UWegmxA9h8+DCQkyHmhyMnRfy1A37mJiQz2o4AJQJRUVfme6rOqSqYKJSIiIgOUlPgPRlu1MiYBaNVKX/Cr53rx8fJISHB/TkiQnoCcHGlR99bS3qIFkJQEdOgQ0peFpCT91wL0nZuSAnTuDMTFyX71mcKKCUCUJCcDM2cCjz6q7evSBVArjRj8ExERGaSsDEhL8x2MtmoFzJsntbnx8RKIxsXp23Z9bbUCrVv7vl5uLrB0qe8AX/08f2w2ID/fc3lTfr48//yzzm+WgdfSc+7q1cbcFwWECUAU/fST8xiA/fujdy9EREQN0ubNwFVXAX/9KzB6NPDMM+7n5OdLS/qgQcZd11/wW1srNfVGSE0Fxo+X7VmzJOnIypLrjB9vbKtiINeK5H15UVMDfPghsGIF0L070L8/MGBA2C9rehwE7Ec4BwF37w78/rvzvpoajgEgIiIyxGefASNHSg9A9+7ADz9I/X2kgtGqKhnoG6nr2WwSRJSWyuBgu12C8HAI5FqRvC8HK1cCo0YB554LzJghl3a0dCkwd678aGzZAnTrJuOzLS7N4x99JElE587Axo3yeWoHRqxiAuBHuBKAY8fkB9H1u79vn/QKEhERUZAUBXj2WWDSJO0Pbe/ewOLFQLNmkQ1GoxT8NnZffSUdPw8/7HkipkWLgBEjgPXrgU6dZEKlYcOkEuydd7Tz5syR9xcUyI9OZSXQrx9w9dWeO5NiBdcBiJJff3UP/gEZE0RERERBKi8H/vQnacpV/9Bedx3w449Au3YSfCcmygDUxMTwB+ORvh7hjz+AG28E+vb1XIFVWQncdZfM/Nqpk+yLjwfGjQPefVeSB0BKsx9+GLj7bgn+AaBJE+Chh4Dnnwc2bYrM1xMOTACiZO1abbtFC22bCQAREVGQtm8HBg6Umg1ABtA+8wywcKEMAqZG4amngKNHgQkTPI+h/vRTmaTpvPOc9w8eLOU/8+bJ6wULgOpq9/OGDpUhI6+/Hp77jwQmAAbxt6if6/F16+SHzGIBhg+X5/h4JgBERERBWbJEFqDasEFeZ2RInccTT3BqyUakqgp47z3pbFm7Vgb8NmkC5OUBb78t56xYIc9duji/NzkZOOkk4PvvfZ/XoYPEbep5sYgJgEGSk2UqW6vV/ZGSIscdk4AFC6QM0G4H5s+X5127jJl+mIiIqNFQFOCFF4CLL5ZmX0BGc65ZA1x2WXTvjYLWsaPvhzc//yzxVlaWNLCuXi0LDnfqBPz5z8C//w3s2SPnZme7vz87W9YlKynxfl58vJQEbd9uxFcaHZwG1EB2u/O0nq7UJMFudz9mtcrCYEwAiIiIdKqslAJtx1Gbl10mr12nfKFGYd8+eb7vPuC002S7eXPgrbeAtm1lXLg62Upiovv71TXMysu1BVu9nVdcbOitRxQTgAjzlySwBIiIiEiHP/6QqVh++UXbN2GCFIDHs8Ah1u3YEdz71Ck8XWdUzM6WNQBWrJAJoQDPDbLqvtRUec/WrbLPNQmI9cmc+D/EZNgDQERE5MeyZTIXoxr8p6bKRO1PP83gv5Fr106ePbXO5+bKdJ9Nmng/p7hYynuaNtWSCNfzFEXKhDp3Nu6+I43/S0yGPQBEREReKIqs3HT++dofzI4dZcWna6+N7r2RKfTqJeO/d+1yP1ZdDaSnA5dcIq+3bXM+XlMD7N4NnHOOvB440PN5f/wh56rnxSImACbDBICIiMiD6mqp97//fq2W9oILgJ9+0mo6qNFr0kSWgfjsM/f1ljZvBq64Arj0UhkXsHSp8/EVKySwHzVKXt90k4zRdD3v22/lWT0vFjEBMJDVqk3t6fiwWvV/BhMAIiIiF/v3y+Trb7yh7Xv4YeC//9VWaCI6btIkGcD7yivavi+/BA4elIXBmjQBZs4E3n9f6ylQFFnc6+KLZQVhAGjTRj5r3jxtgqmqKuDFF4F77gH69IngF2WwOEXxtB4tqfLy8gAABQUFPs87elTqxbypqtI3C1BiokxqkJAQyl0TERE1EKtXy2Df/fvldXKyJAIjR0b3vsjUNm0CHntMSn7S0mRaz0mTgJ49tXM+/lhmB+rdW0p/2rWTMeTqTECq114DPv9c3rtliyw38cgjsT3chAmAH94SADWg92bPHllw4oknAntP+/byOy4nJ4SbJiIiagjeegu4916pywAkQvv3v4G+faN7X0QxLoZzl+jyt/BXu3bAgQPu7/nwQ+2855/Xjt15pwT/9fUsAyIiokbObgfy84Hbb9eC/3POkVWeGPwThYwJQAjUOf1dH2qJz6FD7u/5/XftPMfpo5o1k+AfYAJARBRTbDYJUg8dkmebLbavpV7j6NHofF3V1cCPPwJLlmjH778f+Pprdo8TGYQJQBh5SgC2bNG2u3bVtlu00LaZABBRRDS0wDUa16qqAqZNA1q21B7Tpsn+WLxWVRXw978DpaUy0jEaX1erVhLsL1smxdmvvw7Mnh3YjBpE5BNXAg4jfwmAYw8AEwAiE7PZJPgoKQGyssK7BGSg1wr23tSga9Ys7b35+cD48b4HKwWjoV7LZpNrTZmi7Ssp0V6PHSs1oUaoqPB9rTFjpBu5rk57BPK6vh44+WTg1VelxGbWLOCZZzxf69ZbpRRHfb/rs6d93p6vuUZbwMvxWuq1v/gCaN3amO8hEZ3AQcB++JoFyGrVpiJ2ZLHI3+AWLdyD+ebNZfW4du1kIQnV4sXAZZfJ9uTJwJNPGvQFEDVEkQzIq6qAqVMjF7wGcq1g781T4KqaNEkCV8fvZ329vuDO076mTaX11tu17roL2L499ECyvh447zzgvfecg0nVxIkyk8z8+fLzoj5qapxfe3p4OicjA/j1V6BtW/neu8rKAvbulcFdoS7xnp0tcxWG81rqNU49FVi/3jxf18GDMj0eERmKPQBhVFIipYzqdFLFxRL8A87lPwB7AChMzNxyHSyjWnjr6/0Hfc2by0TS3lpd1ZZQT4OB6ur076+rk8GOixa5t4ROmSITVA8bBjz7rBYYP/mk1Eh7aqWtrweGDJHvi2OAXF8v36/ly+X758msWZIAtG4twZc6OCkYaoDn71rXXWdMMPnnPwN/+5vn43/7m8wJ+N57oV8LkF/ahw55DlwB2X/4sJSzhHq9Vq3Cfy31Gk2amOvrKi11/gNJRIZgAhACb+WIjvsPHZLWfsB7/T/ABIDCwIxlF3V1stBFII+qKm37hhuATz7xHiSfe64sDqSnRddfYKs3eL3vPmOC1+nTgQsv9HxcDV5//lmulZ0tZRpXXun5/NmzgXHj5JeJ67316qUvwGveXJt3PViRCFzDfS2rVVqgPU33lpMjP+veWq9zcuQPQHp6wF+O22e1bOn/Wj17ShlPQoL2iI/3/tpxOyNDvjeVlf6/rpYtgf/7P/l/5OnzXJ+9HUtOBnJzfV8rMzO07x0RecQEIEhVVVKS6c2ePRJfMAEgJxUVEgQnJkrLVrhayv3VJv/f/8mqJzU10k1VU+O8Hci+0aNlhRRPQXl9PTBwIHDjjfKfxtMqeHplZ0vJiL8W3r17jWnhNXPwqvf8Tp3ke64GXPHxkijpCVxbtAD69QsusFOPZWbKvfoLJq+/Hrj88uCvFR8vAbm/YDI3V0qA4uK0QN5TcK8+EhLkXG9sNkl0PZU35efL9/rzz72/PxB6rvWvf4V+jZEjZQDu6NHOvUuO16qvl8TXCP6+LrudJUBEYcAEIEjJyfI7sEULoKxMShh37pRjU6bISnL19dKDrvKVAKSmymdWVTEBiLhIla5UV8tnz5ghLbS+WsrtduDYMfnhCvSRkAB89ZX/luvLLjOm5frVV4FLLvF8XG2JTkqSrycUeoPedu20ZbW9BXZ6gr9mzfQFr/fdJ/9eFos8EhK0bceHp/3qvuRkKbnxF7z+8IMWyCcm+j6/dWtg1SrP3ys9weS333p+b6D8Xau+XurzI3Gt2lpj55BPTZX/u0D4e9oicS31Gq+/Lp8L+P9dZdQ1gcj0VhIRACYAIdm5U6vpP+UUbX92tlZdoDcBiIuTZGLPHiYAEWVEmUxdnQQeNhtQXq49HF+feaa0mH/wgfeZNQYNAkaNkiC+sjL4r0lviUekWq6LiqQXYO9eqS92fCQnu+/z9sjI8B8kt24N/PJLaF+TIz3B6//9X2SuVVsrX6Pe8321nDa0wDUa11IlJ0tC/cQT0quXmSnf+1i9VnKyjEexWmVmoYkTnRtHYvXrIiInnAXID1+zAH3wgfRcAzIeb/Jk2f7oIxnTBshqv489Jtunngr873/S4FdZKc+O+vaV2CUhQSutpDDyNROKOmPIq696D+rV1/6CdbWWHIjMzBrt2wMbNvi+1r59koioQWJSkjw7bnva57rdpAnQpo0kApGYxSPQ2WuM0BBnAVKpvV+OQVe4B4k3tGsREcUg9gCE4Ndfte3TT9e2W7bUttW1AOrrpcfAYgG6dXMP/gFtHEBdnfwtb9bM8FtunCoqgB075LF9uzwXFQFvvOG9TEatJ//oI2NayY8elSDEV0t5cbH8IO3fL63dwTzS0iRz1NNy/eyzoX1dqkjW8LKF19h7U4Ni9ZdPOGutG+q1iIhikHkTgB07pFn9pJMkAKusBF54wfd0YPX10mK7Zo2cV1gosy9MnSpzURvMsdKgTx9tW12pPD5ea/2Pj5fKDldVVdrf6lattMTg8OFGngAEUpevKNLKrAb36rO6feCA+3tCKZNJTZVHWpo8vG2rr7Oz5VFX57t8pVUr4MsvdX6D/GjIZRfRKBcwc/DKYJeIiAJkzhKgnTulZvrFF2VGAkBG1b7/PrB6tfcp1R56SKbJW7ZMm7nhrruk/GLJkqBuxVsJkKJIS//hwxLbHTqkXVKd3EVdECwlxfPkJ1arNE47JgGe+Dve4Hgra3jsMeCnn4DffnMO8nfs8D0lkyd6FqA5cADYulXKXNTAPiUluNosm03uc+FCzzNrhKt8hWUXRERE5MKcCcDll0ux/K5dWlR97Jg0rT/0EPDcc57fl5kJ3H23zKetUpfYPXrUeQCdTt4SgMJCKbUGgAsuAP77X+2YokjMWFcnMZC/FYMB/0mCKYRjthxFkX+bAwek9KV9e2DBAs8reU6YIAMlrr5a/+fn5gIdO8p0iB07Om+np0e2nry6WpIbPbMAEREREYWJ+RKAffukVXbUKJmv2dHZZwO//y6BYkKC+3tzcqRk6KeftMThjTckaTh61HPhvR+OCUAgLfUnnSS3qTcB0HNOVAU62LCyUspy1MD+wAHnh+M+9QsMZrn7pCSgQwfPQX6HDpJZGfl1hcpxHYCyMraUExERUcSZbwzAypXSKtyli/uxrl1lCfuCAqB3b/fjd94pwdwddwCvvCKlCC+9BMybF1Tw7yo5WX9LfcuWoS+iGXZqi/6xY9rsLp5a930tKqUowFVXSa+LY2BfWhr4/eiZUrKkROaobtpUgvzWrUObLinS9eSOCQlrtomIiCgKzJcA7Nkjz9nZ7sfUfdu3e04Ann5aWojfegv48Ucp/1i4UJZH96VjR+/H1AV7jrPbPbfUu3KcCSgqPAX3jtt1dRLUf/EF8Nlnsu1alvLoo8CiRVJy42+2nK+/Dmy2nLg46bFp1Up7dO7sfyXPFi0k4TASB1ESERFRI2K+BEBtRvcUhCUlyXN5uef3JiQAr70mg0R/+01W3po/Xybj91QyFEbqTEARpQb9noL7r77Sts88U1YIfeYZ4JNPJLj3tDhVfT0wdKi06OudLSctTbZzc52De9fXLVp47pXhsvBEREREYWW+BEBt5fdUZ6Pu81YvfeAAcMUVEszm5Mg4ghkzpKxkwQLv19yxw/ux42MAAuXYA2C1ej7H2/6gqCva9u/vObhXt+fNA8aNA26+Wb7XF1wA3Hqr58+cPVvOBXy3yufmSk9BixaSAISCy8ITERERhZX51prNzZXn4mL3Y+q+zp09v3fkSJnf/dJLgTPOkMHAZ50FvP22BMUR1LKlNKDv2SOdGna7+0OdAhSQZECtNnJ8+E0SbDYp7Zk6FZg7Fzj3XAnc1eDedduxzl5PzX1ZmfS45Od7Pic/X2qiOnQIPfhXqXX5Bw/K/R08KK8Z/BMRERGFzHwJwIABUh++bZv7sa1bgebNPdf0Hz0KfPuttICr0tIkKAZkTEAE5eRIAtC+vQTxVqvncc3JyZIE6EkSAEjAX1MjyVBlpQT18fHSWu4tuHfcPnBAbk6d517d9iQrS77fLVtK6/ukSdq5WVnyevz48Mxgk5oqpT4tWsgzZ8khIiIiMoT5EoCcHOCSS4ClS53322yywu/IkRLw1tXJlKEqi0Xq/A8fdn6f2ltgUACpt6VeLQGqr5cG8tpaYOBAz5+pNmz//ruWLNxxh/vxE2U+LVvKbEjPPQe8847/4N5xu6hIBuyOHu287Ylac6/eBFvliYiIiGKe+RIAQKvbX7hQ2zdzpkz9OHGivL7vPqBdO2DFCnmdng7cfjvw979Lb4Dq3/+WFvDrrgv5tgJpqfc0C9DZZ/v+fHUtgNpal1Z/QBKgqVNlcKzFopX06AnuXQP9ceMkuJ8wQZIIddtf6z5b5YmIiIhinvkGAQNAjx4S2E+eDKxeLSuoHj0qdfzqIGF1usiMDO19c+fK4/rrpd4mMVHq11evllKWEKmN3atWacF8fj7wwgvOxwGJyV0nudGTAKicxkCrs/uoU3G61u6rwf0zz0hwv2yZ7H/uOZn5x3V79mzgnHNk7v7HH5fsZexYSa4iMRc+EREREUWN+VYCNhnHlYBV33wjDfCAxM/PPuv8nkBWDHa0f7+sawXIVPf//vfxk998Exg+XFuvwHXF3O7dJeifNUsb6Dt9OnD++RLcq3P/l5dLIpGU5BzosyWfiIiIqNEwZwmQyTmu+Ou4sKtKXTFYred3fKSkeE8OnHoAqmq12X0mT3YerOta0rN5s7To9+0rC6F9/TUwbJgMQGjeXMqjEhOBZs20bZbxEBERETVKTACC4JgANGni+Rx1xWDXh6flDVROCcD2PdrsPp4G6zrW8WdlSRJw223atJ8M7omIiIjIA3OOATC5ykpt21MPQLCcEoB9h4BD0Or8HWv7Z8+WgP+yy4DXX3ev3VdXTCYiIiIicsEEIAj+SoCC5ZgA1FbXa2U/JSVamc/UqVLmc/iwDBiw27WSHkC2iYiIiIi8YAlQEPSUAAXDcdYgey3cy342bwauvlpWF1u8mAN4iYiIiChg7AEIQrhKgOLigIQEBXV1cbDD6l72U1IiPQL33ScrhXGaTiIiIiIKEBOAIOgpAXJdGdjffsfjdXWQBMC17KekREp9OEc/EREREQWJJUBB8JcABLJisCurNQ4AYM/O5ew+RERERGQ49gAEwd8YAH+N876Oqz0E9pQsoOD4YN9WraRbgLP7EBEREVGI2AMQhHCNAQC0BKC2zCaDfS+/HFi+nK3+RERERGQI9gAEIVzTgAIOPQC1cUBJkSwCxuCfiIiIiAzCHoAghGsaUMAlAVA1a2bsRYiIiIio0WICEIRwlgCpawHY6xz+aZgAEBEREZFBmAAEQe0BiI83fuHdEz0AdQnazqwsYy9CRERERI0WE4AgqAlASoos3mWkEwmAcjwBSE/3v3gAEREREZFOTACCoCYARtf/Aw6zAKkJAMt/iIiIiMhATACCoI4BMLr+H9ASgDpYoABA06bGX4SIiIiIGi0mAEFwLAEymmO1jx1W9gAQERERkaGYAAQhnCVAFoeVGeywsgeAiIiIiAzFBCBAdjtQVyfb7AEgIiIioljDBCBA4VwFGGACQEREREThxQQgQBFPAFgCREREREQGYgIQIMcEIJzTgAJALSzsASAiIiIiQzEBCJA6BSjAEiAiIiIiij1MAAIU7hIgzgJEREREROHEBCBAkSwBYg8AERERERmNCUCAIl4CxB4AIiIiIjIQE4AAcRpQIiIiIoplTAACFMkEoDYhGUhLM/4iRERERNRoMQEIkGMJUNjHAKQ1BeLijL8IERERETVaFv+nkKOIzgKUzvIfIiKiSLHb7airq4v2bTRICQkJsDq2clJUMQEIUNhLgBLqACQAON4DQERERGFVVlaGoqIiVFdXR/tWGrSkpCRkZ2cjIyMj2rfS6DEBCFDYpwGtrQKQCgCwp2YZfwEiIiI6oaysDIWFhUhLS0N2djasViviWH5rKEVRYLfbUVpaisLCQgBgEhBlTAACFPZpQO0VOJEApGQafwEiIiI6oaioCGlpaWjbti0D/zBq0qQJ0tPTsXfvXhQVFTEBiDIOAg5Q2EuA7LYT2/YU/ucgIiIKF7vdjurqamRmZjL4j4C4uDhkZmaiuroadrs92rfTqDEBCFDYE4BqLQGobcIEgIiIKFzUAb8cnBo56veag62jq+GWABUVAe+9B2zbBpxyCnDBBUD79iF/bNinAa0uP7FtZwJAREQUdmz9jxx+r83BvAnAjh3Ak08CJ50kwXxlJfDCC0CLFv7f+8YbwOOPAxMmAC+9BCQkGHZbYZ8GtMohAUjiImBEREREoSgrA3r3BhYsAM49V9u/dCkwdy7QvTuwZQvQrRswcaLzlOwA8NFHwIcfAp07Axs3ymfk50fwCwgDcyYAO3cCAwcCL74IjBwp+556ChgyBFi9GkhP9/7ep58GpkwB/vMf4OKLDb+1sJcAVZad2GYCQERERBSa/Hzgjz+c9y1aBIwYAaxfD3TqBNTXA8OGAbfeCrzzjnbenDkSWhYUAM2aSXt0v37AoUPAM89E9MswlDnHAOTnA8nJ8i+jGjNGEoOpU72/b9EiYNIk4LHHwhL8A84JQHKy8Z/PBICIiIjIGJ98Ahw54ryvshK46y7gmmsk+AeA+Hhg3Djg3XeBr76Sffv3Aw8/DNx9twT/gJR/P/QQ8PzzwKZNEfsyDGe+BGDfPmDxYmDoUMCxTiw9XVKuN94APA0cqasDHnlE/mUeeSRst6eOAUhOlh8Wo1krSk9s261h6GIgIiIiagQOH5bW/AcfdN7/6afSgn/eec77Bw+W8p958+T1ggVAdbX7eUOHStj5+uthu/WwM18CsHIloChAly7ux7p2lX/NggL3Y8uXA1u3SiHX448DvXpJjY5aNmQQtQcgHOU/AGCtKDmxXZvIBICIiIgoGA8/DEyb5t5gu2KFPLuGmsnJMvT0++99n9ehgyQK6nmxyHxjAPbskefsbPdj6r7t22U0h6MffpDn9HQZPNyypSQKV10lqdvvvwNt23q+ZseO3u/HYnEaDRL2BMDm0ANgCcM0Q0RERBRZNhtgtQIlJUBWFmC3A6mp0b4rU/MVmgEyV4wvCxZIi37Hju71//5CzR075J/K23nx8VIStH2773swM/P1AKgRdmKi+7GkJHkuL3c/tm+fPE+ZIsE/AOTlycxBFRXAX/9qyO2pJUDhmAIUACzlJSe27fXGzV5EREREUVBVJc3QLVtqj2nTZD+FxZ49wBdfSO2+J3pDTX/neQpHY4X5egDUNMvTCnHqPk9Zs9pKn5vrvP+SSyRV+/VX79f0lUbm5Tm9DHsPwDFtpAoXySMiIophNpsE+1OmaPtKSrTXY8eapidAURQsWLAAx44dQ3l5OX744Qc88sgjOM+1AD5C/LXwe6MoMm/Myy97P0dvqJmdLdXldrt7EhDrnTjmSwDUAL642P2Yuq9zZ/dj7dp5fp/FIv+CJSUh31pdnQwGAcKUACgKrAn1J14yASAiIoqiDz6Q2QWPHQv8vc2aybjGWbM8H581SxKAU05xn6ZGr/R0maPyuuuCe7+DyZMno3Xr1njggQcAAFu2bMG4ceOwatUqxIdj1pMwmT0bGD5cvv1qJ0tNjfZcVaUVingLNZs1A5o2dQ5JHduXFUX+yXr1Ct/XEW7mSwAGDJDZf7Ztcz+2dSvQvDnQs6f7sbPOkuddu2QNAUfV1TJiI0ThXgUYx47B+tG/gCHy0l5hB8DlyYmIiKJi+nRg8+bg3tu0qUw1460BsqREJjZRFKCwMNg7lHsMMQH4/PPPsW7dOkyaNOnEvk6dOuHHH39EYWEh2qmNrAAKCgqwcOFCtG7dGna7HevWrcOyZctw//33I98Eq2N99JEMzr39dvdjF10kzx98AMycKaGmY8hYUwPs3i0JBCDHPv5YznNMAP74Q84955ywfRlhZ74EICdHynaWLnXeb7MBa9YAd94pJT11dcDBg0Dr1nJ80CDpGfj0U+Cmm7T3HTgAlJYCV14Z8q05JgCG9wBUVQEvvADri98CkAHN9p/XAVW9w7PgABEREfk2dqwsDRtMD0BcnMQ0WVmek4CsLKBFCzmvTZvg7i89HXj00eDee1xdXR1mzJiBO++8EwkJ2tjD0lKZlCTRofZl/vz5+PDDD/HWW2+hRYsWJ/Y///zzOPvss0O6D6PMnSsr/zr65Rfg/vtlUa/TTwd69JD25KVLgVtu0c5bsUIC+1Gj5PVNN8nEkkuXAo5f3rffyrN6XkxSzKigQFHS0hTl/fe1fc88oyht2ijK4cPy+u67FSU+XlGWL9fO+fRTRUlOVpRfftH2jRunKKefrih2e1C30qNHD6VHjx6KoijKrl2KIqm6olx/fVAf51l5uaJMmqQogLIBeSeucQdel/3l5QZejIiIiBRFUSorK5WCggKlsrIyPBdw+Pvu9jDJ3/dvvvlG6dq1q3Lo0CGn/RdeeKFywQUXnHi9ZMkSJS8vT/n999/dPuPgwYNKbW2truuF/XvuwXffybf8u++0ff/4h6KkpirKzp3yur5eUYYNU5SLL5Zt1dNPK0rr1opy5Ii8rqxUlF69FOWeeyJ082Fivh4AQFKzFSuAyZNlDv/qauDoUWDVKm3kRm6uZM8ZGdr7rrgCWLhQRn906SJpXHIy8PXXTlN5BstxFWBDS4Cs1hM1ghbUnthtx/H9Tzxh4MWIiIgoIlJTgfHjZXvWLG0a0Px82W+CHv6vv/4anTt3dmrR37BhA3bv3n2iJEhRFEyfPh0XXXQRunbt6vYZOTk5Ebtfo9x8s1RzPPCAzCy/ezfQpw/w1FPO69BOmCAdObfdJhXoW7ZIr0EY15yNCHMmAIAMivn4Y+/HJ0+Wh6vLL5dHGIStBKik5ET3oBXayF87js8ZXFoq3YREREQUW5KTpZToiSfk73lmpszyYYLgHwBWrFiBoUOHOu17+eWXMWjQINx4440AgG3btmHXrl0YPXq003nr1q3Dp59+irq6Olx66aUYMGBAxO47EOeeK90urq65Rh7+3H239ylFY1XsDOs2AcceAEMTgKwsecBDApCVJb8siIiIKDalpso8ki1ayLNJ5o/cvXs3Dhw4gF4O09nMmTMH1dXVmDVr1okxAYcOHQIAtFbHXR532mmn4X//+x+aNGli2uCfPGMCEICwJQB2u3QHwkMCkJ/P+UCJiIjIcGvWrAEgM/t8+OGHeOmll5CRkYG33noLaWlpJ847+eSTAQBHXKYrLS8vx+bNm3FOLE+H00iZtwTIhMI2BkCtEayvh3XWu8Dx0ev2znnA+ItN001IREREDceqVavQoUMHp+k/PWnbti1uuOEGvP322xgyZMiJmYG+++47xMfHo2/fvpG4XTIQE4AAhHUa0IoKoG9fWDePA473sNWe3BFI5j8RERERGW/16tVu9f/eTJgwAXPmzMG9996Lzp07IysrC7t378arr76KZDZUxhxGlwEIWwkQAPz2G3D11bA0bwfgDwCAvZ7/PERERGS8rVu34vDhw7pr9xMTE/HQQw+F+a4oUjgGIABhKwECgI0bAQDW4v0ndrH0n4iIiMLh/fffR0ZGBoYMGRLtW6EoYAIQgLCWABUUAHBZB4AJABEREYXBhAkT8NNPPyE9PT3at0JRwAQgAGEtATqeAMQBsFhkslomAERERERkNCYAAYhEAoCcHFitsgQdEwAiIiIiMhoTgACEbQxAcTFw8KBs5+XBapXN2lrvbyEiIiIiCgYTgACEbQyA2voPAD17nkgA2ANAREREREZjAhCAsJUAOSYAeXmwHJ/9kwkAERERERmNCUAAwlYCtHs30KsXkJ3tVALEBICIiCj8FEWJ9i00Gvxem4OxCYDNZujHmU1YSoBsNmDCBGDRImDXLuDUU5kAEBERRUBCQgIAwM4/uBGjfq/V731jFs2wObQEoE8f4OmngcOH5fV77xlwS+ZleA9AVRUwbRrQpg3QsSPQti0wcyaslnoATACIiIjCyWq1IikpCaWlpWyZjgBFUVBaWoqkpCRY1dbORsRMYbMlpHevXw/cfTeQlSWvly0DXnsNGD4cOPts4KyzwjBfZvSoCYDVCoT0c2uzAfX1wIwZwJQp2v6SEmDKFFhb3AegJRMAIiKiMMvOzkZhYSH27t2LzMxMWK1WxMXFRfu2GhRFUWC321FaWory8nK0adMm2rcUFWYKm+OUUFLewYOB5cu113fcAfz+O/Dbb8CxYxIlr10r9e0xKi8vDwBQUFCA7t3ly8vIAEpLg/zAqirg5ZeB0aOlxb+kxO2UPgnrsa7uFCQlyelEREQUPmVlZSgqKkJ1dXW0b6VBS0pKQnZ2NjIyMqJ9K1FhprA5tB6AU05xfn3FFcCVV0rr9po10rcxa5akNw2AOgYg6OzMZpOSn48/Bq6/3mPwDwCWOvkFxB4AIiKi8MvIyEBGRgbsdjvq6uqifTsNUkJCQqMs+3FkprA5tATAdQDHlVfKc3w8cOaZ8rjjjpAuYSZqCVDQCYDVKv+yFguQkyN9QB6SAGuCAtTJD0R9vXw7iYiIKLysVmujD1IpfMwUNocWWu7b579GJTExpEuYgVoLWFMjsXt6ehAfUlEhwX5JCVBUBHz9tZQBeWBtk3Nim70ARERERLHPTGFzaAnAsGHAvfcCvoYR/PFHSJcwg1atWgGQun+7HVi3Tjvm8x/SZpOsobIS+NvfgNRUbeTHuHFAfr5MAaruy8oCJk2CtVO7Ex/BBICIiIgo9pkpbA4tAbjjDlnF9txzZWizq08+kQA4xu3apc384/hISQGSk728SZ3ic8kS4LnnJOB3bPXfvBk45xygb19g7155HDwIjB0La5LWR8QEgIiIiCj2mSlsDm0MgMUCfPopcMEFwOmnA6eeKgVMaWnAxo3Al18Cn39u0K1Gj6IAtbUBvEEd7Dt3LjB2LHDzzbJ/3DiZ8wkAZs+WJOC222T/gw9Kv09iotMUowFdl4iIiIhMyUxhc2gJAADk5gI//ywrG7z+ulYf07o1sGCB9Hc0Nupg37ZtgUOHtIG+aqv/1KnS4n/4sHz/amuBpKQTb7c4/KuwB4CIiIioYTBL2BzaOgCuFAUoLASqq4FOnQz72GjKy8tDVVUudu78xu2YxeIlQD90CGjZEsjOlvohT/P9Z2cDXbsC333nNuLjhhuAhQtle9cu4OSTjfhKiIiIiCiSrrwSePttIDPT/Vg0w2ZjJ5iMi5Ngt4EE/0HLypKHr9l+ioqkD8hDBuFYAsQeACIiaqj8zYjCxTAp1v3nP8Bpp8k8/66iGTYHlwBs2iSz2syeDXzzDcBFM5zZ7TLDD+Bzth+MHy8zA7lgAkBERJGmBtuRDMqTk2VCjYAn2iCKEf/6l8wiefbZwIsvRvtuNIGPAXjrLeDOO533tW4NPP88MHKkQbdlLnFxznX5Kq9rhaSmAo89Jqt4zZ4tdf/TpwOPPy5rPWdlSWTv5TcbEwAiIoq05GQgIwMoK5Pg29PfH6tVWxQzGHV1QHm5XKO0FOjVS67DCS+oobr+emDQIOCWW4BHHwW+/x6YPx9o2tT93IoKYOdOoGfP8N9X4AnAtGnAwIHy1VRXA1u3ylczahTw44/AnDlhuM3oat8e2L7d87GqKi9x/K+/alN8lpQALVrIb7mc44t8+VjpgQkAERE58vq3RudxvdS/Of6C8h9/lD9tZWXeH6Wl7vvKy7XP8DqOjqiBadNGCmZmzAAmTpSSoPfflxmAHKWkALt3A3/5i7QZn3de+O4p8ATg9NOBd9913ldVBbz2msx3n5oqSUIDcuDAAXz9NXDJJfL68ceBp56Sba+/cNevB+6/Xwb7vvoqcM01upd34zSgRNRQRCpwjfS1In09tVTGV6t8ba3MQl1e7vlx7Jj3Y5WVwOLF+u9nyBD+fSIKRFyc9AAMGyYFM0OGAM88I/scDR8O/Pe/cs7+/eG7n8ATgI4d3fclJ0ud+7XXAldfDSxfDgwebMDtmYOiKKiq0n7ZeS39cbRtmzwXFQHNmwd0PU4DSkThZLbA1SiRvFaw11MUCbZtNvdHebnn/ZWVwAsv+G+Vb9Ik+KDcU5mrUdLTpbTI8ZGZ6bkEgqihWbVKpvcsLJT/n8nJEkpv3izDRP/5T6mkr6+X/+9//AEcPQo89FB47yvw//KVlcDSpbKMmas2bWQFgyeeaFAJAOC8Mpuuhnw1AQCAzp0DuhZLgIjIn1CC+EgHyv4C16NH5TkuTnv2tu3reFKS/2v98Yf8PrfbnR9696n76+qkN9jf9fr0kVIYNZivqJAkIBAWiyQAZvKXv8jiRZmZ7sG9Y5CflgbEGzvfIFFMGT5cKsKnTQM6dJDfvQkJ8jvkiSfk/7bVCsybJ1XiVqsUj4T7/03gCcCTT8qg1ssuAx55xH1i0+zsBjlxfXW1tu2wZpd3agLQpIms+hAAJgBE5E+oQby/wHX9evkMNWh1DGD1btfUyIA2f3JyQi8n0VtP3qmTMaUrFoskAP5s2BC5UpmBA+VPTlqa70d6uuf9gZgxw7j79tarrqu3ncjkbrlFGh5693buaUtIkPlhzjwTuP12KQ2aPx+49NLI3FfgCUB6OrBkiXxFubmSCFxyiYxUUAP/cPYlRklAPQB1ddqo4U6dAk7jmAAQNT7BtOj7C+LnzZOBmqWl2oDM8nLgk0/830+/fsYE5Y1dkybSaJSaGvgjLU171mPZstDvV/37E6mgvKrKd7Jq9LgNf+x2O+o4tXlYJCQkwNoIs7qXX5YGlddeA267TX4nOLr2Wpn15+qrgSuuAB5+GJg6VRKEcAru13N2toxQ+Ogjmf7zjjukD7ZdO+DUU2Wk0Z/+JH0dDURAPQB792oZQ4DlPwATACKzMFut/G+/ycRrO3ZIB6w/DzzgHsRHIii3WiVwzcjQd/7FF2v3qShaiYzrtq/jettZrrtO/rC6zjmfmOh5Lnpv+3X1BEOSrlhRVSX3G8mg3PFzFEVm3du3T5Kew4cjF/yXlZWhqKgI1Y5/7MlwSUlJyM7ORobeXw4NxKmnysOb7t2Bn38Gbr1Vetd+/FFmCWrTJnz3FNqfgmuvlUdBAfDZZzLH0bffSt9v584y9eXAgTJe4LrrwvuVhFlAPQAh1P8DnAWIyJtIz/ISzlp5RZHfK8eOyaNDB/8t+qefLsctFn0JQCjuvFO+/tRU+R6ordLqtqd96nagjXz/+U94vgZP/vnPyF3LaOFulVf/7/j7PxSuoDwuDhgwAPjgA+m5+u03GUMRbmVlZSgsLERaWhqys7NhtVoRpw4sIUMoigK73Y7S0lIUFhYCQKNLAvxJTZWf/RkzpLywTx/g0KHwXc+YtqC8PHmMHSt/nX76CfjuOxksvGQJ8Omnsuqt0SPLIiigHoAQEwDOAkTkWaQHrwL+g/KvvtKCeE8PdfpFTw/1c8M1H/qbb0rVZmamNljTddiWN6+8Ytx9RLLGO9L15I21VCZcBg+WIAgAVqyITAJQVFSEtLQ0tG3bloF/GDVp0gTp6enYu3cvioqKmAB48cgjwBlnADfeGN7rGN8ZbLFIq//AgZLC1NbKQmGB/jXZsUMGHJ90kkylqc6D1qKF/s/4+We5DwP+skarB4AJAJEzfwH5nj0SKIX6qKkB1q71fz+XXhq5nrqbb5bp47p00Xf+qFHejzXEwDXSQXK0SmWCOR4rBg3StpcvB0aPDu/17HY7qqurkZ2dzeA/AuLi4pCZmYnCwkLY7fZGOSZAjyFD9P39CUX4q0EtFuD88+Wh186dEri/+KKshADIyltDhgCrV0uTlj9VVfLXz6C/zJHsAWACQLEknGU5ZWUypGbvXplD+bbb/L+nY0fjZnkxWkqK/PpSZ2FRt7Oy9L3/rbecXwcbxDfUwDXSQXJjCcoj6dRTpRTCZpMEQFG0aV7DQR3wy0A0ctTvdV1dHb/vPrRuHd7PN+ccDfn58ptzxAht35gxMuB46lRZcdifCRNkVqJNmwy5paB6ABITgbZtA74WEwCKJcEuhqQG93v2aEG+62vHAZQWi74EwCiuMzV488QTErC4BvWugX5amrGzOoQSxDNwJbOyWGRaxG++kaT/jz8iM7M4W/8jh99rczBfArBvn6xHPmqUc9qfni7z0r3xBvD0077/ki5dKhHJgAHAF18Yclu6ewDq67UpQDt2DOovPhMAijX+ynKeegrYvds5yC8vD8+9XHut/B9NSdH3UAeuOj6Sk/XPKjN5snH3HkiLPoN4aqgGD5YEAJBegAa4tBBR1JkvAVi5UpoHPRW5du0qvw0KCmRFBU/KyoCZM2UU0bPPGnZbunsA9u+X8QpAUOU/AGcBotCFoyynpkZmJDh4EDhwQB6HDsn4fn+eeSawn+XkZJlVuG1bebRrJ8OB9PjXv/RfR4+GWCtPZGaDB2vbK1ZolcBEZBzzJQB79shzdrb7MXXf9u3eE4CxY6WHwOC/zrp7ALZtk/ts1cr3pK8+cBYgCpXespy6OqC4WAvoHYN719fFxe6fZbHoSwAcNWniHty7bjdr5r3uN5KzvDTUWnkiMxswQHrg6uulzY+IjGe+BED9a+upmV2NvL3VDixaJJNpe0sOvOnY0fsxiwWwWPT3ALRuDezaJU2jubkykik1NaDbYQlQw1NVJc/hnMO+vl7+a5SWSiDtryynXTvpsIrEopeffqoF+U2bBj+oL9Kt5AzKiSIvPR047TTgl1+ADRtkTQC9A+WJSB/zJQBqK7+nyFfd5ymgLioC5s8HPvwwLLelqwegqgr4xz+Av/1N+42Vny9NpAFECkwAGh71n99fq/z+/fKjU1qqPRxfe9tWH4qif075Awf0Bf/JydKh5fho2VKec3P1ff3Dh+s7T8+9hHKciGLDoEGSACiKVAZfckm074ioYTFfAqBGFJ7qDdR9nmrrH3wQmDLFuVhfbf701/y6Y4f3+8nLA6BjDIDNBkybJuVHqpISuSdASpN09gQwAWi4/LXKn3RS5MZ9tGmjVaupAb1rgN+qlbTG+Wuxj/TiS0TUsA0eLG1pgIwDiNUEINKrlxPpZb4EYMAAiTYc59JXbd0KNG8O9Ozpfuzdd+XhiTqfn6IEfVt+ewCsVmDWLM9vnjVL5grUiQlAZBj1i1lRgCNHZJYb18euXTKV3cGDht22k6QkbZXXrCx5btZM33t37TLmHjh4lYiM5rogWKyKxurlRHqYLwHIyZFUf+lS5/02G7BmDXDnnTI6qK5Ooip1pYSVK90/6403gDff9HwsQH57AEpK5OGJWquhcxVjJgCRofcXc329lMt4CvDVh68pLQNZUOqKK2S+eDWYdwzsXbczM80RWLMsh4iM1qYN0L69NFSsWSN/g/2uwWNS/np+zaKsrAy33norsrOz8dprr53Y//e//x1//etf8dJLL2G4UfWcFHXmSwAAYMYMoH9/YOFC4PrrZd/MmTJ6cOJEeX3ffRLgL1smTQVnnun+OeoaAJ6OBchvD0BWljw8JQFq1KaTY8AYC780Ypm/X8w9ekiFmGMCGIiEBP3TVwLARx8Fdx1PWJZDRLFs0CBJACorgV9/lQKBSPrgA2DSJODYseDeb7Ho62lt3z64v/Xp6VJ1fN11gb/Xk48++gg33HADZs+ejWPHjiE9PR2bNm3Ciy++iJEjRzL4b2DMmQD06CFFf5MnA6tXS/R99CiwapU2SDg3VwLrjIyI3JJjAOgxgLLbZcCvWvPvKD9fjutsvmjMPQDhqJcsL3durf/jD1mM6h//8P/ebdt8/2JOSpIA/+ST5Zf4ySc7P9q0CawHwCgsyyGiWDd4sFbZu3x55BOA6dOBzZuDf7/e3/2FhcE39k2fblwC0L17dwwcOBDr1q1DSUkJLBYLxowZg27dumHcuHFO5xYUFGDhwoVo3bo17HY71q1bh2XLluH+++9Hfn6+MTdEYWXOBAAATjkF+Phj78cnT/a/BKeec3RSewCsVi8rhKamAmPGSL3I7NmcBShIgdZLKorMuKoG9o5Bvrp99Kj7Z1ks+hKA9HQJ4tWA3jXIz8nRv2Ks+jUEsj9YLMsholjnuiDYww9H9vpjx0rRQSg9AHq0aRN8D8Cjjwb+Pm8GDhwIAGjatCni4uIwdepUFBcX4/XXX0eiQwPm/Pnz8eGHH+Ktt95CC4fS5ueffx5nn322cTdEYWXeBMBk1B4An434EycC550nzcvl5VKyZLcHHG015gQA8F+Wc889UpajBvqO5VlGKy4Ofs56R+pEVGyVJyLSJy9Pq6xdvlwafIz4fazXddcZ17rui1ETMhjFarXihx9+wMKFCzFnzhy0bdv2xLGvv/4a06dPx7///W+n4B8Abr/9djRv3jzSt0tBYgKgkxpk+lwF+MsvZd6ydu2AnTulADyIUUuNPQHw5+9/19daYrHIwlNqiY76UF/rYdQfGz2BPYN/IiJNfDxw1lnA558Dhw9LSWaXLtG+q8DF4nisadOm4bbbbsP5559/Yp+iKJg+fTouuugidO3a1e09OTk5kbxFChETAJ389gBUVmpTl+bkSPAfpMaSANTXA5s2AT/8II+VK30vyeAqNdVzYK9ut27t/58hFn8xExE1FoMGSQIASC9ArCUAsTYeq7i4GJ988gm6d++Oh11qrrZt24Zdu3Zh9OjRTvvXrVuHTz/9FHV1dbj00ksxINKDNSgoTAB08tsDsGmTRLQA0KtXSNdyDD4b0ixAdjuwdq0E+8uXy+PIEe243nrJNWskyG/aNLQW+lj7xUxE1Ni4jgO47bbo3UswYmk8Vm1tLR588EEcOHAAr7zyCiwuf5QPHToEAGitTr9+3GmnnYann34a/fr1Y/AfQ5gA6OS3B2DDBm07xATA8f9cLPcAlJfLxE1qC/+qVdJR4o26Xps/ffoYc3+x9IuZiKgxOuMMaRSz22N7QbBYMH36dGzYsAHDhg1Damqq2/GTj9fOHnFsuQNQXl6OzZs3Y8yYMRG5TzIGEwCd/PYAOCYAvXuHdC2zlQDpnZrz8GGtZf+HH4BffpH12rxp1kxad84+Wx6nny77WZZDRESANAz17SsNSL//Ln9ndK6pSQFYvHgx5s+fj2nTpmHdunWo9VB+0LZtW9xwww14++23MWTIkBMzA3333XeIj49H3759I33bFAImADpFsgfAbAmAnqk5e/d2/hZ40q6dFuyffbYs9+A6hSbLcoiIyNGgQZIAAMCPPwJXXhnd+2lofv/9dzzxxBO44YYbcOWVV2Lt2rUoKSlBRUUFCgoK0K9fvxPnTpgwAXPmzMG9996Lzp07IysrC7t378arr76KZP5xjilMAHRSk2G/PQBZWTL6NARmSwAA/1NzelosJS9PC/YHD9Y38w7LcoiIyNHgwcALL8j28uVMAIxUVlaG0aNHo0OHDnjiiScAAC1atMA777yDlJQUPPjgg07nJyYm4qGHHorCnZLRmADooo009dgDUFoK7Nkj2716hTx3pOPMNWZJAPyxWKSERw34Bw3SFm0mIiIK1qBB2vaKFdG7j4ZGURQ8+uijOHLkCN58800kHW/hHD58OG655RaMGDHCba5/ajiYAOiiBfQeewA2b5bA/8CBkMt/AMkf1EFPsZIAFBXJtJxERERGatEC6NoV2LIF+PlnmUxC76QR5F1cXBxeffVVt/2dOnXCjz/+GIU7okiK938KKYq27dYDYLMBp54KLFoky/n95S+GXFOdCShWpgFl8E9EROGiTgdqt0sSQEShYQKgi5cegKoqYNo0IDcX6NhRlp395z9lf4jUcQCx0gNAREQULo5lQJwOlCh0LAHSxcMYAJtNgv8pU7TTSkq012PHhtQsbrYEgFNzEhFRtLguCEbkz4IFEqZt3y7tszfdBEyY4NyQu3QpMHcu0L27lJh16wZMnOi+MOlHHwEffgh07gxs3Aicey6Qnx/Jr8Z4TAACdOIHx2oFZs3yfNKsWcDx0fTBMlMCcPAgp+YkIqLo6dJFxgIcPiwJQH29+zTSRKr33pPg/5prJEb56CPgmWdkvpb58+WcRYuAESOA9euBTp3kZ2rYMODWW4F33tE+a84c4OmngYICWb+oshLo1w84dEg+M1bxv48OiuKhB6CkRB6elJTIzEAhMEsC8OuvMqup1SqZr6f7YfBPREThFBenlQGVlEgwRuRJba0E+WvXSuA+fbrM1N6tm/QKHD4sQfxdd0mC0KmTvC8+Hhg3Dnj3XeCrr2Tf/v3Aww8Dd98twT8gA9Afegh4/nlg06aofImGYAIQoBM9AFlZ8vAkKwvIzAzpOmZJAJ57TrLi2lpgzBiW/BARUXSEczpQxXG2DwqrcH+vf/1VAnnHxsmUFGDUKNnetQv49FNpwT/vPOf3Dh4s5T/z5snrBQuA6mr384YOBerqgNdfD9uXEXZMAHTx0ANgt3svAMvPDzlyN8MsQJs3S7cZALRsCdx2W/TuhYiIGjfHcQBGDQS2Wq2Ii4uDzWYz5gPJL5vNhri4OFjD1KJ4xhnuATsAZGTIOkudOmkJZJcuzuckJwMnnQR8/7289nZehw4Sp6nnxSKOAdDFwyxAqanA+PGyPWuW9ElmZUnwP358yHUxZugB+OtftSlQx4zhvMtERBQ9p58uf1qrqozrAUhISEBmZiYOHz6M6upqZGRkwGKxIC7EBT3JmaIoqK2tRVlZGcrKypCVlYUEx1VPI6CgQFaRbtZMW7vV04Kl2dnAjh0S1nk7Lz5ePmf79rDeclgxAQiQ0zSgycnAnXfKjD+HD0szeX29IUXx0U4Adu/WBsFkZQH/93/RuQ8iIiJAeuD79weWLQN27gT27ZMxaqFq1aoVmjRpgkOHDqGsrCz0DySvEhISkJubi0wdZdIdO/o+vmOH/uvabMDnnwPffSev1YlN3NZ2ghbnlZf7P6+4WP89mA0TAB08DgJWrVwJ3H8/0KqVRMn33WfINaOdAMyYoZUf5ecD6enRuQ8iIiLV4MGSAADSC/CnP4X+mXFxccjKykJmZibq6upQGysrcMYYi8WChISEqPSuPPkk8OKLUroDaC36nmIsdV9qqpy3davsc43/7PbYXgSVCYAuXhYCA4AjR4CiInkYWCOjJgCKIgNNItlTdvAg8MYbsp2aGvtz3RIRUcPguiCYEQmAKi4uDhaLBRbXSeApKgJp4fflvfeA9u1lxh9Vbq48e2rBLy6W8p6mTZ3PU7cBic2OHAF69TLmHqOBg4AD5NYDcOSItq3OEWUAx7Exke4FmDlTW8z4nnuA5s0je30iIiJPBg6UKUEBLghG/n31FVBYCIwe7bx/4EB53rbNeX9NjZRAn3OO7/P++EPOVc+LRUwAdPHRA3D0qLZtYALg2AARyQTg6FHg1Vfl+ikpMviXiIjIDJo2BXr2lO1ffwWOHYvu/ZB5LVsmvUSPPuq8f+VKmSmoeXNZCdjRihUS2KtTht50kzTIup737bfyrJ4Xi5gA6OJjDEAEegDCWY6otvSrmjaVL8lul0EzbP0nIiIzUacDra8HVq+O7r2QOa1eDdx+u8RszzyjPR59VBYHO/lkqXZ4/31ZFwCQsp7nnwcuvhi46irZ16YNMGmSrAugtvdWVcl4gnvuAfr0icIXZxAWuunguGaFxzEAqhgpAaqq0iYqSk6Wln5P17BatRHwREREZjBokLZQ04oVwAUXRPd+yFw2bQIuuUQC9okT3Y+rYxxvvlninwceAHr3ltKfPn2Ap57SyswAYMIEICdH1kLq2RPYsgW45RbgkUci8/WECxMAXXT2ADRtatgVw5kAqEG/oshy2HZ7dBccIyIi0iscC4JRw9Gjh3No5ss11zgPDvbm7rvl0ZCwBChAXnsAmjQxZP5/VbgHATPoJyKiWHTyyVKaAQCrVvFvGVEwmADooqMHwMDyHyC6swARERGZVVycNh1oeTnwv/9F936IYhETAB0cFwLz2gPABICIiCgiHMuAOB0oUeCYAATIqQegslKbRsfgBMBxGlB2bxIREWlcFwQjosBwELAuXnoAwjQDEBDZHgDHa+nZT0REFE2nnAKkpUkJ0PLlMqmF48wtROQbewB08TIGIIYTAKsViI8H9uyRqT7tdvdHRYX7OgFERETRZrEAZ54p2/v2yRSORKQfE4AAxVIPgGPw7rpdUQFUVwPt2vl+n4ETGxERERmG04ESBY8JgA6Og4CdegDUZeEAUyYA6nz/6gylKSnyuZmZsk99ZGS4v4+IiMjMHMcBcCAwUWA4BiBAsdQD4Ppeb3P/c5AxERHFmgEDgIQEoK6OPQBEgWIPgC6RHwPAWYCIiIi8S08HTjtNtjdudO6UJyLfmADoomMWoKZNDb1isD0AHLRLRESNhVoGpCjAypXRvReiWMIEQAdF0bbNOAuQ66Bdte6fiIioIeOCYETBMW8CsGMHcMstwBNPAPfcA4waBRw+7Ps9NTXA+PEytU1KivQNvvuuATcjPQAJCfI4wSQJgGvQ763Wn4iIqCHhgmBEwTFnArBzJzBwIHDxxcCzzwKvvgp06gQMGQIcO+b9faNHA7/8Atx1F/DnPwPbtwM33wzMnx/iDUkC4NT6D5gmAVDP8RT0W63aeAJ12/XBBb+IiCgWtW4NdOgg22vWSDsgEflnzgQgP1+atUeM0PaNGSOJwdSpnt+zfr00z3/5JTBpEvDKK8Dq1VK0P326IbflVP8PaAmAxSJLEhoo1FmA6uu1Rb4qK7W5/7ngFxERNSRqL0BVlbQBEpF/5ksA9u0DFi8Ghg51Xtc7PR3o1w944w2Z88vV6tXAc88578vLA845B9i1K8Sb8tMD0KyZ4WuQO84C5CkB8Bew19cD7dtLIqHO/Z+e7v18zv1PRESxiAuCEQXOfAnAypUy6rZLF/djXbvKOICCAvdjd9/teSaejAx5XwjUhcC89gAYXP4DOPcAeCrt0TPYt75e3ltbK92ibOUnIqKGhguCEQXOfAuB7dkjz9nZ7sfUfdu3A7176/u8ggLg//7P9zkdO3o/5tAU79QDYLdr4xHCnAB4KwHytt9bTT9r/YmIqKHJywOysoCSEkkAFMXwTnmiBsd8PQAVFfLsVm8DrQm+vFzfZ61ZI1HvvfeGeFMeegBKSrTtCPQA+Gu9t1qB+Hit7p+1/kRE1BjEx2u9AIcPA1u3Rvd+iGKB+XoA1FZ+T83b6r7UVP+fU1cHTJ4MfPSR/6bvHTu8H8vLA46X4ERqDQDAPQFQS37sdumUqKyUY46Dfb2pqtJq/FnrT0REDc2gQTJ8EJBxACFW/hI1eObrAcjNlefiYvdj6r7Onf1/ztixwMSJ+s71w+MYgAgkAPHxEuyrY57VqT4dxwS4Dva1Wt3HBTDoJyKihowLghEFxnw9AAMGSPHetm3ux7ZuBZo3B3r29P0ZU6cCl1wiawkYyGsPgKfBxyGyWGTyonbt/J9bXy8PIiKixqhfP2kAs9s5ExCRHubrAcjJkeB96VLn/Tab1PSPHClN43V1MmWoq5deAnr0AC64wHn/J5+EfGuR7AFITNQWNPY20w8X9iIiIpK/k/36yfaWLcChQ9G9HyKzM18CAAAzZsj/3oULtX0zZ0pL+8SJ8vq++yRCduzrmzsXeP99YMMG4JlntMddd0nyEKJIjgFQr+VphV/Hun8O9iUiInKeDvTHH6N3H0SxwHwlQIC04K9YIYN4V68GqquBo0eBVau0QcK5uTLvV0aGvP7nP4HRo2X+r9WrnT8vLk6aBEIUiR4AdcDugAHez1Hr/uOPp2+Og4JVrPsnIqLGZPBgaT8EpAzoqquiejtEpmbOBAAATjkF+Phj78cnT5aH6qab5BFGkegBUGf7URT3oN5baQ/nOyYiosburLO0bQ4EJvLNnCVAJhWpMQCuZT8s+SEiIvKtRQugWzfZXrvWvRGNiDRMAALg1ANQVwf06iUlSWEYA+CIU30SERH5p04HarcDP/0U3XshMjMmAAE40QNgswF//zuwaJHM1elp1WKDqDP9xLv8S7Hsh4iIyJnjQGBOB0rkHROAACQmQmptpk0D2rQBOnYE2rYFpk83vAaHZT9ERESB4YJgRPqYdxCwCSXF18giY1OmaDtLSrTXY8cCqamGXMt1ph/AfbYflv0QERFpOneWsQCHD0sCUF/v3oNOROwBCEhicgIwa5bng7NmGbYCF8t+iIiIAhcXp/UClJYCGzdG936IzIoJQACS6iulxd+TkhL5bROiqiqW/RAREQXLcRwAy4CIPGMCEIDEjGRZfMyTrCwgMzPka/gr62HZDxERkXeO4wA4EJjIMyYAAUiy1AH5+Z4P5udLMz0RERFFTZ8+WmMZewCIPGMCEIDE9CQZ6DthgtYTkJUFTJoEjB9v2ABgIiIiCk5iIjBggGzv2gUUFkb1dohMiQlAAJKSAMybB/TtC+zdK79VDh6UpIC1OURERKbA6UCJfGMCEIBEqwJ88w1w112yBkBysjQ1sOWfiIjINLggGJFvXAcgAEkJtcCcOUBODvDzz0CzZtG+JSIiInIxcKBMCaoo7AEg8oQ9AAFIvHOUtvrvN99wTk4iIiITysoCevWS7XXrgGPHonk3RObDBCAASbZi2SgpAZ5+WlYFttmiek9ERETkTh0HUF8PrFoV3XshMhsmAAFIRI3zDgNX/yUiIiLjcEEwIu+YAAQgCdXOOwxa/ZeIiIiMxQXBiLxjAhAAtx4Ag1b/JSIiImOddBLQpo1sr1oF1NZG936IzIQJQADcegC4+i8REZEpxcVpvQA2G7B+fXTvh8hMmAAEIDH9+GJfXP2XiIjI9LggGJFnXAcgAEmrlwFNDgG5udKXyNV/iYiITMt1QbD8/OjdC5GZMAEIQOLg/kCbeGDtWrb8ExERmVzv3kB6uqwDsHy5LAwWFxftuyKKPpYABSDpyD6guJhTfxIREcUAiwU480zZ3r8f2LUrqrdDZBpMAAKQiBpZBZiIiIhiAqcDJXLHBCAASahmAkBERBRDuCAYkTsmAAGwoJYJABERUQwZMABISJBt9gAQCSYAOiWhCnEA0K5dtG+FiIiIdEpLA047TbY3bgSOHo3q7RCZAhMAnU6sAsweACIiopjiOA7gxx+jdx9EZsEEQKcTqwAzASAiIoopXBCMyBkTAJ3YA0BERBSbXBcEI2rsmADolIRqWT2kdeto3woREREFIDcX6NhRttesAaqro3s/RNHGBECnRNQALVsCiYnRvhUiIiIKkNoLUF0N/PJLdO+FKNqYAOjENQCIiIhiFxcEI9IwAdApETWcApSIiChGcUEwIg0TAJ3YA0BERBS7evQAmjaV7RUrAEWJ7v0QRRMTAJ0SUcMEgIiIKEbFxwNnnSXbRUXAli3RvR+iaGICoBN7AIiIiGIbxwEQCUu0b8CrHTuAJ58ETjpJUvXKSuCFF4AWLXy/b+lSYO5coHt3Se+7dQMmTgQsoX2pHANAREQU21wXBLvjjujdC4VXsGFkY2HOBGDnTmDgQODFF4GRI2XfU08BQ4YAq1cD6eme37doETBiBLB+PfD/7d13fFPV+wfwT0fa0gWUUihLNshSZIkgUxBRUZYKCA7EgYqKMhwMla8giiIqIiICKspQUYGfDBGUMkRFBcsuo5TZQjdt0za/Px5us5s08yb5vF+vvJLce5N7mq7z3POc5zRqBJSWAn37Ag8+CHzxhVNN4ggAERGRb2vfHoiMBIqKgF27vN0achdHu5GBRJ0pQOPGARER0plXjB8v39GZMy2/5soVYMwYYNAg6fwDkvA3eTLw5ZfAxo0ONycoCIiM4iJgREREvqqgQLoWeXmAVgskJ5vvd/X5nNnvD+fyZLsMOdKNDDTqCwDOnAHWrQN69pSetyImRkL3RYuAkhLz133/PXDhAtCrl/H2rl0l/WfBAoeb1KABsCR3KBAeDsB9P7BERETkHhERcvVfozG/RUbKfl89n1rP5enPHHC8Gxlo1JcCtHOn1OZq0sR8X9OmMmsnORlo3dp4n1LU1/R1ERGSALZtm8NNOn5cflgBuc/Pd/itiIiIyEu0WqC42Pr+d9+1XB7UsCNpz/PgYODpp22fb/58yVY2fH15721pX3CwJEDYOteiRfK1mb5HeV+H6b6gIOChh2yfa8kSOfaBB2wfu2yZ5e2jRll/TXkc7UYGGvUFAKmpch8fb75P2XbsmPl3ztbrUlKAzEygSpUKN0mnK/+Hl4iIiHzfxImu+X8fGioBgC3PPOP8+UJDJQCw5YknXHOuhx6yfZzSngcesH3s6NGW2+VoAOBoNzLQqC8AUC6vh4WZ77uagoPcXMdfZykAaNjQenucrB5ERERERBVTXtcMkOu6ljjajQw06uvdKuGZVmu+T9kWFeW61xEREREB+OorfQqQaSpQec8dXVV4yRJ5bUXO5ej5Fi6UdCNryntPZV95KUKG5s+3v10ffGDeLp0OePtt+9/DELuD9lFfAJCYKPcZGeb7lG2NG1f8dXFx+jXATVkLIwGgRQvAwg8RERER+ZchQzx7PqVEpSfYk7rjKvakJCkee8zy9rFjHTu3o93IQKO+AKBTJwkxjx4133fkCFCtGtCypfm+zp3l/uhR/WNAiv2ePAn07++e9hIREZFPUAp62Lvdl86n1nN5+jN3tBsZaNQXACQkALfdJiv6GsrLA37/HXjkEZnyXlICnD+vr81/++3yXd26FRg5Uv+6pCQJAhydTQL5QVKmArjrB5aIiIjcp6Cg/Cp+yjoBvng+tZ7L0585YH83MtCp8yN4+22p6b9ypX7b3LmSwjNlijwfOxaoW1df/rNSJTlmxQrgxAnZptMBs2YB/foBd9/tcHMaNJC8Ma1WfpC5DgAREZFvsdXRdMc6AJ46n1rP5enPXGFPNzLQqW8EAACuvVY69tOny5rNhYXA5cuybrcyuyMxUSr6xMbqX3f//bKyxNNPS32nkyeBtm1l/Wd7Z65YcO7cOaPn7vqBJSIiIiLn2NONDHRBOp2jc9cDQ4sWLQAAyaZrhhMRERER+SB1pgAREREREZFbMAAgIiIiIgogDACIiIiIiAIIAwAiIiIiogDCScA2NGvWDAAQEhLi5ZYQERERBYbIyEj88ccf3m6G3+IIABERERFRAOEIABERERFRAOEIABERERFRAGEAQEREREQUQBgAEBEREREFEAYAREREREQBhAEAEREREVEAYQBARERERBRAGAAQEREREQUQBgBERERERAGEAQARERERUQBhAEBEREREFEAYABARERERBRAGAEREREREAYQBABERERFRAGEAQEREREQUQBgAEBEREREFEAYAREREREQBhAEAEREREVEAYQBARERERBRAGAAQEREREQUQ3wgACgq83QIiIiIiIr8Q6u0GlOv8eWDmTODgQeCnn2wfr9MBCxcCSUlA3brAvn3AsGFyc1D79u0BAH/88YfD70FEREREpBbqDQA2bAB+/hl47z2ge3f7XjNxogQKe/YAERFAejrQogWQlwc88ohDzcjPz3fodUREREREaqTeFKBbbwVmzwZq1bLv+D//BN5+G3juOen8A0B8PPDoo8D48RIMEBEREREFOPUGAAqNxr7jPvlE7nv1Mt7esyeQkwMsX+7adhERERER+SD1BwD2SkoCwsKAa64x3t60qdxv2+b5NhERERERqYz/BACpqUBcHBAUZLw9Pl7ujx3zfJuIiIiIiFRGvZOAKyo/H6hc2Xx7eLjc5+Zaf23Dhtb3hYbKjYiIiIjID/jPCEB8PKDVmm9XtkVFebY9REREREQq5D+XthMTgf/+M9+ekSH3jRtbf21KivV9LVo41y4iIiIiIhXxnxGAzp2BwkKZC2DoyBG579bN820iIiLyEQUFxve2jiMi3+W7AUBuLnD5sv75qFFyv3Wr8XFbtkh1oHvv9VjTiIiIfE1EBBAbK/eRkVKF2/QWGalfasdn5eUBRUXAhQtyn5fnP+dT67k8/ZmTTeoPAPLyLOf2t2snaT3KD1HHjsDo0cA778hIACDpPx9/DLz6KlCzpufaTERE5IOUf7daLVBcbH6z9O/YpxQUyCKjNWrob7Nnu29Yw5PnU+u5PP2Zk13UOwdg61Zg1SpZwTcrC5g1C7jlFqB9e9lfu7ZcjjCs0LNwoRx3//1AkyYyJ+CNN4CHH/bKl0BEREQqkZcnHc/XXtNvy8yU56WlQPfuwPPPu+5877wjfZkZM9x/PrWey9ax3boBzz4L6HRyA/T3Bw+6pr1kUZBOp3zSZEmLq5OAk5OTvdwSIiIi96pUCbhyRa6vFReb7w8NlVGAs2el9oZPKSqSq8+Zmeb7qlQBTp8G6teXC4/Oio8HTpwA6tRx//nUei7AuXaxe+pW6h0BICIiIlVq2BDo3x947DEZnA9Wf0KxdEItdUSVfRcvSmfUFfnp9etLvrsnzqfWcwH2HduwoT51W1nM1XRRV3I5jgDYwBEAIiLydxcvAtWr2z8CYLi/YUNgzBjgoYfkArtq2RoBOH9eiob44vnUei5Pf+ZkN1+I2YmIiMhNcnKAO+6QxxqN/j401Pym7Desq5GSArz4IlC3LnDPPcDPP0t6t+potcC4cZb3jRvn+hnOnjyfWs/l6c+c7MYRABs4AkBERP6qsBC4/Xbgl18kXbtuXSnOUl6pz4ICICQE+PFHKbS3caP5MY0bS3rQgw9K2rhqFBRIcZD335er0lWqSEf0xRfdU9+0oACYOROYN8/951PruTzZLrIbAwAbGAAQEZE/KikB7rsPWL1ansfHA9u2AVf/7dktJQX45BNg8WJJ+TYUFgYMHizBQLduKknt3rIF6NRJ8p5q1ZKr0FFR7jtfXp4MnWRlAZUru/d8aj2XJ9tFdmEAYAMDACIi8jc6HfDEE3IFH5AFvn7+GbjxRsffs6gI+P57YMEC6WObat4cePRR4IEHgLg4x8/jlNJSIDpaOp+dOgFr13qpIUTexTkAREREAWb6dH3nPzQU+OYb5zr/gFztHzpUAonDh4EXXjBO/zl4EBg/Xi66jxwJbN9uey0ol68Vdfy4zHJOT+fkUwpoDACIiIgCyAcfGK+FtXQp0K+fa8/RpAnw1ltS5n35clkbSlFYCHzxBdCzp6SAR0ZKdojpLTLSDSni+/frH7dq5eI3J/IdDACIiIgCxFdfGRdlee89YPhw950vPBwYNkwWgz1wAHjuOaBqVeNjtFopKWp6c0uBGMMAoGVLN5yAyDcwACAiIgoAGzYAo0bpF1h95RXrFRrdoXlz4J13gLQ0YNky4KabPHfuMv/9p3/MEYCA4fJUMj/AScA2cBIwERH5ut27gd699QvBPvqoTNZVQ1UeW4uOuVSbNsC+fXLS3FzOA/Bz589LBdKDB4GffjLf/803UgWrcWOJDXv0MA+KdTpg4UIgKUnK5O7bJ6Naw4YZH1dUBLz9tpTTrVZNjnvmGaBPH3d9dc4J9XYDiIiIyH0OHAD699d3/gcPBubPV0fn36O0WukJAkCzZuz8+7kNG2RC+nvvGc9BUXz4IfD660ByslSlunIFaN9eStnOmKE/buJECR727JE5KenpUio3Lw945BE5RqeTie2ZmXJsUJBMhG/bFvj2W+DWWz3yJVcIU4CIiIj8VGoq0LcvcOmSPO/VC/jyS1nIK+AcOaIfUmD+v9+79VZg9mypOmXq7Fng+edlJEwpSVupksxRmTVLgmYA+PNPuar/3HP6Cenx8fK68eMlGACkk79yJTBpkj6wbtoUGDhQ1sAoKnLv1+oIBgBERER+KCNDOv+nT8vzG24AvvtOJuaqiUYj6T6mN43GxSdi/n9AsvRztHSpVKPq1ct4e8+eskDeJ5/Ic+Xe0nE5OVLhSjlOowG6djU/7uRJy+lH3sYAgIiIyM/k5gK3367PeGncGPi//wNiY73bLlMFBUB+vlyYN73l57t48iZLgNJVSUly36SJ8fYGDST43LZNf1xYGHDNNcbHNW0q99u2SfrPjh1yjGlWmeFxasM5AERERH6kqEjy/HfvlueJicCmTUBCgnfbZYlhnf+SEmljdjZQo4akL7l0HQAGAD6lYcPy96ekOP7eqalyb7hQHQAEB0tK0LFj+uPi4sznyyivO3YMyMqS0QBLWWWGx6kNRwCIiIj8RGkp8MADwMaN8rxKFZkMWb++N1tln5AQoEMHqQiUluZcB88iJQCIiJBLvRSw8vPl3tI88PBwGUFTjrN2DCDH2Xov5Ti14QgAERG5TUFB+Vdxbe0n++l0Unbw66/leUQEsHYt0Lq1d9tVEV27SsACANu3A40aueiNCwqAo0flcYsWAToL2re4PAA0EB+vnxNu2nHXaoGoKP1xlkrRKtuioqTkp+E2a8epDUcAiIjIbSIigMhImSBneouMZOfflf73P+CDD+RxSAiwahXQpYt321RRhu1V8rRd4uBBGR4BmP5DSEyU+4wM4+06nVTMatxYf5xSQcuQ8rrGjeUqf1yc+XuZHqc2DACIiMittFpJ6zC9uXyRpwC2YAEwZYr++eLFwB13eK89jurYUSZhAi4OAJj/TwY6d5Z7ZVBIceqUzKHp1k1/XGGhfs6A4sgRuTc87uRJ8wXtTI9TEwYAREREPmz1amDsWP3zOXOAUaO81x5nREXJ4kmALNBk6eqrQxgAkIFhw2QUcutW4+1btsi98vuj3Fs6LiwMuPdeef7AAxIo7NxpflxCAtCvnytb7xoMAIiIyKvuvhuYN08W39HpvN0a+9kqUenSEpZW/PwzMGKE/nObNEkWKPJlhmlAO3a46E0NAwAuAhZQ8vLMRxtr1wamTpWRs8uXZVtBAfDOO7JwlxKEduwIjB4t2wsLZVtGBvDxx8CrrwI1a8q2IUOAPn1kETHld/HoUUnDmztXfWtvAECQTudLf249r0WLFgCA5ORkL7eEiMg3aTTmQ+OApHpotcb7a9cGbrlF/pnecouUg1SzyEjLqUwajb46iLv8+ad8Rrm5kt7+4IPAokXmJQt9zTffSIcKkIBm1iwXvGmDBsCJE0BMjNRt9PUPiWzaulU64PPny+/ja6/J70v79vpjFi4E1q+XmPDwYalC9cILUg5UUVoqP4N798q6Af/9B9x1F/Dww8bnu3JFgoqzZ4F69YB9+4AxY4ABAzzy5VYYAwAbGAAQETlGp5N+VkUCAFNt2uiDgW7dpMOtBkr1Iltf24EDUiWkalXnVra1VS3p/Hk5T6gf1PY7d04/SbNrV+C335x8w5wc/QponTu7cFiByHf5wZ8KIiJSo/ffB8aNs97xVbb/8QewebMsVvXrr3IlTfHvv3KbM0dybrt0kYCgTx8ZpndnNce8PFnA5+hR49uxY3KVr6jI9nu0aaMPEGJjpZMeF2d8X962KlXkaqRSTclbow2eVLOmlP88dgzYs0dSL5xKoTC8gMf8fyIADACIiMgNvvtOctEHDiy/c1pQAFx3ndyef16e79ghwcDmzZLmooxTFxUBv/wit5dekg5yr176gCAxseJrDmRlGXfsDTv6Z89afy9HrrRnZ8vt+HH7XxMcDFSvLlfFlWpKgaBLF/l+FBbKz8BNNznxZsz/JzLDAICIiFxq926ZmFpSIivQTpkCTJ9u+VjTDnlEhHTqe/UCZs6UCXdbtkhAsGmTpHErLl2SCjirV+tTbmxdJX/9dcn1VTr56ekV//ri4oBmzew7duRI4OJF+ToyMqTNly7pS9LbUlpqub64v+vaFVi2TB4nJTkZAPz3n/4xRwCIAHAOgE2cA0BEZL+UFODGG6XTCwD33y8dOVfMudTp5Kqwki60ZQuQmSn7bM0nsGe+gaEaNWTxHtNbo0aSz6+wdT5LSktl5OHSJX1QYBggmG7LzgYOHXLsXL4qOVl/sX7AAOD77514s7595QcGkKEUtc8sJ/IABgA2MAAgIrLPpUtypfbQIXnevTuwYYP7SuCVlMj8gU2bJC3o558rXnHIWic/Jsa+NngyLz+QAoDSUiA+Xko0xscDFy44EUTWqiX5XE6/EZH/YABgAwMAIiLbCgvlQuuvv8rz5s0ll9/warkn2Ookf/+9dPAbNnS+opCtyjy29ldUIAUAAHDnncDatfL44EH7066MXLokM6oBiUhNV3QiClBcCIyIiJyi00lNbKXzn5AgtbU93fm3x113SRq4K8qJ2urcu7LzD0gAEBpqfnOmvKiaGS4Itn27g2/C/H8iixgAEBGRU6ZOBZYvl8eVKgE//ijrLpHrFBRISpFWa37Lz/fMqsOe1rWr/nFSkoNvYlgBiAEAURlWASIiIoctXgzMmCGPg4IkEOjY0XvtsbXmgK/y9GiDGrRvL2s/FBU5MQLAAIDIIo4AEBGRQzZtAh57TP/83XeBu+/2WnMC8iq5P4uIANq1k8dHjsj83QrjGgBEFjEAICKiCtu3DxgyRD8pddw44JlnvNumQLxK7u+cSgPS6fQBQK1a6pyUQuQlDACIiKhCzpwBbr9d6tMDMrH2nXe82ybyT4YTgSscAJw/L1WAAKb/EJlgAEBERHbLyZHOf2qqPO/QAfjySyAkxLvtIv9kuAJwhQMA5v8TWaXeScApKcC0aUC9erJW+5UrwJw5QPXq1l9TWgp8/DHw++9yXFqarOYycyaH/oiInFRcDNx3H/D33/K8fn2p+BMV5c1WkT+rXl3q/x86BPz5p3QFKlWy88XM/yeySp0jAMePA507A/36Af/7n3TqGzWSRTxycqy/7vnnpQTF4sXA7NlyWaqkBLjnHs+1nYjID+l0wNNPS31/AKhSRR7XqOHVZlEAUOYBaLXAnj0VeCFHAIisUmcAMG6czNYaPly/bfx4CQxmzrT+usWLgRtvNF7m++67gc2bgcxMd7WWiMjvzZkDLFggjzUa4NtvgWuv9W6bKDA4vCCY4SJgLVq4rD1E/kB9AcCZM8C6dUDPnsYd+ZgYKQq8aJFc1bckPBz45Re5VKU4exaIjpYbERFV2KpVwIQJ+ueffip/ook8waGJwIYVgBo0YB+AyIT6AoCdO+UXt0kT831NmwIXLwLJyZZf+8gjkiQ4ejRQWChFg999Vy5bhap3ugMRkVrt2AGMHKl//uqrxs+J3K1JE/30vx07ZLqfTadOAbm58pjpP0Rm1NcrVkpLxMeb71O2HTsGtG5tvv/114HTp4HPPpO/EomJwMqVtif/NGxofV9oKIMHonIUFJRfX93WflKvo0eBAQPkegoAPPggMGWKV5tEASgoSEYB1qyRbN7kZDv69JwATFQu9Y0A5OfLfViY+b7wcLlXonpTISHAwoXA9dfLf65t24AlS6ynDBGR0yIigMhIyQs3vUVGsvPvq9LTgdtuAzIy5Hnv3lKPwTAzk8hTKrwgmGH+P0cAiMyo79K2cpVfqzXfp2yzVnPu3Dm5XDVjBpCQAIwaBbz9tqQCLV1q/ZwpKdb3ceIQkU1arX5FWPJ9BQVSP+HoUXnesiWwerXl6zJEnmA6Efixx2y8gBWAiMqlvhGAxES5Vy47GVK2NW5s+bUjRsgv+u23y+o0e/bIKiLLlgG7drmnvUREfqS0VFJ9lKusNWtKXYYqVbzZKgp0N9ygH020awRACQBCQmQhASIyor4AoFMnGWNWLj0ZOnIEqFbNcj7f5cvAli1Ax476bdHRwPz58njHDve0lygAXbwo2XVDh3q7JeRqL78MrFghjyMjgbVrgWuu8W6biMLC9P/ejx+XgoFWlZToi4U0bsw8RCIL1BcAJCRI4unWrcbb8/Jkhd8RI4DgYPkFN/wLEBoqkf7Fi8avU0YLuFQlkVMOHpT19bp2lcWfHnpIJuWR/1i4EJg1Sx4HB0sg0K6dd9tEpLC7HOixY/qZ60z/IbJIfQEAoM/bX7lSv23uXKBqVX0JirFjgbp19X8FYmKAhx+WxcAuX9a/7rvvZAx7yBCPNZ/IHxQXA7/9JvXfmzWTRZ8mTZJfOcOlNsg//PSTrMEYGiqd//ffB+64w9utItKzeyIwJwAT2aS+ScCA9DSSkoDp04HduyWSv3xZ8viVScKJiZKUGhurf938+XK75x4pHBwWJhWDdu+W1CEiKldODrBxI/DDD5L3bWkqDiBz4wcMAO66S55rNJaPU7bv2iWLdJM6WCrN2q+fbAekApClSsxE3tS5s/5xuSsCcwIwkU1BOh2v5ZWnxdUqQMnWFh8j8nGnTwM//iid/i1bgKIi82NCQoCbb5ZO/513Gs/Dt1XnPzVVlu346ScGAWoSGWm52JpGo6/GTKQ2rVtL/z4kRNYEsLjA77336jMIkpPloiIRGVHnCAAROcVWpzw3F3jnHeD774G//rJ8TEyMTMcZMEDu4+IsH2ftPFeuAAMHAps2SWWZW2+V0YVOnSr2tZB7sHQr+aIuXSQAKCmRwf3evS0cpIwAhIVZrxpIFODUOQeAiJxia3Gu6GhZONu081+3LvDkk9JRT0+XSaAjRljv/JenUiXg22+BHj3keXY20LevzOUnInKEzYnARUXA4cPyuHlz6/mJRAGOIwBEfsreK7zt2slV/gEDgOuuc+1Kr5GRkl50xx3AL7/og4DNm4H27V13HiIKDDYnAh8+rP/Dx/x/Iqs4AkAUoD78UPLz//gDmDoVuP5613b+FUoQoIwEZGUBffoAf/7p+nORbYZF0oh8Tf36+vVCd+6UVCAjhhOALa0ZREQAGAAQBaxHHwXq1PHMuaKiZEGpbt3keWamBAHW5h+Qe1y6JNV+iHxVUJB+FCAnB9i3z+QAVgCiqzZuBO6/H3jpJeCxx4C779avD6f4+2/gvvukwvwDDwBPPy3LTpnaulUKTE6dKsdPm+b7c6iYAkTkZ7ZvNx4mV4uoKCkt2r+/rC9w+TJwyy3Azz8Dbdt6u3X+79Il+byVDpOt0q1EatWlC7BqlTzevl1GL8swACDIIpUPPSQZYdWry7YvvwR69ZJlIqpVA/bskZHpDRv0/zMfegi4/XZJUw292kP+4Qdg+HDgn3+ARo2kqEXfvsCDDwJffOGFL85FOAJA5Ed+/FEq9qhVdDSwfr3+j60SBPz9t1eb5fcyMqRayt698s8rLU1KfWq15rf8fP16AERqVO5EYGURsMhIyReigPTZZ1IASun8AzICcP68XIACgNGjZQ6c4QWzl18Gtm2TNWUBqWY3ZgwwaJB0/gFZKHHyZAkoNm70yJfjFgwAiPzE0qVSdlPpvGk0cgXD9ObtK7xKEHDTTfL80iXpnP7zj3fb5a/S0+XzVYKshARJnShPeSVkibzt+utlRBEwWRAsPx84dkwet2wpPTUKSOHhku5z7px+29mzcl+zpixOuW+fjAgYatxYUmMXLJDn338PXLhgflzXrvL/VDnOF/G3g8gPvP22DEeWlMgV3gsX1H2FNyYG+L//06/sqQQB//7r3Xb5G6XzrwRXNWtKNabmzb3bLiJnhIbq1xM5fRo4derqjgMHAGVtU04ADmijR8vV+zvvlI5/cTEwaRIwdqwsSKmMHDVpYv7apk3lgkl2tvXjIiKAevVktMBXMQAg8mE6nfxRmzBBv+2pp4D4+PJfp4YrvLGxxqsDK2kqhim85LiLF+WqlRJUJSbKRDZ2/skfWCwHyvx/uurWW4H58yXtsWVLKUDx4INS/Q6QCniA5f+V8fHyvzUlxfZxly5JUQtfxACAyEcVF8tVjtmz9dtmzADmzvWdkW8lCFCu5qWn6ydpkeMuXpRgSpnwW6uWdP6bNfNqs4hcxnAeQFkakOEfDgYAPq9hw/Jvtjz+uFT2uXJFSsZ+8IFcaAJkJByQxaJNhYfLfW6u/cf5Ih/pJhCRoStXgMGDZaITIKXxFiyQCUzuqOXvTpUrSxWGjh3luXLl2rRcG9nnwgWpUKH0hWrXls5/06ZebRaRS914o/5CB0cAyFRxsXT+ExLkSv7tt8uE3e7dpcOuXNHXas1fq2yLirL/OF/EMqBEPiYzU1btVSoZhIVJNYIhQ7zaLKcoQUCfPrIw2YULQM+ekq/eooW3W6dOBQWWU7kSEmTYOzVV0iR+/lkmthH5k9hYoE0bydX+919ZYLCyEgBUrizDXuTTUlIcf+3MmRIYHj4sgeKPPwLPPQe8956MBCiLySkjAoaUbY0a2T4uLg6oWtXxdnoTRwCIfMi5c1K3WOn8R0fLZFpf7vwrqlSRKzTt2slzpfLCwYNebZZqRURIpUONxvwWGQnUrQts2cLOP/kvJQ1IpwN2/ZynT9hu1cr3hkLJpVavBtq3148SBQVJumxCArBjh74AxdGj5q89ckQqTcXGWj+uqAg4eVK/uKUvYgBA5COOHZN/eEpFl+rVJbXDtDyZL6taFdi0CbjhBnl+/ryMBBw65N12qZVWK0PdpjdlaFqpW03kj4wmAq+9rH/C9J+AFx4u6aSGwsKkck9UlAQHLVrI/1BDx48DJ04Ao0bJ89tvl0XDTI9LSpIgQDnOFzEAIPIBf/8tnX9lSPSaa2Tim3K13J8oQYCyOvC5cxIEHD7s3XYRkboYTQTeYdCdYQAQ8J55Bvj1V0kpVRw9KiPKTzwhzz/4QP6P7tqlP+aNN4DrrtMfU6mSFNZYsUICA0BGnGbNAvr1k8XFfFWQTqcUzSVLWlxNQE7mjETykm3bJOc/O1uet2wp+fK1a3u3Xe6mrA2gLGClVLKxVLc5kOh0kgLWrZuk+xQXmx8TGmp50hqRv7nmGlkHIDK0EJnF0dCgWHLfevb0dtPIy9avB955RxaErlpVfk6eeUa/CCUg/1/nzAGuvVZy+kNCgDfflJRUQ99+K0U3WreW1J+6dYFXX9VXAvJFDABsYABA3vT998C99wKFhfL8pptkMlNcnHfb5SnK2gBK2pM/BwHWJvUq8vPlitWiRTJMrdUyACAaPhz46it5/Ds6oAOuVhGoXt27DSNSOaYAEanU4sXAoEH6zn///pIaEyidf0ByLzdvlqsugKQD9eljeeKWr7M1qTcyUsq8Hjni7ZYSqYdhGlASusgsT3b+iWxiAECkMjqdVCsYPRooLZVt998PrFkjncBAEx8vpSzbtJEczBMnrFe2KSjwZMtcz9akXoWS3aDRyNV+05tG4/m2E3mD0URgdGH+P5GdGAAQqUhpKTBhAjBpkn7bs88CS5cGdqeuenUZ/ahbt/yr5OWl0KiRTgekpQFr19p3/OTJMvqxcaMEO/n5EhyY3vLzfT8YIrJHq1ZAbJTkwW1HV+hatPRyi4h8AxcCI/IAW/ndBQUy+WjMGOnsK954Qzp9LGktI/uA/iq5r9HpZPLYX3/pb3/+KenK9ubsv/66/rGtYMfXgiEiR4SEAJ3rpWHDgWtwDok4XrMzGnq7UUQ+gAEAkQco+d2WOnkajVyxvftumfQLyOIlH38MPPKIR5vpF665BmjQQNKETG/R0Z5pQ2mplGz980/jDv+lS545P1Eg6RL1DzbgGgDA9oL2DACI7MAAgMhDbF25XrdO7sPCpKrFoEGeaZe/OXNGyr1t22a+r2ZN44CgSRP949hY8+PtGbnRaGSNAsOr+nv36su2licuTtZyaN/e/q+PiIx1LdgMYAAAIOl0Pfjw2kxEHsMAgMhDgoMl1cOUsi04GIiJkVEAlrB2XEKCBAGWnDsnt+3bzfdVr24cFDRpAtx3n+2RmypVgKws2+2qUUM6+zfcoL/Vq2ec3mVtnkcgz/8gKpdOh46p3yAE76AEodj+uw8XZifyIK4DYAPXASBnaLVSvWfoUCA1VSaxWpOWBpw/Lx1Dss6e2vdZWcCxYzJhVrkdOSL3587Zdx7l/Wydz9L+OnXk+2jY4U9MLH8uhz2jDczrJzKRlgbUqYMO+B1/oAMAWT8kkMolEzmCIwBEbnD+PLBwIbBggUzyHDpUX8GmvKvJ/r66ryvYc5W8cmV9x9tUbq5xcKAEBkePSl+ioho0kBKlSoe/bVv9hOWK4KReIgfs3w8A6IrtZQHAzp3A7bd7s1FE6scAgMiFdu+W1VpXrgSKimSbYdqPr1awUQul9GV5+211lKOjgeuuk5up/HyZvHvkiNzb4/Bh+44jIjf47z8AQBckYS6eAyApfgwAiMrHAIDISYWFwIoV0vHfs8d4X3AwMGCAd9rlj9x9lTwyUuqKcy0hIh9xdQSgC5LKNiUlWTuYiBQMAIgcdPo08NFHwCefABcvGu+Li5MSnk88AdSvz/xtIiK3uBoAJAadR8P6pUg5Hozff5cLM+GcD0xkFQMAogrQ6YBffwXef18m95aUGO+//nrg6aeBYcOASpX029n5912szEOkUqWlZSlAaNgQXW4KRspx6fz/9RfQubN3m0ekZsHebgCRL8jLk0m9110H9OgBfPONvvMfGirlIrdvl386Dz9s3Pkn36XMOdBqzW/5+bKfiLzkxAn9pKBWrdC1q34X04CIyscRAKJypKQAH34ILF4MZGYa76tRA3j8ceDRR4Fatex7P15N9i2szEOkYsrVfwBo1Qpduuifbt8OvPCC55tE5CsYAFDAspWXf/480LSpeZpP587AU08BQ4bIqr0VOZ+zFWyIiOiqq/n/AICWLXHttUDVqsDlyzICoNOVv/YGUSBjChAFrIgIqfqi0ZjfIiPlCr/yzyM8HHjwQeCPP4AdO4DhwyvW+VfO58x+IiIyYBgAtGqF4GDgppvkaXo6S/QSlcd/RwDS04Hly2V1nzZtgFtukXIsRAZs1eWvW1dSfEaPBqpX91y7iIjIBiUACA0FmjUDAHTtCqxbJ5uTkso2E5EJ9QYAKSnAtGlAvXrSmb9yBZgzx75e2KJFwEsvAa+8Arz7LhAS4v72kl86fNh4IS8iIlKB4mLg4EF53LRp2ZCs6TyAhx/2QtuIfIA6U4COH5dE6379gP/9D/j4Y6BRI6B7dyAnp/zXvv66FF9ftgwYN46dfzKTng68+KJ9x7LzT0SkQkeP6pdbb9mybHP79vqiCqwERGSdOgOAceMkIXr4cP228eMlMJg50/rrfvgBmDoVmDRJggciAxkZMjDUoAHw9tvebg0RETnMJP9fUamSBAGAjOCaLtJIREJ9AcCZM5LA17On8fT9mBj5rV60yLwsCyDbXnhBfvtZ+4sMXLok2WANGkj8mJvr7RYREZFTrAQAgHEaEEcBiCxTXwCwc6fU7mrSxHxf06YSzicnm+/bvh04cgRo3lwu87ZqJaVcuncHdu92f7tJdTIzZRpJgwaSSaZkj4WFSf1+QIaKQ0PNb6zLT0SkYiZrABjigmBEtqkvwzk1Ve7j4833KduOHQNatzbe99tvch8TI72+GjUkULj7bqBXL+DQIaBOHcvnbNjQenuUHiH5jKwsYO5cmf+dlaXfrtFINZ+XXpLqPqzLT0Tko5QRgPBwmSNoQCkFCsi1QSIyp74RAKVHZqnIeni43FvK4ThzRu5fe006/wDQooVUDsrPB9580/VtJVXJzpY54PXrA9On6zv/oaFSyvPIEeCjj6TzD7AuPxGRTyookD/oAHDttWbFPqpXl4QBAPjzTykiSETG1HdpW7nKr9Wa71O2RUWZ71Ou0icmGm+/7TYgOBjYu9f6OVNSrO9r0cL6PlKFnBzg/fcl1rt0Sb89JEQW73r5ZUkDIiIiP3DokH4uoEn6j6JrV5kErNXKAo433+zB9hH5APWNACgd+IwM833KtsaNzfcpl3VNXxcaKkFFZqbLmkjqkJsLzJolnfuXX9Z3/kNCgIcekj/+ixax809E5FfKmQCsMF0PgIiMqW8EoFMnqf5z9Kj5viNHgGrVjGr+llGS/k6ckDUEDBUWshfoR/LygA8/BN56S2r6K4KDgZEjpeKPpRiRiIj8QDkTgBWcCExUPvWNACQkSNrO1q3G2/PygN9/B0aMkJ5eSYk+7x+QcL9xY+D7741fd+6cJIPfdZfbm07OKygof/+lS/JtnjRJ3/kPDgbuvx84cABYsoSdfyIiv2Y4AmDpgiCkkGD16vI4KQkoLfVAu4h8iPoCAEBWabpwAVi5Ur9t7lygalVgyhR5PnaspP0YhvZz5kgAYJjv/957wA03SDJ4ALPVsba131MiIqR6q0ZjfouMBOLi9B3/oCBZKy45Gfj8c/2kLyIi8mNKABAdDdSrZ/GQoCB9GlBmplwgIiI99aUAATKrPylJSrns3i0pPJcvA7t26ScJJyYCVaoAsbH61w0YIEHD+PES/hcVSY9y8+aAL+WpdKwtza3WaMovh+lpWi1QXGx9f1AQcO+9sugz52gTEQWQ3Fzg+HF53LKlDAFb0aULsGaNPN6+3epgAVFACtLpdDpvN0LNWlztYSZbWnzMx2g0ljvWoaGWAwNvsdXO//7jH3IiooC0Zw/QsaM8Hj1aKj1YsXOnfnrgyJHAsmUeaB+pTlERsHq1XFdu3lx+fDp18narvC+wL4v7OV9byGrPHqBDB9vHsfNPRBSg7Mj/V9xwg/wPLCjgROBAtXMnMGoU0KOHZJdXrmy8f+tWYP58CQwOHwaaNZNMc9OkkW++kSCicWO5CNmjBzBunIe+CDdhAODHlLQfnU69C6EUFckv1nvvyYItahqJICIilbGjBKgiPFwuKv32myz3c/as+VJB5L82bgTuvht4/nlZJNTUDz/IPMJ//pHFpEtLgb59ZcroF1/oj/vwQ3l9crLMQ7xyBWjfXqaqzpjhqa/G9dQ5CZhcxlY+vbcovzj168sv4O7d3m4RERGpXgUCAIDlQAPVqVPAffcB7doBr71mvv/KFWDMGGDQIOn8AzKdZPJk4MsvJXgAJGh8/nng0Uel8w8AlSoBzz0n6xD58uRyBgDkUXv3yiJd9erJMNvZs/p9bdrIvUYjw2+mN43GO20mIiKVUNYAiIsData0eTgXBAtMr74qtWNeeUUKh5j6/nu5ENmrl/H2rl2lv7FggTxfulTq0Jge17OnVKP/5BP3tN8TGAAEEG91rIuLJXeuWzfJyVyyRH6hAIm4Bw6UPLw//pBczfx8GbkwveXnq6dcKRERedjly0Bamjxu2dJyz86E4bqgHAEIDAUFwPLlQFiYpBZ36iRX7Vu00E8EV34WmjQxfm1EhFyg3Lat/OMaNJD+k3KcL+IcgABQWgqkppZf6tMdE4YvXZLo+MMP5fyGqlSR4bexYyUNSGGrDb40qZmIiFzIjhWATcXFSazw338yAp2XB0RFual95FING5a/PyXF8nblYmJCAtC/P/DSS0BGhuT2P/AAEBOj75MoleUNxcfLe2dmWj8uOFh+to4dq8hXpC4cAQgApaXSyTZcVKtSJdl33XVy78qO9f79ki9Xp47k0xl2/lu0kKG106eB2bONO/9ERERWVTD/X6GkAZWUcL5ZIDhzRu7HjgWuv14eV6sGfPaZTAyfOlV/QTQszPz14eFyn5tr+7jcXJc2vczQoXIB9dw597w/4GwA4IkWklOUtB/TtVKUkdO1a8t/vb0pNyUlMqO+d2+gdWv5sVAqDwUFAXfcAWzaJH+/H3uMV2CIiKiCHAwAOBHYN6WklH+zRinhaVrxKT5e1gBITtZf0bdUeVDZFhVl+zh39WX27pXAVblY6w7OpQDt3SszLdzZQnKYkk9vTWoqULeu7RWCbaUHXb4sv1RHjxpvj4kBHn4YeOopqZ1LRETkMMMUoAosCMOJwIGlbl25z8gw35eYKFkRSrfV0jEZGZLeU7WqPojIyDAOKHQ6SXOuQBxaIbfeKhkT7uTcCIDSQtOVFUgVIiKAFSv0aT+zZ8t25aq+8kuilAo1vSlBgbKegGEKkXKLjJRfkhMn9Odt0gSYN0/mas2dy84/ERE5SacD9u2TxzVrSk6HnRo00Hfedu6UEWvyX61aAbGxxv0SRWGhXJy87TZ5bnrhsqgIOHlSipYA+knkpsedOiXHKse52tGjxgNe7uBcAOCJFpJT/vtP36Fv3ly2KR36igzc2AoSAIkH160DDh4Enn5afsmIiIicduGC/nJtBS+7BgXpRwFyctht8XeVKkmG+tq1EjcaOngQGDAAuP12iSG3bjXen5QkHftRo+T5sGFysdP0uC1b5F45ztU2bZI5mnXrSsGU776Tn11Dp045dw7nAgBPtJCcYrhIxbXX6h+7eoGwf/8FfvpJZtybzjcgIiJyioP5/wqmAQUWZaLvRx/pt23YAJw/LwuDVaokGQorVuhHCnQ6WdyrXz9ZQRgAateW91qwQNKdAcmieOcdmc/Ytq172j98uJRM79ZN5lcOHizzEbp3B958UyodGa5W7Iggnc40PqqA+++Xy74//QRs3gxcvCih0o03Sk+wd29ZTu2ll5xrpRe1uJqElZyc7OWWOKZlS5nwEhYm5c+UyTFK7X+tVh5bCgZCQ/VX+O05hoiIyC3mzQOeeUYeL1oEjB5doZf/8QfQoYM8HjZM6sSTfztwAJg0SbIRoqOlrOfUqcbTR779VqoDtW4tqT9168rUVqUSkGLhQmD9ennt4cPys/TCC+674PnAA7IImWLvXulqb9oE7NghoxRBQc6lszkXAHiihV7mywFAcbF+gm/r1nKVXsEAgIiIfMajj+qXXd25Uy40VoBWK+vP5OdLJ4/JCaRmTZpIABNqoVRPfr50s198US7wOsq52GXHDuNeYdu20qItW2R69HffAc2aOXUKctyxY/rOuWH6jylvrRBMRERkF8MUIAfKoyjJCYBUwGMAQGp2223AuHHA8ePm+yIjgbvuAqZPd+4czpUBVVo4YYJMszektLCw0KlTkOMMI0NLAUBFVgi2FgwwSCAiIrfS6fQlQK+5Rkq8OKBLF/3kzaQkoF49F7WPyMXmzZP70lLrx9xzj3PncC4AKK+FixZJr9PZFpLDDCcAm14w0WhkdKBxY+McNo0GyM7WP4+IsL2egK11AoiIiBx2+rT+H5MThdcNJwInJclcAKo4W//z2SdwHUtzDJTuteHPs0Pv7dzLlXex8DajRsn8gFq1XHIKqjhrIwBKh16rlQGaK1f0t+xs89V/bf0i8xediIjcxjD9pwILgJnq3FnfXeGKwI6ztTYQ+wTu5arutXMBgFITyZKwMKm/FBnp1CnIcUeOSC5/WBjQtKl+Ozv0RETkM5wsAaqIjZWCGIAUxTAc7aaKsWdtIMD8gqIpW/sDlSe6184FAJ99Vv7+kBCga1enTkEVY/jLtHu3/iq/UtKKv2xERORTXBQAAPouSWkpsGuXU28VkAxTi8szdizw5ZccLXCUJ7rXzs0BmDxZepm33y7rAdSoYX4Ml4P1KOWXzVJpTo2m/Fx+IiIi1VECgOBg/ZL2DurSBfjwQ3m8fTvQt6+TbQsA2dmyYNbixbKegj2lvz/5RG4jRtheeHTuXOmbFBQY3xYudNmX4HM80b12LgCIigJ+/RVYtUrq/V9/vVQG6tcPuOkm+WXNy3OuhVRhrl7ll4iIyCtKSvSXnRs1kiVcndC1q762OkcArCstle7d4sXA6tUyRxCwXJfeWRMmWO6zBHIA4InutXMpQAsXAmfPymzTOXOAhARZH7l7d6BaNWnpN98410IiIiIKTMeP63ufTqb/FBTIImBardw2bjTfH+hOnQJef10WourZE/j8c/3HDwBt2tj3Phs3AtOmuaeNgcAT3WvnVgK2pKAA2LpVVgT+6SeZicqVgD2Kq/YSEZFfWLMGGDhQHk+ZArz2mlNvxxRZcwUFwPffy9X+TZtk2QVDVapIKs/DD8t6r0FBFfscbfVJVq2SeYoREcY3e4ONQOHq7rXrB3MiIiQ06ddPnr/1lstPQcZYc5eIiPySCycAA55NkVVzvXydDti7Vzr9y5ebV50JCgL69AEeegi4+27jdrp6baChQyvUdL91113AsmVA5cqW97u6e+2GbC4T48a5/RSBTpn4q9MZD9URERH5NGUFYMAlAYAtd94p/09jYoDoaLk3fWxtn2l+vBqLcqSnS3Wezz4D/vnHfH+DBtLpf+AB6yslV7SUuEZj+Thr2wPVjz9Krv+KFUDHjraPd7Z77VgAcOAAsHmzhIjXXgv06CE1iSxR6k+SWxn+geEvGxER+QVlBECjkcR0N/vpJ8dHCCIi9AFB1arAn3/aHnE4cgSIj5c0m6Agx84L2L7qnp0NjBkDfPedeUBSqRIwZIh0/Lt3t7y2qzPtcuVogT/7+mvg8ceBm28GZs4Exo8v/3hnu9cVnwPw2WfAI48Yb6tVC5g1S5LE/IyvzAHQaGTW/okTMsnJGv6yERGRTygqknIoxcVy9X/fPqff0lY+urX9FWXr/Uz3h4bK5M7q1SUgsHUfH2/eAbQ12mDalhtvlE7/vfdaTzshz0pLA0aOBLZtA+64A1iyRIJJU/n5Mj/eiYWxHRgBmD1b1tPu0kVWmDpyRFo6ahSwY4e+wC55XGkpUL++cfQeGmqcFsTOPxER+YQjR/Q9Vg+k/wDA+fNATg6Qmyv3ys3weXn7lOcVTcctLpZznz9v/2tiYiQgqFFDul/2zG9ISJDu2kMPAVevb5KK1K4N/Pwz8PbbMuddSQm68Ubj4yIjgZMngWeeAV56CejVq+LnqngAcMMNkkBmSFmx4Y03JFqfPbviLSGXKC2VGxERkU9zQ/6/rRTZuDi5ecrw4cC5c5Kbf/Gi3OwtR6oEHKdO2Xf8t9/KBFKmA6tbUJCsjdC3ryTWdO8OzJgh2wz17w/83//JMWfPVvw8FQ8AGjY03xYRIbMRBg+Wcl3btzu/RjEREREFLsMKQM7kOlylxnz0pUvNt+Xl6QMCW/cXL0p+vz3uvNO1bSfX2rVLfh7S0mQkJyJCutwHD8rKwF99JRn3paXyM3LqlFRveu45x85X8QDgyhUpRNqjh/m+2rWB9euBl19mAOBhnPhLRER+xcUlQCtavcYVHPnfHBUlt2uuse8cniprSu7Vvz/Qrp0k0TRoIGk+ISFS6//ll2VBMI0GWLBAUrk0GpkL4uik7Yq/bNo0CTemTAGyssz3x8fb/1NLLqFc1VBWNzS85edzdUMiIvJBSgBQqZL0iHyMp/43m5YfJd80cqRUkGrdWqpChYVJABAWJjX/V62S0YC+fYG//5YgwJmKTRV/aUyMLBX3xx9AYiJwzz1SGejkSf0x/Gn0qIgI4IUXJBrUaGSAxnQ/ERGRz7hyBTh6VB63aGG91LiKeXrEQaOR7pfpjZkAvuG994Dp02VKraVJ5IMHA7t3y3X2AQOAiROdWwnYsdghPl5mHnz+udQhGj1aEpXq15elzH76SbaTxxw6JMOAxcVA48bebg0REZETDh6U1S0Bl+T/+ztmAviH664Dxo6VQS9LmjeX6++DBkmloO7dZc6AI5xb7mHwYGDPHhmmmzkTaNYM2LJFLkE3bgzUrCmTgt97z/EWkl0OH5b7yEiZJEJEROSzXJz/7++8Mb+BvCMqStKBZs8Gfv8daNvWsfep+EJgthQXS1Dwyy8SCOzYIeFnRETF1r1OSZH5BvXqyXT3K1dkBkT16va/xx9/yJoFllbGsJMvLARWXCzRYnGxRI9//+3tFhERETlh0iR9SfH164HbbvNue4hUaNs24L77HCsD6sIFn68KDZVO90svARs3ApmZMmegf3/73+P4cXmPfv2A//0P+PhjoFEjGevIybHvPQoKZLWLAJgef+KE/sv0wErpRERE7sURACKbuncH/vzTsde6PgAwFRoK9O4NrF5t/2vGjZMRg+HD9dvGj5fAYOZM+97jlVcCphqRkv4DAE2beq8dRERELqEsAhYbC9Sp4922EKmYo2nf7g8AKurMGWDdOqBnT1kOTRETA7RvDyxaZHva89atkgzfqZNbm6oWDACIiMhvZGfrKwu2bGncFyAil1BfALBzp8z8t5TL0rSpLHtXXj5+djYwd66sUxAgjhzRP2YKEBER+TTD//FM/yFyC/UV7E9Nlfv4ePN9yrZjx2SlBEsmTgRef71ihW8bNrS+Tymkq2IcASAiIr/B/H8it1PfCIBSKSgszHxfeLjc5+Zafu0PP8hqgdaCAz+lBABVqwLVqnm3LURERE5R8v8BBgBEbqK+S9vKVX5LpTuVbVFR5vvS04ElSyo22ViRkmJ939UyoGp15Yp+0KRpU6ZKEhGRjzMcAeAiYERuob4AIDFR7jMyzPcp2ywtdfvss8BrrwFFRfptSm1MZQk8P1wJ49gx/QrpzZt7ty1EREROUwKA+HggIcG7bSHyU+oLADp1ksvYR4+a7ztyRHJcLF0R+PJLuVmirKns4jXPvKmgQOKZVq0sD5Yo+4mIiHxGejpw7pw8btWKw9rkEtnZkh2+dCnQo4d++9atwPz5cgH18GGgWTOpIWM69fObbyTBpHFjyVDr0UMq1vsy9QUACQmy4t/Wrcbb8/JkzeNHHgGCg6UU6Pnz+gKoO3eav9eiRcCnn1re5+MiIqTSqaXOv0ZTsUWXiYiIVIH5/+QG48YBp04Zb/vhB1lu6p9/ZK3Z0lKgb1/gwQeBL77QH/fhh1JbJjkZiIuT1Ov27YELF4AZMzz6ZbiU+iYBA8Dbb8snu3KlftvcuTLLVSnvOXYsULcukJQkz2+80fymLB6iPPczWq1kOZneLAUFREREqmcYADD/n1xgzRrg0iXjbVeuAGPGAIMGSecfkGvLkydLMsnGjbLt7Fng+eeBRx+Vzj8gSSXPPQfMmgUcOOCxL8Pl1BkAXHutdOy//lo++aeektBr1y79JOHERKBKFVklkIiIiHwfS4CSC128KFfzn33WePv338t15l69jLd37SrpPwsWyPOlS4HCQvPjevaURJRPPnFb091OfSlAijZtgG+/tb5/+nS5lceeY4iIiEgdWAGIXOj554HZs83Tf5TkEdPFUyMigHr1gG3byj+uQQMJFJTjfJE6RwCIiIgosOh0+gCgdm1J+yVy0NKlckXf0lqvttacvXQJyMy0flxwsKQEHTvm0iZ7lHpHAIiIiChwnDsHXL4sj3n1P+BZ6rgbKm8Jp9RU4KefgK++srzf3jVnbR1nqWK9r+AIgA/TaGQIyvSm0Xi7ZURERBXE/H9yAZ0OGD8emDPH+jH2rjlr6zhL69L6Co4A+KiCgvJLfXIdACIi8inHjknH/9w5BgBU7hX+8nzwAdC/v6ToKOvAKmvEFhXJtho15Lm1NWfj4iQDzXBtWuUxIEHGpUu+/WPKEQAfFREBjB4tV/s1Gqlja7qfiIiowvLypKd0+bLcX7gg93l57j3nAw9IcfYTJ4B+/dx3LvJr33wDPPywlOtUbrfeKvtuvVWed+kiz03XnC0qAk6eBLp1k+edO1s+7tQpOVY5zhcxAPBhBw/qa/83buzt1hARBSilw+ypjrI7z1VQACxeDGRlAe+8I5dKldvs2fpLqq4+5+zZsrBnw4ayhs+CBe45F/m9+fNl/VfD24cfyr4PP5TnffoA1aqZrzmblCS/VqNGyfNhw+Qiq+lxW7bIvXKcLwrS6XQ6bzdCzVq0aAEASE5O9nJLzCUkSI3bWrWAtDRvt4aISCXy8uS/dmamrBfjzmTdggJg5kxg3jz9+caNA1580fVDsa46V2mpzHDMzpZbVpbcN20KfPYZ0K4d8Mcflpc5nTIFGDhQiqvrdM7fnngC+PFHWWrV1NSpwMSJbvneabValJSUuPx9ybqQkBBovDRJcetWqd3/yy9Ajx6y7YsvgMcfl6kn9evLj2O/flLhZ/16IChIjpsxA/joIzmualX5NezQQUYRlPUCfBEDABvUGgBkZcnffgDo3t08OiUiCkie7JDn5cmV69deM99XXudVp5NOuHKv3EyfG27TaIC5c62fa8QI6bUYduitPc7Jkfc1FB8vqTfXXSc5pXXqyOdnqkoV4PRp6TGlp1f4I7N4zvLOdf685RIsDsrOzkZ6ejoKCwtd9p5kv/DwcMTHxyPWw4u4WgoAAFlu6rPPgNatJfWnbl3g1Vf1lYAUCxfKr1fLlsDhwxIAvPCCBAu+igGADWoNAP78E2jfXh6PHg0sWuTd9hARlcsdV+VLS6VTe/my3BISZGlOS1eTp0wB7rpL9hcXyzKeSg6ltVt5x8TGyipAtjrKzZpJuo5hZ76i7OkoO9spb9VK8u8HDJD78mowHj8O3HmncdUeZ85Z3rkuXACqV3fuPFdlZ2cjLS0N0dHRqFy5MjQaDYKUy7zkVjqdDlqtFllZWcjNzUXt2rU9HgSQMVYB8lFHjugfm65QR0SkKkqOt6Wr8iEhsu3yZf296c3S9sxM6fwr17CUTvL771tuw/vvA5MmyQxBZ69cA9J5vXDBcocckO0XL0rOgLM5mjVr2neumjWtf21RURK0xMYClSsb38fGSomTmjWBK1ckkKpSxXqwkZgoV51KSiRPwtFbaKjksJZ3rsqVK/55WZGeno7o6GjUqVOHHX8vqFSpEmJiYnD69Gmkp6czAPAyBgA+igEAEalaVpaMqVeuDHz6qfFV+cxMSWUpLZV884EDnT+fKzrJ1gQHmy+4UlJiu6OckCBXr2+4QTq8wcH6W0WeV6kik3DLO1fNmpK7EBFh3tGPiZE225KXJ6lEmzcDTz1leQ7AuHEyAtKpUwU+QBvnHDfOcmrTuHEyUuSCFCCtVovCwkLEx8ez8+9FQUFBqFy5MtLS0qDVar02J4AYAPgsBgAU0Dw5ydPT56vouZxpm6OvLS2VWu0nT0o9vJMnzR9nZ9u+Kv/BB5K6Eh9vf6c8JESuqpve6taVTrCtK9dffaW/+hwaKu9naUVFZV9IiPVEX1udV51OXy7EWbbOVVICDBrk3DmiomRU5pNP5D0B+R65cy6Fck7ArfM2lAm/7HB6n/I9KCkp4ffDixgA+CjDmrSNGnmvHURlPNVJLi+dxB0LYHjyfBU9lzNtK++1QUH6zrylDn5qquWlMU3Zc1U+IwMYOlQChqpVpR2WOvjKLSpKX57DlK1OcnGxa1fu8VDn1aPnioiQIuoajSynOmWK8e+0O37HIiJkwvTLL8vIUeXKbjsXr/57H78H6sBJwDaodRJw9epywax2bbmARmSRJzvl9lRe0emkE1ZYKMWWrd2s7e/YEfj8c+uTPO+5B1i71nVf1513AitWeOZ8FT2XM20r77WvvOJcWo5GI1fjr7lGSmYo9d09VOXFo1WAFMrvmWHn1d0jRJ44lx8pKCjA8ePH0aBBA0RwpUyv4vdCHRgA2KDGACAzUy6EAVLO6pdfvNkaP+DJ9I78fBmqDwvT13L1dqfcmsJCaaOt27Bh1ut4v/IKcOONwH336TvxjvJEJRRvna+i53Kmbc5+XZUrA/XqSQdfuTd8XLOmccqMo6UyncFOMplgp1M9+L1QB6YA+aCAyP/3x3SSwkL5Ot5+2315tVqtBBmlpeY1w5WJlzodMGSIFD8ur2NvT53s+Hjp+Pfta3n/Bx8AkyfL15ab69zX5s5Jnt4+X0XP5Uzb7E3LefBB6cibdvYrWpXFk2kyhucE9OUjXTnCQETkBxgA+KCjR/UFHZo1825b3MITnXKdTjqkb79tuZMMAGPHSifKFapXl07XypXGlTUMzzdyJPDzz1KGLz/f9s3SccXF+iu88+ZZbotSDvGLLzzTcU1PlyUTT56U1VXCwizfbO1TShXaqoQye7ZzIw2KsDDPna+i53Kmbfa+9q23nPqSjHgwx5uIiGxjAKBWyhXwnBwgLAwFmmhERMjEmWHD5Gao4EopIorzpKN09TUOPS7virsnrspbShcw7CQ/9BCwe7f1jrBpp9ja88hIICXFeid53jzpsLRq5br0juhouSJe3vleecXzV5MVwcH60oG2bspx1arZruOdmAisWePc16SwpxLKbbe55lyePl9Fz+VM2zxUetEIr8oTEakGAwA1Uq6A//STTOJ7+21EvPoqIiMtF97QaID8/GBg2tv618yeDWzcWLHH5aWl2HNVXqeTjoXp8vOWlqS3tC00FNi+3Xan/KmnnO8k16/v2fSOy5flm2cr7cLe8wUFSRBTqZLcG94SE+2rGf7pp9IpUzr10dHWq6uUx5OdSU+nk6i5yoszbfNGWg5RIPB0iWIiB3ESsA0enwRseAV8zRrgjz+AWbMArRYajWR4mAoNvRoYaDTA6tXymhkz9K+397GpKVOA22+XTuHatdYneXbpIpM8c3IcW+ZeYc+y8I4sQR8cbNxBrlRJrlr/8IOUUbLWST5zRjpDzuauR0fLZNzS0vInXp49C3z7rXl7Ld3Cw8vvrHt64qWnK694epKnmqu8ONM2TpalAOGRiafeqEDlgzgJWB0YANjg8QCgqEiu3oaG6it1REQAZ8/aDgASE2WCQJ06xq+353F51UAA91dCiYwEGjSQ9J7yznXmDLBsmf41plfBLT3WaCx3lj3ZSc7Lk5Qj0zkA7jof4P+dciIiO7m90+mNalcO0ul0WLp0KXJycpCbm4vffvsNL7zwAnr16uWR8zMAUAemAKlNZqbcWrXSp6hcf719rzXM/TZ8vT2Py2tLcbHtSZ6dO8vKoMoS9IbL0NvaFhurn9VsK52ktBR47DH7Pg9bPJ3e0bQp8MIL8tzdq2sCnp94yRxvIvJFq1ZJJz0nx7HXx8UBO3faTl9t0wa4dKni7x8TIyPwQ4Y41j4T06dPR61atfD0008DAA4fPozJkydj165dCLa26jX5HQYAalOlitzOnQMSEvSP7WH6moo8tnbFPT5e/7i8SZ4//FChL9MqT+cme7KTHB4uEzOVyb7Z2eyUExF521tvAQcPOv76qlXtm1Om0wFpaY6d4623XBIArF+/Hn///TemTp1atq1Ro0bYsWMH0tLSULduXeTk5GDZsmWYN28eBg0ahLFjx6Ju3bplx48cORJxcXFo0KAB1qxZg2rVqqFHjx7YsmULevfujaeeesrpdpL7MQBQG61WfwV882aZ8Dprln2vTU/Xv2bGjIo/NjVunD7nyJMVQ/z5ynVkpP4xO+VERN43caLMeXN0BCAoyPbFtOrV5bjatSv+/jExwIQJjrXNQElJCd5++2088sgjCAkJKduelZUFAAi7+r8oJiYGzZs3R2hoKF588UXExsaWHZufn4/evXvjwQcfRFFREZYuXYonn3wSQ4cORffu3VFsKU+ZVIkBgNooV8B1OuCNN2Ty7dUhOY3G8kvKtr/0kv41QMUfl5eWwoV8iIjIHw0Z4vzVdVvpqwDw77/OncNJ27ZtQ1paGvr06WO0/Z9//kG9evVQo0aNsm27du1C69atjTr/ABAaGooRI0YAAP7++2/k5+fj5ptvBiAjCeHh4W7+KshVOAnYBo9PAlbs2yfVcDIzgdhYo3UALDFaByA3V6ICRx6XN4GTkzyJiMgHsQoQ8NJLL+Gff/7BunXryrbt378fgwcPxtSpU8s69gDQv39/9O/fv9x0nnfffRebN282ej97cBKwOnC2h1p98olU1unXDzh0CBERQUhKkv63RmM+DzaiUrAME4aFyYQkRx9Xry73ljr2UVG2jyEiIgpESvrq+fMyJ+D8eXmukk5uUlISOnToYLTtvffeQ5cuXXDfffeVbTt37hyOHTuGLl26lPt+O3fuRNeuXd3SVnI/BgBqdfGi5PTv3y8TjADs2iUp+cXFgMnvMBEREXmbSi+UnTx5EufOnUOrVq3Ktn344YcoLCzEvHnzjOYEbN++HbGxsWjTpo3V98vOzsb+/fsZAPgwzgFQqwsX9I8TEgBIAKDo1MnD7SEiIiKf9PvvvwOQdObVq1cjNTUV8fHx+Oyzz4w6/4CMFNx4441m2w8cOIBrr70WgMwRCA0NNRtRIN/BAECtLl6U+/BwWUkWskYWIE+vTk0gIiIiKteuXbvQoEEDo/KflpSWlmLnzp1muf+bNm1CUFBQWQCwfft23HDDDczh92EMANTq4kWp/pOYCAQF4cwZ4OxZWS/rxhsBk8CciIiIyKLdu3ejZ8+e5R5TVFSEJUuW4PLly1i7di0yMzNRWlqKQ4cOYdeuXUhKSkJRURE2bNiAdevWoWHDhvj333/LTRUi9WIAoEalpUBGBgpOnEVEXUn/qVVLiu4YKihQzdwiIiIiUqEjR47g4sWL6GQjdzgsLAyPPvooHn300XKPu/POO3HnnXe6sonkBQwA1CgzEwgJQUTdBERGmnf8AakElJ/v8ZYRERGRD1mxYgViY2PRvXt3bzeFVIRVgFSgoMBkQ1wccOUKAOn8K5V/DG+WggIiIiIiQ6+88gr27NmDmJgYbzeFVIQjACoQEQGzK/2hoWUxABERERGRyzAAUAnlSj8RERERkTupNwUoJQUYORJ4+WVZ9nbUKH1pTGuKimTJ7bp15ZL69dcDX37pkeYSEREREfkCdQYAx48DnTsD/foB//sf8PHHQKNGQPfuQE6O9dc99RTw11/AmDHAAw8Ax44B998PLFnisaYTEREREamZOgOAceMkMX74cP228eMlMJg50/Jr/vlHiuNv2ABMnQp89JGsnBUeDrz1lmfa7QLBwZL/H3o1OUuj0T83vGk03m0nERGRr9HpdN5uQsDj90Ad1BcAnDkDrFsH9OwJBAXpt8fEAO3bA4sWASUl5q/bvRt44w3jbS1aAN26ASdOuLXJrhIcLE3VamUCcEGBlPrUas1v+fkWqgcRERGRmZCrq2dqWULP65TvQQhXNPUq9QUAO3cCOh3QpIn5vqZNZR5AcrL5vkcfBapWNd8eGyuvUzmNBggL009f0GiAypWBSpX0t9hY49dwETAiIiLbNBoNwsPDkZWVxSvQXqTT6ZCVlYXw8HBomMrgVeqrApSaKvfx8eb7lG3HjgGtW9v3fsnJwBNPuKZtbqJc6VdYqwjEKkFERESOiY+PR1paGk6fPo3KlStDo9EgyDDTgNxGp9NBq9UiKysLubm5qF27ttvPuXQpMHu2dBnr1AGGDQNeeUUywxVbtwLz5wPNmwOHDwPNmgFTpujTsBXffAOsXg00bgz89x/Qo4dkq/sy9QUASk84LMx8n/Jdy821771+/10upT/+ePnHNWxofZ9hQr6bRETI1IbXXmPtfyIiIneIvTqMnp6ejrS0NC+3JjCFh4ejdu3aZd8Ld1m+XDr/gwbJRdZvvgFmzJBrzEpdmB9+kKmm//wjdWZKS4G+fYEHHwS++EL/Xh9+CLz+ulxPVtZpbd8euHBB3tNXqS8AUK7yW8rTU7ZFRdl+n5ISYPp0+a77wDDTzp28wk9EROROsbGxiI2NhVarRYml+YTkNiEhIR5J+ykulk7+n3/qU6VffRW44QYZFXjrLSA6WgpGDhoknX9A5mFOngz06SOV5/v2Bc6eBZ5/Hpg4UTr/gKRkP/ecXFseMQK49lq3f0luob4AIDFR7jMyzPcp2xo3tv0+EyfKOI49x6akWN/XooXt1ztJp5PBCiIiInI/jUbDHHQ/tXevdOQN50lGRkqn/uWXpdjKsWNyBb9XL+PXdu0qSR8LFkgAsHQpUFhoflzPnnKd+ZNPgHfecfuX5BbqCwA6dZLqP0ePmu87cgSoVg1o2bL895g5E7jtNllLwAekpgLnz7s904iIiIjIr3XoYHl7bKxUi2/UCFi2TLaZ1puJiADq1QO2bZPnSUmWj2vQQPpsynG+SH1dzoQE6bxv3Wq8PS9PLpM/8oiM05SUSK+5Vi3j4959V8ZjbrnFePuaNcDdd7ux4Y4zvfpv7aIEL1YQERFRIChveiZQfvKGJcnJwF13SSqPrXozKSlAZqb144KD5X2OHatYG9REfQEAALz9NtCxI7ByJXDPPbJt7lwp8zllijwfO1bWBPj1V6BLF9k2fz6wYgVwxx3A/v369zt5EqheXbUBwJ49EkkGBwPZGVrk51vv6RcUsPwnERERkb3y8oD164FffpHn9tabsXWcpWx1X6HOAODaa2XcZfp0WeCrsBC4fBnYtUsfhiUmAlWq6Ivjf/UV8NRTklC/e7fx+wUFSX0nFTHsyL/5ptyEdP4LUi8g4uf1Mh3dADv/RERE5O8qeoW/PNOmSa5+gwby3N56M/Hxkn2u1ZoHAVqtfTVp1EqdAQAAtGkDfPut9f3Tp8tNMWyY3HxERIRMSrH0w6fRAPn5CZbHpoiIiIjILsuXA/XrS8Ufha16M3FxknRieJzyGJBrzZcuAa1aua3Zbqe+lYADiLLgl+mtLCioXt2r7SMiIiLyVRs3AmlpkiBiSKkRY1pvpqhIssa7dSv/uFOn5FjlOF/EAEDNGAAQERERVdivvwLbtwMTJhhv37lTKgVVq2ZebyYpSTr2o0bJ82HDJCvD9LgtW+ReOc4XBel0Op23G6FmLa6uA5CcnOzy99ZoLC/+FRp6dRQgJweIiXH5eYmIiIj81e7dskiXyTRKZGUB//0nE4K/+EIW89q/X1KEdDqgXz8pyLJ+vUwfBWS1348+kuOqVpU5nB06SP2ZBQs8/ZW5DgMAG7waAOh0+p9AIiIiIirXgQPSOb982fL+RYuA0aPl8bffAp99BrRuLak/devKqsFKJSDFwoUSFLRsKTVlOnQAXnhBggVfxQDABq8GAERERERELqbeKkABwOaCX3l5vl1jioiIiIhUx4cHL3xbfr7ctFrzW34+UHD6IvDWW5JsRkRERETkIhwB8CDDxb8iIy3sT72AiMZ1gdJSRJSWAqWlMg9g4kSOBBARERGRS3AEwIOUxb80GvNbZCQQUTdBOv3FxXIPAPPmWc8VIiIiIiKqIAYAHmZz8S9TmZlSt4qIiIiIyAWYAqR2VaoAlSt7uxVERER+QavVoqSkxNvNCDghISHQMKNBNRgAqN24cTI8EBbm7ZYQERH5rOzsbKSnp6OwsNDbTQlY4eHhiI+PR2xsrLebEvAYAKhNlSpAerrcjxsHvPiifuYwERERVVh2djbS0tIQHR2N+Ph4aDQaBHGhTY/R6XTQarXIyspCWloaADAI8DIGAGpz4oTk/MfHy5V/dv6JiIickp6ejujoaNSpU4cdfy+pVKkSYmJicPr0aaSnpzMA8DJOAvYwjUZW+jW9laXFNW4MXLwoKT8s/UlEROQUrVaLwsJCVK5cmZ1/LwsKCkLlypVRWFgIrdXqJ+QJHAHwoLw8WeTLmoLUC4jIzgauvdZzjSIiIvJjyoRfTkBVB+X7UFJSwu+JF3EEwM0MF/K1dEG/oADAmTOARoOI+olA+/ac8EtERORivPqvDvw+qANHANxMWfzL0kiXRnN1ROCPP4DmzYFz54AuXTzeRiIiIiIKHAwAPEBZ/MuqPn2A1q2BhASpAERERERE5CZMAVKDevWAhg2BOnWAxYuN84aIiIiIiFyIIwCulpcnuT05OZLLHxNj+zWZmfr7116TxxMnsgoQEREREbkcRwBcqaAAmD0b6N4dKC0F3nnHsfeZN8+gLigRERERketwBMBV8vKk8z9jBgou5yMiNhyYNs2x98rMlMXAqld3aROJiIjItQoKyl+z09Z+Im/gCICraDRy5T4hARGx4YiMBCpV0u8qd/EvU1WqAJUre6rlRERE5CCl2p9GY36LjFRX5z87OxuDBg3Co48+arR98eLFaNasGdavX++llpGnMQBwlcxMudWsCUAq/xQVAampUupTqzW/5efL4l8oLTV+r3HjLNcNJSIiItVRqv2Z3tT2r/ybb77BvffeiwMHDiAnJwcAcODAAbzzzjsYMWIE+vfv7+UWkqcwBchVqlSR27lzZZtKS4H69YFggzArNBS4cgVA27bAxo2I+OQDIDZWgocqVaTz/+KL6rpkQERE5KdWrQKmTpXaHRUVGgqcOGH7uPr1bZQDL0dMDPD668CQIY693lDz5s3RuXNn/P3338jMzERoaCjGjx+PZs2aYfLkyQCAnJwcLFu2DPPmzcOgQYMwduxY1K1bFwAwcuRIxMXFoUGDBlizZg2qVauGHj16YMuWLejduzeeeuop5xtJHsEAwFW0WuDpp4GZM402l5aaX+AHAJw+DXTrBrz1lqwEnJMjAYBWy84/ERGRh7z1FnDwoGOvDbWzF5WW5ngAAEgbXREAdO7cGQBQtWpVBAUFYebMmcjIyMAnn3yCsLAwAEBMTAyaN2+O0NBQvPjii4iNjQUA5Ofno3fv3njwwQdRVFSEpUuX4sknn8TQoUPRvXt3FDvzBZLHMQBwlago4NlnAXuXuD51yrjTn5Ag26/+AhIREZH7TZwITJni+AiAPWrXdm4EYMIEx15rjUajwW+//YaVK1fiww8/RJ06dYz279q1C61bty7r/ANAaGgoRowYAQD4+++/kZ+fj5tvvhkA0KhRI4SHh7u2keRWDABcJTtbyn/OmGHf8aWl7PQTERF52ZAhrrm6Xh570oQ8bfbs2XjooYfQu3dvs31JSUlm8wHCDPoqSUlJaNy4MWpenfcYxXWLfA4DAFfZvBnYv1/+imi1Viv8lG3nLwsREZFfsPk/X0UyMjKwZs0aNG/eHM8//7zZ/nPnzuHYsWPo0qWL1ffYuXMnunbt6s5mkpuxCpCr/PuvVAAKDkZWhrb8yj8F3m4sERERuUJBgY1qfyr6n19cXIxnn30W586dw5QpUxBqIYdp+/btiI2NRZs2bSy+R3Z2Nvbv388AwMcxAHBWXh5QVISCiVOAs2eBwkJUrmYe8hv+AeAcXyIiIv9g63+6mv7nv/XWW9i/fz/69u1rNW0nKSkJN954I0JCQoy2HzhwAIDMDwgNDUWHDh3c3l5yHwYAzigokNV/a9dGRGSIzywEQkRERIFl3bp1WLJkCaZPn474+HiLVXtKS0uxc+dOdOrUyWj7pk2bkJaWBkBGCG644QZEsGPj0zgHwFF5edL5f+21sjIAykIgRERERGpx6NAhvPzyy7j33ntx11134c8//0RmZiby8/ORnJyM9u3bo6ioCEuWLMHly5exdu1aZGZmorS0FIcOHcKuXbuwdetW/Pjjj1i3bh0aNmyIf//912qaEKlfkE6n03m7EWrWokULAEBycrLxjqIiqeuVmVm2updGYzkACA1V32qAREREgaCgoADHjx9HgwYNAvKqdXZ2NgYPHozo6Gh8/fXXCA8Px/vvv4+UlBRERkbi2WefRfXq1T3WnkD/fqgFU4AcVFAcCly8KD37K1e83RwiIiIiIzqdDhMmTMClS5fw3nvvldXq79+/P3bv3o3ExESPdv5JPdSbApSSVzuYwgAAHllJREFUAkybBtSrB6SnSyd7zhzA1g/q1q3A/PlA8+bA4cNAs2aywoe9q3XYKSIyGJGR0v+/OgBAREREpBpBQUH4+OOPzbY3atQIO3bs8EKLPMfRbmSgUGcAcPw40Lkz8M47wNVV5/Dqq7LQ1u7dsiyeJT/8AAwfDvzzD9CokSy21bcv8OCDwBdfONycoKur+xYUGE/mZc4/ERERkbo42o0MJOpMARo3Tnraw4frt40fL9/RmTMtv+bKFWDMGGDQIOn8A0BwMDB5MvDll8DGjQ43R1npLiJCKvpUqmT5OI1GRgNMb2pcCISIiIjIHznSjQw06gsAzpwB1q0DevYErl55ByDhWvv2wKJFQEmJ+eu+/x64cAHo1ct4e9eu0gtfsMDhJp04oe/0W7rqX1oKpKb6zkIgRERERP7I0W5koFFfALBzJ6DTAU2amO9r2lQm3ppW5AGApCS5N31dRIQkgG3b5nCTdLryU31KS4H69fV1/y2NEHCiOxEREZF7OdqNDDTqCwBSU+U+Pt58n7Lt2LGKv+7SJSnZ6SalpRIkKDciIiIi8ixHu5GBRn2TgPPz5T4szHzf1fJVyM11/HVVqpjvb9jQenvKqR5kLbefOf9ERETqwmWP1MHe70N5XTNAqvxY4mg3MtCoLwBQwjNLK2cp26KiXPc6Bxjm/FtjWjGIiIiIPC8kJAQAoNVqUclaFQ/yGO3VPpnyfXE1D3YHfZr6AoDERLnPyDDfp2xr3Ljir4uLA6pWtXxOa2EkALRoARik9Gg08gPUuLEUGTLcnp2tf87OPxERkfdpNBqEh4cjKysLMTExZaW9yfN0Oh2ysrIQHh4OjY10ifK6ZuVxtBsZaNQXAHTqJNO2jx4133fkCFCtGtCypfm+zp3l/uhR/WMAKCoCTp4E+vd3uElBQdLZ51V/IiIi3xMfH4+0tDScPn0alStXhkajYSDgQTqdDlqtFllZWcjNzUXt2rXddi5Hu5GBRn0BQEICcNttsqKvobw84PffgUcekd54SQlw/jxQq5bsv/12+a5u3QqMHKl/XVKSBAGjRjncpPr1rU8YKSjQIaIkH4iKYuefiIhIhWJjYwEA6enpSEtL83JrAld4eDhq165d9v1wB3u7kYEuSKfGWTEHDgAdOwKffgrcc49s+9//gI8+Av7+WxK8HntMirn++ivQpYsc88UXwOOPA/v3S69dpwP69ZPv9Pr1xgVh7dSiRQskJibi559/LtvGK/1ERES+SavVooSF4D0uJCTEZtqPq9jTjQx06hsBAIBrr5Ur99Ony5rNhYXA5cvArl3671piolT0MYwi779flup9+mmgdWtJ/WnbVtZ/dmKo79y5c0bP2fknIiLyTRqNxmMdUfIOe7qRgU6dIwAq0qJFCwBAMleNICIiIiI/wCwoIiIiIqIAwgCAiIiIiCiAMAAgIiIiIgogDACIiIiIiAIIJwHb0KxZMwDuW7KaiIiIiIxFRkbijz/+8HYz/BZHAIiIiIiIAghHAIiIiIiIAghHAIiIiIiIAggDACIiIiKiAMIAgIiIiIgogDAAICIiIiIKIAwAiIiIiIgCCAMAIiIiIqIAwgCAiIiIiCiAMAAgIiIiIgogDACIiIiIiAIIAwAiIiIiogAS6u0GEBFVRFFRETZs2IC//voLDRs2RJs2bXDdddd5u1nkgwoLCxEeHu7tZvgMfl4Vw8+rYmx9XmfOnMHatWuRkZGBpk2bomfPnoiLi/NgC/1LkE6n03m7EWqVmpqKefPmoVatWrh8+TIKCgowefJk/sBZ8d1332HRokU4deoUatasidtvvx1jx45FWFiYt5umarm5ubjzzjsxa9YsdOrUydvNUbW9e/di0qRJ6NixIyZNmoSYmBhvN0mVtm/fjjVr1qBWrVrIzMxEeno6xo8fj8aNG3u7aaqQnp6Ojz/+GCkpKfj000/N9m/YsAEbNmxAvXr1cPToUXTs2BGjRo3yQkvVobzPKzc3F7Nnz8bmzZtx5coVNGnSBE8//TRuvvlmL7XW+2z9fBnavHkz3njjDWzZssVDrVMfez6v+fPn44svvsBLL72EO+64w8Mt9E8cAbAiNTUV9957LyZPnowBAwYAAD744APcf//9WLlyJaKjo73cQnX58ccfsWjRIvTp0weFhYXYuHEjPvroI5w7dw6zZs3ydvNUbcaMGThz5oy3m6F627dvx5NPPomHHnoIzz77rLebo1qbN2/Giy++iA0bNpRdrPjhhx/wwAMPYO3atahataqXW+hdv/32G3bu3Illy5ahY8eOZvu//PJLzJ8/H+vWrUOVKlVQUFCAwYMHIyMjA88995wXWuxd5X1eOp0Ozz77LCIjIzFixAikpqZi7dq1GDNmDJYsWYIbb7zRS632Hls/X4YyMjIwZcoUVKpUyUOtUx97Pq+XX34Z//d//4cvvvgCLVq08HAL/ZiOLHrsscd0PXr00JWWlpZty8nJ0bVu3Vo3Z84cL7ZMfbRare6hhx7SFRQUlG3Lz8/X3XrrrbqmTZvqMjIyvNg6ddu0aZPuscce0zVt2lS3a9cubzdHtdLS0nQdOnTQDRs2zOh3ksw9/vjjukGDBhlty8vL0zVt2lS3adMmL7VKfbp27aq7//77jbadP39e16pVK93cuXONtq9cuVJ37bXX6o4ePerJJqqKpc9r06ZNuo8//thoW1JSkq5p06a6MWPGeLJ5qmPp8zI1YcIE3f3336/r2bOnh1qlXtY+r2XLlumaNm2qW7lypRda5d84CdiC8+fPY+vWrejUqROCgoLKtkdHR6NVq1ZYtWoVSkpKvNhCdUlOTsaYMWOMcvcqVaqEu+++GwBw+vRpL7VM3S5dulR2ZZbK98EHHyArKwtPPPGE0e8kmQsLC8OxY8dw8eLFsm3K4/j4eG81S3U0Go3ZtjVr1qCoqMjsynWnTp1QUlKClStXeqp5qmPp8zp16hQefvhho2033XQT6tevj7S0NE81TZUsfV6GvvvuO3To0AG1a9f2UIvUzdLnlZubi/fffx81a9bEoEGDvNAq/8YAwIK///4bOp0O11xzjdm++vXr49KlSzh69KgXWqZObdq0QefOnc22R0dHIyQkBPXq1fNCq9Rv1qxZmDBhAoKD+WtYnsLCQqxduxYajQb//fcfhg4dijZt2qB///5Ys2aNt5unOkOGDEFBQQEef/xxXLhwAcXFxXj77bcxfPhwXH/99d5unqr99ddfAOTvvKE6deogNDQUe/bs8UKr1Ovhhx9GaKh5JnFUVJTZZ0h6Z8+exfbt2zF06FBvN0XVNm3ahKysLDRu3BiTJ09G37590bZtWzz22GNISUnxdvN8HnseFpw9exYALObKKttSU1M92iZfdPToUfTu3RtVqlTxdlNU57vvvkO7du1Qt25dbzdF9fbt24fCwkLExsaie/fuWLVqFbZt24Z69eph0qRJ2LRpk7ebqCo333wzpk2bhgMHDuCOO+7A/fffj4EDB2LatGnebprqWfvbHxwcjMqVK+PUqVPeaJZP0Wq1OHXqFAYPHuztpqiSTqfDrFmzMGnSJG83RfX++OMPAHIxcdq0adi4cSMWLVqEffv24YEHHkB+fr6XW+jbGABYUFBQAMDykJRS0SYvL8+jbfI1+fn5+PXXXzFx4kRvN0V1zp49i99++w333nuvt5viEy5cuAAAGD58OK699loA0kF74403EBYWhnnz5nmzeao0bNgw3H333SgoKMDevXvx5Zdf4vLly95ulurZ+tvPDodtmzZtQtu2bdGrVy9vN0WVli1bhltvvRUJCQneborqKX/7J06cWFZ4pV27dnjiiSdw4cIFfP31195sns9jAGCBcvWnuLjYbJ+yLTIy0qNt8jXvv/8+Jk+ezCvcJnQ6HWbOnMmrPxWgpBhUr17daHtcXBzatGmDo0ePoqioyBtNU6Xi4mJMmjQJ1apVw+bNm9GjRw9s374dI0eO5IULG5S//Vqt1mxfcXFxQFdrsUdeXh5WrFiBN99809tNUaWUlBQcPHgQ/fv393ZTfEJISAgA87/9PXr0ACDzD8lxDAAsUH7YMjMzzfYp25jXbt2PP/6I2rVro2/fvt5uiup88cUX6N69O6pUqYLCwkIUFhaWdTa0Wi0KCwtRWlrq5VaqS82aNQFY/n2sXr06SktLkZub6+FWqdfHH3+Mv/76C8899xwSEhKwYMECjBo1CkeOHMGXX37p7eapmrW//TqdDpmZmRbnhZEoKSnBjBkz8Oqrr3KtHAtKSkowe/ZsPPvss2V/+wsLC1FSUgKdTofCwkJeyDCRmJgIwPz3Ufk9zcnJ8XST/ArXAbDguuuuQ1BQEE6ePGm278SJE6hSpQqaNGnihZap3/bt23H+/Hk88sgj3m6KKm3cuBG///47XnrpJbN9o0ePBiBDxFwQTK9p06aIjo62WFWkqKgIUVFR7HAY2LBhA1q1alU2uTwoKAgTJkzAunXryia5kmXXX389Nm7ciFOnThmlaJw5cwZarRbt27f3YuvUS6fT4a233sIDDzzAyb9WnD17Fr/88gt++eUXi/vbtGmD2rVrB/SCYKbatm2L5cuXIy0tzej3UQmU6tSp462m+QUGABZUq1YN3bp1w++//260PT8/H/v27cOQIUNYucWCPXv24M8//8QzzzxjtH3v3r2oV68eqlWr5qWWqce0adPMrlb/999/eO211zB16lS0bNmSq7WaiIiIQL9+/fDLL79Ap9MZlQFNSUlhrrGJsLAwXLp0yWxbYmIiUxdtuOOOO/Duu+9i9+7dRp39Xbt2AUBZaWMyNmfOHPTr1w/Nmzc32r5582bccsstXmqVuiQkJGDFihVm2+fPn4/k5GR88MEHZXMMSfTp0wfR0dH4+eef0bZt27LtSgWg3r17e6tpfoEBgBWTJk3CkCFDsH79+rJ8vaVLlyI2NhZjx471cuvU559//sFLL72EgQMHYv78+WXbc3JycPToUXzyySdebJ16WOrcFxYWlu1jmUbLnnzySWzcuBHLly/HiBEjAMgKkhkZGWYBZ6AbNWoUXnzxRezbtw+tW7cGAJw8eRIpKSmYPHmyl1unHvn5+Wa5/jVq1MDYsWPx1Vdf4f7770flypVRWFiIJUuW4N577w3oVUgtfV4AMHv2bBw6dAiRkZHYsWNH2fYjR47YXAnXn5l+XmFhYRb/vsfFxVndF0gs/XxVqlQJzz77LD744AOMGDGiLCVo2bJl6NWrF2666SZvNNVvMACwolGjRvjqq6/wwQcf4N9//0VRURGysrKwcuVKphuYOHbsGMaMGYOsrCy89957ZvtnzJjhhVaRP6lVqxa+/vprvPXWW/jrr78QFRWF7OxsLF++nBPNTQwYMACVK1fGnDlzULt2bcTGxuLs2bP49NNPccMNN3i7eV63e/du/PTTT7h8+TJyc3OxcOFCdO7cuSxYGjt2LKpVq4YXX3wRTZo0wfHjxzFgwICyFL1AU97ntXDhQnz66acAJP3TUGRkJF5//XVvNNmrbP18kTFbn9fIkSMRGRmJiRMnolGjRsjJyUGtWrXw1FNPebnlvi9Ip9PpvN0IIiIiIiLyDCayExEREREFEAYAREREREQBhAEAEREREVEAYQBARERERBRAGAAQEREREQUQBgBERERERAGEAQARERERUQBhAEBEREREFEAYABARERERBRAGAEREREREAYQBABERERFRAGEAQETkJiUlJd5uAnQ6HQoKCrzdDI9Qw+dNROQLGAAQEblYbm4upk2bhn/++ads25IlS9C2bVv873//c/v5CwoKsHXrVkydOhU333wzdu7c6fZzeltubi6efPJJHD582NtNISJSPQYARBQQduzYgccffxydO3dGq1at0LNnT0ydOhXnzp1z6XlSU1MxfPhw9O7dGzfccEPZ9tWrVyM/Px+rV6926fksWb9+Pb766iusWLECFy9edPv51CA6OhqvvvoqJk+ejKSkJG83h4hI1RgAEJHfW7JkCdavX48nnngC33zzDWbMmIGMjAysWLECr776qsvOk5qaimHDhmH06NHo1q2b0b6HH34YDRo0wNixY112PmsGDRqEd9991+3nUZsaNWpg3rx5eOmll/D77797uzlERKoV6u0GEBG50+XLl7F+/XqsXLmybNvdd9+NoqIivPXWW2jZsqVLzpObm4tHHnkE3bp1w1133WW2f9CgQRg0aJBLzmWPyMhIj51LTerUqYMpU6bg6aefxpo1a5CYmOjtJhERqQ5HAIjIr6WmpuLIkSM4deqU0fZ77rkHe/bswVNPPWX2muPHj+Pll1+u0HnefPNNXLhwARMmTHCqveS8W265BQ0bNnTp6A4RkT9hAEBEfq158+aoWrUqhg8fbldayLFjxzB69Gg0bdrU7nMcOnQIq1atwoABA1C1alVnmksuct999+GXX37Bjh07vN0UIiLVYQBARH4tLCwM77zzDvLz8zFq1CjMmDED+fn5ZsdptVp8/fXXuOeee5CWlobu3bvbfY5PP/0UOp0OvXr1snpMbm4ufvjhB0ybNs1sX2lpKbZv345nnnkG7733HgBg27ZtuPfee3HdddehT58++OGHH+xujyXFxcWYP38+brnlFrRq1Qq33XYb1q9fb/X4ixcvYvbs2bjvvvtwzz334KabbsLAgQOxcOFCo89vypQpaNWqFZo1a4ZmzZrh22+/Ldv3/PPPo127dmX7Jk+ebHQOnU6H3bt3Y8KECVi9ejWKioowbdo0tGvXDoMGDUJOTk7ZsUePHsWTTz6Ju+++G7feeitatGhh8T0V3bp1Q1BQEBYuXOjoR0ZE5LcYABCR37v++uuxbNkyVKtWDZ9//jkGDhyIY8eOle3fv38/hg0bhrlz5yI3Nxfh4eF4+OGH0atXL6Smppb73kVFRdi0aRMAoHXr1mb79+3bh2effRY33XQTJkyYgN9++81o//bt23Hfffdh9OjR+Omnn1BQUICFCxfiySefxPnz51FYWIhTp05h4sSJSE5OdujrLykpweOPP46PPvoIWq0WxcXFSElJwfjx4/Hnn3+aHb9z5070798f2dnZWLJkCVauXIlNmzahdevWmDNnDgYPHozTp08DAF5//XUsWbLE4nnnzJmDX3/9FdWqVTPb9+WXX2Lw4MEYNWoUfvjhBxQUFGDy5MnYuHEjcnNz8d9//5WVUT116hSGDh2KOnXq4Ntvv8WGDRuwbt061K9f3+rXXLVqVdSuXRu7du1yeaUnIiJfxwCAiPxacXExvv/+eyxYsADt2rVD69atceLECYwaNaqsc9+qVSusXr0a9913HwBgyJAh2LJlC7Zs2YK6deuW+/579+5Ffn4+YmNjERcXZ7a/adOmePfddzF06FCLr+/atSuWL19eNll1y5YtSE5Oxq+//oqtW7dizZo1iIyMhE6nw+eff+7QZ/Dee++hUaNG2LlzJ7Zt24ZvvvkG4eHh0Ol0WLVqldGxx48fx9ixYxEbG4vp06cjIiICABAVFYXXXnsNPXv2REpKCh5//HEUFhYCkADLmqioKIsd9REjRmDZsmUICwsDAHz77be45ZZbsH37djz++OPo2LEjWrVqVbYvPz8fQ4YMQXCw/Ntq0KABpk+fXu7X3bBhQ+h0Ovz888/2fExERAGDAQAR+a3Dhw9j4MCBWLRoESZMmIB58+Zh9erVuOOOO5Cenm62KJeyYNZNN91k9zkOHjwIAKhevbrF/eHh4QgKCkLz5s2tvkdoaChq1aoFAKhbty7mzp1bFkw0b968LLXo+PHjdrfLUNeuXfHiiy8iOjoaANCyZUv07NnTqP2KuXPnIj8/H0OHDkVoqHmhOGWS85EjR8oqK1k6zlBISIjF7dHR0WWjA3Xr1kX//v0REhKC5557Dp9//jmqVKkCAMjOzgYAs9GKzp07o06dOlbPq3xP9u/fX277iIgCDQMAIvJL//zzD4YPH16WxnLNNdeU7VOuxv/2228oKioCAOTk5GDfvn0IDQ3FjTfeaPd5zp49C0CudJfHWifYdH98fLzZPqWT6+iiXk2aNDHbVq9ePQAwyrMvLCzEL7/8AgBGn5ehRo0aoVmzZgCA//u//3OoPYaUK/qNGze2ekynTp0AADNmzMDXX38NnU5Xts9SFSdF5cqVATgeOBER+SsGAETkdy5cuICxY8ciJycHr732mlkOekJCAgBJD8rMzAQA7N69GyUlJWjdunXZlXJ75OXlAUBZKos7KFfYDTu+zlLaa/iex48fL0vrUTrPlihrJxw9etRl7SnPrbfeittuuw1arRbTpk3DsGHD7JoPoXyNWVlZ7m4iEZFPYQBARH7n3XffRXp6Om644QaL1XwuX75c9jgmJgYAyspFdunSpULnUq5gl5SUONpc1VCCGUCqFlmjpCdZqqbkLnPmzMHDDz+MkJAQ7N27F0OGDMGbb75ZFrBYEhQUBMC1gRMRkT9gAEBEfiUnJwc//vgjAFhdeXfPnj0AZJJopUqVAOgDgIrk/wMoy1NXUol8mfK1ACi3+pEyImF4vLuFhIRg0qRJWLlyJdq1a4eSkhIsXrwYDzzwAK5cuWLxNUpwoAR5REQkGAAQkV9JTk6GVqsFALRv395sv06nKwsQ7rzzTgDAuXPncPz4cURHR+O6666r0PkaNGgAwHhUwVfVr1+/LP1JKcFpyaVLlwAAbdq08Ui7DLVq1QrLly/HrFmzoNFosHfvXnzzzTcWj1VGNGxVciIiCjQMAIjIrximsSilNQ393//9H44ePYoaNWpg1KhRAPRX/zt27IjQ0FCkpaWVdXJtUWr/X7x40efTgEJCQnDHHXcAAH799VeraUBKVZ2BAweWbdNoNACA9PR0o2NLS0tx/vz5sseOmDFjhlke/8CBAzFy5EgAUpHIkgsXLgBAuRWYiIgCEQMAIvIryhV5AGb54RcuXMCMGTMQERGB9957r+xq9+7duwFI+k9eXh4+//xzVK1a1a7zNWrUCPXr14dWqy232ozSFms56+UFD0p6UUVy2Q3fz1LHW9lvuu/JJ59EXFwcrly5go8++sjsdfv27UNycjK6dOmCW265pWy7UlXoq6++wpkzZwAAGRkZmDhxIsLDwwEAx44dM/s6ldGagoICq19LUVERVqxYYba9Ro0aRuc2pXw/evToYfW9iYgCEQMAIvIrDRo0QJ8+fQDAKDXk0qVLGDt2LIKDg7F48WK0bdu2bN/ff/8NQDqMU6dOxSOPPFI2gdQeAwYMACCLglmj1LDPyMgwq56j0+mQlpZW1k5TJ06cACBpRvbONTBc/VYpVWpI2Xbp0iWj90xISMDHH3+MuLg4LF68GKtWrSoLPE6cOIEXXngB7dq1w7vvvmv0GY0YMQIAcObMGfTp0wfdunVDly5d0LhxY3Tt2hWAjBw8+OCDZV//oUOHkJGRAUDWYLCWyw8A77//vlHZ0bNnz2L58uVo2LAh7r33XrPjs7OzcerUKTRv3hxNmza18WkREQWWIB3LIxCRnykqKsKSJUvw448/olGjRqhZsyZSUlLQvn17DB8+3KzM52OPPYbff/8dHTt2xJQpU8pdXMqSzMxM9OzZEx06dMDChQuN9i1YsABffPGFUQ3/0NBQNG7cGKtWrcLBgwexYMGCstVqg4ODMWjQIIwcORJxcXF4//33sXr16rIr9V26dMGYMWPQuXNnq+1ZtWoVli1bhsOHDwMAKlWqhMGDB+PRRx9FTk4OFi9ejO+//x7FxcUAgOuuuw7PPfec0XteunQJn3zyCX7++WcUFxcjISEBGo0Gd955JwYPHmy2roGyUvGXX36Jc+fOoVGjRnj88cfRt29fLFy4EJcvX8bQoUPRsGFDAMCjjz6KX3/91WhUIzIyEp06dcKCBQuM3nvq1KllIwBVqlRBfHw8cnNz0b17d4wfP97iZOTvv/8eEydOxLvvvov+/ftb/ayIiAIRAwAiIhdYtGgR5syZg7Vr16JRo0bebk7AGzx4MKKjo7FkyZIKjeYQEQUCpgAREbnAgw8+iOuuuw4zZszwdlMC3qpVq3Du3DnMnDmTnX8iIgsYABARuUBoaCg+/PBDnDp1yiwNiDxn//79eP/99/Hxxx+jVq1a3m4OEZEqMQAgInKRatWqYfny5Vi/fj2+++47bzcn4Bw6dAhTp07FokWL0KpVK283h4hItRgAEBG5UI0aNbB8+XL8999/ZZV/yP2ys7Px+eef49NPP2XVHyIiGzgJmIiIiIgogHAEgIiIiIgogDAAICIiIiIKIAwAiIiIiIgCCAMAIiIiIqIAwgCAiIiIiCiAMAAgIiIiIgogDACIiIiIiAIIAwAiIiIiogDCAICIiIiIKIAwACAiIiIiCiAMAIiIiIiIAsj/A+9d1SVND8AbAAAAAElFTkSuQmCC",
+ "text/plain": [
+ "<Figure size 800x1000 with 6 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "delta_t_values, rho_E, rho_G, rho_LT, chi_E, chi_G, chi_LT, P_S_E_distributions, P_S_LT_distributions, P_S_G_distributions = bipartite_percolation.compute_order_parameters(analysis_results, temporal_graph)\n",
+ "\n",
+ "\n",
+ "rho_metrics = [rho_E, rho_G, rho_LT]\n",
+ "chi_metrics = [chi_E, chi_G, chi_LT]\n",
+ "labels = [(r'$\\rho_E$', r'$\\chi_E$'), (r'$\\rho_G$', r'$\\chi_G$'), (r'$\\rho_{LT}$', r'$\\chi_{LT}$')]\n",
+ "\n",
+ "colors = ('red', 'blue')\n",
+ "\n",
+ "plt.rcParams.update({\n",
+ " \"font.size\": 14,\n",
+ " \"axes.labelsize\": 18,\n",
+ " \"xtick.labelsize\": 16,\n",
+ " \"ytick.labelsize\": 16,\n",
+ " \"legend.fontsize\": 16,\n",
+ " \"axes.titlesize\": 20,\n",
+ " \"mathtext.fontset\": \"stix\",\n",
+ " \"font.family\": \"STIXGeneral\"\n",
+ "})\n",
+ "\n",
+ "bipartite_percolation.plot_percolation_metrics(delta_t_values/24, rho_metrics, chi_metrics, labels, colors, time_range=16)\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "selected_delta_t_values = [1.9676235291332247, 15.740988233065798,94.58139167080995]\n",
+ "\n",
+ "color_cycle = itertools.cycle(['tab:blue', 'tab:orange', 'tab:green'])\n",
+ "marker_cycle = itertools.cycle(['o', 'd', 's'])\n",
+ "\n",
+ "colors = {dt: next(color_cycle) for dt in selected_delta_t_values}\n",
+ "markers = {dt: next(marker_cycle) for dt in selected_delta_t_values}\n",
+ "\n",
+ "# P(S_E)\n",
+ "fig, ax = plt.subplots(figsize=(6, 5))\n",
+ "for dt in selected_delta_t_values:\n",
+ " if dt in P_S_E_distributions:\n",
+ " sizes = np.array(list(P_S_E_distributions[dt].keys()))\n",
+ " probabilities = np.array(list(P_S_E_distributions[dt].values()))\n",
+ " scale = 120.0 * np.random.rand(len(sizes)) \n",
+ "\n",
+ " if dt > 24:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {dt/24:.1f} day\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ " else:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {dt:.1f} hours\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ "\n",
+ "ax.set_xscale(\"log\")\n",
+ "ax.set_yscale(\"log\")\n",
+ "ax.set_xlabel(\"$S_E$\")\n",
+ "ax.set_ylabel(\"$P(S_E)$\")\n",
+ "ax.legend()\n",
+ "plt.show()\n",
+ "\n",
+ "# P(S_G)\n",
+ "fig, ax = plt.subplots(figsize=(6, 5))\n",
+ "for dt in selected_delta_t_values:\n",
+ " if dt in P_S_G_distributions:\n",
+ " sizes = np.array(list(P_S_G_distributions[dt].keys()))\n",
+ " probabilities = np.array(list(P_S_G_distributions[dt].values()))\n",
+ " scale = 120.0 * np.random.rand(len(sizes))\n",
+ "\n",
+ " if dt > 24:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {dt/24:.1f} day\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ " else:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {dt:.1f} hours\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ "\n",
+ "ax.set_xscale(\"log\")\n",
+ "ax.set_yscale(\"log\")\n",
+ "ax.set_xlabel(\"$S_{G}$\")\n",
+ "ax.set_ylabel(\"$P(S_{G})$\")\n",
+ "ax.legend(loc=\"upper right\")\n",
+ "plt.show()\n",
+ "\n",
+ "# P(S_LT)\n",
+ "fig, ax = plt.subplots(figsize=(6, 5))\n",
+ "for dt in selected_delta_t_values:\n",
+ " if dt in P_S_LT_distributions:\n",
+ " sizes = np.array(list(P_S_LT_distributions[dt].keys()))\n",
+ " probabilities = np.array(list(P_S_LT_distributions[dt].values()))\n",
+ " scale = 120.0 * np.random.rand(len(sizes))\n",
+ "\n",
+ " if dt > 24:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {dt/24:.1f} day\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ " else:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {dt:.1f} hours\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ "\n",
+ "ax.set_xscale(\"log\")\n",
+ "ax.set_yscale(\"log\")\n",
+ "ax.set_xlim(10**0, 10**5) \n",
+ "\n",
+ "ax.set_ylim(10**-4.2, 10**-1) \n",
+ "ax.set_xlabel(\"$S_{LT}$\")\n",
+ "ax.set_ylabel(\"$P(S_{LT})$\")\n",
+ "ax.legend(loc=\"upper right\")\n",
+ "plt.show()"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "myDefault",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.12.5"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/wikipedia.ipynb b/wikipedia.ipynb
new file mode 100644
index 0000000..6d8b69f
--- /dev/null
+++ b/wikipedia.ipynb
@@ -0,0 +1,424 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from percolation import TemporalPercolation\n",
+ "import pathpyG as pp\n",
+ "import pandas as pd\n",
+ "import matplotlib.pyplot as plt\n",
+ "import numpy as np\n",
+ "import json\n",
+ "import itertools"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def preprocess(dataset_name: str):\n",
+ " \n",
+ " u_list, i_list, ts_list, label_list = [], [], [], []\n",
+ " feat_l = []\n",
+ " idx_list = []\n",
+ "\n",
+ " try:\n",
+ " with open(dataset_name, 'r') as f:\n",
+ " # Detect and skip the header\n",
+ " first_line = f.readline().strip()\n",
+ " if not first_line.replace(',', '').isdigit():\n",
+ " print(\"Detected header, skipping it...\")\n",
+ " else:\n",
+ " # go back if no header\n",
+ " f.seek(0)\n",
+ "\n",
+ " previous_time = -1\n",
+ " for idx, line in enumerate(f):\n",
+ " line = line.strip()\n",
+ " if not line: # Skip empty lines\n",
+ " continue\n",
+ "\n",
+ " e = line.split(',')\n",
+ " if len(e) < 4:\n",
+ " print(f\"Skipping malformed line {idx}: {line}\")\n",
+ " continue\n",
+ "\n",
+ " try:\n",
+ " u = int(e[0]) \n",
+ " i = int(e[1]) \n",
+ " ts = float(e[2]) \n",
+ " label = float(e[3]) \n",
+ "\n",
+ " # rest\n",
+ " feat = np.array([float(x) for x in e[4:]])\n",
+ "\n",
+ " if ts < previous_time:\n",
+ " raise ValueError(f\"Timestamps are not sorted at line {idx}: {line}\")\n",
+ " previous_time = ts\n",
+ "\n",
+ " u_list.append(u)\n",
+ " i_list.append(i)\n",
+ " ts_list.append(ts)\n",
+ " label_list.append(label)\n",
+ " idx_list.append(idx)\n",
+ " feat_l.append(feat)\n",
+ " except ValueError as ve:\n",
+ " print(f\"Skipping line {idx} due to error: {ve}\")\n",
+ " continue\n",
+ "\n",
+ " except FileNotFoundError:\n",
+ " raise FileNotFoundError(f\"The file '{dataset_name}' does not exist or cannot be opened.\")\n",
+ " except Exception as e:\n",
+ " raise RuntimeError(f\"An error occurred while processing the file: {e}\")\n",
+ "\n",
+ " if not u_list or not i_list or not ts_list:\n",
+ " raise ValueError(\"No valid data found in the file.\")\n",
+ " \n",
+ " df = pd.DataFrame({\n",
+ " 'u': u_list,\n",
+ " 'i': i_list,\n",
+ " 'ts': ts_list,\n",
+ " 'label': label_list,\n",
+ " 'idx': idx_list\n",
+ " })\n",
+ "\n",
+ "\n",
+ " feat_array = np.array(feat_l)\n",
+ " print(\"=== Preprocessing Complete ===\")\n",
+ " print(\"Dataset Preview:\")\n",
+ " print(df.head())\n",
+ " print(\"Feature Array Shape:\", feat_array.shape)\n",
+ "\n",
+ " return df, feat_array"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Detected header, skipping it...\n",
+ "=== Preprocessing Complete ===\n",
+ "Dataset Preview:\n",
+ " u i ts label idx\n",
+ "0 0 0 0.0 0.0 0\n",
+ "1 1 1 36.0 0.0 1\n",
+ "2 1 1 77.0 0.0 2\n",
+ "3 2 2 131.0 0.0 3\n",
+ "4 1 1 150.0 0.0 4\n",
+ "Feature Array Shape: (157474, 172)\n",
+ "Dataset Preview:\n",
+ " u i ts label idx\n",
+ "0 0 0 0.0 0.0 0\n",
+ "1 1 1 36.0 0.0 1\n",
+ "2 1 1 77.0 0.0 2\n",
+ "3 2 2 131.0 0.0 3\n",
+ "4 1 1 150.0 0.0 4\n",
+ "Timestamps Range: 0.0 - 2678373.0\n"
+ ]
+ }
+ ],
+ "source": [
+ "file_path = \"wikipedia.csv\"\n",
+ "bipartite = True\n",
+ "\n",
+ "df, feat_array = preprocess(file_path)\n",
+ "\n",
+ "print(\"Dataset Preview:\")\n",
+ "print(df.head())\n",
+ "\n",
+ "print(\"Timestamps Range:\", df['ts'].min(), \"-\", df['ts'].max()) \n",
+ "df['normalized_ts'] = (df['ts'] - df['ts'].min()) / 3600 # Normalize and converting to hours\n",
+ "\n",
+ "tedges = list(df[['u', 'i', 'normalized_ts']].itertuples(index=False, name=None))\n",
+ "\n",
+ "temporal_graph = pp.TemporalGraph.from_edge_list(tedges)\n",
+ "total_events = len(tedges)\n",
+ "\n",
+ "bipartite_percolation = TemporalPercolation(temporal_graph, total_events)\n",
+ "\n",
+ "min_t = df['normalized_ts'].min() \n",
+ "max_t = 1678373 / 3600 # Max time in hours\n",
+ "\n",
+ "# First I search broadly to find the critical threshold\n",
+ "# After that I can narrow down the search range\n",
+ "delta_t_values = np.linspace(min_t, max_t, num=50)\n",
+ "\n",
+ "# Refined search range after identifying a critical region\n",
+ "refined_delta_t_values = np.linspace((20000/3600), (548040/3600), num=30)\n",
+ "\n",
+ "# This was the final search, so I combine both sets of delta_t values and remove duplicates\n",
+ "combined_delta_t_values = np.unique(np.concatenate((delta_t_values, refined_delta_t_values)))\n",
+ "\n",
+ "# it will take 3 hours to run, so I saved the results in a json file\n",
+ "# analysis_results, percolation_metrics = bipartite_percolation.percolation_analysis(combined_delta_t_values)\n",
+ "\n",
+ "# with open(\"wikipedia_results/analysis_results.json\", \"w\") as file:\n",
+ "# json.dump(analysis_results, file, indent=4)\n",
+ "\n",
+ "# Load results from the JSON file\n",
+ "with open(\"wikipedia_results/analysis_results_hours2.json\", \"r\") as file:\n",
+ " analysis_results = json.load(file)\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 1000x600 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "Correlation between measures:\n",
+ " S_E S_G S_LT\n",
+ "S_E 1.000000 0.984595 0.704321\n",
+ "S_G 0.984595 1.000000 0.816388\n",
+ "S_LT 0.704321 0.816388 1.000000\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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rKWmsnRaMV9mStr8YKZTs7Gyrx00m63+nq75bTlZWNr2Dgi3HNRcwbgG/a3Ln3CgF/bV6ERMTQ/ny+We+27Vrx+bNm9m0aRPbtm2jV69exMbGUqVKFSAnCLoRrNxQp06dfEtM1ty1GRYAHx8fvvvuOzZs2MDChQtZsWIFq1evZsyYMfTu3bvQ44SHh1OnTh0++eSTfI/n9y5Bbi4+MSdr4u5qmSUpdf0dfHxiCgk36QPgXtKZhGt5My9SvOITczJg7q6WqeBS1zMrN47/1cnoyzw+ZCGeZUriUdqF42cvU8WrNHZ2Ji4npGBvb8fovm35Jmw/I6avzT3v132nObhsKCNeaM1bc8KK6arEGrfr74CTkpIs2m9kQNzdrb/2/RL2My1bt86zCNetpFu+494Y283N/W/P+Z5mgDjO19cXNzc3duzYQdWqOevWEhISOHToEH369MnTf/fu3cyYMYOFCxfi5eUFwNq1a3FxcaFx48YkJCTQoUMHRo8eTffu3XPPCw8Pp3bt2kWa210bsJjN5txaXbt27WjXrh27du1i1KhRTJw4kTZt2uRGdwWNc+DAAZ544gnq1KlzG2Z+7zt6fe2KTxVP/jhyNrfdp0rOAs2IkxdISkkn+uIVal5vu8GzrBul3FyIOKV1DbfbyXNXyMzMxqeS5T8+PpVzvo6IjM1zjrNjCbo+Uo9tB84Qef4ql67m/AP1UJ2cd2m/Hz2PZxlXSro4si38jMW5l64mcfRMHH7VPfOMK7dHlSpVsbe3J+pMpEX7mTM5z1WNmjff2XHx4kUiDh+iz1+yK5BT9vEqXz7PuHFxcSQlJVHTyrj3MyPsEnJ0dKRPnz58/PHHeHh4UKlSJaZOnYq3tzdPPPEEWVlZXL58GXd3d5ydnalZsyZHjhzhww8/pG/fvhw5coSJEycycODA3Df7LVq0YNq0aZQrV45q1aoRFhbG999/zxdffFGkud2VJaHg4GBCQkLytAcEBDBy5EiysrI4cuRIocY6ffo0165dw89Pu1Js5WRULKfOxtKtQyOL9q7tG3EsMoYz53MWca7bFkGntvVxdPgzbu7aoRGZmVls2mW560SKX1p6Jpv3R/JsW8u/ha6P+HH1Wiq7D0fnOSc9M4tpwzvxcucmuW329na81qMZJ85e5sDJGGKuJBEXn0xr/2oW55Yr7UrtKuU4dV7b1+8UJycnGjdpyvp1v1iU/Nb98jPu7u7Ub3DztYDh+/8AoNFDjfM93rJVa37dtJH09D9vDLj+l5+xt7enWfMWNroCKQ5Dhw6lZ8+ejB07lhdeeAF7e3vmz5+Pg4MD58+f5+GHH2bt2pxsqYeHB3PnzuWPP/7gmWeeYcqUKQwePJhXX301d7xJkybRqVMn3n33XTp37szatWtz76RbFHdlhsXT05ONGzeSkJBgsdALcvaEm0wmatWqVaixbqxfudUb2tzP3Es641fTm5NnY4m9kpNKnvTlT8ybEERcfBI/bgrnmUf96dmxCUGjFuSe92noOno92YQ1s19j5uIN1K7mxfjBnZm/covuwXKHTPn6V9Z+2pcl458jdO0+WtSvwojA1rzzxTpS0jJwd3XCr7onJ6MvExufTHa2mS9X72Lwcy2IvpTA0TNxvNotgJb1q9JrzDLMZjNmM0xcuJFpwzuRkJzGyg0HeaCMKyNfbENWdjYzlm2705d9X3tl4GsM7B/Cm28Mo2v3Hvy+bx+hC+czbMQ/cHFxITExkZMnjlO5SlWL0s/xY0dxdHSkStW8290BQl7qz3/W/siggf0JCg4h8vRpZs34lB49e+keLDdhhAwL5Nx37M033+TNN9/Mc+zGfVX+V+PGjfn3v/990/Hc3Nx46623eOutm98huTDuyoClX79+hIWFERQUxIABA/Dx8SExMZFff/2VBQsWEBISUuj7ptwIWBwcHDhx4kS+fcqVK0eZMmVsNPt7TyPfKoT9axivjFvE4uu33l/8ww6cHEswvG97gp9tyanoWF4aG8qKsL255x09fZHOgz5j0vCuLJ36MnFXE5m1ZAMTPv+/O3Up971Ne0/xwjvfMvalx/j3B4Gci73G25+HMePbnKCiUZ0KhM3sxyuTVrP4P78D8P6CDWSbzfyj98OUdXdh//ELdB21hPW7/vx7mrtyJ1evpTLs+Zb0faoRcfHJbNl/hufHLiPy/NU7cKVyQ/MWLflk+iw+/2wmw4e8jlf58owY+U+C+70EwOFDB+kf0pcJEyfzbLc/1yDExcbi7l7qZsNSo6YPc+ct4NOPP2LkiKGUKVuWPn37MWjw0GK/pruVUQIWozKZ81v6fxc4fvw4X331FTt37uTChQs4Ojri5+dHYGAgTz/9dKHHCQwMZN++fVb7zJw5k44dO97SfF0eGnxL58vdI2XfbFzavnenpyG3Scqv75FauFs+yT3AuRjf5nu9dPMsRVHFLOhls7GM4q7MsADUqlWLiRMn3vI4y5bpM2tERMQAlGCx6q4NWERERO4lKglZd08GLM2bN+fa9Tst3kxAQAChoQV/Lo6IiIjcefdkwLJ06VKLD2LKT363GBYREblTlGGx7p4MWGzxMdYiIiK3kwIW6+7KG8eJiIjI/eWezLCIiIjcbZRhsU4Bi4iIiBEoXrFKJSERERExPGVYREREDEAlIesUsIiIiBiAAhbrVBISERERw1OGRURExACUYbFOAYuIiIgRKF6xSiUhERERMTxlWERERAxAJSHrFLCIiIgYgAIW61QSEhEREcNThkVERMQAlGGxTgGLiIiIAShgsU4lIRERETE8ZVhERESMQAkWqxSwiIiIGIBKQtapJCQiIiKGpwyLiIiIASjDYp0CFhEREQNQvGKdSkIiIiJieMqwiIiIGIBKQtYpYBERETEAxSvWqSQkIiIihqcMi4iIiAGoJGSdAhYREREDULxinUpCIiIiYnjKsIiIiBiAnZ1SLNYoYBERETEAlYSsU0lIREREDE8ZFhEREQPQLiHrFLCIiIgYgOIV61QSEhEREcNThkVERMQAVBKyTgGLiIiIAShgsU4lIRERETE8ZVhEREQMQAkW6xSwiIiIGIBKQtapJCQiIiKGpwyLiIiIASjBYp0CFhEREQNQScg6lYRERETE8JRhERERMQAlWKxTwCIiImIAKglZp5KQiIiIGJ4CFhEREQMwmWz3uBXZ2dnMnDmTNm3a0KhRI1555RWioqJu2v/06dMMGDCApk2b0rZtW2bOnElmZqZFnyVLltC+fXv8/f3p3bs3hw4dKvK8FLCIiIgYgMlkstnjVsyZM4elS5fy/vvvs2zZMrKzs+nfvz/p6el5+sbHx/Piiy+SkpJCaGgon376KT/99BPjxo3L7bNq1So++ugjhg0bxsqVK6lcuTIhISFcvny5SPNSwCIiIiIApKens2DBAoYOHcqjjz6Kr68v06ZN48KFC4SFheXpv2rVKpKTk5kxYwYPPvggTZs2ZeLEiXz33XecPXsWgLlz59KnTx+6dOlCrVq1mDRpEi4uLixfvrxIc1PAIiIiYgBGKAlFRESQlJREy5Ytc9tKlSpFvXr12LVrV57+kZGR1KxZEw8Pj9y2evXqAbB7927i4uI4ffq0xXglSpSgadOm+Y5njXYJiYiIGIAtdwm1b9/e6vH169fn237hwgUAKlSoYNHu5eWVe+yv7TExMWRlZWFvbw9AdHQ0AHFxcVbHi4iIKMSV/EkBy22Ssm/2nZ6C3EYpv753p6cgt5GzXknlHpGSkgKAo6OjRbuTkxPx8fF5+j/11FPMmTOHyZMn88Ybb5CcnMzEiRMpUaIEGRkZVsdLS0sr0tz0Z3abuLR9705PQW6TlF/fw+WhwXd6GnKbpOybzfydZ+70NOQ2eblZ1WIb25a3YblZBqUgzs7OQM5alhv/D5CWloaLi0ue/tWrV2fGjBmMGzeOJUuW4OrqypAhQzh+/Dju7u4W4/2vm41njdawiIiIGIARdgndKN3ExMRYtMfExFC+fPl8z2nXrh2bN29m06ZNbNu2jV69ehEbG0uVKlX+1ng3o4BFREREAPD19cXNzY0dO3bktiUkJHDo0CECAgLy9N+9ezdBQUFkZmbi5eWFo6MjYWFhuLi40LhxY8qVK0eNGjUsxsvMzGT37t35jmeNSkIiIiIGYIQ78zs6OtKnTx8+/vhjPDw8qFSpElOnTsXb25snnniCrKwsLl++nFvuqVmzJkeOHOHDDz+kb9++HDlyhIkTJzJw4EDc3NwAeOmll/jggw+oVq0aDRo04MsvvyQ1NZWePXsWaW4KWERERAzAKJ8lNHToUDIzMxk7diypqakEBAQwf/58HBwcOHv2LO3bt2fy5Ml0794dDw8P5s6dy5QpU3jmmWfw9PRk8ODB9OvXL3e8Xr16ce3aNaZPn87Vq1epX78+CxcutNgKXRgms9lstvG1Sj606Pb+oUW39xctur2/FOei2zafbLbZWL/942GbjWUUyrCIiIgYgFEyLEalgEVERMQAFK9Yp11CIiIiYnjKsIiIiBiASkLWKWARERExAMUr1qkkJCIiIoanDIuIiIgBqCRknQIWERERA1C8Yp1KQiIiImJ4yrCIiIgYgJ1SLFYpYBERETEAxSvWqSQkIiIihqcMi4iIiAFol5B1ClhEREQMwE7xilUqCYmIiIjhKcMiIiJiACoJWaeARURExAAUr1inkpCIiIgYnjIsIiIiBmBCKRZrFLCIiIgYgHYJWaeSkIiIiBieMiwiIiIGoF1C1ilgERERMQDFK9apJCQiIiKGpwyLiIiIAdgpxWKVAhYREREDULxinUpCIiIiYnjKsIiIiBiAdglZp4BFRETEABSvWKeSkIiIiBieMiwiIiIGoF1C1ilgERERMQCFK9apJCQiIiKGpwyLiIiIAWiXkHUKWERERAzATvGKVSoJiYiIiOEpwyIiImIAKglZp4BFRETEABSvWKeSkIiIiBieMiwiIiIGoJKQdQpYREREDEC7hKxTSUhEREQMTxkWERERA1BJyDoFLCIiIgagcMU6lYRERETE8JRhERERMQA7lYSsUsAiIiJiAIpXrFNJSERERAxPGRYpUPsAH8b3b4dfDS9iriTyxapdTF+29ab9HR3sGRvyKC884U+50q5ERMYybekWlv/3gEW/1v5VGf9KexrU8iY+MZXvfzvMe/P+S2JKejFfkRRWJa8y7F7xNr1GzOO3Pces9u31ZBNG9X+SGpXKEXnuMh9/9QtLfthh0adxvapMHtGNxvWqci0plUXfb2fi3LVkZGYV52VIAU6F7+a35QuJjY6kZKmyPNShCwGdet5010p2VhY71y5n/6afSLpymbLeFWne+QX8Wjxq0S9ixyZ2/vhv4s5H4ezqRrUHH+KR5/tTsnTZ23BVdx/tErLurg1YEhMTmTdvHj///DPR0dE4OTlRu3Ztnn/+ebp27fq3xty3bx+LFy9m3759XLp0idKlS9OqVSsGDhyIj4+PbS/gLtGsXmVWTunNiv8eYPz8DbTyr8oHrz5OCXs7Pl6yOd9zFr3bk6da1WH6sq1s2HOKxnUr8PmoLjxQxpXPV+4EwK+6J//3SV+2hp+hz7vLqejpzgevPk71CmXp+dY3t/MS5SYqly/D93Nep4y7a4F9u7ZvxMIPgvls6UbCth6m82P+/GtCEOnpmSz/eQ8A1SuV48e5g9mx/xR9Rs3Ht4Y3773embKlSzL0g2XFfTlyE+eOH+K7T97Bt8UjPNyzH9FHDrDx23lkZ2fRonNgvudsWfk1239YRquufahc90GO7t7CD599gJ29PXUD2gBweNsGfpgziYbtnqbNcyEkxV9h84qvWDb5TYInzKGEo+PtvMy7guIV625rwHLp0iU8PT1veZzs7GxCQkK4dOkSQ4YMwdfXl7i4ODZu3Mjo0aOJjIxk2LBhhR7PbDYzffp0vvzySzp27MjYsWPx9vbm9OnTzJkzhx49ehAaGkrDhg1vee53m7EvPcofx87z8gerAPhl53EcStjxZp82zF6+ndT0TIv+DWt706WtH+/OW89Hi34DYMOekySlZvD+gA4sDdtPfGIqgY/7Y8ZMrzHLSLqeUSlhb8fskZ2pWr40Zy7G394LlVwmk4kXn2nG5BHdCv2Ob/zgzqz8ZR///GQlAOu2HcajlCvjBj2dG7D8o9/jJCal8dzwL8nIzOLnzYdITk1n2qheTJ3/M1EXrhTbNcnNbV75NeWr1eKZV0cDUNM/gKysTLZ//w1NOnbDwdEpzzn7f/0Pfq0eo3X3IACqPdiYi6ePsfeXNbkBy/YfvqFmw2Z0DBmee56Hd2UWjx/Kid+3U7dZ2+K/OLmn2GQNS0ZGBhcvXizw8e2339ri27Fz507279/P+PHj6dGjBw8++CBt27Zl3LhxdO7cmfnz55OcnFzo8b766iu+/PJLPvzwQ6ZPn067du2oV68enTp14uuvv8bNzY3JkyfbZO53E0cHe9o2qs73v0VYtK/aeIhSJZ1o5V81zzm+1XIC0rVbjlq0b9p7CjdXR9o2qg6As2MJMjKzSU7NyO1zOT4FAI/SBb+jl+LToHZFZo0JZOmPO3n5ndAC+1et4EGd6uX5fsN+i/ZV636nVlUvfKrm/E483sqPnzYftCj/rFr3O/b2dnRo6Wfbi5BCycxIJ+rwfmo3bW3RXrdZW9JTk4k+ciDf87IyMnBytvw7dXYrRWpiAgDm7Gyq1W9Mw8eetuhTrmLOa8bVmHO2uoR7ip3JZLPHvcgmGZaUlBS6dOlCQkLCTfuYzWZMJhODBw++5e+XmJgIQExMTJ5jQUFB+Pj4kJmZmedYfqKjo/nkk08IDAykS5cueY57eHgwcOBA/vjjDzIyMnBwcLi1yd9FalQsi5NjCY5FxVm0nzh7GYA6VR/gv7tPWhyLjc8JFKt6l+bAyYu57TUreeSOCRC6dh/9nmnMR4M7Mjl0E+U93Hg75BHCT1xk//ELxXZNUrCoC1eo32U80TFXadOkdoH9fWt6A3As8qJF+4moSwDUqVae6ItXqVaxHMcjLf9mY68kEn8thTrVy9to9lIU8THnycrMwMO7kkV72fIVAbh8IYrqDZrkOa9Jx27sXLscn8YtqVS7Hsf3bufU/l207fUyACY7O9r1fjXPecf2bAGgXKXqNr6Se8M9GmfYjE0CllKlSjFo0CAaNGhA+fL5v/BkZ2ezaNEiW3w7WrRogaenJxMmTCAqKorg4GDKlSsHgL+/P/7+/oUea/ny5WRmZjJw4MCb9gkKCiIoKOiW5323KV3SGYCEpDSL9mvXSzjurnlTxb/uO83J6Mt8OqwTyakZ7Ik4h3+t8kx8tQPZ2WZcnXMCvkOnYhjz+S9MH9GJwc+1ACDy/FU6DFlAdra5OC9LCnAlIZkrCYXPUJZ2cwEgISnVov1acs7XpUo6U9rtxu9SSp7zE5NTcb/+uya3V1pKEgCOLiUt2h2vZ0/SUvL/PWj6ZA/OHT/Miqlv57Y1aPskzZ/uddPvdeXiOTZ88yVe1XzwadjsVqcuxSg7O5vZs2ezfPlyrl27RkBAAOPGjaNKlSr59o+Li2PSpEls2bIFs9lMq1atGD16tEU88MQTTxAZGWlxXrdu3ZgyZUqh51WkgOXq1atkZGTkuw6ld+/eXL161eoalZdeeqko3+6m3NzcCA0N5c033+SLL77gq6++onPnzrzyyitUr169SGNt2LABPz8/vL29bTK3e4ldAR8dajbnDSwyMrPoPHIxX4x+lp+mBwNwPvYa/5jxE4vHP0dKWk4JaOSLD/P+wA7MXbmT1b8e5oHSrowObsvaacF0GLyAmCtJtr8gKRYFpZ+zzWbs7KxXn7Pz+V2S4mcu4M2ByZT3ecvMSOebiSNIvHqZJ0KG4VGhCueOHWLbmqU4OjvTPuj1POfEnTvDvz8ajZ2dPc8OGYepgN+H+5VRdgnNmTOHpUuXMmXKFLy9vZk6dSr9+/fnhx9+wDGfxdLDhw8nMzOThQsXYjabGT9+PK+//jorVqwAIDk5maioKL744gsefPDB3POcnYv2RqVIAcuJEyfo06cPVatWpWnTprRo0SI32+Hg4JAnWImPj6d06dK5X9syKPDx8eG7775jw4YNLFy4kBUrVrB69WrGjBlD7969Cz1OdHQ0LVu2tGgbOXIka9eutWjr3bs3Y8eOtcnc7xbxiTnvkN1dLX9BS13PrNw4/lcnoy/z+JCFeJYpiUdpF46fvUwVr9LY2Zm4nJCCvb0do/u25Zuw/YyY/ufP+dd9pzm4bCgjXmjNW3PCiumqxNbiE3OyJu6uli8+pa5nTeITU0i4SR8A95LOJFzLm3mR4ufkmpNZSU+1zKTcyLw4/SXzAnB012Zizpyk16gPqV6/MQBV/Rri5FqSX0Jn4f9oJzyr1Mjtf+bwH6yeMR4HZ2cC356aW26SvIwQxqWnp7NgwQJGjhzJo48+CsC0adNo06YNYWFhPPPMMxb9ExIS2LlzJ59//jl+fjlr0QYMGMCgQYO4evUqZcqU4fjx42RnZ/PQQw9ZxARFVaSfj4+PD1WrVqVRo0bs37+ff/7zn7Rt25ZOnToxYcIE1q1bR3z8n7s7srKy+PLLLwu9nqSwbryzN5lMtGvXjkWLFrF48WLKly/PxIkTiYqKKvRYSUlJedalDBs2jNWrV7N69Wree+89srKyqF+/vk2v4W5w8twVMjOz8bm+/uQGn8o5X0dExuY5x9mxBIGP+1OtQhkuXU3iSGQsWVnZPFSnAgC/Hz2PZxlXSro4si38jMW5l64mcfRMHH7Vb30nmdw+R6+vXfGpYvm83fg64uQFklLSib54hZp/6eNZ1o1Sbi5EnNK6pTuhjFdFTHZ2XLlouQj26vWvy1XKu7A+ITbn+a5U50GL9sp1GwAQG/1n2v/Qtv/y7w9H4+7xAH3GzcxddCvGFRERQVJSksUb+VKlSlGvXj127dqVp7+zszMlS5Zk9erVJCYmkpiYyJo1a6hRowalSpUC4MiRIzzwwAO3FKxAETMsZcqUYdCgQTz77LNATolo9+7drF+/nmXLlrF06VLs7OyoW7cuzZs3p1mzZtSvX5/333+f8ePH39JEbwgODsZkMvHVV19ZtAcEBDBy5EhGjBjBkSNHblpr+6vKlStz+vRpi7b/PXfTpk0ANGrU6FamfVdKS89k8/5Inm3rx7T/uVFc10f8uHotld2Ho/Ock56ZxbThnZi3ZhfjvlwPgL29Ha/1aMaJs5c5cDIGkwni4pNp7V+NeWt2555brrQrtauUY9fhs8V/cWIzJ6NiOXU2lm4dGrFy3b7c9q7tG3EsMoYz53MWaa/bFkGntvUZ9clK0jNy3sR07dCIzMwsNu06mu/YUrxKODpSpa4/x3Zvplmn53JLEkd2/YaTa0kq1Kyb5xyPijmvj2ePhFOjQdPc9uhjBwEo45Xz5uTE7zv4ce6HVK5Tn+5vTMg3WyOWbFkSat++vdXj69evz7f9woWcNw8VKlSwaPfy8so99r8cHR2ZMmUK48aNo2nTpphMJry8vFi8eHFuKfjIkSO4uroydOhQ9u7dS9myZenRowd9+/YtsFz8v4q86PZGsAI5AUyHDh3Yvn07mzZt4tq1axw+fJh169axePFiQkNztkSWKlXKZgGLp6cnGzduJCEhITd6uyEyMhKTyUStWrUKPV6nTp2YO3cuu3btIiAgIM/xPXv2UKZMmSKvjblXTPn6V9Z+2pcl458jdO0+WtSvwojA1rzzxTpS0jJwd3XCr7onJ6MvExufTHa2mS9X72Lwcy2IvpTA0TNxvNotgJb1q9JrzDLMZjNmM0xcuJFpwzuRkJzGyg0HeaCMKyNfbENWdjYzlm2705ctVriXdMavpjcnz8YSeyVnx96kL39i3oQg4uKT+HFTOM886k/Pjk0IGrUg97xPQ9fR68kmrJn9GjMXb6B2NS/GD+7M/JVbdA+WO6jls7359sNRfD/rfRo88iTRxw6xc+1yHun1Mg5OzqSlJBEXHUkZr4q4lipDrcYtqeDjy4+ff0jr7n3xqFiF8yci2LZmSc6xmnXJTE/nP/M/xdHZlZZdehMXbbnY0t3DE3cPZVL/qoBlg7dFSkpOefava1WcnJwsKig3mM1mDh8+zEMPPUT//v3Jyspi2rRpDBo0iG+++QY3NzeOHTtGQkICHTt25PXXX2fPnj1MnTqV+Pj4It0zzSa7hFxdXfH09MTT05OaNWvy9NNPExUVxaxZs6hVqxaNGze2xbcBoF+/foSFhREUFMSAAQPw8fEhMTGRX3/9lQULFhASElKk4GLAgAFs2rSJgQMH8tprr9GkSRMcHBzYv38/3333HQcPHqRnz542m//dZtPeU7zwzreMfekx/v1BIOdir/H252HM+DYnqGhUpwJhM/vxyqTVLP7P7wC8v2AD2WYz/+j9MGXdXdh//AJdRy1h/a4TuePOXbmTq9dSGfZ8S/o+1Yi4+GS27D/D82OXEXn+6h24UimsRr5VCPvXMF4Zt4jF12+9v/iHHTg5lmB43/YEP9uSU9GxvDQ2lBVhe3PPO3r6Ip0Hfcak4V1ZOvVl4q4mMmvJBiZ8/n936lIEqPbgQ3QdOo4tK79m1fT3cCtbjkcDX6FZp+cAuHj6OMsmjeSpV0bSoG1H7Ozs6TVqCr8tX8jWNYtJTbpGGc8KtHz2RQKe6gHkZFuSruZk1v790eg837NVtyAe7t739l3kfehmGZSC3FgIm56ebrEoNi0tDRcXlzz9f/rpJxYvXsyGDRtwc3MDYO7cuTz22GOsWLGCfv36MW/ePNLS0nB3dwegbt26JCYm8vnnnzNkyJBCZ1lM5vy2ehTR2LFjCQwMzLPOIzs7m7fffpv+/fsXKetRkOPHj/PVV1+xc+dOLly4gKOjI35+fgQGBvL0008XPMBfJCYmMn/+fMLCwoiKisJkMlG5cmUCAgLo3LkzTZrkvQ9BUbm0fe+Wx5C7Q8qv7+Hy0K3fb0juDin7ZjN/55mCO8o94eVmxbcO543vIwruVEifdvH9W+ft37+f5557jl9++YWqVf+81hdeeIG6devy3nvvWfSfMGECBw4c4N///rdFe48ePfD39+fdd9/N9/ts3LiRgQMHsn37dsqWLdxnS9kkwzJo0CACAwMZPnw43bt3z223s7MjJCSE999/P7c8ZAu1atVi4sSJNhvPzc2NYcOGFSk1JSIiYktG2Nbs6+uLm5sbO3bsyA1YEhISOHToEH369MnT39vbmx9//JG0tDScnHJ2kCYnJ3P27Fm6dOmC2Wzm8ccfp2vXrhY3jg0PD8fT07PQwQrYaBdVxYoVmTFjBpMmTaJ79+589913XLx4kezsbA4fPsz+/fsLHkRERETuKEdHR/r06cPHH3/M+vXriYiIYMSIEXh7e/PEE0+QlZXFpUuXSE3Nua3FjQ8bHj58OBEREURERPDGG2/g5ORE9+7dMZlMPP7448yfP5+1a9dy5swZvv32W/71r38xdOjQIs3NZh9++NBDD7FixQpGjx7NmDFjLCLFotx59lY1b96ca9euWe0TEBBg04yPiIjIrTLColuAoUOHkpmZydixY0lNTSUgIID58+fj4ODA2bNnad++PZMnT6Z79+54eXmxdOlSpk6dSnBwMHZ2djRt2pSlS5fmrln5xz/+gZubG59++ikXLlygcuXKjBkzhl69bn5n5PzYZA3LX23dupVNmzZx/vx5ypcvz0svvZRni1RxOXHiBFlZWVb7uLi4FHrbs61oDcv9Q2tY7i9aw3J/Kc41LP/88YjNxvro6bxb0u92Nsuw/K9WrVrRqlWr4hi6QD4+Pnfk+4qIiEjxKZaARURERIqmoM/lut8pYBERETEAI3yWkJHp5yMiIiKGpwyLiIiIAagiZJ0CFhEREQPQGhbrVBISERERw1OGRURExACUYLFOAYuIiIgBGOVOt0alkpCIiIgYnjIsIiIiBqBFt9YpYBERETEAxSvWqSQkIiIihqcMi4iIiAFo0a11ClhEREQMwIQiFmtUEhIRERHDU4ZFRETEAFQSsk4Bi4iIiAEoYLFOJSERERExPGVYREREDMCkG7FYpYBFRETEAFQSsk4lIRERETE8ZVhEREQMQBUh6xSwiIiIGIA+/NA6lYRERETE8JRhERERMQAturVOAYuIiIgBqCJknUpCIiIiYnjKsIiIiBiAnT6t2SoFLCIiIgagkpB1KgmJiIiI4SnDIiIiYgDaJWSdAhYRERED0I3jrFNJSERERAxPGRYREREDUILFOgUsIiIiBqCSkHUqCYmIiIjhKcMiIiJiAEqwWKcMi4iIiBieMiwiIiIGoAyCdQpYREREDMCkmpBVCuhERETE8JRhERERMQDlV6xTwCIiImIAug+LdSoJiYiIiOEpwyIiImIAyq9Yp4BFRETEAFQRsk4lIRERETE8ZVhEREQMQPdhsU4Bi4iIiAGo5GGdfj4iIiJieMqwiIiIGIBKQtaZzGaz+U5PQkRE5H63/PdzNhvruUYVbTaWUSjDcpukZt7pGcjt4lwC5u88c6enIbfJy82q4vLQ4Ds9DblNUvbNvtNTKHbZ2dnMnj2b5cuXc+3aNQICAhg3bhxVqlTJt39cXByTJk1iy5YtmM1mWrVqxejRoylfvnxun59++olZs2Zx9uxZatasyahRo2jZsmWR5qU1LCIiIgZgMpls9rgVc+bMYenSpbz//vssW7aM7Oxs+vfvT3p6er79hw8fzrlz51i4cCELFy7k3LlzvP7667nHt2/fzptvvklgYCCrVq2iZcuWDBgwgBMnThRpXgpYREREDMDOho+/Kz09nQULFjB06FAeffRRfH19mTZtGhcuXCAsLCxP/4SEBHbu3Mkrr7yCn58f9erVY8CAAYSHh3P16lUA5s2bR4cOHejbty8+Pj6MGjWKBx98kNDQ0CLNTQGLiIiIABAREUFSUpJFuaZUqVLUq1ePXbt25env7OxMyZIlWb16NYmJiSQmJrJmzRpq1KhBqVKlyM7OZu/evXnKP82bN893PGu0hkVERMQAbLlLqH379laPr1+/Pt/2CxcuAFChQgWLdi8vr9xj/8vR0ZEpU6Ywbtw4mjZtislkwsvLi8WLF2NnZ8fVq1dJTk7G29u7UONZowyLiIiIAZhs+Pi7UlJSgJxA5H85OTmRlpaWp7/ZbObw4cM89NBDLFmyhNDQUCpWrMigQYNITEwkNTW1SONZowyLiIjIPeZmGZSCODs7AzlrWW78P0BaWhouLi55+v/0008sXryYDRs24ObmBsDcuXN57LHHWLFiBc8++2zueP/rZuNZowyLiIiIAZhMtnv8XTdKQTExMRbtMTExFtuUb9i9ezc1atTIDVYASpcuTY0aNYiMjKRMmTK4uroWejxrFLCIiIgYgB0mmz3+Ll9fX9zc3NixY0duW0JCAocOHSIgICBPf29vbyIjIy3KO8nJyZw9e5bq1atjMplo3LgxO3futDhvx44dNG3atEhzU8AiIiIiQM5akz59+vDxxx+zfv16IiIiGDFiBN7e3jzxxBNkZWVx6dKl3LUpXbt2BXLuxRIREUFERARvvPEGTk5OdO/eHYCQkBB+/PFHFi5cyIkTJ/joo484fPgwwcHBRZqbAhYREREDMEJJCGDo0KH07NmTsWPH8sILL2Bvb8/8+fNxcHDg/PnzPPzww6xduxbI2e2zdOlSzGYzwcHBhISE4ODgwNKlS3F3dwfg4YcfZtKkSXzzzTd069aN7du3M3fuXHx8fIr289FnCd0eujX//UO35r+/6Nb895fivDX/jwdiCu5USE/X97LZWEahDIuIiIgYnrY1i4iIGIAN7xt3T1LAIiIiYgC3srvnfqCSkIiIiBieMiwiIiIGoJKQdQpYREREDEABi3UqCYmIiIjhKcMiIiJiACYturVKAYuIiIgB2ClesUolIRERETE8ZVhEREQMQCUh6xSwiIiIGIB2CVmnkpCIiIgYnjIsIiIiBqCSkHUKWERERAxAu4SsU0lIREREDE8ZFhEREQNQScg6BSwiIiIGoF1C1qkkJCIiIoanDIuIiIgBKMFinQIWERERA7BTTcgqlYRERETE8JRhERERMQDlV6xTwCIiImIEilisUklIREREDE8ZFhEREQPQjeOsU8AiIiJiANokZJ1KQiIiImJ4yrCIiIgYgBIs1ilgERERMQJFLFapJCQiIiKGpwyLiIiIAWiXkHUKWERERAxAu4SsU0lIREREDE8ZFhEREQNQgsU6BSwiIiJGoIjFKpWERERExPCUYRERETEA7RKyTgGLiIiIAWiXkHUqCYmIiIjhKcMiIiJiAEqwWKeARURExAgUsVilgEUKZeuWzcyeMY0TJ47jUa4cgS+8SN9+L2HKp+i6ZtVKxo1966Zjvf/BFLp07QbAwQPhfPrxRxw8cAA3t5J06dqd1wYNxsHRsdiuRQp2Knw3vy1fSGx0JCVLleWhDl0I6NQz3+cbIDsri51rl7N/008kXblMWe+KNO/8An4tHrXoF7FjEzt//Ddx56NwdnWj2oMP8cjz/SlZuuxtuCopSCWvMuxe8Ta9Rszjtz3HrPbt9WQTRvV/khqVyhF57jIff/ULS37YYdGncb2qTB7Rjcb1qnItKZVF329n4ty1ZGRmFedlyD3K8AFLYmIi8+bN4+effyY6OhonJydq167N888/T9euXYs01sSJE1m2bBl79+7F8S//IC5fvpyxY8daPd/V1ZVdu3ZRooThf2w2tf+P3xky6FU6PvUUrw8Zxr69e5j2yVQyM7N4+ZUBefq3eeRRFi39Nk/7e+PGkpSYyMNtHwHgbFQUA/uH4N+wEVM/nc7JkyeYPWMa8fFXeefdCcV+XZK/c8cP8d0n7+Db4hEe7tmP6CMH2PjtPLKzs2jROTDfc7as/JrtPyyjVdc+VK77IEd3b+GHzz7Azt6eugFtADi8bQM/zJlEw3ZP0+a5EJLir7B5xVcsm/wmwRPmUEJB6h1VuXwZvp/zOmXcXQvs27V9IxZ+EMxnSzcStvUwnR/z518TgkhPz2T5z3sAqF6pHD/OHcyO/afoM2o+vjW8ee/1zpQtXZKhHywr7su5K2mXkHWG/pc3OzubkJAQLl26xJAhQ/D19SUuLo6NGzcyevRoIiMjGTZsWKHHCw8Pp06dOnmCFYD27dvTuHHj3K/feustYmNjmTdvXm6bo6PjfResAMyZPQtfPz8mTZkKQOs2bcnIzGT+vLm8GNQXZ2dni/4eHh54eHhYtC1Z/DWnTp4gdMmy3GML5s/DtWRJZsyag4OjI23aPoKLszOTP3if/q+8SoWKFW/PBYqFzSu/pny1Wjzz6mgAavoHkJWVyfbvv6FJx244ODrlOWf/r//Br9VjtO4eBEC1Bxtz8fQx9v6yJjdg2f7DN9Rs2IyOIcNzz/Pwrszi8UM58ft26jZrW/wXJ3mYTCZefKYZk0d0u2kG7a/GD+7Myl/28c9PVgKwbtthPEq5Mm7Q07kByz/6PU5iUhrPDf+SjMwsft58iOTUdKaN6sXU+T8TdeFKsV3T3Uq7hKwz9C6hnTt3sn//fsaPH0+PHj148MEHadu2LePGjaNz587Mnz+f5OTkQo2VmZnJ4cOHadCgQb7HPTw88PHxyX1ERkbSoEEDi7YqVarY8vLuCunp6ezetYN27R+3aH/8iY4kJSWxb++eAseIi43ls5nTee75F/D3b5jbvm3LZtq0fcSi/NPhiSfJzs5m65bNtrsIKbTMjHSiDu+ndtPWFu11m7UlPTWZ6CMH8j0vKyMDJ2fLd+bObqVITUwAwJydTbX6jWn42NMWfcpVrArA1ZhztroEKaIGtSsya0wgS3/cycvvhBbYv2oFD+pUL8/3G/ZbtK9a9zu1qnrhU9UTgMdb+fHT5oMW5Z9V637H3t6ODi39bHsRcl8wdMCSmJgIQExMTJ5jQUFBDBo0iMzMzEKNdfToUdLS0qhfv36BfaOiorh69Wqh+t7rzkZFkZGRQbXq1S3aq1atBsDpU6cKHGPOZzOxs7Nj8NDhuW2pqamcOxdNtWo1LPp6eHjg5ubG6dMFjyu2Fx9znqzMDDy8K1m0ly2fk+26fCEq3/OadOzGgS3rOLl/F2kpSRzcsp5T+3dRr3UHAEx2drTr/Sq1m7SyOO/Yni0AlKtU3cZXIoUVdeEK9buMZ9QnK0lOySiwv29NbwCORV60aD8RdQmAOtXK4+zkQLWK5TgeafnaHXslkfhrKdSpXt5Gs7+3mGz4uBcZur7RokULPD09mTBhAlFRUQQHB1OuXDkA/P398ff3L/RY4eHhADfNsPyvAwdy3kUqYIHExGsAuLm5WbS7liwJQFJSotXz4+Li+GHNavoGh1CqVKk/x72W/7g3xk5KtD6uFI+0lCQAHF1KWrQ7Xs+epKXkn9Fs+mQPzh0/zIqpb+e2NWj7JM2f7nXT73Xl4jk2fPMlXtV88GnY7FanLn/TlYRkriQULlMNUNrNBYCEpFSL9mvJOV+XKulMaTfn631S8pyfmJyKe0nnPO3CvRtp2IihMyxubm6EhoZSu3ZtvvjiCx577DHGjBnD6dOnizxWeHg4Li4u1K5du8C+Bw4cwGQyKWAhZx2RNSaT9V+hVd8tJysrm95BwZbjmgsY105/uXeCOdts9Xh+z3dmRjrfTBzBxdPHeCJkGIFvf0zb514iYvtG1i/6LN9x4s6dYdnkkdjZ2fPskHGY7Az9UiT/w66AhRbZZjN2BTyf2Wbrv2ci+TH8q4SPjw/fffcdn3/+OQ0bNmTFihU8/fTTLF26tEjjhIeH4+vri729fYF9Dx48SLVq1XB3d/+7075nuF3/GSQlJVm038iAuLvnzZD8r1/CfqZl69Z5FuG6lXTLd9wbY7u56Wd/Jzi55mRW0lMt33HfyLw4/SXzAnB012ZizpzkmdfeolG7Z6jq15AWXV7g0RdeYU/Yai5FWZb3zhz+gyUThgMQ+PbU3HKT3B3iE3OyJu6ullmSUtezJvGJKSTcpA+Ae0lnEq7lzbxIzi4hW/13LzJ0wGK+HoWbTCbatWvHokWLWLx4MeXLl2fixIlEReVfT/+r1NRUjh8/XqhyEOQELMqu5KhSpSr29vZEnYm0aD9z5gwANWr63PTcixcvEnH4EB07PpXnmGvJkniVL59n3Li4OJKSkqhpZVwpPmW8KmKys+PKRctFsFevf12uUtU85yTE5qxlqFTnQYv2ynVz/t5io/98jg9t+y///nA07h4P0GfczNxFt3L3OHp97YpPFU+L9htfR5y8QFJKOtEXr1DzL308y7pRys2FiFMXbs9k7zImk+0e9yLDBizBwcGEhITkaQ8ICGDkyJFkZWVx5MiRQo116NAhMjMzCxWwREZGkpCQoIDlOicnJxo3acr6db/kBpAA6375GXd3d+o3uPk6ovD9fwDQ6KHG+R5v2ao1v27aSHp6em7b+l9+xt7enmbNW9joCqQoSjg6UqWuP8d2b7Z4vo/s+g0n15JUqFk3zzkeFXN2z509Em7RHn3sIABlvCoAcOL3Hfw490Mq1a5H73em4e7xQHFdhhSjk1GxnDobS7cOjSzau7ZvxLHIGM6cvwzAum0RdGpbH0eHP5dKdu3QiMzMLDbtOno7pyz3CMMuuvX09GTjxo0kJCRYLNaEnKDCZDJRq1atQo1VlAW3Bw/mvMgqYPnTKwNfY2D/EN58Yxhdu/fg9337CF04n2Ej/oGLiwuJiYmcPHGcylWqWpR+jh87iqOjI1Wq5v8uOuSl/vxn7Y8MGtifoOAQIk+fZtaMT+nRs5fuwXIHtXy2N99+OIrvZ71Pg0eeJPrYIXauXc4jvV7GwcmZtJQk4qIjKeNVEddSZajVuCUVfHz58fMPad29Lx4Vq3D+RATb1izJOVazLpnp6fxn/qc4OrvSsktv4qItM2vuHp64e3jeZEZyJ7mXdMavpjcnz8YSeyWnFDzpy5+YNyGIuPgkftwUzjOP+tOzYxOCRi3IPe/T0HX0erIJa2a/xszFG6hdzYvxgzszf+UW3YPlJu7RxIjNGDZg6devH2FhYQQFBTFgwAB8fHxITEzk119/ZcGCBYSEhFD9L1ttbyY8PBx7e3v27t3Lvn378hzv3LkzDg4OuX3t7OyoV6+eLS/nrta8RUs+mT6Lzz+byfAhr+NVvjwjRv6T4H4vAXD40EH6h/RlwsTJPNute+55cbGxuLuXutmw1Kjpw9x5C/j0448YOWIoZcqWpU/ffgwaPLTYr0lurtqDD9F16Di2rPyaVdPfw61sOR4NfIVmnZ4D4OLp4yybNJKnXhlJg7YdsbOzp9eoKfy2fCFb1ywmNekaZTwr0PLZFwl4qgeQk21JuprzzvvfH43O8z1bdQvi4e59b99FSqE18q1C2L+G8cq4RSy+fuv9xT/swMmxBMP7tif42Zacio7lpbGhrAjbm3ve0dMX6TzoMyYN78rSqS8TdzWRWUs2MOHz/7tTl2J8ilisMpnNxl2uffz4cb766it27tzJhQsXcHR0xM/Pj8DAQJ5++umCB7iuY8eON91ZVK5cObZu3Zr7dd++fYmNjWXt2rW3On0LqYW7XYzcA5xLwPydZ+70NOQ2eblZVVweGnynpyG3Scq+2cU29uHzeTch/F1+FfIukC+s7OxsZs+ezfLly7l27RoBAQGMGzcu35unzpo1i9mz8/+ZdO/encmTJwMQEhJi8W8tQLNmzVi0aFGh52XogOVeooDl/qGA5f6igOX+UpwBS8T5wt8PpyC+FQr+TKibmT17NosXL2bKlCl4e3szdepUzp49yw8//JDno22SkpLy3HF+4cKFfPPNNyxbtoy6dXPWvbVq1YohQ4bQoUOH3H4ODg6UKVOm0PMybElIRETkfmKE3T3p6eksWLCAkSNH8uijjwIwbdo02rRpQ1hYGM8884xF/5IlS1Ky5J/ZnEOHDvH111/z/vvv5wYrcXFxxMXF0bBhQzw9//5atbs2YGnevDnXrt8t9WYCAgIIDS34szFERETuJe3bt7d6fP369fm2R0REkJSURMuWLXPbSpUqRb169di1a1eegOWvJkyYQNOmTenWrVtu25EjRzCZTNSoUcPKmQW7awOWpUuXkpWVZbWPi4vLbZqNiIjIrTFAgoULF3LukVOhQgWLdi8vr9xjN7Nhwwb27dvH6tWrLdqPHj2Ku7s7EyZMYMuWLbi6uvLkk08yaNCgPCUma+7agMXHRzcWExGRe4gNI5abZVAKkpKScxfivwYSTk5OxMfHWz134cKFPPbYY/j5WX4a940PH/b39yckJITDhw/z0Ucfce7cOT766KNCz+2uDVhERETEtpydcz5OIT09Pff/AdLS0qxWLc6dO8eOHTv48ssv8xybMGECo0aNonTp0gDUqVMHBwcHRowYwT//+U8eeKBwN5E07J1uRURE7idG+CyhG6WgmJgYi/aYmBjKly9/0/PWrVuHh4cHrVu3znOsRIkSucHKDTc+iLigMtP/UsAiIiJiAEb4LCFfX1/c3NzYsWNHbltCQgKHDh0iICDgpuft3r2bZs2aUaJE3sJNUFAQb731lkVbeHg4Dg4Ohb4BLKgkJCIiItc5OjrSp08fPv74Yzw8PKhUqRJTp07F29ubJ554gqysLC5fvoy7u7tFyejQoUP06NEj3zE7duzIpEmT8Pf35+GHHyY8PJyPPvqIl19+GTc3t0LPTQGLiIiIARhhlxDA0KFDyczMZOzYsaSmphIQEMD8+fNxcHDg7NmztG/fnsmTJ9O9+58fxXLp0qWb3gSuT58+mEwmFi1axKRJk/D09KRfv34MGDCgSPPSnW5vE93p9v6hO93eX3Sn2/tLcd7p9sSlFJuN5eN5793WQ2tYRERExPBUEhIRETGAW9ndcz9QwCIiImIARvgsISNTSUhEREQMTxkWERERA1CCxToFLCIiIkagiMUqlYRERETE8JRhERERMQDtErJOAYuIiIgBaJeQdSoJiYiIiOEpwyIiImIASrBYp4BFRETEAFQSsk4lIRERETE8ZVhEREQMQSkWaxSwiIiIGIBKQtapJCQiIiKGpwyLiIiIASjBYp0CFhEREQNQScg6lYRERETE8JRhERERMQB9lpB1ClhERESMQPGKVSoJiYiIiOEpwyIiImIASrBYp4BFRETEALRLyDqVhERERMTwlGERERExAO0Ssk4Bi4iIiBEoXrFKJSERERExPGVYREREDEAJFusUsIiIiBiAdglZp5KQiIiIGJ4yLCIiIgagXULWKWARERExAJWErFNJSERERAxPAYuIiIgYnkpCIiIiBqCSkHXKsIiIiIjhKcMiIiJiANolZJ0CFhEREQNQScg6lYRERETE8JRhERERMQAlWKxTwCIiImIEilisUklIREREDE8ZFhEREQPQLiHrFLCIiIgYgHYJWWcym83mOz0JERGR+11Suu3+OS7peO9FP8qwiIiIGMC9F2LYlgIWERERI1DEYpV2CYmIiIjhKcMiIiJiANolZJ0CFhEREQPQLiHrVBISERERw9O2ZhERETE8ZVhERETE8BSwiIiIiOEpYBERERHDU8AiIiIihqeARURERAxPAYuIiIgYnm4cJ4WSmJjIvHnz+Pnnn4mOjsbJyYnatWvz/PPP07Vr1yKNNXv2bGbNmmW1z7Zt2/Dw8LiFGcvfZcvn+oZ9+/axePFi9u3bx6VLlyhdujStWrVi4MCB+Pj42PYCpFBs+TxPnDiRZcuWsXfvXhwdHS2OLV++nLFjx1o939XVlV27dlGihP5JkpvTb4cUKDs7m5CQEC5dusSQIUPw9fUlLi6OjRs3Mnr0aCIjIxk2bFihxztw4ABVq1Zl7ty5+R63t7dXsHKH2Pq5NpvNTJ8+nS+//JKOHTsyduxYvL29OX36NHPmzKFHjx6EhobSsGHDYrwq+StbP8/h4eHUqVMnT7AC0L59exo3bpz79VtvvUVsbCzz5s3LbXN0dFSwIgUzixRg27Zt5jp16pg3btyY59jIkSPNDRo0MCclJRV6vFatWpnfeOMNW05RbMTWz/WCBQvMvr6+5jVr1uQ5FhcXZ27durX5+eefv6U5S9HZ8nnOyMgwN2jQwDxu3LhC9W/WrJl56NChRZqviNlsNiuklQIlJiYCEBMTk+dYUFAQPj4+ZGZmFmqs8+fPExsbS/369W06R7ENWz7X0dHRfPLJJwQGBtKlS5c8xz08PBg4cCB//PEHGRkZODg43NrkpdBs+TwfPXqUtLS0Qv1NR0VFcfXqVf39y9+igEUK1KJFCzw9PZkwYQJRUVEEBwdTrlw5APz9/fH39y/0WOHh4QB6wTIoWz7Xy5cvJzMzk4EDB960T1BQEEFBQbc8byma4vibbtCgQYF9Dxw4AOjvX/4e7RKSArm5uREaGkrt2rX54osveOyxxxgzZgynT58u8lg3XtyCg4OpV69ensczzzxj49lLUdjyud6wYQN+fn54e3vbfqJyS2z9N+3i4kLt2rUL7HvgwAFMJpMCFvlb9OGHUmhms5kNGzawcOFCdu7cSYkSJRgzZgy9e/cu9Bj9+vUjLi6OTz75JN/jbm5uVKxY0VZTlr/JFs9106ZNadmypcWOsJEjR7J27VqLfr179y5wF4kUD1s8z88++ywuLi4sW7aswL79+vXj/Pnz/Pzzz7cybblf3dEVNHJXyM7OztO2c+dO82OPPWb28/MznzlzptDjNGnSxPzWW2/ZeopiI7Z6rs1ms9nX19c8YsQIi7YzZ86Yjxw5Yj5y5Ij522+/NdepU8e8atWqW522FJGtnueUlBRzvXr1zBMnTixU/6ZNm2rBvfxtKgmJVcHBwYSEhORpDwgIYOTIkWRlZXHkyJFCjXX69GmuXbuGn5+fracpNmDL5xqgcuXKeUoMVapUoU6dOtSpU4f4+HgAGjVqdCvTliKy5fN86NAhMjMzC7V+JTIykoSEBJWD5G9TwCJWeXp6cuDAARISEvIci4yMxGQyUatWrUKNdWP9iq+vr03nKLZhy+caoFOnThw8eJBdu3ble3zPnj2UKVOG6tWr/90py99QHH/ThQlYDh48CGjBrfx92iUkVvXr14+wsDCCgoIYMGAAPj4+JCYm8uuvv7JgwQJCQkIK/Q/OjRc3BwcHTpw4kW+fcuXKUaZMGRvNXorCls81wIABA9i0aRMDBw7ktddeo0mTJjg4OLB//36+++47Dh48SM+ePYvvgiRftv6btre3Z+/evezbty/P8c6dO+duVw8PD8fOzo569erZ8nLkPqJFt1Kg48eP89VXX7Fz504uXLiAo6Mjfn5+BAYG8vTTTxd6nMDAwHxf1P7XzJkz6dix461OWf4mWz3XNyQmJjJ//nzCwsKIiorCZDJRuXJlAgIC6Ny5M02aNCmGq5CC2Op57tix4013FpUrV46tW7fmft23b19iY2PzLLoWKSwFLCIiImJ4WsMiIiIihqc1LHJLmjdvzrVr16z2CQgIIDQ09DbNSIqLnuv7g55nMSqVhOSWnDhxgqysLKt9XFxcqFKlym2akRQXPdf3Bz3PYlQKWERERMTwtIZFREREDE8Bi4iIiBieAhYRERExPAUsIiIiYngKWERERMTwFLCIiIiI4SlgERGbuHLlCrt37+by5ct3eioicg9SwCIit2z16tUEBgby4osvkpGRcaenIyL3IN2aX0RuWdeuXdm6dSvZ2dmUL1/+Tk9HRO5ByrCIiE0cPnyYpk2b3ulpiMg9SgGLiNyyK1eucOzYMZo3b36npyIi9ygFLCJyy/bs2YPZbKZly5Z3eioico/SGhYRKbJz587x2WefUbZsWVJTU0lMTKRGjRpavyIixUYZFhEpkn379vH888/z/PPPM3LkSAYMGMCaNWto0aIFAFu2bKFTp040btyYoUOHEh8ff4dnLCL3AgUsIlJop0+fpn///gwdOhR/f38Arl27RnZ2Ni1btuTSpUusXbuWadOmMWXKFHbs2MGnn356h2ctIvcClYREpNBGjx5NlSpV6NmzZ25bREQEJpOJZs2asW3bNsaMGYOrqyt169blyJEj/PLLL3dwxiJyr1CGRUQKZevWrezbt48XX3wRk8mU275u3Trq1q1L2bJl6dSpE66urrnHypUrR4UKFe7EdEXkHqOARUQKZePGjQC0adMmty0qKoqwsLCbbmeOiIjgueeeux3TE5F7nAIWESmUCxcuAPDAAw8AkJWVxcyZM8nMzKRZs2bExcVx5cqV3P6xsbFkZGTQoUOHOzJfEbm3KGARkULx8vIC4IcffiAiIoK3336b2rVrA+Di4sKKFSsoW7YsANnZ2YSGhjJmzJg7Nl8RubeYzGaz+U5PQkSM79y5cwwbNoxjx47RoEED3nnnHeLj43n99dd58sknGTt2LI6OjgCEhoby5JNP5t6XJT09PfeYiMjfoYBFRGzq22+/pXTp0rnZl8jISOzt7XnkkUfu8MxE5G6mgEVEbGbTpk289tprZGVl5ba5urqydetWXFxc7uDMRORup4BFREREDE+LbkVERMTwFLCIiIiI4SlgEREREcNTwCIiIiKGp4BFREREDE8Bi4iIiBieAhYRERExPAUsIiIiYngKWERERMTwFLCIiIiI4SlgEREREcP7fzhY2oLyVL2GAAAAAElFTkSuQmCC",
+ "text/plain": [
+ "<Figure size 600x500 with 2 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 1000x600 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "delta_t_values = np.array([float(k) for k in analysis_results.keys()])\n",
+ "\n",
+ "bipartite_percolation.compare_component_measures(analysis_results)\n",
+ "bipartite_percolation.plot_largest_component(analysis_results, delta_t_values)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Total Values:\n",
+ "NE: 157474, NG: 8227, NLT: 743.9924926757812\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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hOn8VcbzN3ztTRuGdR95vuknShoIZkWc1HKJmZ/586Uo63+bNk2vz5snjs86SNfvLlrm+dsUK+bUzapTmzdac8dYABFqaDQDbtsmezs6+/VbuMzNl8XC7dhIoXHKJFHrdtEmqMzQT/lKAAM91AIMGxb5NRNRM2Wz+F9MOGyapNO4d/WAWzSobUymLZ9u3l1uvXnLvK9/euYPvK9c+OTnyiji+cumZY08Ul/LzPc8p4xz5+fKrDgBmz5ZiYZMmSZFIhwN48knJIL/kEo0aqyPjBQDBLs12t3ev3E+ZoiZ35edL5aCLLwaeekpGq7zxV2vKbJabxvxVAQK4EJgoIQW7ENfhkHKYa9ZILn6gxbS+Sl8GuzHVF1/IcJr770rnajjuQungR1oRh4jIzbXXygDrmDEyprxrF3DMMVJzxtc2G/HEeAFAuEuzlT88eXmu5887T3aA+Pnn6LVRA84BgLe/cwwAiBKA0uGvrJS/VL6q6dhskuq4Zg3w449yv3+/vEf//lJQIZzSl8qiWX9lLBsafG9H7lwNJ5IOPkfriSgCp54q4yLuLrtMbonIeAGA0oH3tTQbAHr29LzWubP315nNElT4+uMH+K815W0uSQPKGoD0dM8d7ADZHqFFCwkUGAAQxSHn8pkLFkin3rkTrqTwNDUBxx0HXHqp9/eJtPTluHGS46/sjhtqGk4wNe3ZwSci0pTxFgEPHixzL1u3el7bskWmmY880vPaiSfK/c6dntfq6oBu3aLazFhTZgB8rTlLSgL69JHjbdvkSySiZsC9zKZ7DXtAOsrKglyzWXavnTvX+/vNnSsr2pzXTVmt8prx46UkZm1t4MW0vkpfXnml98W0oZSx5GJaIiJDMd4MQG6upO24L8222YDVq4FbbpHeb2Oj/BHq0EGun3SSzAx89BFw9dXq6/bvlz+mw4dr9iVEgxIAeFsArOjXTzKbmpokNurfX5u2EVGYfG2Kdf/9cu7rr+X32qpVas5+sLvXFhTITOjAgUCPHp5JrMGk4vgarU9NVddgcZSeiKjZM94MAADMnCl/8BYuVM/Nni27MkyaJI/vukv+2K1YoT7n6aclAHDO93/2WeDYY4EbbtCi5VGjDAoGCgAUTAMiMrjDh31vijVjhkTwX30lHXfnDr9zCo83VqsECQ8+CFx1lQyEeFvBFuwoPkfriYjinvFmAADp2a5YATz6qIyE1dXJH8+VK9Vp7rw8+cOXlaW+7uKLJWi47z4pQVdfL3/cvvhCl0o+kQiUAgQwACDSTaBqPNXVwE8/ye+vVatkiu6773xXIps7V2ro5+Soi2qVnP1gFuLa7cGNyDPXnoiIAJgcDm/rokmR/+ci4EJvm4/FiPPf8lNOAZYv9/68wkJ1OcRVVwHvvKNN+4gSktLpb2yUYtHuqTQPPKDOQv72mzxP0b8/sHix/5LD+/bJf/zWrT3r9vftK78I5syRYCGcevhERER/al7D4gki0C7Aip49pYx2Y6P3zZGJKEqU3P1Bg2Qm0l81nsce83x9ZaXrqL47q1U6/s6bVDnn7G/cCFx4IfDyy5IGyXr4REQUAWOuAUhwgTYBU6SkqBVRN21yHXAkoigpK5Pc/fnzpZh0oGo8bdvKiP/NNwMvvQSsWydVzRyOwJV4nLnn7H/7rSzuZX4+ERFFiDMABuQcAPibAQBkHcCmTbJMYudO6R8QUQC+cvgdDtkO8rvvpMP9++/A0qWSu9+pU+BqPJWVwI4dvjcrDKYSjzPm7BMRUQxwBsCAgk0BArgQmChkSjpPu3bq7amnpNDAaafJniHXXSej9+Xlaqc/mGo8rVv7H5WPtJ4+ERFRFDAAMKBgU4AABgBEQXM4pF6+t1KcU6cCzzwD3HOP62sOHlRz952r8XjjLY3HG5bZJCIinTEFyIBCTQFSMACghFFdLYteUlJklN5bKc6SEuDHH9Xb9u2ymWCgUpxXXAEMGACcfLLsTK7k7k+ZAowbp5blYjUeIiJqphgAGFAoKUB9+6rHDAAoIdTVSWd/5kzPTvgDDwCTJwMffiiLYpz17x84h7+6Gli0yPOac+7+0KGycdfDD0vOvxJ8sPNPRETNBAMAAwolBSgjQzZE3r1bAgCHw/smoERxwWaTkfyFC72X4gSAYcNk53B3NTWBS3FmZ3v/XCV3f8IE1xKcublynYtziYioGeEaAAMKJQUIUNOAystlnSJR3HE4gF9+AZKSZDMtX6U458yRUpydOwMnnSQ5/W+9BWzeLLvxhlqK0xlz94mIKE5wBsCAQkkBAiQA+OwzOd6wAcjLi027iKLOVzlOAGhokHz7//xHUnqsVuB//5Pn+EvjqaqSWQKzl19v7htsMYefiIgSEGcADCiUFCCAC4GpmfJWjnP6dOnAjx8vj884Q12cu38/0KpV4FKcrVp57/wrWIqTiIgSHAMAAwo3BQhgAEDNhM0GTJvmWY5zyhSpyT94MHDokPr8lBTg+OOBoiIZ3WcpTiIiorAxBciAwkkBUjAAoGbBbJYUHG+UEf+uXSUQuOQS4PzzgawsuV5XJ9V+lOcyjYeIiCgkDAAMKNQUoLZtgTZtZI8jBgBkWPv2ST7/2rXAxIn+8/grK4FNm7xX10lNlT0ACgrkfSoq1Ko87PwTEREFxBQgAwo1BQgA8vPlft8+qQZEpBmbDaivl3z6+nrXKazdu4FnnwVOOQXo2BG4+25g8eLAefytW/svrdmiBZCZKcEA03iIiIhCwgDAgEJNAQKYBkQ6qanxvpC3ogK46iqgSxcpxfndd1KCE5Ader//Hhgzxvt7BpvHT0RERGFhCpABhZoCBHgGACecEN02EXmorJQdcadOVc8pC3mbmiQAeO899VrfvsDf/w5cfjlw1FEyK2AysRwnERGRxhgAGFA4KUCcASBN2WyykPe557xfVxbyDhsGnH46cMUVap6awtfuuuz8ExERxRQDAANSUoBMJklxDgYDANJEfb2k75xwgiw4CbQh17Jl/t9PmeJq21bu/eX9ExERUVRwDYABKTMALVtKEBCMzp3VvhQDAAqJv0W8gHTm335bUnratpXc/QMHgtuQi4iIiAyHAYABKQFAsOk/gAQKffvK8Y4dsskqUUC+duOtrgbeeEN24m3bFhg5UvL5KypkR96cHBndj3RDLiIiItIcU4AMSBmADSUAACQNaO1aWX+5ebOssyTyyWaTzv6UKeo550W8xx0HfPWV62tatQLOPVdmC7Zvl44+4Loh15gxwLhxQHq6Rl8IERERhYIBgAE5pwCFwn0dAAMA8stiCbwbb06O7MA7fDhw8cXASSfJ6wDg1luBl1+W3XrHjQMOHpQZhIYGdv6JiIgMjAGAwTgc4aUAAVwITEGqqZGR/QED/C/iLSsDfvgB6NHD+2KUtDTgppskIKiokI2+6utlgy4iIiIyLAYABlNXJ9kXAAMACoPNJh1yJR3Hblenkn7+GXjlFVnQazYDO3fKc7wFAVarusOuP8p75+TIvTI7QERERIbFRcAGE84mYIoePaRfBzAASDjV1f535b38cuDYY4H586XDX1ICfPEFF/ESERElIM4AGEw4m4ApLBagVy/p/G/eDDQ2AsnJ0W0fGVBtLbBtG7BwIfD44+p55wW9110H/Pvfcj49HbjySknZOeccICmJu/ESERElEAYABuNcgj3UAACQNKANGySVaMcOoGfP6LWNDMhmkwW7o0fLvTfKgt4zz5Qdea+6SnbdVXA3XiIiooTCAMBgqqvVNJ5w1lK6rwNgABDnzGZg8WIZ0Q+0K+/nn3u/zt14iYj+Yrfb0djYqHcz4k5ycjIsXCdmGAwADKK2VgZdjznGe+q1cj0Q9wDgooui10YyCLsdWLIE+Owz4MEHJd9L2ZXX14Je7spLRORXRUUFSkpKUFdXp3dT4lZqaipycnKQlZWld1MSHgMAg0hLk5Qfb51/i8V1bYA/rAQUx7ZulSo+CxYABw5I5Z0ZM6TuvrKg13kNgEJZ0MuRfSIiryoqKlBUVISMjAzk5OTAYrHA5K38MYXF4XDAbrejvLwcRUVFAMAgQGcMAAzEbpe+XCT69FGPGQA0I77Kd9bWyuLdl18Gli1zfU1JCfDdd+rOu8uXy3nnXXm5oJeIKKCSkhJkZGSgU6dO7PjHSHp6OjIzM7Fnzx6UlJQwANAZy4DGmZYtgSOOkOPCQtlYjAyuttZ7+c6yMuDUU4GRI107/2azlPX83/9kYe/DD8sagAsvBI47Thb87tkjswQFBez8ExH5YbfbUVdXh+zsbHb+Y8xkMiE7Oxt1dXWwx7jU9L//LdWvW7aU9ZDeNr5ftkz+fE6eLPUxHnkk8oHY5oIzAHGoXz9g1y6gshLYu1eqPZJB2WzS2Z8yRT3nXL5z3Djg0kvlfO/ewC23AKNGSZCgSE52reRjsUjOf0oK036IiAJQFvxygao2lO9zY2NjzL7nCxcCixYBM2fKn8TZs4F//APo0EGK4QFSP+Oaa4B162QfpaYm4OyzgRtuAN58MybNMhQGAHGoXz/g00/leMMGBgCGZrF4H5YA1PKdd94pQxOnnAL4Gp1iJR8ioohw9F8bsf4+2+2SAbFokXpu0CAZF/vmGwkAamqAW28FLrtMOv+AbIkzbhxw1lkyznb22TFtpu6YAhSHuBC4GTl82H/5TptNdu8dOtR355+IiIgAyJ/K8eNdz6WmSjZs//7y+KOPgOJi4PTTXZ938smSZfvCC9q0VU8MAAzEYpEfPPdbqDNkDACaAbtdRvgzMmSxrjdWq+9rRERE5MFslg6/sw8/BE47Dbj5Znm8YoXc9+rl+ry0NKBLF5kpiHcMAAyitlZKfdrtnrfqarkeLAYABvfjj8Dxx0v1HqV8pzdK+U4iIiIKWU0N8OyzktLTvz+g7O+2e7fc5+R4viYnBzh0yPfkfLzgGgCDUAq1tG0rP3Q9e7p23kMp5NKmjbzPwYMMAHTnXt5z/Xrg+uvVf5jx44Hvv5fkwzlzWL6TiIgIQPfu/q9v3+7/ut0uf1a3bJFlclOmAL/8Iuk/yt5K3pbLKbMHVVXxPQnPAMBAqqultDsgG7tGol8/CQAOHJA0c24EqwOlvKdzx370aJlbHDpUfsu89JKcd67ik50tv7nY+Sciih++9nuhmLBYgIcekuO6Oin3uXixVP1RRv69TbIr5+L9n4YBgIHs26ce5+VF9l75+eq+UBs2ACeeGNn7UYh8lfdUdup9/30p66ks8GAVHyKi+OVtQIgzvX4FGuEPRWqqfPsXLwY2b1b7WKWlns8tLQVat47/gVOuATCQvXvV4w4dInuvI49UFxFv3BjZe1GQbDagvl6mXgKV9+zVK/TV3URE1PzYbMC0aTIgpCSWK/u9TJsm1w3C4XBgwYIFeO655zBt2jScf/75+Oqrr/RuVlR07iz3HToAQ4bI8datrs+pr5d9lIYO1bZteuAMgIE4zwBEEgDU1kqmia+1pbW1HHCIOufRnU6dZJjBX3nP8nJ1tJ+IiIxr0SLZKrayMvTXtm4N/PCD7wGhOXMkBfSoo2TlaTgyM4GpU9UdriLw6KOPokOHDhgzZgwAYPPmzRg3bhxWrlyJpKTmPWb8889S83/QINntt00b2Qn4uuvU56xYIUHAqFG6NVMzDAAMJFozAGlpQIsW3nPbLBZ18QtFiXu6j9ksizisVu9BgNUqef5ERGR8M2aEP5XeqpUUnPc3IHTwIOBwAEVF4bZQ2hhhAPDJJ5/gl19+weTJk/8616NHD3z//fcoKipC586dUV9fj0WLFmHKlCkYOnQoBg0ahLq6OqxatQr9+/fHQ0rSvY727weuvho47zzJskpLk/WVkycDr70m/SBld+A77gAmTQK6dpV/giefBM49F7jkEp2/CA0wADAQ5wAg0jUAdrtEuKQB93SfkhK1vKeS8+9MKe/JPH8iIuMrKJBeYjgzACZT4AGhtm3leR07hte+zEzgwQfDe+2fGhsbMXPmTNxyyy1ITk7+63x5eTkAIOXPv1cpKSkYMGAAAKCgoAC9/iykf8011+C7776LqA3RkpoKNDVJh//554FzzpE+1YIFahoQAFx7rQyWjhkDDBggqT/HHAM89lhi7LvJAMBAopUCRBqqq5MOv/sv9nHj1FXYc+dy0RcRUXN1xRWRja7bbPK737kohGLsWLn/9dfw3z8KvvnmGxQVFeGss85yOb9u3Tp06dIF7dq1++vcypUrkZOT81fnv7a2FtnZ2TjdfVtdnbRqFfxGXpddJrdE1LwTuuJMNBcBU4w1NQFvvSUribzt2Ltxo6wiGjxYarEWF8t9QQE7/0REiaRlSxn4mTxZ/Vthtcrj8eMNUW/yiy++QM+ePdHWaW3a+vXrsWvXLtxwww0uz12xYgVOOOEEAEB1dTWWLl2K5ORkZGRkaNlkihADAANRAoCWLWVGjwzqyy+BgQNl/vDnn33v5rtxo+z6a7fLFG9KiiF+0RMRkcbS0mQAyKADQitWrMDxxx/vcu7ZZ5/FSSedhKuuuuqvczU1Nfjpp59gt9sxb948jBgxAn369NG6uRQFTAEyECUA4Oi/Qf32m/zC/vRT1/MffyyribibLxER+WLQ/V527dqF/fv3o3///n+dmzdvHurq6jB//nyXNQGrV6+G3W7HxIkTkZubi7y8PPTt21ePZlOEGAAYhM0GVFTIcTQCAF8l5ll6Pgx79shU7YIFUiZAcfTRUv1HyZnkbr5ERNTMrF69GgBQWFiI999/H7t370ZOTg5ee+01l84/IDMF+fn5yM3NBQAMHz4cAFBRUYGsrCxtG04RYQBgENFcAFxb67/UJ/cB8MF9m/aaGuDVV4GHH5ZvmqJzZ+Cf/wRGjpRRf4VBR3eIiIh8WblyJbp16+ZS/tOX7777DmecccZfj5OTk/Hbb79h3bp1uPbaa2PZTIoyBgAGEc0SoErnft8+oEsXOb7gAuDDD12vkxNv27SPHi1pPC+9JPn82dkywj9mDL+JREQUF1atWoXTTjst4PPeeustbNu2Da1bt8ZLL72E8vJybNiwAWvWrMHnn3+uQUspmhgAGEQsSoD+OUOHhgapb0s+uG/kBUgQoNTwf+opqSn28MOydSAREVEc2LJlCw4ePIjBgwcHfO7IkSMxcuRIDVpFWmAAYBCxKAGanCzv9ccfksZOPrhv5OVs7lzZVvDii7VtExERUYy99957yMrKwrBhw/RuCmnMuGVAt28HrrtOUi5uvx0YNUq2yw7FmjXNZtVrNFOAnHXqJPclJa5p7PSnoiIpx+Zvm3ZldTYREVEcmThxIn788UdksvZ4wjFmALBjh2ywdO65stjyxReBHj2AYcOC34q7tlaChoaG2LY1SmK1CZgSALh/RkKy2YD6eqnBXF8P/PKLLORt3dpzIy+F1Sq5/0RERERxwpgBwNixssjymmvUc/fdJ4HBtGnBvcfEicARR8SmfTHgvAYgFjMAQIKnASmLfNu1U28ffAAsWgR8/733jbwA+Vm027VtKxEREVEMGS8A2LsXWLIEOO00wGRSz2dmyu6rr7wCNDb6f49ly4AWLYAgFrUYhTI6n5kZ3V2AGQBARv6nTZNFvkqqj7LId84c+SY9/LCht2knIiIiihbjBQA//CCbLfXq5Xmtd29ZB1BY6Pv1FRWyK+ukSTFrYiwoAUA0R/8BBgAAAi/y7dEDSE839DbtRERERNFivCpAu3fLfU6O5zXl3LZtwIAB3l9fUABMnRra4t/u3X1fM5vlFkNVVerShmjm/wMJGAC4b+ZVVibpP/4W+ZaXy+Zd3MiLiIiIEoDxZgCULWy9db5SU+W+qsr7axcvBrp18x0cGFQs9gBQdOyoHsd9AOAtz/9f/5J7LvIlIiI/HA6H3k1ICPw+G4PxZgCUUX5vCy+Vc95ysktKgAULgPffD/0zt2/3fS0/P/T3C1GsSoAq72cySVZVXAcAvjbzevhh2QZ57FjXawplkS9H+4mIElJycjIAwG63Iz09XefWxD/7n3055ftO+jBeAKD0gEtLPa8p53r29Lx2zz3SwauvV88pJUCVAvgGzeeOVQlQQLJh2reXWYa4DgD85fnfeqssDAfkOUp60NixssjXoD8XREQUexaLBampqSgvL0dmZiZMzgVIKKocDgfKy8uRmpoKSzPZpyleRRYAnH8+cMopwG23AW3aRKdFgwfLkPXWrZ7XtmyRzznySM9rb70lN2+UiN6g006xTAECZB3Avn2yoa3d3mz2RgtNWZnvPP/Vq4GaGlkfMmGC5PxnZ8s3g51/IqKEl5OTg6KiIuzZswfZ2dmwWCwMBKLI4XDAbrejvLwcVVVV6OicnxwHYtEdjrXIAoCDB6VT5W0aZ/FiqaQyYgSQlRX8e+bmAuedp47YKmw26cjdcguQlCSlQA8cUHvMP/zg+V6vvCI54N6uGUgsZwAACQB+/FHin/37gc6do/8ZumpslNqpyqJfd1YrkJGhpvlwkS8RETnJ+rOfUlJSgqKiIp1bE79SU1PRsWPHv77f8SIW3eFYiywAGDxYvtqaGuC//5Xa/Urn6uKLpY56Xp503kMxcyYwaBCwcCFw5ZVybvZsoFUrtbznXXdJB3/5cuCkk4ATTvB8n08/lXtv1wwklmsAAM9KQHEVANTUyG6+118vm3k9/rjnc5jnT0REAWRlZSErKwt2ux2NgfYbopAlJyfHbdpPrLrDsRRZAJCRIffp6cCxx0rt/n/8Axg1SmqrT5oEPP986O/brx+wYgXw6KPAqlVAXR1w+DCwcqW6SDgvT0Z2jRROhUnrACBulJQAF10kPxcbNkgwmJTEPH8iIgqbxWKJ244qxUasusOxFFkA4FyOs2dPYPhw4LHH1HMWC3DGGeG991FHAf/+t+/rjz4qN3+CeY4BKGsAsrLUH6JoissAYNs2SRXbskUe79kDbNrEPH8iIiLSVCy7w7ESWQDwwgvA+vXylQ4f7n3lQyyGtONMrHYBVsRdALB6NXDhhZJ0B8g3bskS4Jhj1Ocwz5+IiIg00By7w5EFAJ06SULTQw8BDzwgKRcNDcDZZwOnnirD2UnG22vMSCor1cgxFguAgTgLABYvBq66ShLtANmn4X//A7p00bddRERElJCaY3c4sua8+KKUlykpkQW7l18OfPSRrHho3Ro47jipwkM+xboEqPv7NusAYP584NJL1c7/sGHAd9+x809ERES6aY7d4chmAM45R+6zsuSrvfxyeVxYKKOy//sfUF0dYRPjW6xLgAKSAp+TIz+YzTIAaGqShbzTp6vnrr4aeO01IDVVv3YRERFRwmuO3eHYTEjk5wP33w988YXv3VkJQOwrACmUNKC9e6VsfrNRVydlPp07/w89BLz5Jjv/REREpIvhw6XeiD9G7g7HPiPpjjti/hHNmRYzAIAaADQ0AMXFsfucqLDZgPp62TmjsVF2z+jbVxLo5s8HnnzSeMl0RERElDD++1/g6KOlLkkwjNYdDq8XtWED8NxzwNy5wJdfNrMhZWPRYg0A4LoQ2NCbHNbWymh/u3ZA+/ZAx47A2rVS4//zz4E779S7hURERJTg3n1XZgBOOQV45hm9WxO60AOA114D+vcH7rlHdjk4+2yga1fgrbei3rhEoHUKEGDgdQA2GzBtGjBlimzkBcj9449LsDl4sJ6tIyIiIgIAXHkl8NtvwEknAQ8+KClBhw97f251NfD779q2L5DQA4Dp04EhQ6TO0ZgxwLnnylc8ahRw990xaGJ8YwDgxGLxnSQ3Z45cJyIiIjKAjh0lEebJJ4GlSyUlaOVKz+e1aAHs2gWceSbw1VeaN9Or0AOAY4+V0otPPQXMni0bMJWUALNmAR98IDuxUtCUACA7G2jZMnaf0ywCgEOH1JF/d2VlgVfbEBEREWnIZJIZgFWrgMxMqVA+Y4bn884/H+jXT+qaGEHoZUC7d/c8l5YGjB0rdY8uvVQChJNPjkLz4pvDoa4BiGX+P9AMAoCffwZ695bdM7wFAVarRElEREREOlu5Enj9dVlX2dAgXeHu3YGNG4Fx44B33pG+XVOTZDj/8YckzNx7r94tF6EHADU1wLJlsrWZu44dgU8+ASZMYAAQhMpK+aEAYr9FdMeO6rEhAgCbTVJ6ysqkY19UJDNJo0dLzr+7sWMBux1ISdG8qURERETOzj9fNviaPh3o1k3SfJKTpS7OhAnA009LN+eFF4DcXDnOyTFOEcPQm/HIIxK+TJrkPSUjJwc44ogoNC3+aVUCFJBtqK1WOdY9AHCu9KNU+1m1Sv4n3XcfMHmy2lirVR6PHx/bHCkiIiKiIF13nfStBgyQrkpKigQAKSmSArRokcwGnH028MsvEgQYpfMPhBMAZGZKOcY1a2TY+sorpTLQrl3qc8yRbTCcKLQqAapQ0oD27JH0I134q/Qze7aEyAUFsgdAcbHcFxTI3BoRERGRATz7LPDoo8BLL0lyjLvLL5exzZwc4OKLpStjpKr5Jocjgq7gBx/I0ue1a2UVROfOwN/+Jrkt//qXzIk0c/n5+QCAwsLCqL/3W28B114rx7NmSWXVWDr3XFmlDgAHD8oPpebq62XU31ee/4EDTPMhIiLd2O12NBqppxYnkpOTYUnAan42G3DDDdJlPvFE4L33XNOy9RLZUP3ll8utsBD4+GOphfTVV/LV9uwJtG0rJUNPPRW44gpjfMUGomUKEOC5EFiXAKCsLHCln7ZtNWwQERERUFFRgZKSEtTV1endlLiVmpqKnJwcZGVl6d0UzbRsKelAM2cCDz8MHHOMJDjoLTq5Ovn5cisokKXQP/4IfP21LBb+/HPgo48kh7u6OiofFy/0DgCOPjr2n+nBamWlHyIiMpSKigoUFRUhIyMDOTk5sFgsMJlMejcrbjgcDtjtdpSXl6OoqAgAEioIAGT7rOOPB666Su+WiOgn65vNMuo/ZIiEOg0NwDffAM8/H/WPau70WgMASNEdXezezUo/RERkKCUlJcjIyECnTp3Y8Y+R9PR0ZGZmYs+ePSgpKYl5APD661JvZNs26f9cfTUwcSKQmqo+Z9kyYP58oG9fYPNmoE8fqXETq6Wsw4ZJ1rwRxH61rtkMnHGG3MiFVrsAK3TfC2DXLvkfuGSJPJ47V2YCrFbp/I8fz8W+RESkKbvdjrq6OuTk5LDzH2MmkwnZ2dkoKiqC3W6P2ZqAt9+Wzv9ll0nhwQ8+kHHH3buBBQvkOYsXA9dcA6xbB/ToIfX6zz5b8vXffDMmzQKgzYBvMAxUkCjxKAGA1Qqkp8f+83QNABobpWbWjz8CQ4cCF17ISj9ERKQ7ZcFvIi5Q1YPyfY7VQuuGBunkr10LTJ0qJTnXr5fR/ddflyIoNTXArbdKgNCjh7wuKUk28HrrLeCzz2LSNENhAKATLXcBVugaADz1FPDtt3JcUyPzbSkpsuA3JYU1/omISFcc/ddGrL/PP/8sHXnnMcUWLYBRo+R4505ZmlpcDJx+uutrTz5ZEldeeCGmTTQEFuzXSUWFuiZai/QfQNbXtmwpRZo0DQB+/FE2kAMkxP6//+NiXyIiIoq644/3fj4rSzbq6tEDeOMNOderl+tz0tKALl1k6Wq8YwCgE60rAAGyVUOnTsCmTZIH53DIuZiqqgJGjpQ5OUAWhp9ySow/lIiIiJqz7t39X9++PbT3KywEhg8HWreWPhDgvRx6To68t7JEMV4xBUgnegQAgJoGZLPJLERM2Gyy4VdxsYTb06dLys+gQcDkyTH6UCIiIiJPNhvwySdSix9QMzC8FR1UqgRVVWnTNr1wBkAnWpcAVTjvxbZnTwwycWprpcM/Z44aPo8eDSxfLv/juMiKiIiIAgh1hN+fRx4BnnkG6NZNHisj/3a753OVc/G+NJEzADrRugSoIqYLgW02YNo0YMoUdaOvsjKpvTV3rk5bDxMREemntjay6xSZt98GunaVij8Kpd9VWur5/NJSSRNq1UqT5umGAYBO9E4BAmIQAFgsMvLvzZw5HP0nIqKEk5YmVWgsFs9bixasgB1Ln30mG5+OHu16fsgQud+61fV8fb1sWTR0qDbt0xMDAJ0YIQCI+m7AZWXqyL+3a+XlUf5AIiIi47PbpRaG+81bCoqeKioqcNlll+G2225zOf/qq6+iT58++OSTT3RqWeiWLwe++w548EHX8z/8IJWC2rSRnYCdrVghQYBSMjSecQ2ATpzXAMRNCpDVKjdvQYDVytKfRETU7CxaJPUrKitDf63ZLHXnA+naVS2WF6rMTNnw6oorwnu9sw8++AAjRozA3LlzUVlZiczMTGzYsAHPPPMMRo4cifPPPz/yD9HAqlXATTfJrr6PP66eLy8Hfv9dFgTPng3ccQcwaZJ8/x0O4MkngXPPBS65RJ92a4kBgE6UGYBWrbSd/otpAGC3A2PGyG8id2PHynVvS+6JiIgMasYMYOPG8F5rDrKXVVQUfgAASBujEQD07dsXQ4YMwS+//IKysjKYzWbcd9996NOnD8aNGwcAqK+vx6JFizBlyhQMHToUgwYNQl1dHVatWoX+/fvjoYceirwhEdiwATjvPODwYencu3vlFbm/9lpJwRozBhgwQFJ/jjkGeOwxDUqkGwADAB04HGoAoGX6DyDrcFNSZIor6gHAtm3yP8nhkEW/ShWgsWOB8eOZ6EhERM1OQYF0JMOdAQhGx46RzQC4p7mEa8ifyfGtWrWCyWTCtGnTUFpaipdffhkpfw7gpaSkYMCAAQCAgoIC9PpzN61rrrkG3333XXQaEoF+/YBDh4J77mWXuS4OTiQMAHRQXq6u+tc6AFA2A9u+PcoBQEODzLXV1EgloL17pYhudraM/LPzT0REzdAVV0RndN2fYNKEtGSxWPDtt99i4cKFmDdvHjo5pw8AWLlyJXJycv7q/NfW1iI7Oxunn366Hs2lMHARsA70KgGqUP4fHz4slTujYv584OefZZ70kUekvEHbtjLdEO/FdImIiPywWGQ2wP1m5OJ406dPx4033ogzzjjD49qKFStwwgknAACqq6uxdOlSJCcnIyMjQ+tmUpgYAOhArwpAiqhXAtq7F5g4UX38wgvBz3sSERHFsdpa2QfTbve8VVcbbx+A0tJSfPjhh+jbty/uv/9+j+s1NTX46aefYLfbMW/ePIwYMQJ9+vTRoaUUCfbSdGCkAGDPHqB37wjf8N571eTIW29VC+wSEREluEAZsEbKkG1oaMA999yD/fv34/nnn4fZy2De6tWrYbfbMXHiROTm5iIvLw99+/bVobUUCc4A6ECvEqCKjh3V44jXASxdCixcKMc5OVJDi4iIiJqdGTNmYP369Tj77LPR0kf67ooVK5Cfn4/c3FwAwPDhwwHIHgLUfDAA0IHRZgDCVlMD3H23+njmTNk/m4iIiJqVJUuWYMGCBXj00UeRk5ODBh9lib777jucdNJJfz1OTk7Gb7/9hsWLF2vVVIoCpgDpwEgBQERrAKZNk9KfADBsWGJsnUdERBRnNm3ahAkTJmDEiBEYPnw41q5di7KyMlRXV6OwsBADBw4EALz11lvYtm0bWrdujZdeegnl5eXYsGED1qxZg88//1znr4JCwQBAB0apAgREMAOwaZOa7mM2SxWgRNg5g4iIKI5UVFRg9OjR6NatGyZMmAAAaNu2Ld588020aNEC99xzz1/PHTlyJEaOHKlTSymamAKkA2UNQOvWQGqq9p/frh2QnCzHYQUADgdw111SwgCQHUjy86PWPiIiIoo9h8OBBx98EIcOHcKzzz6L1D87Jeeffz5WrVqFvLw8tG3bVudWUixwBkBjeu4CrEhOls/evTvMAODtt4GvvpLjrl1dS4ASERFRs2AymfDiiy96nO/Rowe+//57HVpEWuEMgMYOHwbq6uRYrwAAUNOAiovV9gTl8GHgvvvUx3PnAi1aRLVtRERERBQ7DAA0pncJUIXzOgDnNQkBTZggUQMAXHYZcMEFUW0XEREREcUWAwCN6V0BSBHWQuDVq2WXXwBo2RKYPTvazSIiIiKiGGMAoLFmGwA0NAB33CGLGABgyhSgc+eYtI2IiIiIYocBgMaabQAwfz7w889yfNRRwNixMWkXEREREcUWAwCNGWUNQMeO6nHAAKCoyLXSzwsvSO1/IiKiOOFQZrgppvh9NgYGABprljMAkycDlZVyfOutwJAhMWsXERGRlpL/3BjHruxtQzGlfJ+V7zvpgwGAxpwDgPbt9WtHXp66cW9RkZcn2GxAfb1MWcyZA/znP9LxV3b/JSIiigMWiwWpqakoLy/n6HSMORwOlJeXIzU1FRaLRe/mJDTmcWhMSQFq00afXYAVKSmyI/D+/V5mAGprgenTpeNfVgZYrcDo0cDSpUBmpg6tJSIiip2cnBwUFRVhz549yM7OhsVigUkZJaOIORwO2O12lJeXo6qqCh2d85BJFwwANGSEXYCddeokAcC+fVLkx2yGjPxPny5VfhRlZcDjjwNJSUBBgZQAJSIiihNZWVkAgJKSEhR5nRanaEhNTUXHjh3/+n6TfhgAaOjQIcmqAYwTAKxZAzQ1SSDQqRMAi0VG/r2ZM0c2AiMiIoozWVlZyMrKgt1uR2Njo97NiTvJyclM+zEQBgAaMsoCYIX7QuBOnSCj/WVl3l9QVgaUlwNt28a+cURERDqwWCzsqFLc4yJgDRmlBKjCayUgq1Vu3litQHZ2bBtFRERERDFl3ABg+3bguusk5eT224FRo4CDB/2/pr4eGD9edqht0QI4+mjgrbc0aW4wjD4DAACw24ExY7y/YOxYuU5EREREzZYxU4B27JCSk888A4wcKeceewwYNgxYtcp3JZrRo4Fdu6RW/b59wJtvAtdeK53WG27QrPm+NKsAwOEA5s5VqwCNHSvBVVqaDi0lIiIiomgx5gzA2LHS0bzmGvXcffdJYDBtmvfXrFsHJCdLqcrJk4Hnn5dgITUVmDFDm3YH0CwCgNmzgaFDgeOOkwYXFwMHDkj1H3b+iYiIiJo94wUAe/cCS5YAp52m7lQFyKj/wIHAK68A3lbnr1oFPPGE67n8fOnM7twZ0yYHy2hrAJyDkD17ILv9zpkDbNwI/P3vQEmJLPhNSWHpTyIiIqI4YbwA4IcfJP2kVy/Pa717yzqAwkLPa7fdBrRq5Xk+K0teZwBG2QVYkZ4uG5IBf+4G/O9/yywKILMvnTvr1jYiIiIiig3jrQHYvVvuc3I8rynntm0DBgwI7v0KC4E77/T/nO7dfV8zm//cIStySgCgDKobQadOQGkpUFTkQNMpw5C0cyfw+efBf3+JiIiIqFkx3gxAdbXce+shp6bKfVVVcO+1erVsbHXHHdFpWwQcDjUFyAjpP4pOHSSdym434WCPwRIR/PQTwG26iYiIiOKS8WYAlFF+b+UmlXPB5KM3NgKPPgp88IEEAf5s3+77Wn5+4M8KQmmp2nwjLAAGANhs6FRcCOB4AMAedEK7sp+AqVNl/UVBAXP/iYiIiOKM8WYAlOHx0lLPa8q5nj0Dv09BATBpUnDP1YDRKgABACwWdPp96V8P98CpLNCcOYEDJyIiIiJqdowXAAweLKPPW7d6XtuyRVatHnmk//eYNg047zzZS8AgDBkAlJWhU636fXYJAMrKgPJy7dtERERERDFlvAAgN1c678uWuZ632SSnf+RIIClJUnyce9WKWbOAfv2AM890Pf/hh7FqcVCMVgIUAGC1olPLsr8eugQAViuQna15k4iIiIgotoy3BgAAZs4EBg0CFi4ErrxSzs2eLWU+J02Sx3fdJXsCLF8OnHSSnJs/H3jvPeDCC4H169X327VLSu9ccomWX4ULQ84A2O3oNOp04Hl56BIAjB0rixaMUq6IiIiIiKLCmAFAv37AihWyiHfVKqCuDjh8GFi5Ul0knJcno9RZWfL4nXeA0aOl3M6qVa7vZzIBmzdr+RV4MGQAkJaGjgUjXQMAq1U6/+PHc+dfIiIiojhkcjgcDr0bYWT5f1YBKvS2+VgILrsM+M9/5PiPPwyyx9ZnnwH334+cP35CebUFPbs1YMP6Jhn5Z/UfIiIiorhkzBmAOGS0XYABoPbowUj77TeU/HXmzx+HP9N+ams5CUBERETNG/sznhgAaEQJAHJzDVJds7QUablt0KKF9y0XLBZ1TzYiIiKi5ubAASkMuXEj8Omnntc/+AB4/32pGP/778Cpp0oWdCJgAKCBpia1CpBh8v//XDNhtwMNDXo3hoiIiCh6li4FvvwSePZZYNgwz+vz5sm+p4WFQOvWQE0NMHAgUFwMPP649u3VmvHKgMah0lK1k22IEqAOB/Daa3q3goiIiCgmzjkHmD7d+8Drvn3A/fcDt90mnX8ASE8H7r0XePJJYMMGbduqBwYAGjBcBaCffgJ+/VXvVhARERHFlLe069dflwKTp5/uev6002SbqZdf1qZtemIAoAHDBQD/+pfeLSAiIiLSxYoVct+rl+v5bt0Asxn45hvt26Q1rgHQgHMAoHsKUE0N8PbbPi8nJcnNzJ8MIiIiikO7d8u9srWUIilJUoK2bdO+TVpjN08DygJgwAAzAP/+N1Be/lcP33lqLCkJ2LrV/x4FLKVFREREsda9u//r27eH/95KlcM/q567SE2VtZvxjgGABgyVAqSk/zQ1obayHtXVnj/9LA1KRERE8SonB9iyRfo67kFAouyFygBAA4YJALZvB77+Wo579kRahvcNCcItDRpodoCzB0RERBSMSEb4A1HSsUtLXVOzHQ7g0CGgf//YfbZRMADQgJICZDIB7drp2BDn0p833SQNCkNBAdC1q0zPde8OHHGETJmlpXH2gIiIiIxtyBDJiN661TUA+OMPoL4eGDpUv7ZphQGABpx3AdZtcW1jI7BggRwnJwOjRoX9VrNmuc4QmEwSEGzfHv7sAREREZEWrr4aePhhYNky4JRT1PNffSX3EXSRmg2WAY2xpibg4EHp+HfpomNDPv8c2LNHjs8/P6rliBwOdUU9ERERkVHYbJ6ZCR07ApMnAy+8ABw+LOdqa4FnngFuvx045hjt26k1zgDEiJLvnpQkx76ua8a59v/NN0f0Vp99JiWytm9Xb3/8EWH7iIiIiKJk2TJg0SKgpESKHz75JHDmmcDAgXJ94kTJzLjxRuDII4HNm4HrrgMeeEDXZmvG5HA4HHo3wsjy8/MBAIWFhSG/1jD58AcPSrhrt8sihN27vW+N96dI2m2xeE8BMpvlPQ8dUrfd9oYLhYmIiIhiizMAMWSYfPi33lJ79KNG+e3819b67+RH2kFv3dpAgRERERFRAmIAEO8cDtf0n5tu8vv0QJ37QNd9xRbO530FRklckUJEREQUcwwA4t0vv8h9Tg7QuzfQt2/MPirQ7IHN5ntzDWUX4kDvz/QgIiIiosgwAIhnNpt0+BcvlpUuRUUx/bhAnXN/O+slJQGdOzM9iIiIiCjWmHQRr2prgenTZevh7t2BTp1kLYC3kkQGoqQHud+8BQVEREREFDrOAMRQMPnwMWGzSed/yhT1XFmZ+rigwP9wPIUkUGoSU5eIiIjISDgDECOHD0vKit3ueauujvFAvMUCzJnj/dqcORpEIP5ZLFIW1P0WjNNPl1q+69bJ+maFv+9noO91pNfT0iR1yWLxvLVowc4/ERERGQv3AQgg3H0ABg6UTioArF0LHHVUtFvmR3Gx1Pv3d71tW+3a4yTQaHigfQScr3foAJx7rmxsfPnl3tcPmM1ATY3vtQXp6UBFRWhrDxobZWuF4mK5nXlm4HYTERERGQUDgADCCQB++gk47jg5Pv54YPXqWLTMj/p6CQDKyjyvWa3AgQNASorGjQpOKAFApNcACUZqagJ/7jnnAHv3yreupESdffD1/klJclMCECIiIiKjYApQDDiX3b/lFh0aYLMBo0d7vzZ2rKGHpH2lBylZSxs2AM89J6P+6enateurr4D162XkP1DInJQE7Nwp32ZfnX+Dr8UmIiKiOMZFwFFWUyPFdgBJK7nqKh0a8dZb0tEHgLlzZSbAapVz48cbNik9mF2Ie/aU2Gb0aPleL18OLF2qTfvS0mRipV07qararh2Ql+f5PJY0JSIiIiNjABBlH3wAlJfL8ZVXAllZGjegrg6YOhWYN09Wy+7fL0nu2dnSGzVo5x8IfRfi9HRJzTnnnNi1SVFaCmRmAiZT8K/xteMxERERkZ6YAhRlr7yiHt98sw4NWLhQVqZu3CgzAampsuA3JYWlPyOQleW/8++eukRERERkVOyqRNGWLcA338hxnz7ASSdp3ACHA3j2WfXxP/6hcQP05a26qdIZD7QnQyR7NgRKXSIiIiIyEs4ARNGrr6rHt9wSWrpIVHz/vdQcBaQM0YknatwA/SidcPc9F2pqfF+z2yU7yt/1YPZsCDerasYMWa9NREREpCUGAFHS0AAsWCDHZjMwapQOjXDe/GvsWB0iEP3464SHurYg1OvhmjjRe6VWZ7HexCxcen0uERERRY4BQJR88omstwWAiy+WKjGa2r1bViADUp5mxAiNG0DuApU0TUoCOnaMbBfhtDQgI0P++X1dB7x3yCPpxKel+f5M5Xosd2cmIiKi8HENQJTovvh3/nzZohYA7rhDFv+SbgKtC7DZgMsuk+NA1YIefFAqEFmtrrfsbOBvf5N/9nDKjqalRVaqNJJSp5F+NhEREYWPOwEHEMxOwHv3Al26SEesY0dg1y4gOVmrFkJ6S507A4cOSe/pjz+A9u01bABFIpzdj52vp6cHt5vxJZeoj1NSgLffDvyaE04Aqqrk/ZX1FHY7UFkZXNs3bZKZDpNJ3R05KUn+vwR6LREREcUGZwCi4PXX1cH3m27SuPMPSE/u0CE5HjGCnX/yaskStcNtNsuPTSBr13p20kMpc9q/v/fXs4NPRESkHwYAEXI4gH/9S3184406NMC59KeyAzDFjW++AQ4flg3mysrUmzIKH0tJSbJ9RHq6esvIiP3nAsDs2cC550pJ3QRaz05ERBRzDAAi9M03wLZtcnzmmUC3bho34OuvgfXr5XjIEOD44zVuAMVatKq57t8vo/ENDeqMVSC1tZF1vkeNktH+pib1lhRk6YEHHwTuvRfo2hU4/3y5nX66tMff4ujaWkNveE1ERKQ7BgARch7912Xxr3PpzwTb+CteRLIJWSjPa9MmuOc5i3Tk3fn/R7h27pQ17i+9pKYOhbuAOFBwwOCBiIgSAQOACBw+DLz/vhy3bq0ustTM9u3A4sVy3LGjWlaGmo1A1YKC6bBWVMhxOIFEuMGH0q5IgpdAr50xA/j4Y2D5cs/OfqDKSS+/LKV4c3OlKm67dpLKFE71Ied/AwYQREQUDxgARODtt9V65ddeq8Mf/rlzZQ0AANx1V/BDwWQY0dqkLJxAIpLgQ6nzH+7rg3ntPffIrbIS+Oor4NNPfT/f3V13eQYI2dmydiJQ8PDzz66lVpWgweGQSkhazD64P5eBBxERRRPLgAbgrwzoscdKZwEA1q0DjjpKw4ZVVcmof0WFuitTTo6GDSDSTzilU4Mtq+p83WIB6uvV2DqY1/sTSvCgPNdsjizwAIILIADvz4kk+Ig0cInFZzOYIiLiDEDYfvpJ7fwPGqRx5x+Q2qNK7sfIkez8Ezl5/nlZ9HzggHpTKuWGIpzhkXbtZL1Fu3ZSkbddOyAvD3joocCzD9u2yfU+fTyfG+i1DofvNRvBpj65PyfS4MPf56any6+wcK+H89nBfj3RDEwYcBCRETEACJOui3+bmlwX/7L0J5GLW24J/7W33irBwuHD4ZVaPXQIKC4GNmxQz5nNEgAE0rev3IezT4KyW3TbtjIeoNxyc4FJkwIHEMrnentOoNeuXQvU1am32lqZObnySv/vGegzg/lsZR+WpiYJgpqa5Pztt4f/9US6U3UkaWPRCD6UNoT6HgxWiBIHU4AC8JYCVFMjI3rl5fKLfd8+ICtLw0b9739SExEATj1VSoESJZBIOmfhpPCEkgLUuzdQVOTajlDSj9w/J5zUpXCuK1+n83Miee9Ar01L87+DdaDr4Xx2JN8L9+dceKEcp6a63tLTZQF7KD8za9dKIYk2beRvSSQ/34pw36M5VdjiZ8buMyn+cQYgDB98IJ1/QEa4NO38Ayz9SQlLGd2MpCMSadnVQDZvlvuqKjUNqbg4uNdec034O4kPGCCfV1LCnZa1sHSp7079jBmhvdcJJ7gGe4FmKK67TmYXkpNdbxYL8Nxz8pxA7/HAA+psickk+3PMmBH4df/7n1TUyshwvUUrcAlFpDM1/EzfjBjoUHQxAAjDK6+ox5GkGoRl40a1HErXrsBFF2ncACL9BPPHIdAfrXCCB4tFXQ8QbACRkQH07Cm3YL3+evDPdffTT3LvcEjq0sGDEgyUlob/nsG64w75+pVR8LQ0GQnXwrx5cp+UJDeTKfwgqrl4913fwYcSAATy7LOesyPBBC4XX+z52cpsTaDg4cQT5TlKwOHr3t815d5slsG4YIIlZeNDZY2M81oZ93P+riUny9//QJ95yy3qdeccC+XY1723c0lJwFtvBf7MuXPl/1zLlhIstGzpeaw8Dub/h1ECHQ5mxA4DgBBt2SK7/wKyUC9au7QGzfm3++jR8f+XjiiKwim76hw0RLpvQyizD8o5szm015pMMhqblQX06OG7LdEUbKczFm67TZ/PPXDAdd2DcquvD/29br9dAraysqg301B+/lmdxYuUOcjei69gKdzPdB4A9OX116P7mW+9Ffh5994b/GempvoPELKygNdeCxx0vPGGOvtkNsvN23Gg68pxhw7BrVWi6GAAEKJXX1WPb7kl8p1SQ1JWpg4Rtmih09bDRInFuUMfyb4NoQQP7s+NNPAAggsg3J8TavARzudGej2Uz47G16No3Tr45wYyd25oz9+0SUa1lcXPyrEy0h2Mb7+VUWZlpDnYv2WPPCLVmaqq1FuwQY/S0VMWbJM+lGDVV2U0s1kCgEBuvjm6gQ5H+7XFACAEDQ3AggVybDYDo0Zp3IBXXwVsNjm+/nop+UFEzUIowYP7cyPdMC6YAALwvRNyLDd8i/R6qJ8d7HtGGiSEkzYWrO7dw3udsxNOCO91EyeG/5nuVbWUAMS5gpNy7+2c+30wlDU5waTb+LvmfuzPb7+px5GmHQXr9dclGLPZ5OfbZvM89nctlOCR4gMDgBB88okssgMkDzI3V8MPb2x0nWdn6U8iClIkAYRer43VZwfznpHOuESaNhaNgCHc94j1InlnJpOa0x8r3brF7r19Ucr5aumaa8J/rcMhszjOAUEw5s5VU3YaGqSb4nwfzLFyzxkh7TEACIGui3//+19g5045PuccfX7DEBElgGgGJqG+VzSCDyC899ByjUu08DMjf2+TSV3A36pV8K+7/fbIP5v0wwAgSHv3ygwAAHTqBJx9tsYNYOlPIqK4F+tZE3/P0WqNS7TwM2P3mYCxAh2KPgYAQVJ2mwSAG2/UuPjO5s1qUmHv3jIDQEREZBDRCEz4mcb5TCMGOhRdxg0Atm+XcgNdukgx65oa4OmnZZ97f5YtA+bPlxSZzZulVuekScHXDPPhX/+Se5MJuOmmiN4qeDabhMPp6ZL+8/nnci6WCZNERESU0IwY6IQq3G5kojBmT3LHDmDIEODcc4F//hN48UUpaD1smGcZAWeLF8v+7NOmAVOmAG+/DaxYAdxwQ0TNaWpKwbZtcnzGGbL/VszYbLIap6YGmD4daNdOfno7dZL94i+7LIYfTkRERNS8hduNTCQmh8OAa68vugj49VcZ9VZqYVVWStmde+8FnnjC8zU1NdIzP+cc2Z1C8cUXwFlnyb7tYSTu5+fnw263YufO7wHIhhxXXhnCGyij+GVlUrbTbpfdNryprZXgZdAgYOVK4PHHPZ8zeTJQUOD7PYiIiIgSWDjdyERjvBmAvXuBJUuA005zLYSbmQkMHCileLwVrP3oI6C4GDj9dNfzJ58s6T8vvBB2k7p0SYfdLn33K68MYSfD2lp1FF+5TZ/u+gZ2O7BnD7Bvn/xEzp8PnHqq751h5szhKhkiIiIiL8LtRiYa4wUAP/wgBWF79fK81ru37JdeWOh5bcUKuXd/XVqapNB8803YTdqxQ/rcFotswOszT81ul631du2SfeKVVCRlf/eyMnn8xBPAl19KQJCaChxzjOy9/dxzQPv2Esj42hO+rAwoLw/7ayEiIiKKV+F2IxON8QKA3bvlPifH85pyTknID+V1hw757lQH4HCom1f8tVX1sGHA3/4mWzK2bStRQUoK0KaNhJgZGa6lO50995xsw6hsaejc6d+/X+aofO3ya7UC2dlhfR1ERERE8SzcbmSiMV4VIKUGVEqK57XUVLmvqgr/dd461v72VfdVPWjzZnVbYHfBjOIfPAgcfbQkpfXtK6+xWmWp+hdfAKNHe18DMHasRCHevk4iIiKiOOCvawZIlR9vwu1GJhrjBQBKePbXULsT5Zy3BbDhvi5c7dvLrEJmptyystTjDh3UDr23IMBqled8/rl6zmaTzv2UKcC4ccDy5XJ+7lx1AfHYscD48bGpv0VERETUzGndHWyujBcA5OXJfWmp5zXlXM+eob+udWvfe1z7CiMBID8f8PJDhFWr/I/CO3fo3XkbxW/ZUjr3gKQODR0KzJgBPPywzBIoFYTY+SciIqI4569r5k+43chEY7w1AIMHy7LtrVs9r23ZIjn2Rx7peW3IELl3f119vSzKHTo0uu0MlIKjdOgnT1bTjqxWeTx+vPfwMy1NSnweOCAzAGefLesEcnPl8xiyEhEREfkUbjcy0RgvAMjNBc47T3b0dWazAatXAyNHyk64jY1S60lxwQXyr+r+uhUrJAgYNSrsJplMshTAbA6xAqdzh764WO4LCvyP4rdsKZ39tm3Z6SciIiIKQbDdyERnzG/BzJnSYV64UD03e7ak8EyaJI/vugvo3Fkt/5meLs957z3Z+QGQCjtPPilbwV1ySdjN6dYNf+0DUF0dwj4AADv0RERERBoKphuZ6Iy3BgAA+vWTjv2jj0qufV0dcPiw7I6rrO7Iy5OUmqws9XXXXiuF+seMAQYMkNSfY44BHnvMdTeIEO13q/bDNHwiIiIiYwqmG5noTA6Hw6F3I4wsPz8fAFDIXSOIiIiIKA4YMwWIiIiIiIhiggEAEREREVECYQBARERERJRAGAAQERERESUQLgIOoE+fPgCA5ORknVtCRERElBhatGiBNWvW6N2MuMUZACIiIiKiBMIZACIiIiKiBMIZACIiIiKiBMIAgIiIiIgogTAAICIiIiJKIAwAiIiIiIgSCAMAIiIiIqIEwgCAiIiIiCiBMAAgIiIiIkogDACIiIiIiBIIAwAiIiIiogTCAICIiIiIKIEwACAiIiIiSiAMAIiIiIiIEggDACIiIiKiBMIAgIiIiIgogTAAICIiIiJKIAwAiIiIiIgSCAMAIiIiIqIEwgCAiIiIiCiBMAAIYODAgRg4cKDezSAiIiIiigqz3g0wuurqar2bQEREREQUNZwBICIiIiJKIAwAiIiIiIgSCAMAIiIiIqIEwgCAiIiIiCiBMAAgIiIiIkogDACIiIiIiBIIAwAiIiIiogTCAICIiIiIKIEwADCg2trIrhMRERER+cKdgA0oLQ1o0QKw2z2vWSwANycmIiIionAxADAoux1oaNC7FUREREQUb5gCRERERERxK9qp0w4H8PPP0X1PrTEAICIiIqK4c+AAcM89wCWXeF6rqADuuANo1w7IyABOOAFYutT7+0ycCJhM6i0pCViyJJYtjz2mABERERFRXFm6FPjyS+DZZ4Fhw1yvORzAiBFAy5bA6NHAtm3A228D550nrzntNPW5lZXAf/8L3H+/es5sBu66S5uvI1ZMDofDoXcjjCw/Px8AUFhYqOnnWize1wCYzd4XBxMRERGRq44dgV69gGXL1HMffQRs2ACMG6ee++IL4KyzgPPPdx3df/ppIDMTuO02zZqsCc4AGJTFEtp5IiIiInLlrd+0dSvwwAOu5848UwKFnTvVc/X1wKxZQPfuwB9/ABddBAweHNPmaoZrAAyotlZKfdrtnrfqau4DQERERBSu+++XjAp3WVlA797q4x9+AFJTgZUrgX/+U9YJnHsuUFKiXVtjhQGAAaWlyf3TT0vkqtzuucf1OhEREVE86t7d/y3a7HaZGbjpJvXcsGGyPqC8HHj/faB/f1lbcOGFQGNj9NugJQYABnbwoKwDUG6bN+vdIiIiIqL485//ACeeKGk+7tLTgcsvB376CRg+HFi1CvjgA+3bGE1cA2BgpaWuj7du1acdRERERFravl27z6qqAl58EXjvPf/Ps1iAl18GPvlEgoArr9SmfbHAGQADO3TI9fGOHdwdmIiIiOKYzSarb4uLNfm4xkZg7FjghReAnJzAz2/bFhgwoPmvx2QAYGDuMwANDbIKnYiIiCjmnDvj9fXyOJZqa4Hp02V3rnbtYvtZkP0ACgpkjWWvXsG/rrYW6NEjZs3SBAMAA3MPAACmARERESUkvTvj7drJ42gMfTc0SPtLS4G9eyXfp7gYmDYNmDIFKCuL/DOCMH488Pe/A0cd5Xr+ww99v2brVmDPHnldc8Y1AAbmngIEyA/e2Wdr3xYiIiLSidIZnzNHOsdWq+StjB8ffmnApiagpkY64tXVclOOu3UDXnkFmDpVfX5ZmXTOHQ7g0kvlem0tUFen3vs6dj/X1OTalpwcKcA/Z054X4sfNpv3DVQLCoBffwUyMmQTMMX69cCpp0oTjzwSaN0amD0bOP544PBh4NZbZR1A585Rb6qmGAAYlMPBGQAiIiJDstlkRajSGbfbgZYtY/NZlZXAzJnS+VY4d8avvhr49789O/GBjn2N5Cud8eee8379ueeAhx4CFi6MXkH89u1lBiCKI//LlgGLFkkTy8uBJ5+Uzb4GDpTjGTPkeUuXur6uZUvgpZeApCSpCPTGGxIQXHSRTII8/zzQt2/Umqkbk8PhcOjdCCPLz88HABQWFmr6uTabRKUA0LOn2vG/6CJg8WJNm0JERESK2lpJVQllNN7hkI784cMyvX/oUHDHSUnA778DnTp57xxbrZKP0rVr9Drj/ftLR8Nfsf0dO6RDsn697+ekpsr3IzXV97Fyn5MDPPss0KGD69fJLmrMcAbAoJzTfwYMkP/ftbXAli36tYmIiMhwtByNr6qSoWNfo/HDhwOzZnnv0Iezc1T//v5HxsvKZNOg9u39BwBms3xPWrRQb86PnY9zc+X9rFbfQUdeHvDmm/K+3jr4KSmAyRTa12qzSSDl/L2lmGEAYFDO6T85ObLa/PffZZ1MYyOQnKxf24iIiAwh3Nz4piZ5/qFD8gc3mHuTCVi3zneeupIas3Rp5KPxKSmSfJ6VJXkn/jrj7dtLipDZ7Ltjb7GE9vn+OuNjx8oi3r/9LYwvzI+WLeXfDVD/PSlmGAAYlHMA0KaNpAH9/rss/N+zBzjiCP3aRkRE5FVFhXS8Dx8GWrWSDnpWVmw+y2aTzr+v0fi//10WqnrrzB8+HHp6STij8VlZ0pFv3Vq+H4GOlcctWqgj6IE6442NwDnnhPa1BOKtMx6NhceBpKXJ6twJEyRxn2KGAYBBOacAKQGAYutWBgBERORHdbV0DFNSpCMVSmpMuCk1NTUyEv3cc+prx4yRDmN6uutz7XYJFpRbebnrfaBzFguwZk3g0fi33458NN5kUjvlgUbj8/KkhmR2tjw2R6GbZZTOeHa2/LvF6vMUys9a27ax/ZwExwDAoJxnAFq3VhcEAxIAnHGG9m0iIqJmoK5OOmozZwJz54bWYQwmpaaxUTqEZWXq7aij5DXuZSOVx7feKiVYlE58TU1kX2O4ufFWq/xRbdNGHXFXjn3dZ2erebfBpMbEYocoo3TGU1Ji+3mkGQYABuU+A+A8+MJSoEREcS7cUXibTRaLLVwIPP64el5JjQGAu+8Gdu2SBa3KzWYDTjoJeOcd77Xfm5rk+pVXSjUbZ336SEF1f2UjJ06UkfT9+4P/HniTnCyd39TU4HLjX31V0nDatInOiLxeo/HKZwPsjFNUMAAwKPc1AJ06qY8ZABARNQNKJ76yUjprqanBdeh9jcKPGyed9QMHZFS7tFS9Ly2Vkf/p06V849y53t97zhwZST7/fNeR8UC13+fOlc9PTfUMAPLzJafe32j84cNSgL2mRjrk2dly7+vY1/X09NBy448/3nubIqHXaDxRFDEAMCj3FKDOneXvR309AwAioogFM8IeSXlJpRP/6afAxx/LsXs6zrhx8njvXklnKS6WDuu77/oehT/uONmF1Zv+/WX62G733xkvLfVMjQm0EVNZmTz/xBMltcZqVfPce/WSHHl/o/GtWknZyGjiaDxR2LgRWAB6bQR28cXAf/8rx/v3y0xnv37Axo0yAFJVJfuDEBGRH+6d+IYG+eUZaCOnQJs91dXJSHhlpeS1K8eVlcAxxwD/93/Sif/wQ1ms6pyOo5g40bVDr4zCh7vpk/J6wP977N0rbXM4ZIFZRoa89vLLZRGrr9cdOOC7o1tRIWsOnAMXxaRJwAMPxLYakMXiOhofq30AiOIEZwAMyn0GAJBKQBs3ygzqvn1Ax476tI2ISFPhjsR7S6VZvhx4/33vpSMB4Npr5f39jcIPHAhccon3z3ROpcnJkYWvN9zg/blz50qHPidHOvTBjMIfOgTccYcEIG3ayC0nR71XakWPHu096Bg7Vr6GJ57wvBYopcZu9x0AZGWpo/HBVAGKJo7GE4WMMwAB6DUD0LcvsGkTkJkpAysAcO+9wOzZcrxsGTBsmKZNIiIKT6AOvL/rgUbiFQ6HWvnl4EEZIXn1VddOfLAj7ED4o/D9+wOLF0sevvOxL3/8ASxYIDMTXboAI0eGPwqvqKuT71u4VYCC+X77ouwDoLw2lvsAEFHYOANgUEoVoDZt1HPuewEwACAizURzFN65Q+lvwWttrYx6+Nro6YwzZKS7pERuDQ3yHF8LWoMZYS8rk/cJlEN/wQUSaGRmSgc3M1NuubnSgbdaJX8zN9d/bny7dpIio4hkFF6RmioLYAsKJM2ooiL4haqRLnBVOvu5uXLP0XgiQ2IAYEAOR3ABABFR1PnKmQ9UG97Xe/nbqfXuu4F587yn2qSlybRnoI2e9u/3HIn31dEPpkOu/NINVF5ywQJfX7VrJ/6LL/yn47h36KO1sLVFC/U41NQYptQQxT0GAAZUXi6DN4Ca/w8wACCiCAUaxQ8nZ/6666TKjXtZyqYmYMkS3x34t9+W0WlfZSc//hi4+ebAGz0dcYTkl7dtKyP/bdtKek779p6d+JKSwB1y5ZdvJKPwzp34J56QrwUIPh2HZSaJKMa4BiAAPdYAbN+ubiR41VWyLwsgA3Hp6XJ/9NHAzz9r1iQiau585XaPG6dOOb74Yng5897y4QPlv/fvL53x9u29X8/Jkfdu395/PrzFotaFd+Zt9gGQBVYrVwLPPBNZFaBgKAFXVZXcp6ayUg0RGQILSRqQ+yZgCrNZ/s4CMgPA0I0oztlsUtWluFjuKypcH9tsgd+jrExSX554QjrDSmdaGcV/4glg3Trp4IaTM3/woPdO/OHDarqNNzU1au14bxoa5GscO9b7dWUk3lvnH1BH4SdPVj/DapWdbJUR9gMH5Os7cEAeO3fsg3lOIC1bykxB69ayPiAlRWYoUlLY+SciXTEAMCBvJUAVShpQVZX8TSKiOKWk47RrJyv+y8ulqku7dupt+nTpSP/6K7BokVwfPRq46CLgqKNkpLlXL+l8+tvh9dRTpSPvL2feGyUf/rHHgKVLgbVrZcagshLYvVue46sDP3KkfI3+OvjJyd478ZMny/lAnWhfnfjUVLVz7q9DHsxziIiaIa4BMCBlNh5wnQEAXNcBbNkifQAiakaC3YHWOX1lwQJJRXHOW3ffHfbKK71/Xv/+gUfxDx+WXybh5sxfdpn39w5mQWswC14jyYfnglYiIg+cATAgXylAABcCEzVrzqP6zqP4Nhvwv//J8UMPSVqLsnhW2Uxq7lzv7zl3LnDWWfI8ZxaLLCbq3VtdEOuN1Sqd46Ym76Px48bJLq7RHoVXOvDBpNpwJJ6IKKridwagpESqTGzdKlPhZ56pJtAbXDApQAADAKJmpaJCUnR87S573HHS+e/fX3Z6VUbig8nDP3wYePJJKf3YtatUxmnfXsp3AsHVlvc1Wu+cMx+rUXiO0hMRacq4AcD27cAjj8jOiCUlkuf69NPqHwh/XnkFePhhKTE3a5bkkTYjwaYAMQAg0pCSulNZKR3U1FTfaTwOh+TorVwJ/PADsHGjlIL0l4e/Z4+M4rvXqg+mdn1urpTM9CXY2vK+OvqpqXID2EknIooDxkwB2rEDGDIEOPdc4J//lNJ0PXrIQrjKSv+vnToVuPNO4I031EVkzYy/FKCuXdVBPQYARBpRUndOOUVG672l8VRVAS+8AFx4oXSS+/QBrr9ezpWUBB7FLy+X31uLFwN1dWo6jnMevjfKCH4gwVa1YboNEVHcM+Y+ABddJFUtdu5US7xVVsoo1733Stk6bxYvBoYPl9ErbwvWwqDHPgDnnisFNQAJBtzTgLp1k29NdrbM/PuqgkdEUeC8IPfDD4E1a7z/fpk4UdJ4Lr3U81purgxsdOzov6a986i6cx369u1lQ67nnpNbuHXpiYiIYMQAYO9e2XRm1CjPrdZPOQXYtAnYt89zZL+xEejXT6bR9+71veAtRHoEAIMGAT/+KCP9drs64q846ywZEASkcp/72j8iCiCYSjy1tTLN1rMnkJcnG3EEuymWwwGccILMZA4ZAhx/vPxH9rYxFSALagsKvFcDsljUdJzaWunsczMpIiKKgPFSgH74Qf549urlea13b+nxeuuMf/ed5Nz27Sv5//37y4K4YcOAVati3+4oUlKAWrXy7PwDXAdAFBFflXgqK2Wd0cUXy3+yli2Bq6+WAYeysuAW41ZUSPR+8KDk/E+YAJx+utTh97Uxlb9qOu7pOFlZTM8hIqKIGW8RsLJ5jLdhbeXctm3AgAGu1779Vu4zM2XxcLt2Eihccon8Ad60SUbuvPG1VT0go35mbb9NSgDgnvqjcI6Ntm6VgUaihFJdLbN+KSkyGu5rFF9RUyOFBVq2BF591X8lngceUK85L8ANZjFumzb+F8dGWk2HiIgoCow3A1BdLffe/ogqVSiqqjyv7d0r91OmqLtj5efLiF51NfDUU9Fvaww0NMisv9ksfQ1vOANACa2uTjrN06fLqLzzKH51NfD553J8223AaacBnTvLbOCpp8rIub9KPEo9/RYtJBg47zxJ+xk7NnqLcbnIloiIdGa8GQBllN/bH1LlnLc/mMoofV6e6/nzzpM8mp9/9v2Z27f7vvbnGoBYU1J7zWbvX7pyHWAAQAnMZpP/rwsXet8VFwCOOUbq6bsLJoWnshJYt861hj6gltB84glJ7QEkYOBiXCIiaoaMFwAoHXjnWpgK5ZxzD1jRubP315nNElT4+qNvEGlpMujorfNvsagTI4BkLJlMslSCAQA1a8Esxv3jD2DFCumYT54s/wF87Yo7Z45aT7+kRM61aSO/M445Rt0R11cKT+vW3mcfnVN3qqrkeNIkpvEQEVGzZLwUoMGDpXfrrWe7ZYv8MT/ySM9rJ54o9zt3el6rq5PamQZnt0sKkPvNPShIS1OXMzAAoGbL12Jcmw14803gqqsksD/iCOCaa4AlS2SXvGDr6f/4ozy/pEQ25Hr+ecnzV+rruwuUwqOk7rRuLWuNmMZDRETNlPFmAHJzJW1n2TLX8zYbsHo1cMstMjXf2Ch1szt0kOsnnSSjfB99JJU7FPv3S4dg+HDNvgQt9Owp66VLS2UvgFat9G4RJaxgRvG9vca9JKb7Ytz33nN9zf796g+6v1H8nBz5HeJNsDviEhERxTHjzQAAwMyZMsq3cKF6bvZs+eM/aZI8vusuGR1csUJ9ztNPSwDgnO//7LPAsccCN9ygRcs145wFtW2bfu2gBFdT430Uv7ZWfY7DIdHq0qXArFmymZ/JJB1wb5wX47ZsKVW8Jk2SWYGGBlkDEMlC3GB3xCUiIopTxpsBAGRDrxUrgEcflRr+dXUyzL1ypbpIOC9PRu6ystTXXXyxBA333Se1Muvr5Y/6F19oXsoz1twXAg8cqF9bKEFVVgIzZngvqQkAF1wgHfUNG1wrd/XvLx31QGk8y5YBffp4/t/t3Vst1RnuQlxlhqJtW7n3V7qTiIgozhhvJ2CD0XInYItFBjjdeasM9O9/A5dfLsdTpwITJ8a8eUQqm01S8Tp0CLwrrrIYV5GTE3hH3QMH/HfKnfcBqKjgrrhEROSTcyVFEvE1LN7MWSzBn2cpUIqaYHP4a2uBn34CfvkFuPFGycn3N4pfUiIzdVlZUk43P19m9/LzJdIdO9Z1DYBCSePxFwC0aKEecxSfiIi8OHAAmDYN2LgR+PRTz+sffAC8/770qX7/XbaLca8T4XAAL70kiSmdOwO//SZLTZ2XmzZHDAAMorbWtdSnt+vO0WuPHurxli2xaxfFOaUSj7cFsYcPyw7bP/wgt59/lrS6/v0lvSfQrrjt20vannNn3RkX4xIRUYwsXQp8+aUsBR02zPP6vHmSQVFYKMXdamoknbq42HWbmYICCR5+/FH+NJWUyDiWzSZ1aZorpgAFoGUK0Jw5wP33y/H8+cCtt/p/focOwL590g87cCDmzaN4460Sj2LiRKnEc+mlnteUFJ5ly6SD7/ybUjF5svzWDKYakMXiWk+faTxERBQlHTvKslDn4pL79kl1+IIC1z+Br7wC3HGHjPL36wesXStBwb/+Bdx0k/q8iROlz7Z9u7o0tbkxZhWgBLVqlVr7/7jjAj9fSQMqLpY0aKKgNTXJ4pJgKvEoevcGrr9eOvxVVfKbb+xY+U1otcpzrFap2DNuXHAdeaW2PuvpExFRDHhLo379dakvc/rprudPO02Wl738sjxW7r09r7ISePvt6LdXK0wBMpAff5T71FRgwIDAz+/ZUzI0ACkFeswxsWsbGZwykm6zSSfaWz7/jh3A559LVax9+2SzLH85/IcOAY88IjvvDh4sm/A5u/VW+e04eLB0+A8elDKgDQ1AenrsvlYiIqIIKBXke/VyPd+tm4yNffON+ryUFNmP0lnv3nL/zTe+95Y0OgYABlFWpubyH3207wXBztwXAjMASFC1tcCrr8rOuXPmeJbGvPde4MorpfOvyMkJnMPfrp3vevuAJEPedJP8sFZUyDxrfb3skktERBSB7t39X9++Pfz33r1b7t3Td5KSZD2Asr/S7t3y2GRyfZ7yuua8DxNTgAxizRr1+Pjjg3sNKwERbDYpcdCli3T+H39c7dArNfmfflo2znNmtwO//gqMGeP9fYPZUAtQU3hyciQQYAoPEREZnFJ0xVvxuNRUdeua6mrfzwFct7hpbjgDYBBK+g/AAICC0NQkQw+dOwNvvSUrmXztdj13rtTkHz5cfrjOPFMWmZjNMm2k7MrLSjxERGQQkYzwB5KTI1kX3ipOO2fO5uR4HwtTzjXnMS8GAAbBACDBBarFX1Ehq8R/+EEq76xcKSk3ixdLvn1xsf98fpsN+PBDz2tpaRI8TJjgWomHnX8iIopTeXlyX1qqHgNS8//QIal2rTzv9989X19aKvfO/bDmhilABqEEAJmZQJ8+wb0mK0vSuAEGAM2aUou/XTv1Nn26lBiYPFlWhFutwNlny6Lc//1PavTv3y8/ADU1aj6/N1ar72sAK/EQEVFCGTJE7t37Tn/8IUvZhg5Vn1dXp64ZUChrNpXnNUcMAAxg/37J0AAkMyMphH8VJfrcu1cGeamZUXL4p0zxzN2fPh049lhg/XoZlnDWti1w4olSj3/kSKns42vBbrD5/ERERAng6qtl0t15bwAA+OoruR81yvXe2/NSUoARI2LZythiAGAA4aT/KJynn2KZL0dhstlkOKG4WO6VKK2qSrYWTEoKXIu/XTvJ1b/rLuD//k+GLA4cAD76CDjySMnX/+MP7zX5J0+W6xzVJyKiBGSzeY6Bdewofx5feEEm1AGZjH/mGeD229WqioMGATffLOfr6uRcaSnw4ovAY4/JhvfNFdcAGEC0AoCtW4PbP4A0oqT2OC+wHTMGuOce2UWkqUly+P3l7ldWSmTXooXvz3Eux3nffbIRl/NaAubzExFRglm2DFi0CCgpkSVuTz4pNTAGDpTrEydK9uyNN8pY2ubNwHXXAQ884Po+L70kr732Wtk34PffgSeecN0ZuDkyORzuuQXkLD8/HwBQWFgYs88491xg6VI53rED6No1+Ne+8w5wzTVyPH068OCDUW8eBct5IW96OjBzpuse44qJEyXX69ZbJYWnUyfftfgPHPBeg4yIiIgoTEwB0pnDoc4A5OR47jYXCCsBGYTzQt4jjwwutefGG2Vowtc2gszdJyIiohhgCpDOduyQklOA5Jq57zYXCAMAA7DZpPOvjPb37x+4LGd1tbwGkBx9gLX4iYiISBOcAdBZJPn/ANCqlWxTDTAA0IXDIRtqOY/2K+U5/ZXlzM5WHyu1+A8ckMDhwAF5zM4/ERERxQADAJ1FGgAA6izA7t2SiUIaqK8H3nwTuOoqqcHqPNpfUhJ6WU7W4iciIiKNMAVIZ9EKAFavlsHo7duBP9ctUyyUlEjdsHnzZKQ/J0cd7XcOAsaNA5Yvl+O5c5naQ0RERIbBGQAdNTYCa9fKcZcu6q6+oeI6AA38/rtU7encWcps7t8v50tKJPpyX8i7caNsEfj3vzO1h4iIiAyFMwA62rhR3Rcq3NF/gAFA1DiX8VRq6K9ZA/zzn8Dnn7s+NykJuOQS4N57gZNOUvcVd17Ie+WVQO/eamoPwJKeREREpDvOAOgoGuk/AAOAqHAu46ncnnxS8ql271afl5kpnf6tW4EPPgBOPllKN3EhLxERETUTnAHQEQMAg3Av4wnIKP7jj8vxtGnA/fcD//gHcMMNQFaW9/dRFu5ytJ+IiIgMjDsBBxDLnYAHDVKDgLIy18qQoXA4JOOkogLo1k0WAlMI6uqA9u1978a7b5+kBiUna90yIiIioqhjCpBO6uuBdevkuE+f8Dv/gGSgKLMAu3bJe5MXNpt8c4qL5f7gQanQ417G01lZGVBZyc4/ERERxQ0GADr59Ve1ox5J+o+iVy+5b2oCdu6M/P3ijrcc/zlzpI5/KJt2ERERETVzDAB0Eq38fwXXAfhhs0ke/5Qp6ki/kuP/7LNSynPMGO+v9bZpFxEREVEzxgBAJwwAYsQ9zcdmA8xmGe33Zu5cIC8PePhhYPJkdSbAapXH48dzV14iIiKKKwwAdKIEAGYzcPTRkb8fAwB4T/N57TUZ7feX419ezjKeRERElDBYBlQHNhugFBXq3x9IT4/8PRM+APBVyvOxx4Cbb5YRfV9VfpQcf5bxJCJKaHa7HY2NjXo3Iy4lJyfDYrHo3Qz6EwMAHfz0kyzWBaKT/gPIYHfLltIPTsgAwGLxnuZTUgJ89ZXk8jsHBwolx5+dfSKihFVRUYGSkhLU1dXp3ZS4lpqaipycHGT52k+HNMMAQAfRzv8H1FKg69YBO3YADQ2SXpQwDh3ynebzwAMSdQESJJSVycj/2LGS4880HyKihFVRUYGioiJkZGQgJycHFosFJpNJ72bFFYfDAbvdjvLychQVFQEAgwCdJVIX0TBiEQAAagDQ0AD88QfQvXv03tuwSkuBmTOBiRN9p/ns3y91/AsKgAkTJOc/O1tG/tn5JyJKaCUlJcjIyECnTp3Y8Y+h9PR0ZGZmYs+ePSgpKWEAoDMuAtaBEgCkpQFHHhm9902odQB2u4zm9+oFPPkk8MUXwOjR3p+rpPm0bCmpPm3byj2r+xARJTS73Y66ujpkZ2ez868Bk8mE7Oxs1NXVwc4S27riDIDGDh0Ctm2T42OOkdT1aHEPAM4+O3rvbSiffALcdx+waZN67rHHgK+/BpKSmOZDRERBURb8cnGqdpTvdWNjI7/vOuIMgMbWrFGPo5n+AyTADEBhIXDeecAFF7h2/q+/Hvj4Y0nrYSlPIiIKEUf/tcPvtTFwBkBjscr/B1wDgC1bovvemrLZZGpEGcWvrpYNux59FHAuz3biicDs2a7fSJbyJCIiIvKLMwAai2UA0KGDOtjdbGcAvG3m9fTTwO23S74/AHTuDLzzDvDdd9H/JhIRERHFOc4AaEwJALKy1P5stCQlAT16AL//DmzfLoPlycnR/YyY8rWZ1+OPy/H06VLm6P77o7N7GhEREVECYgCgob175QYAAwdKhz3aevaUAKC+HtizBzjiiOh/Rsz42swLkBSg/fuBiy7Stk1EREREcYYpQBqKZfqPolkvBPa3mVdZGVBRoWVriIiIiOISAwANMQBwYrPJNEVxsdxv3y55UVar9+dbrVLlh4iIqLlx/5tns+ndIkpwDAA0xADgT94W+r72GlBXF3gzLyIioubE29+86dPlPJFOuAZAIw6HugdAbq4UsokF54XFhgwA/C30bdsWGDeOm3kREVF88PU3T3lcUGCYXekdDgdef/11VFZWoqqqCt9++y0eeOABnH766Xo3jWLA5HA4HHo3wsjy8/MBAIWFhRG9z7Zt6uj8BRfIvlWx0NgItGghM4z9+wO//Rabzwlbfb2MfnjL9bdaZfMuu10WBJeXS9qP3W6YX5BERBQ/amtrsWPHDnTr1g1p3gaZFi0CJk8GKitDf/PWrYEffgA6dfL9N2/PHmDIEFkDF47MTGDqVOCKK8J7vZNHHnkEHTp0wO233w4AuPHGG/H7779j5cqVSIpi1ZKA33PSBGcANKJF+g8gZT+7dwc2bpSgo6kpNtWGwlZW5n+hb3m5uokXN/MiIiI9zZghf1DD0aqV5Pz7+5t38KCkCBQVhdtCaWOEAcAnn3yCX375BZMnT/7rXI8ePfD999+jqKgInZ3SFgoLC7Fw4UJ06NABdrsdv/zyC5YvX467774bY8eOjagdpB0GABpxDgAGDYrtZ/XsKb+vamqAffuAjh1j+3khURb6+hoN4UJfIiIyioICYNKk8GYATCbJ+fX3N69tW3leuH+oMzOBBx8M77V/amxsxMyZM3HLLbcg2WnzoPLycgBAitMg3IIFC/D+++/jtddeQ1tlkA7Ak08+iVNOOSWidpC2GABoRKsZAMBzIbBhAoBvvpFSnqNHq5t7OVMW+nLEn4iIjOCKKyIbXbfZ5G+b8xoAhTJa/uuv4b9/FHzzzTcoKirCWWed5XJ+3bp16NKlC9q1awcA+OKLLzBjxgz85z//cen8A8BNN92ENm3aaNbmWNq1C8jIAOLky/HJSMkhcauxEfjpJznu2hXIyYnt5xmyEtCKFbL4oaBAfulNmqSW/LRaJcdy/Hjm+hMRUfxo2VL+tk2ebNi/eV988QV69uzp0qlfv349du3ahRtuuAGALBCeMWMGzjnnHPTu3dvjPXJzc11mD/R27bUyseLt5hzPbd4sqdPO1886S5ZvxDvOAGhgwwa15G+sR/8BAwYAq1YB550n34SNG6XzP2MGMHGi60JfLgYiIqJ4k5Ymg18TJhjyb96KFStw2mmnuZx79tlncdJJJ+Gqq64CAGzduhU7d+7EaLdS3b/88gs++ugjNDY24oILLsDgwYM1a7cvJSXAypUSY7Vq5Xrt0UeBSy5RH0+fDtx8s2QnK847TwKBeMcAQANapv8ABggAbDap4lNWJr/oDh6UPKSNG4GzzwZmz1Z/8XGhLxERxTtlpN9gf/N27dqF/fv3o3///n+dmzdvHurq6jB//vy/RvWLi4sBAB06dHB5/dFHH42pU6di4MCBhuj8A8B//gN88gngPlGxaRPw0EPARRfJ4717pVjK119r30YjYAqQBtauBcxmucV6ATAAHHGEfBagQwDgvuFJ+/YyA7B8OXD99fI/0yCjHkRERIls9erVAKSyz/vvv49Zs2YhKysLr732GjIyMv563hFHHAEAOORWrrSqqgobN27E0KFDtWt0ALfe6tn5B6Si65lnqrVGZs0Ctm+X57/7LlBdrW079cYZgBiprVX7uXPnys3X9Wgzm2WtwdatcnM4NJrO8rfJl8kkm3u1aKFBQ4iIiCiQlStXolu3bi7lP73p1KkTRowYgTfeeAPDhg37qzLQ119/jaSkJBx33HFaNDciCxcC994rxw4H8P33UpfklVfk1r498MYbsgYgEXAjsAAi2QisRQtJ83NnscQ+0jzvPODTT+V43z75wY65YDb5Msi0JxERUaJvSnXyySfjtNNOw9SpUwM+t76+HvPmzcNvv/2Gnj17wmq1YteuXRg+fDhOPPHEoD8z2O959+7+32f79qA/Eps2yeaoBw64LvB1OKQI06xZwOuvy8Dst98CAwcG/97NlXFnALZvBx55BOjSRVZ01NQATz+t5s8FY80a2WHPWy9cA3Y70NCgy0d7rAPQJAAIZZMvIiIi0s2WLVtw8ODBoHP3U1JScK8yhN7MLFwInHaaZ3Ufkwn429+ABQtk4PSqq2Tx8Cef6NJMTRkzANixQzruzzwDjBwp5x57DBg2TPLJMzMDv0dtLTBqlH49cJ25BwAnn6zBh1qt3OSLiIioGXjvvfeQlZWFYcOG6d0Ur0IZ4Q9k0SLg7rv9P2fECFkLsHx59D7XyIy5CHjsWJmHueYa9dx990lgMG1acO8xcaKshk1QvXqpC4+j+Z/Ir9JS2eTLG2WTLyIiItLdxIkT8eOPPyIzmEHVZmzjRuD334FLLw383NNPl/HjRGC8AGDvXmDJEpmrcV65mpkpSVmvvCI7a/mzbJkk4BukJJXWamuB88+X/rbd7rkBYUx+uMvKgOuuk47+xImG3fCEiIiIEseiRcAppwC5uYGfW1sL9OgR+zYZgfECgB9+kFUZvXp5XuvdW2rK+1uQW1EhdeYnTYpZE40uLU3iH4vF89aiRQyqDzkcwC23AF9+CQwdKiH0gQNAcbHcFxSw9CcRERFpbuFC191//fnkE+DPzY/jnvHWAOzeLfc5OZ7XlHPbtgEDBnh/fUEBMHWq9HaD5W+puZJHEwZfTQilaeHSdAHy888DH3wgxwcOyPczJcVwG54QERFR4lDSfy67zPX8Y48BL78MPPggMGYMkJQkVczbtAH+8Q992qo1480AKPUxvXUaU1PlvqrK+2sXLwa6dfMdHGiotla+FCUNx/lWXR1HOWa//KIW1gWA115L6LUXREREZAyLFklNGbcNjHHyyUCrVrIz8MknSxJDt27y/D83P457xpsBUEb5vS0YVc55yyUvKZE6Tu+/H/pn+lsl++c+AKFKSwP27JEfKAC4+GJ1kFy53uxVVgJXXin1/wEJm4cP17dNRERERJBscG8Z4WecAfz2m/btMRLjBQB5eXJfWup5TTnnXONScc89stpV6YwCag6MMtyuca/7jz/UJnTsqOlHx57DAdxxB7Blizw+7jjgqaf0bRMREVEYuCeqdvi9NoboBgA2W+SVXgYPluo/W7d6XtuyRRK0jjzS89pbb8nNm/R0udf4h27XLvU47rJiXnsNePttOc7MBN57T03RIiIiagYsFgtMJhNsNhvSlb4CxZTNZoPJZIJFiwWRBheNbnO4IgsAjjlGVlbccYcs+Hz7beDWWyNrUW6ubMe2bJnreZsNWL1aErWSkqQU6IEDamLXDz94vtcrrwD/+pf3axr44w/1uEsXbT87pguQf//dtd7/K68kTt0sIiKKG8nJycjOzsbBgwdRV1eHrKwsmM1mmJzLkFPEHA4HGhoaUFFRgYqKClitViQnSrK9k1h0m8MVWQCwbh1w221qzffly4GXXpIi9KecApx4otSdDNXMmcCgQVK76cor5dzs2bJiQ0nmuusu6XguXw6cdBJwwgme7/Ppp3Lv7ZoG9JoBUBYg+7sedjZUdbX8m9TUyOPbb1f/jYiIiJqZ9u3bIz09HcXFxaioqNC7OXEtOTkZeXl5yM7O1rspuohVtzkckQUAJ54I3Hmn+jglRdJAZs9WS3GuXQv07x/a+/brB6xYATz6KLBqFVBXBxw+DKxcqS4SzsuT72BWVkRfQizpNQPg3Ll3OGT7hJ07ZWV7UZFkUYVt7Fh1H4ajjgJmzYqkqURERLoymUywWq3Izs5GY2MjGjSroZ1YzGYzkpOTE3p2JVbd5nCYHJGsxrjrLmD+fPXxRx9JFZimJknXefttGW5+6aUoNFUf+X9WASr0t/mYD0cdJavMU1JkwDxJp6KrDzwAPP20HL/6KnDjjWG+0VtvAddeK8ctWwJr1gB9+0aljURERETxzEjd5si6pO75W0oJyKQkSbuZM0dy9ROUkgLUpYt+nX/AdQc851KkIdm8WZLWFM8/z84/ERERUZCM1G2OrFu6d2/gHa0SdBfY8nJASSXUegGwu0GD1DKkn30mbQtJbS0wYoS6AdsNNwDXXRfNJhIRERHFNSN1myMLAM4+W0aF/WUROSfCJxAjlQBNSgIuv1yO7Xbg449DfINHH5UdfwEZ9Z87N4qtIyIiIop/Ruo2RxYA3HyzLAg99VRZ2uzuww9dN+ZKIHqWAPVGCQCAIDdLttnk327vXqm89J//AH/7m1Rm0qtoLREREVEzZaRuc2RVgMxmWcFw5pnAscdKB/GEE4CMDKkVv3Qp8MknUWpq82KkGQBAKqW2aydbJ3z6qWTzZGT4eHJtLTB9uiSjlZVJtaXRo4Fvv5VNv4iIiIgoJEbqNke+E3BenlSDmToVePllNVWkQwfg9ddlviMBGW0GIDlZNp94/nnp33/yiY/y/TabdP6nTFHPlZUBjz8uuUQFBZwBICIiIgqDUbrNkZUBdedwSKH5urq42Rk23DKgV18NvPuuHG/eDPTqFe2Whe7LLyXqBIC//12yeTzU18tUQVmZ5zWrVaYQEnRhNxEREVEohg8H3ngD8Lb3mZ7d5ugWpzSZgE6d4qbzHwnnFKDOnfVrh7Nhw9RNwJYs8bFbcFmZ986/ci3kEkJEREREiem//wWOPlrq/LvTs9scXgCwYQPw3HNSDebLLxO61r8vSgpQu3auO/PqyWwGLr1UjqurJdfMg9Wq7lHt7VqCbt9NREREFKp335Wx01NOAZ55Ru/WqEIPAF57TfYovuce4B//kGSlrl1ll1gCoBbPAYyxANhZwGpANpss+PVm7FipI0pEREREAV15JfDbb1KM5cEHJSXo8GHvz62ulsXAWgg9AJg+HRgyBHjgAWDMGODcc+UrGTUKuPvuGDSx+SkqUmu8GmEBsLPTT1cH+P/7X8k7c/HCC9LRnzhRfaLVCkyeDIwfzwXARERERCHo2FESZp58UrIvjj4aWLnS83ktWkgK+ZlnAl99Fds2hR4AHHss8N13wFNPAbNnSzJ5SQkwaxbwwQdSJSbBGa0EqLOUFHXr6cpK4PPPnS7u3StpXUOHAscfD+zfDxQXy8LfggLj5DIRERERNSMmk8wArFolFdWHDQNmzPB83vnnA/36ASNHxrY9oZcB7d7d81xamowaX365JJl/9x1w8slRaF7zZLQSoO4uv1xKTQGSBnThaTbAYpG1HJs3S1SwdStw8cVA27byRFb+ISIiIgrJypXS5yoqAhoapMvcvTuwcSMwbhzwzjtSArSpSbKw//hDEmvuvTe27Qo9AKipAZYtk23M3HXsKAXmJ0xI6ADAeQbAiAHAWWdJ9FlZCXz0kQP1nZ5GyrxZrpt+Pfyw3s0kIiIiatbOPx847jjJoO/WTdJ8kpNlzHXCBODpp2UM9oUXgNxcOc7Jka2XYin0t3/kEQlLJk3yXhIyJ8d4eS8ac54BMOK3Ii0NuPBCOS4rM+Hrf65QS38qm349+aSEokREREQUluuuk51+BwyQMdaUFAkAUlIkBWjRIpkNOPts2RQsNzf2nX8gnBmAzExJEbnuOtnO7MILgfPOk9WlSm/XHPkGw82Z0VOAAOCKK2TaCQA+wOU4B5+5PmHOHAlNiYiIEoTdbkcjS5vHRHJyMiwWi97N0NyzzwLr1gEvvQTceCOQnu56/fLLgSOPlAz6iy8G7r8fmDZNgoRYimwn4A8+kJHitWtldUPnzsDf/ia5Jf/6l8x1NHPh7ATcty+waZMUzKmslG+N0VRXA21zHKiuMSEHB7EPeTDD7ZdecbG6BoCIiChOVVRUoKSkBHUepfEomlJTU5GTk4OsrCy9m2I4Nhtwww3StT7xROC99ySzPlYiCwAUhYXAxx9LjaPvv5evwmSSzuOQIbJe4IorYvuVxEioAYDDIR3/mhpZxR1C3KC5v1/ehPf/LfNMX+J0nI6v1YtWq1T/4eJfIiKKYxUVFSgqKkJGRgays7NhsVhgMuLIXTPmcDhgt9tRXl6OqqoqdOzYkUGADzNnyjJMq1XGYWMlOgGAs4YG4Mcfga+/lsXC338vw81paXLfzIQaABw8KPlbgGyR8L//xaplkXvv9VpcdYOU9rwL8zAPThuATZ4spT9Z95+IiOLY9u3bYbFY0KlTJ3b8Y8zhcGDPnj2w2+3o7q2qJAEAvvkGuOoqYN++2H1G9JcZmM0y6v/ww8Bnn8mi0s8/l2XQCaA55P8rzh9uQUaGA2YzsNhyORrNKbKI+9FHuekXERHFPbvdjrq6OmRnZ7PzrwGTyYTs7GzU1dXBbrfr3RzDGjZMsutjKfardc1m4Iwz5JYAjF4C1JklqQGVlal/PmoPwDX3sbaWe38REVH8Uhb8JuLiVL0o3+vGxkZ+3/3o0CG275/Y5XpiwOglQJ2lZaWiRQvAWxBusTTLjC0iIqKQcfRfO/xeG4MGlUYTS7NJAdqxA4B0/hsaPG+cmSMiIiKKTwwAosw5BcjQMwCvvOL1dFKSZG0l+FYORERERHGLAUCUKTMASUmxz98KW10d8NprHqeTkoCdO2X0v6bG+0tra2PbNCIiIiKKLY7zRpkyA9Cxo+TRG9K//y31St0kJcleblwXQERERBS/OAMQRTU1ar/a0Pn/zz/v9zLXBRAREVG8qa4GNm7UuxXGwBmAKGoWC4DXrwe+/favJH/nWQrm/RMREUVPoHLaLLcdOw0NQK9ektqsSE4Gtm1THy9bBsyfD/TtC2zeDPTpA0yalBj9oQT4ErXTLEqAvvCC3Dc1ofZwNaqrW+jbHiIiojiVlsa0Wr28+6507C+/XD3Xu7faP1u8GLjmGmDdOqBHD6CpCTj7bOCGG4A339SlyZpiABBFhp8BqKoC3nhDjtPSkGaqBxB6AFBVBWRkRLdpRERE8UhJqzW6iooK3HDDDcjJycFLL7301/lXX30VTz31FGbNmoXzzz9fxxaGZv584OOPgdatPa/V1AC33gpcdpl0/gFZBzluHHDWWcCoURIMxDMGAFFk+BKg77wDVFbK8dVXA1ZrWG9z1FHA008Dl1wCcD8PIiKKR4sWAZMnq382Q2U2u6af+NK1a3gBQmYmMHUqcMUVob/Wmw8++AAjRozA3LlzUVlZiczMTGzYsAHPPPMMRo4c2aw6/0uWSMbznXcCw4ZJR799e/X6Rx8BxcXA6ae7vu7kk+Xf7YUXGABQCAw9A+BwuC7+vfNOn0/1Vb1IOb97t/xnuuAC4LnngG7dothOIiIiA5gxI7IFo8HmkRcVhT9DMGNG9AKAvn37YsiQIfjll19QVlYGs9mM++67D3369MG4ceNcnltYWIiFCxeiQ4cOsNvt+OWXX7B8+XLcfffdGDt2bHQaFIEvvgBatgQWLpTbvfcCTzwB3H+/XF+xQu579XJ9XVqa9N+++Ubb9uqBAUAUOc8AGC4AWL0a+PlnOT7+eOC447w+rbbWf07igQOSJwdIhP3VV8DEicADDwApKVFuMxERkU4KCmRBaCQzAMHo2DH8GYAHHwz9db4MGTIEANCqVSuYTCZMmzYNpaWlePnll5Hi9Ad+wYIFeP/99/Haa6+hbdu2f51/8sknccopp0SvQRGYNUtuRUWy7+n06dJPSUsD7r5bBjIBICfH87U5OcD27UBZWdiJEs0CA4AoUmYArFYgK0vXpngKcvQ/UDWC3FxZWHPPPcDevZJHN2EC8H//J/l2p50WneYSERHp6Yoroje67k8waUJaslgs+Pbbb7Fw4ULMmzcPnTp1+uvaF198gRkzZuA///mPS+cfAG666Sa0adMmau3o3t3/9e3bA79Hx47AI48Af/87MHSopHTdfLM60Olt4DI1Ve6rquI7AOA+AFHS1KRGlIYb/T90CHjvPTm2WoERI8J+K5NJ/iNt2CBBQNKfP0GbNwM9e/p/LXcRJiKiRGOxyGyA+82wm4UCmD59Om688UacccYZf51zOByYMWMGzjnnHPTu3dvjNbm5uUhOTtaymUHLz5fZnEOHgC1b1JF/b9WZlHMtW2rXPj1wBiBK9u9Xf2gMtwB4wQK193399VKTLEJZWTK9dv31MqGwZg13ESYiInIWKK3WaPsAlJaW4sMPP0Tfvn1xv5Iw/6etW7di586dGD16tMv5X375BR999BEaGxtxwQUXYPDgwVFpSzAj/KFQFvzW1gJ5eXJcWur5vNJSqRzUqlV0P99oOAMQJYZdAOxwSKK+Eu7ecUdU3/7oo2Uxzfz58pi7CBMREYlAnXsjdf4bGhpwzz33YP/+/Zg0aRLMbosYiouLAQAdOnRwOX/00Ufj119/RXp6etQ6/7FQWytZC926AX8ud8DWra7Pqa+X9ZxDh2rfPq0xAIgSQ5YAtdmAujop1bNzp2x517dv1D8mKUnq6RIREVHzNGPGDKxfvx5nn302WnrJfzniz87NoUOHXM5XVVVh48aNGGrwXvOSJVK9MCdH7tu0kW6RsxUrJAgYNUqXJmqKAUCUGG4GoLZWlr3n5clKmk6dZCZA50T8mhr/17lOgIiISFtLlizBggUL8OijjyInJwcNXsoSderUCSNGjMAbb7yB+vr6v85//fXXSEpKwnE+qgtqbelSqfl/551Aebmc+/prCQBefFEep6cDs2fL8khlEbbDATz5JHDuubLPUbzjGoAoMdQMgM0mnf8pU9RzZWXq44IC3Va3pKdznQAREZFRbNq0CRMmTMCIESMwfPhwrF27FmVlZaiurkZhYSEGDhz413MnTpyIefPm4Y477kDPnj1htVqxa9cuvPjii0gzSD5Tv37AkUcCb7wBfPaZbAQ2YICM9jt3fa69VvojY8bI9V27gGOOAR57LDE2OTU5HA6H3o0wsvz8fACy6YU/F18M/Pe/clxUBLilyGmrvh5o1046/e6sVinmH6Oi/RaL93rGZrPa6ff1nJQUyVgiIiLSQm1tLXbs2IFu3boZpgOrpYqKClx++eXIyMjAu+++i9TUVDz33HPYvn07WrRogXvuucej3GekEv17bhRMAYoSZQbAYnHdbloXZWXeO//KNWVOLAbCLXeWlOS5GMcd04OIiIiiw+Fw4MEHH8ShQ4fw7LPPIvXPAvjnn38+Vq1ahby8vKh3/sk4mAIUJcoagM6d1dr4urFa5eZrBiA7OyYfG0m5s6QklhElIiLSislkwotKUryTHj164Pvvv9ehRaQlvbuqcaGiQu1rG2IBsN0OjB3r/drYsTGryRmNcmcsI0pEREQUW5wBiALnCkC6LwAGZJXL/ffL9sRz50p0YrVK53/8eGMVHiYiIiIiTTEAiALDlQAFgGnTgMGDgT17gMpK2dbObjdE59/begBzkD+Jt90GXHghcNZZUlGIiIiIiELDFKAoMFQJUMWHHwKXXgr06iX7Waek6Fb605myTsBud70F2h9A8dprwPDhsoHHpZcCCxYAJSWBFwhzATERERGR4AxAFBhuBqCsDNi4UY47dQL+XNlvBNGagKipkRjnww/V8qHeFhAr1YU6d/b9Xv4WJxMRERHFG84ARIHhZgDWrFGPBw3Srx1hCFRG9MMPgVtuAXJz1dc0Ncm9twXETU1qdSGLxfPWogU7/0REiY5bImmH32tjYAAQBc4zAP5GmjWzapV6PHiwfu0Ika/0ILtdztfWAhdcALz8MrB3L7BihWxq3KdP4PdmdSEiInJnsVhgMplgs9n0bkrCsNlsMJlMsATaIIhiiilAUaDMALRta5CFqc00AAiljGhyMnDiiXJ76qnwPzMpKXAKEFOEiIjiU3JyMrKzs3Hw4EHU1dUhKysLZrMZJpNJ76bFFYfDgYaGBlRUVKCiogJWqxXJycl6NyuhMQCIkN0uo9GAQdJ/HA41ALBaZREw+ZSUJJ17bkBGRJSY2rdvj/T0dBQXF6OiokLv5sS15ORk5OXlITtGG5JS8BgARGjvXjUH3RALgP/4AyguluNBgwCOYgRFSREiIqLEYjKZYLVakZ2djcbGRjTwj0FMmM1mJCcnc3bFIBgARMhwC4CbafpPNESyv0Ag55wj386TTpJ7q1W9xhQiIqLmz2QywWw2wxytPxxEBmbcn/Lt24FHHpFh9ZISqfv49NOSaO9Lfb285s03gdJSoHdv4MEHgZEjY9ZMw5UATdAAQFlA7IuvtUbBrkH66ivgs8/k2GQCjjxS1h+cfDJw3XWuKUTupUe9df4ZFBAREZFejBkA7NgBDBkCPPOM2nl/7DFg2DDp4GZmen/d6NEyJH/rrcC+fRIIXHut9MxuuCEmTTX0DEAzKwEaiUAj8NHM43c4gPXr5fbqqxIAOKcQmc1q6VGuKyAiIiKjMWYZ0LFjpUd3zTXqufvuk8Bg2jTvr1m3TkrDLF0KTJ4MPP+8dIZTU4EZM2LWVEPNANjtwE8/yXG3bv5nSxJINEbat28H3n0XGDMGOO44+VELJJjSo9zBmIiIiLRmvABg715gyRLgtNNcF7BmZgIDBwKvvAI0Nnq+btUq4IknXM/l5wNDhwI7d8asuc4zALoHAOvXS6oUkFDpP9EQaAOyzp2BESOAOXNkn7XyckkLmjIl/M984AG1AhE3KSMiIiKtGC8A+OEHybHwVr6yd2/g4EGgsNDz2m23Aa1aeZ7PypLXxYgyA5CeDuTkxOxjgpOg+f+RCmYDMnctW0qMOn58+J87b57cB5op2LnTd4UipW2cSSAiIqJgGW8NwO7dcu+tN62c27YNGDAguPcrLATuvDM6bXPjcKgBQJcuBqi4yQAgLKFsQKYHJRbu0gXo3l299egBXHGFxLgVFVxzQERERMExXgCg9FRSUjyvpabKfVVVcO+1erX0fu64w//zunf3fU3JBfHi0CFA2T3cEAuAV6+We7MZOPpoXZuSaJyrCQVbQe7TT4N//4YGWYewfbvr51xxhdrpD3UvA5YvJSIiSkzGCwCUUX5vQ5nKuZYtA79PYyPw6KPABx8EX+sxRIZaAFxRAWzYIMd/+5vkJJEmfFUZClR6dNiw4N7/0kuBLVuk8x/JJpVXXCGBavfuQM+esrcBZw2IiIgSj/ECgLw8uS8t9bymnOvZM/D7FBQAkyYF91znYVV3+fk+LxmqBOiPP0pOEsD0H435qvPvrwMdyuj6woVy73AAhw+rMwGhrm3/6CPXUqXKOgd/swa+2qmsKeAMAhERUfNjvABg8GBJpt+61fPali1AmzayC5M/06YB550newnEkKFmAJj/byihrCsIdpMykwlo3VpuAwdG1r5gZWbKf7kuXdRb165SqRcIfwaB6UdERET6MV4AkJsrnfdly1zP22yS437LLbLVamMjcOAA0KGD6/NmzQL69QPOPNP1/IcfApdcEtWmGqoEqJL/DzAAaEaiOVMQyNatMnOwbVtoswcHDsjtxx/lsdmsBgCBZhA2bpQSqu5Ze0r5U6YfERERac94AQAAzJwpu9guXAhceaWcmz1bynxOmiSP77pL9gRYvhw46SQ5N38+8N57wIUXSk18xa5dsilWlAMA5xkAXVOAHA51BiA723sJVTKkaFQgUmYKAs0kHHGE3E47Lfj2nXCC7L+3d6+aYRaKAQMkQGjVCujUSYKBI46Q/6qhLloGmHpEREQUDcYMAPr1A1askEW8q1YBdXWS/LxypbpIOC8PsFqlBiIAvPMOMHq0a2dYYTIBmzdHvZlKAGAyAR07Rv3tg7d7N7B/vxwPGiQzJJQQamtlYXCsZhK+/Vbu6+uBoiL5mVcq9Ybi8GG5/fabzCDMnx/4NWPGSNzevr16GzRIrjH1iIiIKHwmhyOccb3Ekf/nIuBCL5uPtW8vqREdOwJ79mjdMieLFqkzJRMnAlOn6tgYak4iTcOxWLyP4iuLjEeNkgm43bvl/4jdrl4L9Fr368r5YD737bdl1kFZM9G6tYwXJCeH/jU7BwUMIIiIKB4YcwagGaitlc4/wPx/ap60WH/wxhvqcVMTUFysTbB8/fWeAYLFIjMZgVKPvvpKFj7n5Mi9sl7B4QBqajj7QEREzR8DgDA5p0HoXgLUOeVJyZEgCiCa6w+COZ+UpKbyBOOHH4B9+yTQ3r8fOHgwuNf5Euxc5znneC+XqggUQBw6JLMN7pl4oSx8dg8GGDwQEVE0MQAIk2FKgDY0AGvXynHXrlJFiSjGlMW4kYx4BwoeIil1OmsWUFIiW4ccOiS38vLw3y8U7drJbEfr1jKD0KaNnPv3v4Nf+OwcLJjNkc08AMEFEMrnhvseRETUfDAACJNhSoCuX6/+9Wf6D2kkmI5goM5kLNOPRo8O/7UFBZKqVFoqC5fD0dQkAUhJiTw2B/mbVlm3sG2bZ7AQKHhwOKQggTfBzj64PycpScrHdu7s+9/D378VZy6IiIyJAUCYDFMClPn/1AxFmn4USupRqP75z8hef845krZUWioBQGVl8K+tqpJbOFq2lA58drYUR8vKkuNWrYDXXw9u9sH9OWazdP7DnX3wF3ikpqoBki8MIIiIYoMBQJgMMwPA/H9KIFqkHkXq449dH9fXSwpSMPr2Df657ux2CTpKS13Pm80SAEQiUPAwYwaQni5BiHLLyACGDfP9WrPZf4CQni4lbqO96JrpUEREDADCZpgZACUAMJuBY4/VsSFEsadX6pHFoi4iDjWASEkJfuHzb78F9zxvjjlGOv8VFbLewVunOVYeftizk+9cttUfXwGC8tpAwcfu3RJstGwp32uFt+AilPUU0VpzEeosBmc9iPS1a5f8TmnTRu+WxBYDgDApAYAyza6LigpA2Z/gqKNkyIyIfAon9cg5aIh07UIsZx+cswGVtlRUyC2ede+uBggWiwQCVqvsYO0vuAg1Hcpdba0EHN72XYykdGwo1aJ8tUt5H3/PCXd2hMEHNRevvw5Mny5rqjp1Aq6+WrZKSk1Vn7N5s+w929SknuvVC9i0Sfv2ao0BQBiamtQAQNfR/7Vr1WFJ5v8TxYRzhyeStQuhBg9KUKAsIA41eEhLk5sWhcEWLZK1Czabequpif3nurPbgbKy8NdRhCIzUwIEi0U6FKmp8v1u2VI6D6GUjn36aXl9y5bAjTcGXy3KG+VnKJwgIpLgg8EDGcnbb0vn/7LL5Gfvgw+Axx+XGcMFC9TnTZ8O3HyzDOYqzjvPd0GFeMIAIAzFxZLXCzD/n4iCE0rw4B4sRKNqUjABhPtzgq1edMklwT0vFi67TGY5lAXUNps6Cq4FZZ8IJegI9nvmbNw46fCbzRIABJKRIQFDRoaa/pSRIZ2YDz9U2+UviFiyRN4jPV0NFo88MvzgI9KZi3Aw6CBvGhqkk792rfrv/9hjkiX9+uuyZqltW2DvXpkd+PprXZurGwYAYTDkAmDOABDFDfdOS6RVk4IJIADfz4kkdSnWi67fey867xOqoUPl+1VX53oLd+Q+FHV1Eui4LxgPJfi45BLPik/BrNno2VPSnpRZj5QUmQ1ZujRw8DBzJpCcLD+vzrMm/o6dz6WmyusViRJ0MNAJzc8/S1Dt/D1p0QIYNQqYMAHYuVMCgFmzgO3bgVtvBc44A7j4YnleomAAEAZDLAB2ONQAIDsb6NNHp4YQkdFpmboUymuBwAFCrAOIcH35ZfTe6733Qpu5+NvfJNXJZlNnPYLd6TpSu3Z5dvKD7XxOmhT57IzZrM5+7N8fOOi4/Xb5WVFmOsK5V46V4EXroCNRAp1oOf547+ezsuTfsEcP+f/y/fcye/jKK3Jr3x544w3grLO0ba9eGACEwRAzAEVFwL59cnz88d5XohERRSiS4CEaMxPRXHQdynoKLQOPyy4L7flr1rg+VhYb22zBv8djj8n3trZWbkpaayDt28vn1NXJa7SY8XDW0CC3urrgnv/qq9FrY3q6fM8CBR2XXCJ/klNS/N8slsDPSUmR0elINgIMhxGDjkgVFgLDh8tmiwCwYoV83379VWYDXn9dZgG+/TayneibCwYAYTDEDADz/4momYs0tSmcmYtI06GU5wSz5iLc0rGhnjeZpLMWSvrCww8H/1xnu3e7Pm5sDD54eO89CVTq6uR7qKRNhXKs3Dc2htf+SARbWnfJkugFHcGmZinpUcp6DucUqlAft2gB3Hln4KBjyxYJUJRUMOXYbA4vGPEWdHTu7Pv527cH/942G/DJJ575/iaTzKgtWCCLf6+6Cpg8WZ4b7xgAhME5ANBtBoD5/0REPvnqoEcadATznEhKx0ZjwTcQ/gxGqK9LTg6+AvXFFwf3vGj65RcJOmprvd/7u+b+HC331giVw6HO5kTKbJYAIJD8fO8BgsnkOoOhBAjugYLzfYsWwLvvRlYBy59HHgGeeQbo1s33c0aMkDYsXx79zzciBgBhUFKAzGYgL0+nRjAAICIypEhKx0ZjwTcQ/i7JRt3nIlxHHqn9Z+7bJ7Mi7je73ft5f88JtjN8/PHqOhLl5jxjoiWHQ525CZavBeyhjPL78vbbQNeuwaXanX468NlnkX9mc8AAIAzKDECnTq4VCTTT0KAmgR5xBNCunQ6NICIio4lkBkOvxeKRMGLQkZOj/Wd+/73va01NEkwoAYF7gBBuwDBypMyOKO/t7d7XOa1SuD77TJZMPvhgcM+vrZVFwomAAUCIqqrU0mu6pf8UFqq/aZn/T0REOotGalWoEinoiOQzk5LUPP/s7Oi1yXlDrVApa0ecg4JoW74c+O47YMoU1/M//CCdfG+bJH7yCXDDDdFvixExAAiR4RYAM/2HiIgSUKIEHfEY6ChrR4JdPxKqVauAm26Szvzjj6vny8uB33+XrtPLL8vMwJgxEiRNnw60aQP84x+xaZPRMAAIkSFKgDIAICIi0pweQUeiBDpAdIKLDRukos/hw7L3hLtXXpE1Ae+/Dzz0kFSnys8HzjlHAoJollM1MgYAITLEDMDq1XKfnCx7WxMRERFFiRGDjmD16+e5S7Y3v/0W+Wc1Z9w9KkS6lwCtqpL5KwA46qjE2reaiIiI4pJRdxaOVwwAQuScAqTLDMCaNbKkH+ACYCIiIiIKGQOAEDnPAPjboS5mmP9PRERERBFgABAiZQagTRugZUsdGqDk/wMMAIiIiIgoZAwAQtDQIBtKAAYoAZqZCfTtq1MjiIiIiKi5YgAQgr171d3rdFkAXFSkRiDHHy+Fa4mIiIiIQsAeZAh0LwHK/H8iIiIiihADgBDovgkY8/+JiIiIKEIMAEJgqBkAlgAlIiIiojAwAAiBrpuANTbKHgCA1B/Ny9O4AUREREQUDxgAhEDXFKDCQtkFGGD6DxERERGFjQFACJQZgNRUIDdX4w9n/j8RERERRQEDgCA5HOoMQJcugMmkcQNYAYiIiIiIooABQJDKytQMHF0XACcnA8ceq0MDiIiIiCgeMAAIkq75/1VVwPr1cty/P9CypcYNICIiIqJ4wQAgSLqWAP3pJ6CpSY6Z/kNEREREEWAAECRdS4Ay/5+IiIiIooQBQJB0TQHiBmBEREREFCUMAIKkawqQEgBkZAD9+mn84UREREQUT8x6N6C5cJ4B6NRJww/evx+wWoHaWmDAAKkCREREREQUJgYAQVJmAPLyZCMwTdhs0vlfvFh2HtuyRaMPJiIiIqJ4xRSgoJiwb58caZb/X1sLTJ8uEUf37jLt8J//yHkiIiIiojBxBiAIDoeadqNJ/r/NJp3/KVPUc2Vl6uOCAu4FQERERERh4QxAEJwDAE1mACwWYM4c79fmzJHrRERERERhYAAQBM0DgLIyufm6Vl6uQSOIiIiIKB4xAAiC5ilAVqvcfF3LztagEUREREQUjxgABEHTGQCbDairA8aO9X597FjAbo9xI4iIiIgoXnERcBAcDjVOiukMgFL559NPgY8/BpqagLlzJe3HapXO//jxQFpaDBtBRERERPGMAUAQHA75NmVk+M7MiZh75Z+hQ4Fp04A9eyQAaNtWRv7Z+SciIiKiCDAFKAjKDMARRwAmU4w+xL3yz8aNwKWXAl27AldeKedY+pOIiIiIIsQZgCA4HNLrj0n+//r1ku4zYoT3yj8lJXIrL5dZACIiIiKiCHAGIARhBQA2G1BfDxQXy73NBtTUAK+/Dpx0EjBgAPD000BuLiv/EBEREVHMMQAIQcgLgJVFve3aqbenngKqqoAnnwS+/16eV1ICfPUVMGaM9/dh5R8iIiIiihKmAIUgpBkA90W9gKT4TJ0KOByywPfSS4H+/YHbbpNFv2edJYsM5sxh5R8iIiIiigmTw+Fw6N0Ir7ZvBx55RHrdJSWSNvP004Hz4JctA+bPB/r2BTZvBvr0ASZNAszhxTr5+fmoqcnDzp1f4ttvgZNPDuJFBw5Iyk5enve8fqsV2LsX+P134LjjXFcW22yyILi8XN7DbufiXyIiIqIQhNuNTBTGnAHYsQMYMgR45hlg5Eg599hjwLBhwKpVQGam99ctXgxccw2wbh3Qo4fU0T/7bOCGG4A33wy7OSaTxA9+ZwB27gT+/W+5VVQAH33kvfMPyPmqKmDgQM9rSmdf+QlNSQm73URERESJJtxuZCIx5gzARRcBv/4qnWpldLyyUhbK3nsv8MQTnq+pqZGSmeecA7zxhnr+iy8ktWbpUgkGQpSfn4+8vDx8+eWXf52rrf0zI2fTJunwf/ABsHat+qKcHGl7p06+ZwAOHGDnnoiIiCjKwulGJhrjLQLeuxdYsgQ47TTX1JjMTBkxf+UVoLHR83UffSSVdk4/3fX8ySfL8P0LL4TdpB07JCvHYgFatPiz83/00ZJm9PDDrp1/QH7Ctm2T/H1vuKiXiIiIKOrC7UYmGuOlAP3wgyyS7dXL81rv3sB33wGFhVI+09mKFXLv/rq0NMnd+eabsJvkcAANDW4nf//d9fFxxwGXXSa3vn3V9gJc1EtERESkgXC7kYnGeAHA7t1yn5PjeU05t22b579coNdt3652wt117+67Pb4WD+fkyOsuv1w6/V27ej4nLQ0oKAAmTHBd1MvOPxEREZFP/rpmgHTrvAm3G5lojBcAVFfLvbf8+NRUua+qCv91vjbbCtW6dZLqEwgX9RIRERFpItxuZKIxXgCghGfecuSVc97KYob7OsB3GAkA+fmAt3T9YDr/RERERBQyf10zfyLpDiYS4y0CzsuT+9JSz2vKuZ49Q39d69ZAq1bRaSMRERERGU643chEY7wAYPBgWba9davntS1bgDZtgCOP9Lw2ZIjcu7+uvh7YtUt22g2Tsg+A2SyVgIiIiIjIeMLtRiYa4wUAubnAeefJjr7ObDZg9WrZ0SEpSWo47d2rXr/gAvlXdX/dihUSBIwaFXaTunWTaSO7XXLLamvDfisiIiIiipFgu5GJzpjfgpkzpab/woXqudmzJYVn0iR5fNddQOfOavnP9HR5znvvyc4PgNSBevJJ4NxzgUsuCbs5+/fvd3nMIj5ERERExhRMNzLRGW8RMAD06ycd+0cflT2b6+qAw4eBlSvV1R15eVLRJytLfd2118pOXWPGSH2nXbuAY46R/Z+dd4MIkRE3SyYiIiIiT8F0IxOdycHerV/5+fkAgMLCQp1bQkREREQUOWOmABERERERUUwwACAiIiIiSiAMAIiIiIiIEggDACIiIiKiBMJFwAH06dMHAJCcnKxzS4iIiIgSQ4sWLbBmzRq9mxG3OANARERERJRAOANARERERJRAOANARERERJRAGAAQERERESUQBgBE/9/efYc3VbZ/AP92hJbRUkrZQ5ZsRBBBhiB7uBkiIDgQRFBEBV5UhgqvA0WGigjoD1CQ/QICsmWV5QAEyt4UGS1000Fzfn/cnKZpkibNPEm+n+vKleSMPE/Sk/S5n0lERETkRxgAEBERERH5EQYARERERER+hAEAEREREZEfYQBARERERORHGAAQEREREfkRBgBERERERH6EAQARERERkR9hAEBERERE5EcYABARERER+REGAEREREREfoQBABERERGRH2EAQERERETkRxgAEBERERH5EQYARERERER+hAEAEREREZEfYQBgRZMmTdCkSRNPZ4OIiIiIyCmCPZ0BrUtLS/N0FoiIiIiInIYtAEREREREfoQBABERERGRH2EAQERERETkRxgAEBERERH5Ee8IANLTPZ0DIiIiIiKfoO1ZgK5fBz79FDhxAtiwwfrxigLMng1ERwOVKgFHjgB9+siNiIiIiCgfFy8CxYoBJUt6Oieupd0AYONGYOtWYPp0oE0b284ZPVoChT/+AEJDgbg4oG5dIDUVePVV1+aXiIiIiDRh/nxg8mTg7FmgYkWpCx47FggJMRxz6hRQpw6g1xu23X8/cPKk4bmtdcuZmcCXXwIXLkjwcOQI8NZbQMeOLn2bdtNuANC5s9wWLrTt+L/+kk/+hx+k8A8AUVHA4MHAO+8Azzwjz8lUaiqg0wEJCUBEBHD3rlzxubdlZQFFi9r3eubOze8YW863J21rr+tIuubOL8jn6Ky0U1PlvIK8jiNpp6UB2dlAoUJAYqJrrhUnppuebvh5KPB+Na/JyZJuSIjrvh+WjlUz6KxrtCDfTVd9L52x3560Hf2dKkja9lwzjqbtyHfTkbSTkuQavX0bKFFCrtnwcNvzbQ9HPyumqd00S5e26yUWLZLCf/fucgmuWAFMmgRcvgzMm2c4bvJkYOBA40u0a1cgIMDw3Ja6ZUUB+veXLG/YIOefOgU0agSsXCnFWc1RtO6++xSlTRvrx732mqIAinL+vPH2LVtk+/TpdiVfp04dpU6dOnad6xXu3FGU8eMVJSJCPqemTRUlIcF4W0SEPL9zp+CvZ+5cS8ekp9t2fkHTtuV1HUnX0c/RGWnPmKEoN24oytixBXsdR9JOT5f3WNA0HU3bwXQLF1aU4GDTW+HCNuS1aVP7Pmd73nPuY2vXlnTHjXPeNWrrd3PGDEVJS3Pdb4Irv5uOvB9n/SbYc804mrYj3xFH0k5LM71Gx42T7a7i6GfFNLWdph2yshSlY0fjbKamKkqtWvKSN27ItthYRXnssfxf688/5ZwffjDe/sEHihIWpig3b8rz5cvluK1bjY/r10+KsRkZdr0VlwpQFEXxdBCSrypV5LZ9e/7HNWgg4VZ6unHodvkyULmyhIErVhQ4+bp16wIAYmJiCnyu5qWmSvj78ceGbatWAX/+KaFyXuPHA8OGAfHx8ly9dNT7qChg5kzj18t97tCh8tjSMf/8Ayxfbvn8118HbtwwTlNVtqz9rztiBDBtWv7pXr9uui+/tK19jupr5pfvgqTduLFt6VnLt61ply0rf4ulSwuWpqNpO5puw4bQ6aRxJq/gYKncwuHDlvNq69/VnIK857zHOpKurWkHBJg/ZtUqaWGdOLHgaVtL19p3z5HvpqW0bXk/lj4LW9LNm3ZB/3bO+E2w9zviSNqVKwNTp5r/XMeNA95+G7h0yXK+7eHoZ8U0tZ+mHUXUP/6QRrd27Yy3f/IJ8MEHwIEDwMMPA6NGydekUyegfXvgqaeAIkWMzxkyBPj+e+D8eSmKqrZuBTp0kF7qw4cDXboA27YBKSnS6Kb64QdpJVi9Wl5fUzwdgVhlawtA8eKKUras6fa0NAnLGja0fG7VqhZvde6/33tbAFJSJOy8fl3uU1Jke2amohw6JOGxGmUDihIVJcfk3pb7FhEh+6OiTPfZeq6lY1yVtrXXrV5dPht70rX0+ra+l1q17H/PudOpXr3gr+OMz9vV10recx1N997vQ3Cw+VODg+99b8qWNZ9Xd3w/oqJMj3UkXUe/m658z9a+e458Ny2l7ejvVEE/74J+fs76Wzvy/bIn7Vq1rP+tMjIMVbDOuDn6WTFN70jTib7+WlGCghQlPl5R9HpFadHCOLmyZRVl0ybjc+rXV5RCheT43C5dknO6d5d9YWGKUqOGaZo7d8px77zj1LfiFN4xDagt0tKMwy6VOtojJcW9+fG09HSp3S9TxnD7/HPg1i2gaVPghReAf/+VDmsqteYo97bcEhKAmzfluLxsOTchQTrPmTvGVWlbe93ChaWvqj3pWnp9W99L3br2v+fc6RQuXPDXcfTzvn3b+vnx8fZfK+bSdka6trD0Obn6+6Gem/dYR9K19XxL301Xvmdr3z1HvpuW0nb0d8paunnTKOjn54y/tb3fEUfSrlvX+t/q9m05zlkc/ayYpubTrIazqFYNFm8FFRMDPP00EBkpjXzR0VIkOnQIePFF4No1qaX/80/DOZcvG47PTR1SevasDLFJTjY/zDT3cVqj3UHABRUVda/9Pg91W36DVs6ds7zPmT9Y7mKua09CgjTNKgowYQIwaJAMromIMHzhrl0z3ZZbRIQEEm3bSvsZYPhWhIXJFzi/cyMjDY/zHmNr2p06AS1aGKddrJjltK297p07MlDNWrqdOwMtW5ruN5e2re+lQQPrn5ktad+5Y1t6uV8nv8/MWtrq/Gh6ff7nlypl+Xx70nY0XVsHInbsCDRrZppXW/+ujr5nwPhYR9K1NW1L301Xvmdr3z1HvpuW0rbl/eT3O2Ut3bxpF/Tzc+R7qaZt73fEkbTLlLH+typRQn7z7BzUacLRz4ppeleaDkpNBdavB37/3Xh7QADQsKEMDO7aFXj+eenhtH697E9LA4oXN3293HXLaWny2OvqoD3dBGGVrV2AGjdWlJAQ0+2xsYZ2Gjt45SBgW5rNBw1SlOPHZbBN7v2rVsnAMXPnjh9v6EZkTkqK6evlPTe/Y/75x/r59qRt7XUTE+1P11Latn6OtnxmtqRtz9/NkbRTUuRzdeW14op0FRu6AOWXV1d/Pywd60i6tqZt6ZhVq2Qgpyves7XvniPfTUfej7O+l/b87ZyRtr3fEUfSTky0/LmOGyf7nc3Rz4ppaj9NJ3n3XUVZscL6cc88oyiRkYbn5crJLa/0dMneAw8YHjdvbnrciROy76mn7M+7qzjv03UVWwOAYcPkU750yXj79u2yfdo0u5L3ygDg+nXzX1r1pg6BVxTOAsRZgPxmFqA9e+SeswAV8LvJWYAc+7w5CxBnAWKa9qfpBAsXSv9/W8yYoShFihie21q3HBmpKDVrmh4XHS3HaXEMgPfOApSSIt17SpSQ5wcOSLP9ggUyGatqwgTgs89kaTc7+qt55SxAmZnSPGep6e76deO2KnXO3cREaevKPX+9us2eebfzOze/Y2w53560rb2uI+maO78gn6Oz0nZkHQB70s4913hSkmuuFSeke/my/Dzs3y8LuVhi0zoAKSlyHxLiuu+HpWPVDDrrGi3Id9NV30tn7LcnbUd/pwqStj3XjKNpO/LddCRtdR0A9TfInesA2PtZMU3tplmqlEMvtWmTTOw2apRtx3/xBfDTTzJ5IAC88Qbw7bcygVXu/x07dgCPPSaTlL31FvDEE8CWLfJVD87VuX7+fOCll2QysKefduitOJ32A4BSpYCaNWW0Rm61aslArUuXDBfjq6/K9G779skPbXw8UK+eTCU3ZoxdyXtlAGBuDIBq/HhZ1cLVX2AijUhLAx59FPj7byAwUKaGW79e/r906mToE3rypH0Dy4iISHt27pRCed6i0N69QPXq5oejtG0LPPmkrB8L2F63vGwZ8NxzkuajjxqOe/FFWRjs0iXjFYi1QLsBwPbt8onOnCn/qT/+WCZdbdJE9rdrJyPG//rL8Knq9fIXOXhQ1nI+dkxCrldesTsbXhkAAFLr8t//At98Y6iJGT4ceO+9/JdCJfIhigL07QssXizPq1aVOaJLlpTn6rzQgMz1PHiwZ/JJRETOs38/0K+f1L7nlpgoRcNmzYA5c6Rl4M03pXJo8mQp8C9ZAgQFGc6xpW5ZUWRMtE4HrF0rg4vPnAEeeEDWAujTx13v3HbaDQA0wmsDgNRUYPNmmdHk1i3pEuSOpjsiG+Tb1caG/bb69FPg/fflcbFiUvNTv75hv1q7A0jtzZIljqdJRESec/y4TE50+7b5/XPnSs/yESOA06dlHc26daUA37On6ZSfttYt37kjnSz+/VfWxTtyRCZc1NwCYPcwALDCawOACxekujMqChgwAJgyxdM5IjJSpIj5mXt1OsO0ao749Vf5kVZ/4cz1wczOltaAxES5v3FDaoKIiIh8Gf/V+ar4eLmPi3NOaYrIybKyZJx03pu5oKCgjh2Trj9q4X/iRPMDsIKCDMvFx8fLYDEiIiJfxwDAV926ZXisLmxD5Adu3ZLCvrrwSq9ehn7+5rRvb3i8datr80ZERKQFDAB8ldoCABhGPBL5uLt3pS+/uuz6gw8C//d/pn06c+vQwfB4yxaXZo+IiEgTGAD4KgYApFF6vW3HLVpk+7Gqd9811OKXKgWsXm193HvNmkDFivJ4504gI6NgaRIREXkbBgC+igEAaZStS3K8+KLM+mtrrfwPPwAzZshjnQ5YuVJmYrAmIMDQDejOHZnqjYiIyJcxAPBVuccAMAAgjfjiC2DqVHms08mKiXlvOp3h+IMHZSbbzp2BQ4csv+7evcDbb8uip4GBsnxIq1a254vdgIiIyJ8wAPBVuVsAOAiYNGD+fFmEWq8HLl+WyamyskxvaWlAcjLQsKHh3E2bpDXgxg1ZIyCv5s2BpCTpvnP9uizcUhC5BwIzACAiIl/HAMBXsQsQaci6dcDAgfJYrwd++in/48PCZJGun38G7rtPtgUEyNLtoaGyhoBOZ3orUkSWviiocuVkIRhAVgpOTCz4axAREXkLBgC+Sg0AAgKAEiU8mxfya3v2yFSc2dny/I03gPfes35eYKAs5X7ypKxjl/sydsUaAmo3oOxsYMcO+1+HiIhI6xgA+Cp1DEBEhKx2ROQBx44BTzwhg2sBoHdvYPr0/KflzCskBHjnHeDUKdfkUcVxAERE5C8YAPgqtQWA/f/JAnN96Quy35rLl4EuXYDbt+V5hw4yDiDQzl+diAjH8mNNmzaGWJkLghERkS9jAOCLsrOBhAR5zP7/ZIG1vvShofa/dnw80KkTcOWKPH/oIZmWMyTEOXl3hfBwoGlTeRwTA1y96tn8EBERuQoDAF90+zagKPKYAQDlw96+9NZaBzIzDV127r8fWL9eBvZqXe5uQGwFICIiX8UAwBdxBiByki1bgNOnTVfHDQ0FihUDChc2vYWHy6w6wcFA2bLAxo0ye48z2bKGgD1yTwfKAICIiHxVsKczQC6QexEwjgEgB3TtKi0CAFC+PFClClC9OrBgAXD8OFCpkuVzz56VWLRqVeflR215SEvL/xh7uy898oh0f0pLk+BHUQo2YJkoL2vXoyPXKxGRvdgC4IvYAkAucPWqTOn5yy/yvFKl/McQVKxovJiXM4SGWi8sOVKYCgkBWreWx7GxMgUpkSNcOdaGiMheDAB8EQMAcpJRo2TqzmbNgDJlTPe7Yj5+T2M3IHI2X/yeEJF3YxcgX8QAgGxkqc+8uv2TT4y3p6UBly65Nk+elnc9gGHDPJcXIiIiV2AA4Is4BoCsyM4Grl8veF/6IkWA2rVdmzdPe+ABICoKiIsDfv9damqD+UtJREQ+hF2AfBFbAMiKX36RPvw6HdCypWHW2Nz8tW9yYCDQrp08TkwE/v7bs/khIiJyNgYAvogBAOUjMxMYPx7Q66V2e+LEgs904+gqwVqXtxsQkSupM22R9rl6BXUid2EA4IsYAFA+5s4Fzp+Xxx06GGq7C0JtHXDVfPyexgCAnMna92TMGM/mj2zniVmdGHSQK7Bnqy9SxwAEB8tqTUT3pKZKjb8q7yDfgkhPd918/J5Wtarczp8HoqPlfRYp4ulckTey9j25fBmYOhWoVw94+WX35Yvsp87qZEl8vCyKGBoqXQodpQYd5maN0unyv76ILGEA4IvUFoCSJbmKERn5+mvg2jV53L078PDD9r+WK+fj14IOHYA5c6TLVHQ00LGjp3NE3ig0FFi2DOjbV56PGWMIwufMAYYMke54Q4YAtWoBLVp4Lq/kHGXLGgKEQoUMq6SHhhb8cdGiwBtvWA86iAqKAYAvyh0AEN1z+zbw+efyODAQmDTJs/nROjUAAKQbEAMA3+CJlXl37zYU3nIX8AcNAg4fBr79VgLN7t2BP/7If4Vt8i6ZmXJLTLTv/OBgCQCInI1jAHxN7vZmBgCUyxdfAAkJ8njAAKBOHY9mR/PatjU85oJgvsMTfbijo+U+IABo3tx439Sphmvt+nXgmWfYpUOLsrKMu0/mp0sX4LHHgEcekdXQa9UCKlcGSpUCwsI4rTBpQ4CimJsAkFR169YFAMTExHg4Jza6ehWoUEEeP/00sGqVR7ND2nDtGlC9uhQsChUCTp0C7rvP07nSvkaNgEOHpOB28yZjal+h05nvThEcLAU9Z7YSpKQAERGy9kb9+sCRI6bHxMdLdzx1cH7v3jJVL3twasPRo8CLLwL//CPXh7XrxxZ378p1dOeO3Mw9Tk+XW58+zkmTKDfGob6GMwCRGZMmGWoVX3+dhX9bdeggAYCiyKJgPXt6OkfkDs4cdHnggBT+AVlzw5ySJYFff5Ua47Q0YMUK4LPPgPfeK3jeyXmys4Evv5RpkzMzDTX31lZQt4U6Rwfn6SBPYRcgX8MAgPI4fx6YPVseFy0KvP++Z/PjTdq3NzxmNyD/og66zHsraG3r3r2GaT9btbJ8XL16wKJFwIULkoalwj+nfHSPU6fk7zVmjBT+AVkFPSVFgrSsLNNbWprr/j7WppL96y/XpEu+iwGAr2EAQHlMmGAotLzzDlC6tGfz400efdTwD5brAVBuW7bIwHpzchcCP/jAUEB84QXT/bk9+aQMAHb3GAUy0OuB6dOl7/6+fbItIAAYNUoGaFursXfVOgD5BR2XLwOdOwMHDzo/bfJdDAB8jboGAABERnouH6QJR48CP/8sjyMjgXff9Wx+vE3RooZZW86cAS5e9Gx+SDu6dpXvVM2aUrCfPl1q++/ccXygsbNaH6hgzp+XhRFHjDAEaTVqALt2AZMney74spRuWpq0UlapInV/HTuaH2NCZA4DAF/DFgDKZexY6b8OSJeC4sU9mx9vxG5AvseZK1ifPg0sXCiFxhYtDPUuLMR7D0UBvv8eaNAA2LHDsP3NN2UMkKWxG55WpAiwerVhZqn4ePm98pY5S8izGAD4GgYAdM++ffLPAZCJoYYN82x+vFWHDobH7Abk/a5fd04f7qFDgWbNgJAQ4+3uWKyJC0I5z5UrMm3nkCGyUjogkyRs3QrMmCGtgFpWrBiwfr1ci4DMVtauHXDypGfzRdrHAMDXMAAgSI3W2LGGms0JE2RlSSq4hx+WubsBCQD0es/mh+x34YIEwzqddO0w97dUu1tYayWYPl2C7KQk4M8/ge++A15+Wab6dLUmTYCNG12fji9TFGDBAvl7bdpk2D5okEz32a6d5/JWUOHhwIYNcl0AEuS2ayfdFoks0e40oOfOSamlcmUgLk46Vk6ZIitpWKLXSzvegQNyXGys/Of+9FOgRAn35d2TOAbAL+WdlzwgwLi2mjOH2C84WBb1+fVXqV07ehR44AFP54rsMXeuYUrOl1+WFbHNyb2eoqX96vetUCHgoYfkNmSIc/NrybFjUmvdtatMU3lvuRqy0bVrwGuvAWvWGLaVLy/XR9eunsuXIyIiJChs3166LV29KkHAjh1A1aqezp1nzJ8vYzfOngUqVpT1FMaONW61274dmDlTZng6dUoWbRs3znSxthUrgOXLpeLg2DH5nzB8uPExiiIz7kVHy2D+I0ckzT59XP1O7aRo0blzilK6tKL8/LNh24cfKkqdOoqSlGT5vBEjFKVVK0XR6w3bXn1VUTp0sDsrderUUerUqWP3+W7XqpWiyHWoKOnpns4NuVHhwooSHGx6K1zY0znzfl9/bfg8p03zdG7IHpmZilK2rPw0BgcrytWrrk0vONjwU5z7Fhxs/Vxr3+Xcrx0UpCivv64oN2649v34iiVLFKVkSeO/Sf/+inLrlqdz5hw3bypKgwaG91aliqJcvOjpXLnfwoWKUreuoowdqygjRypK1aryebz4ouGY1asVpWhRRTlzRp5nZytK+/aK0q+f8Wt9842ilCmjKPHx8jwtTV77gw+Mjxs5UlHq11eUO3fk+c2bilKqlKLMmeOSt+gwbQYATzyhKJUrGxfkk5IUJTRUUd57z/J54eHyF8ht7Vr5q9++bVdWvC4AqFNH3m/Rop7OCbmZIwUOskz9Mbd3P2nDypWG70T37q5Pz96A3JbrbdEiRalUyfh7Hh6uKF98Ift5zZq6eVNRnnvO+DMrXVpR/vc/T+fM+a5fNxQFAEWpVk1RrlzxdK7cJytLUTp2NL7OU1MVpVYt+Txu3JBCfOnSEvzltnmzHLNxozy/elVRQkIUZdw44+PmzJHgOyZGnv/5p5z3ww/Gx33wgaKEhcn1pzXaGwNw9Sqwbh3Qtq3xOuhhYdLBLXcbbl4hIbJcpzrtCQD8+69/LbenjgFg/3+/wK49rufolI6kDXPnGvrxv/aaa9OyNm97ft9ba9dTaKh0KTh5Evjvfw3/2pKSZKav0FDPXLPWfos8+Vu1Zo309V+61LCtZ0/pzvfMMx7LlsuULi2DmGvWlOfnzkl3oH//9Wy+3OXgQVnALfd1XqQIMGCAPL5wQSbIuHHDdKxHq1byGzFrljyfPx/IyDA9rm1bKYrOmSPP1XtzxyUnyyJ/WqO9AGDvXinA33+/6b6aNaUTrqU5rl59VZbDGzhQ/mI3bgBTp8pfMm+HLl+kKIYxAAwA/EJoqAwAI9filI728WShMO9rr1tnKIR36uTatG0pxDuqcGFZ1fv0afnXl7u+DHD/NavFQDkhAXjxReDpp2VgLCBD4375RYKB/IYUerty5YBt24Dq1eX5qVMyPkD9HHzZww+bH8QdHg4EBclnEh0t2/IWNUNDZeipOh2speOqVpViZe7jChWSGaRyU4Ow3NPLaoX2SsWXL8t9VJTpPnXb2bMyYW9eEyfKnF7/93/Anj3yDVi6VNZYz0+1apb3qVVG3iA52TA/HAcA+w0WQt0nMNB44Ki3/DR4ilooNHeNhoTI/A75yTu43Vlp63T5D/L1JmXLSu3jG28Ao0d7Ni9q0GHJrl0y2LZCBdcHBJs2SWCkFikA4IknZJBmuXKuTVsrKlSQIKBNG6n1Pn5cpjX+/XfzRSxfFxMjwWBkpPWi5rlzEkBaOi4wUF7n7Fl5fvmyPM8biOcutmqN9v59qb/KhQqZ7lOHbqekmD83KEi+3UeOyO3UKWDePOCzz2Sfr+MUoEQuExgo/0QrVbJ8jCMFVl9lqVAYHOz6Qrq1AqkvadhQpoK0Vd26snBZ69ZSQLzvPuvXb3q6/Bu+elUa2//+W+5jYmwr4ORueSlZUgqoFSvKTX2c+754cdMCVd78WMpvp05SK1ulinSTmjYNeOml/F/PF1WuLAX+1q2lkHr0qKwYvHWr9usJ86ubBaSQbqvUVFkv4fff5bmtRU1rx6nFrrQ08wttWiu2epL2AgA1XDL3H0HdZmlljmvXgKeeAiZNkk5wAwbIHGk3bkhHLkvyu4q8aX41BgB+zdIqpvasbkqmAgOl8O8Ptcru5IpCul5veYpPX1aQwu3p01Ij/MMP8rxaNSnEW7u+K1SQACA3e4Le+Hi5/fOP5WOKFs0/SHjoIev57dhR6gUrVy54Hn1FlSqGIODqVZkmtFMnmSo6IsLDmXOTCROAr74yTIlqa1EzKkq+K1lZpkFAVpahOBoVZV+x1ZO0FwCobXO5C7MqdVuNGubP7ddPRvo8/rg8/+MPoHNnWe3j9deBRx5xfn61JPcaAAwA/IZeLzU7ts5bTo7xp1plRyQnGxZQc5e0NOCnn4BvvpFGYLJMpzO+ji9dkntr1/eNG6bbbC1EDh8OXLwoPXWvXJHCaH5dGFNTpSH/1CnTfcHBhjEd+eX3t9/8r9bfnOrVJQho00bqSv/6S9aS2LRJu+PIClLDn59FiyQI6t7dsM1aUTMyUpaPyn1c7q5j6pBLdeG/cuVkfQBzrwVYLrZ6kvYCgGbN5Ntqbgm706elYGuuT//t29LZ7bvvDNuKFZMVHh58UMYE+HoAkPtK1nrbHjmNXi8/bnlrPIODZf08gIV/R+l0xpOLUf7WrpXCnrP+gVvz77/At9/KfA/x8RybAVhvEYyPl5WMd+6U2x9/2Pa6kZHS3ahxY6mBb9zYelcN1eefGz/X62Vej9hYCQjy3qu31FTbXt8cFv4NatY0jAm4eRPYv18WPtu40XcnSty0Sa6nUaOMtzdvLvdnzhgeA0BmpgSp3boZjlu5Uo7LHQBcuiTHtm5tOO7vv6UyLnc30dOn5V49Tku09zNZurRckdu3G29PTZUVfl99VUo62dkynL18edkfHCz9/G/eND5PDbu02P7ibOwC5Fc2bZJmXJ3OfC0a//E5h7VVYcng+nXgrbeAJUscL4QHBlpvuUpJkcGvixZxMLxK7WNvrUWwcGGZorBtW9mWmWnb61+7Zvm3paDdEAMDgTJl5Na4sfljFEWmOM0bHPjLlJbOVqeO9P9v21aKDHv2SKeJ9et9r5i0cyewezfw8cfG2/fulZmCSpaUomb//oZ90dHyXVCnDO3TR2bb2r4dePRRw3Hbtsm9etyAAVIJkff1tm2TrkO9ezv5zTmDpxciMCsmRlGKFZMl+1STJilKhQqG1RQGD1aUwEBF2b3bcMygQbLsXe4l/X76SZZ/jIuzKytetRDYhx8aVv5Yu9bTuSEXun1bFgK6dCn/4/xxwR9X44JrpvR6RfnxR0UpUcL087C0IFZYmOy39HmGhuZ/vrlVcYODZRXPP/+07VwyZe/17anFx/h9tM/Bg8bf13btZHEsX7Fvn6JUr64oEyca30aOVJSuXeWYn36SNVPPn5fner2idOqkKF26GK9DO3GiopQvbyha3rkjK/6+9ppxmgMHKsqDDypKero8j4uTFYQ//dSlb9Vu2msBACREjY4GPvxQ2qgyMqSLz759hpEb5cpJx8PcnddmzpTbc8/JpK2FCkkV0f79/lEjzhYAvzFihDQ1VqkirQDr15uvlWPXH/dTFO9sfbFlBhhz+8+ckYW11BoxQLqJTJtmW+uJtVpjW8ZclCgheXjjDRkgquaX42Lcxx1rH5DzPPggsHmzrA2QmCjf32eekQWyvP1vdfy4dCS5fRsYN850/9y5cv/CCzKI/M03ZWb5ixeBRo2Ajz4y/g0fO1Y6p7z8svRAP3VKavlHjjR+3dmzZdLJF16QIuixY8AnnwCvvOK69+qIAEVhz9b81L03C1CMpcXHtOSFF4CFC+XxyZOGFSjIp6xZI3MZAxL/Hj2a/9SU5FzWZh15801g+nTvnIUm73sLDJQCfn7XlxqI6vXyvF8/WX/RlkWWbCmE5x2sqlIHgX7/vfz0+Vr3BU/xtlmuvC2/WrN/v8yUlJwszx9/HFixwjB9JfkuL/wXRRaxBcDnxcdLTadq2jQW/t1JrVVWZx/JfUtLk8LwzJnyN1ILxN4k7+qxer1h6lNLK7xWqiSBwn33SUvUzz/bvsKqM2oaX3uNhX9nsXZ9u3L1ZHt4W361qFkzmSlJ/Q6tWyf91TmmxvcxAPAlagAQEOA/k/v6mTfflEF4gMxS8NJLHs2O38mvwLpwocyGotdLE/Mrr8hcBc5grSDj6oJO3sBAvamFhLfekpaorl1dmw9yLW/rxuNt+dWqli2l4F+4sDxfvRro25fTHfs6BgC+RA0ASpTwj5WP/cyKFcAvv8jjEiWAOXO8s6+5r+rXT2q/1a/e/PnST9QZ/0TVFXMt1cJbK+hYCxDUoNJeX37pu9MIEvmDNm2AX381/JasXCkVTM6qxCDt0eYgYLKPuhAY1wDwOTduAEOGGJ5//bVhBlzSjt69DVO+ZWVJwJaZKdNUmltKviAcWYBMDSC8sa80V7gmco/27YFVq2Qw8KlT+XcvdcUgeg7Mdy8GAL7i7l0gIUEes/+/T1EUYOhQIC5Onj/7rDTPkjY9+6zUnvXoIYX/FSuAnj2BZctcO7CuRAkZFK6uYBkZKbeoKJmJwhtXMOZMPkTu1bmz/GapY3/cWWlgrqKCYxFch7MAWeE1swDdvCnzVAHSOXzdOs/mh5zml18MBf6oKJlaTP1Tk3Zt3Cg1aWr3my5dJDBQ+9nmx1zB1tpsOI7uB0z/+aqrSdtyLhH5Fmvf+xdflC6PubskFipk/rG1fSEhslpu3jRZQnUdtgD4Cs4A5JP+/RcYNszwfOZMFv69RefOEoc/+aTUlm3aJAHBypXWZ63JXROmFsKtqVNHuordumVfoTy/2nZ2wyGivBYtcl6rIisT3I8BgK9Q+/8DHAPgIxQFGDxYFjMBpF95r16ezRMVTLt2wIYNwBNPWF+vQa31T0mRAbUF7bLzzz9yryhSkL91S27q9WONpa407IZDROR7GAD4CrYA+JwFC4C1a+VxmTLAt996Nj9kn0cfle5AtvSprVcPOH1axg6YO8acvNsDAqSFoWhR56wRwakWicic48fl9ywz07D+Qu7HBXnO2YbcjwGAr2AA4FOuXJG51VWzZ/PP6s0eeUTurdXqnzpluk2vlwXGHK2FZzceInKmGjU8nQNyBAMAX8EAwGcoCjBwIJCYKM8HDACeesqzeSL3CAkB6tc33qbXA1WqyGq7gPkxAbasA8BuPERUEJ6oNGCFhPswAPAVHAPgM+bOBbZtk4Je2bLA9OmezhG5S0KC/N3z0uvlZi924yGigvBEpYG1NMm5uBKwr2ALgFcyt0LroEGG/pHHjgEREW7PFnlI7sK/TifP895YQ0ZEruaJSgNWRLgXWwB8BQMAr+TNK7SS67DLDhERuRIDAF/BAMBreeMKrWQfW/vUsssOERG5EgMAX6GOAdDprK8yRERux1p9IiLSCo4B8BVqC0DJkjIROBFpCmv1iYhIKxgA+IrcAQBpXkoK8O67ns4FERER+SMGAL7gzh3DxOAMADRv40bggQeAGTM8nRMiIiLyRwwAfAHXANAcc9N7qjp3BnbsMCzsxOkeiYiIyJ04CNgXcAYgzbFles+2bYHUVA4MJSIiIvdiAOALGABokrXpPX/7zfp4bRb+iYiIyNnYBcgXMADwSpysiYiIiDyBAYAvyD0GgAGA2+XX35+IiIhIa9gFyBfkbgHgIGC3y9vfPzjYMCkTERERkdYwAPAF7ALkcdb6+xMRERFpBQMAX8AAQJMsTePJ6T2JiIjIkxgA+AKOAdAUvR64fJnTexIREZE2cRCwL+AYAI9RFNNtej1QpYrU9BcubP48Fv6JiIjIUxgA+AI1AChWDChUyLN58SN6PTBihOV9d+9yXAARERFpDwMAX6AGAOz+4zbZ2cBrrwEzZ8pznU5m/8l7Y39/IiIi0hqOAfB2imIYA8AAwC3u3gVefhn4+WcgMJD9/YmIiMi7sAXA2yUlSXU0wP7/bpCZCTz/vBT+AVnNd+/e/M9h4Z+IiIi0hC0A3o5TgLpNejrQqxewdq08L1QIWLoUePppz+aLiIiIqCB8NwCIiwMWLQLOnAEeeADo0EGmZvE1DADcIi0NeOYZYPNmeR4aCvzvf0CXLh7NFhEREVlRkK64//wD1K0r4/h8mXbf3rlzwIQJQOXKUpi/cweYMgUoVcr6uXPnAu+/D4wdC0ydCgQFuT6/nsIAwOWSk4EnngB27pTnRYsCv/4KtG3r2XwRERGRZdevA59+Cpw4AWzYYLp/yxagY0fjbe3by3ZVZibw5ZfAhQtSzDpyBHjrLdPzkpOBjz4CsrKkh8DJk1KMfeghp78tp9BmAHD+PNC8OfDVV0C/frLto4+ANm2A/fuBsDDL506cCHz8sZTQ/KF6NvciYBwD4HQJCUDXrsC+ffI8PBxYvx5o2dKj2SIiIqJ8bNwIbN0KTJ8uxUdzvvxSpvNW64kDAoA+fQz7FQXo31/KAhs2yP5Tp4BGjYCVK4HOneW4jAwpK9SpA8yZI9t27JB0o6OBhg1d9S7tp80AYPhwaavp29ew7Z13gM8+k1Duk0/Mn7dmDTB+PPDBB/5R+AfYAuBCcXFAt27AX3/J8xIlgE2bgCZNPJsvIiIiyl/nznJbuND8/r/+knrTqVMtv8bKlTLWb+tWKfwDQM2awLPPylTgp05Jbf8330hBf8ECw7lt2gAPPgi8/jqwZ4/T3pbTaG8WoKtXgXXrpH+F+mkDUuvfpIl071FnvcktOxsYOVKWXh050n359TQGAA5LTze/PSoKOHBAmv3KlAG2b2fhn4iIyJtYWo/ns8+Av/8G3nxT6o+zskyPmTNHzm/Vynh727bAxYuGbkVz5gD33QdUq2Z63N69Mq5Aa7QXAOzdK20u999vuq9mTeDmTSAmxnTf7t3A6dNA7drS/79+faBIEUO3IV/FAMBhoaFyqeh0prciRYBKlYDff5ex5EREROTdkpOlKBkbK7X3Tz8N1KsnAYFKUaTm/r77pJY/t5o15X7HDuktcPKk5WKrepzWaC8AuHxZ7qOiTPep286eNd23a5fch4XJqIujR4E//wT+/Rdo1w64csVymtWqWb7dvevY+3E1jgFwiqws+VPnvak1AnXqeDZ/RERE5BxhYcCxY9K3f/du4MknpQ65Uyep2QeAxEQJFKwVR9XiZUGLrZ6mvQBAXVI1b7gFACEhcp+SYrrv6lW5//hj6a8ByDxOU6bIa37+ufPzqgVsAbDKUhcfIiIi0qb86mbzdrWxV1CQTOqxZo0UE+PjDcVFW4uj9hZbPU17g4DVcMlcZyx1W9GipvvUCVvLlTPe3rUrEBgIHDxoOc1z5yzvq1vX8j4tUAOAwEAgIsKjWdEqtYuPuUuqcGFZTJmIiIj81+jRwOLFhl7jap2qteKovcVWT9NeAKAW4HPXbKvUbTVqmO6rVMn8ecHB8tdJSHBaFjVFfb8lSkgQQGapXXzMbSciIiJtya9u1lXatjUM7A0JkZ7V1oqj9hZbPU17JcZmzWT2nzNnTPedPi0hWb16pvtatJD7CxdM92VkAFWrOjWbmqGOAWD/fyIiIiK7pacD1asbnjdvLmMC8lYgnj4t961by3iCevUsF1vV47RGewFA6dLSbWf7duPtqakyJ2O/flLTnZ1t6PcPSCeuGjWA1auNz7t2TUZyPP20y7PudnfvynsD2P/fgrg4247T6aSxKO/N0vRhRERE5DuysoDNm4GXXjJse/FFqUPeu9f42G3bpLiqLjn14ovSYnHpkulxDRtqcyEw7QUAgCzNduOGrL6gmjZNurmMGyfPhw6Vbj/R0YZjpkyRACB3f//p04HGjY3/or4i9wxAfh4A5DeXf370ejk3LU2+/HlvaWkcRExEROStUlNNu/sOHCh1xuoiYXo98PbbwOOPA927G47r2RPo2FHWDFAU2XbmDLBsmRRL1UG+b74ps89/9pnh3N27gX37gK+/dtlbc4j2xgAAMudidDTw4YcyGiMjA7h9Wz5JtURXrpwMeg0PN5z31FMSNLzzjkzImpkpI0C3bDEMEvYlnAEoh6WBvsHBwJ07ls/T6+Vca69NRERE3mP7dimox8VJZ4nPPgM6dJAFPTt0AHbuBF55BZg/H6hSBejVSwr7uQUESL3y+PFA//5A5crAkSMyWPippwzHhYbKXP//+Q8waJD0yj5+XFYQzruImFYEKIoa05A5de/NAhRjbvExT4uONlxZI0bkv561H9DpTPvpBQdLUGBpFiCdzjCFFxEREZE/8MFqcT/CFgCr9HpZWy6/Qn56Omv5iYiIyH9ocwwA2YYBAABDvzxz9Hrr02+x8E9ERET+hAGAN9NYAGBtsKwrBtMmJMjEUPnR652fLhEREZG3ciwA6NULmDNHptok98s9C5AG1gFQB+LqdKa3IkWcX9O+Zw/w4IMyyIeIiIjIF7ijeO1YAHDwoMy/X7iwk7JDBaKxFgDAsOJu3pszV9zNzgYmTZKFNS5eNGznXP5ERETk7dxRvHZsEHDnzsC9WXLIAzQYALjalSvACy/IdFuqFi1kkC8H+hIREZG3c0fx2rEWgDNngKNHnZQVKjA/CwBWr5bV9NTCf2CgLBWxdat0McoPC/9ERETkDdxRvHYsANi8WUpklSrJygf/+x+QnGx8TN51kcl51DEAISHWS8Be7M4dWWWve3fDW65USRb5mDDBN9d4IyIiIv/kjuK1YwFA377AvHnSGXvNGqBHD1mpt00b4PPPgT//BH7+2bEckmVqC0BkpCxX5wVSUy3vszRLUOHCspT2hQtS69+9O3DoEPDoo67IIREREZHnuKN47dhKwC++KGsoqw4eBDZskNBlzx4gM1MKptnZjuXSgzS9EnDhwlJqrl9f1qbWAGsr7rZtK5FsRIR958+ZA7z6qtfEO0REREQF4o7itWMBwP33A8ePm++DkZYmOX3vPUCLhWcbaTYASEsDihaVx23aSH8YD1IU4MYNoEwZy8dcviz3lSpZPkank1mD8goOdu5MQkRERERa5I7itWNdgLp2BYYPB86fN91XpAjw9NMySpOcL/caABoYALxyJVC+vBTgq1Uz7epz8CDQvLkU/s2tFcCZZImIiIjcU7x2bPjkjBlyb26p1blzgTp1gOeecygJsiD3DEAeXgQsJQUYMUIuA70e+PJLQ+OEqlEjYNs2eayuFUBERERExvIrXqscLV471gKQ8ypmXmbAAOnAVL68U5KgPDQ0BejEiTI/PwB06QI8+6z542rWdF+eiIiIiLyZueL13LlAdLQTXtuhs2/ftryvUCHgu+98enpKj9JIABATA3z1lTwOCZHZejhAl4iIiMj5nFW/7lgA8H//l//+oCCgVSuHkiALNBAAKArwxhuG7jz/+Q9Qo4Zjr6nTyaCXvDedzvH8EhEREWmdO+rXHQsAxowBevcGFiwArl83f0xYmENJkAW5BwF7aAzA4sXA77/L46pV5XKwl14vswSlpckYgby3tDTL6wQQERER+Qp31K87Ngi4aFFg505g2TLp9/HggzJ0uUsXoEUL6byU38pPZD8PtwAkJQHvvmt4PmOG7TP5WKrNr1NHBhRbEhpqe/6IiIiIvNGYMcD+/cDjjwOdO5ufYt3R+nXHWgBmzwb+/Vc6gk+ZApQuLR3C27SRQmmXLsCKFY7lkMzzcAAwYYL86QHgqaeAJ56w7bz0dMu1/CkprOUnIiIi/6bWr7/0kvT1f+ghYOxYYPduw8xAjtavO7YQmDnp6bIo1YYNcjt9misBu8KTTwJr18rja9fyX4HLyf75B2jcWP6shQtL/FelituSJyIiIvJZy5YBvXoBJ05IUXrjRmDHDiAjAwgPB5o1A/buBRIT7U/DsS5A5oSGSs1/ly7y/IsvnJ4EwXgMQIkSbktWUYChQw0x3QcfsPBPRERE5Cy9esl97dpyGzHCtH49vy7TtnDOOgD5GT7c5Un4JbULUFiYDAl3kwULDPPP3n8/MHKk25ImIiIi8klPP51/jb5avz5tmrQMfPaZY+nZ1wXo+HFgyxYZ+FunDvDYYzIk2QdptgtQqVJAXJxUv5tbK9oFbt8GatUCbt6U5xs3Ap06uSVpIiIiIp8VGAjcdx+wZAnQtKn14zMyZP0lu9Mr8Bn/939A/frSHvHWW1ICrFIFWLjQ/lxQwej1hi5AbhwAPHasofDfsycL/0RERETOsHixtAA8+qhhgdX8OFL4B+xpAahTRwqdLVtK+HH6tIxMuHMHGDIE+PZbx3KkMZpsAUhIMPT779gR2LTJ5Un+9Rfw8MMyBqBoUWl+qljR5ckSERER+YXYWKB/fylWP/EEMG+e+WGeaWnS+aNePfvTKngLQOPGMg/R559LR6R166QrytSpMuXn6NH254Zs4+YpQPV6Gfirhorjx7PwT0RERORMFSoAW7dK//6NG2V5rX37TI8rUgS4eBHo0AHYts2+tAoeAFSrZrotNFQG+/71lwxR3r3bvtyQbdwcAPzwA3DggDyuU0d6fxERERGRcwUEAKNGyUJgYWGytJa5CTW7dZMyWb9+9qVT8GlA79yRQv5jj5nuq1ABWL9e5oZ0dI1issyNAUBcnPT9D753pcyc6dZJh4iIiIh83r59wPz50g3o7l2pW69WTbpcjxkD/PKLLAqm18siYJcuyeQsb79tX3oFDwAmTABat5bOSSNHAsWLG++PipJhzOQ6udcAiIx06kunp8tFp4qKAq5fN95PRERERM7TrZus+Dt5MlC1qnTzCQqSdZc++ACYMgXQ6YBZs4DSpeVxVJTMHmSPgp8WFgZs3gz8+SdQrhzw3HMyM9DFi4Zjgp2/vhjl4sIWgNBQueh0OtNbkSLGwQEREREROa5/f6BYMaBBAyAiQnpbBAXJ/RdfyOrAJ07IDIyHDkkQYG/hH7B3IbCoKOC334CffpJhyAMHSjtFlSqyksGGDW6bm94vubgLUFaWND/lvWVlOT0pIiIiIr83fTrw4YfA7NnS2z6vHj1kXEBUFPDUUzLnTna2/ek5VlXfo4fcYmKAtWtl6PK2bdI5qUYNWayqeXMZL9Czp4wRIMe5eRAwEREREblWw4Zys6R2bemA89JLwJdfAnv2yMJh9hSv7VsJOD937wJ//AH8/rsMFt6zRyYsDQ2Vey+jyXUA+vaV0SCArMNQo4ZTX16nkz9jXsHBbAUgIiIi8rQvvwTef1+6C924UfDzHeg9ZEFwsNT6v/++LFCVkCBjBrp1c3pSfostAERERER+a+RIKV4HBdl3vutH6wYHA+3by42cQw0AAgNNZ2EiIiIiohx5Zzj0FW3ayBJc9tDudD3nzsmUo5Ury2T0d+7IHEilStn+Gn/+Ka0RvtZvRQ0AIiMdGwKex40bhqmlzLG0nYiIiEhrrl8HPv1UZs/ZsMF0/4oVwPLl0pP62DEZsjp8uPExiiIDc6OjgUqVgCNHgD595JZbZqZ0y7lwQTpnHDkCvPUW0LGjq96dKF/evvO0GQCcPy8F96++Mixx9tFHEuqoS6NZk54ODBhgvjO7t1PXAXBwDYC8EXHp0rItv6EavhpFExERke/YuFHmppk+XYqPeX37LTBxosxjExkp9cxNmkhl6KRJhuNGj5bg4Y8/pPwTFwfUrSvz3bz6qhyjKDKNZ0KCHBsQAJw6BTRqBKxcCXTu7Ja3XCDOHwPgDMOHy6fct69h2zvvSGDw6ae2vcbYsb65IFlWFpCUJI8d7P9vbs7/4sWBwoWB8HDL5xARERFpWefOsqiWuRryf/8F3n0XGDzYUJdauLCsqvvZZ8Dx47Ltr7+kVv/ttw3ln6goOe+ddyQYAKSQv3Qp8J//SOEfAGrWBJ59FnjtNWkd0BrtBQBXrwLr1gFt2xo+RUBq/Zs0AebOtT7x6fbtUrJt1sylWfWI3KsAO2EAcN45/zMzpZbf3By0RERERN7EXPfl+fOBjAygXTvj7W3bShFzzhx5rt6bOy45GVi0yHCcTge0amV63MWL5rsfeZr2AoC9e6Ut5f77TffVrAncvCntNZYkJQHTpgHjxrksix7FGYCIiIiI7BYdLfd5i5pVq8rcNTt2GI4rVMi0Q0nNmnK/Y4cUWffskWMKFbJ8nNZoLwC4fFnuo6JM96nbzp61fP7o0dKpy1dHrDq5BYCIiIjIn1gqagYGSpcgtZh5+bI8z90hJfd5Z88CiYnSGmBvsdVTtDcIWB2BmjeMAoCQELlPSTF/7po1Er41aFCwNKtVs7wvOFhuWpG7BcDBQcBEREREWpRf0QyQySLtZa2oqRa10tLMz7aeuzjqSLHVk7TXAqCGS+am7lS3FS1qui8uDpg3Dxg1ymVZ0wR2ASIiIiKym7WiplrMjIqyXhxVi2IFLbZ6moaqtu8pV07ucxd0Veq2GjVM940YAXz8sfFQa3UK0PR0ubc0hU1+YWTduvlm1+2cHABwzn8iIiLSGkdq+K3JXdRUHwPSn//WLaB+fcNxx46Znp+7OBoSIh0yClps9TTttQA0ayadrc6cMd13+rQUeuvVM923cKF0/Slc2HD7739ln/rcFzgpANiyRfq2paVJhJr3lpZmiJuIiIiIfEXz5nKft6h56ZLUI7dubTguI8MwZkB1+rTc5z7u4kXTpafyHqcl2gsASpcGunaVqTxzS00FDhyQhcECA2WepqtXDfv37jW9DRxovM8X5B4EbOcYAL1exkpXqSI1/eo0Vnlxzn8iIiLyNX36SPknb1Fz2za5HzDA+N7ccYUKAb17y/MXX5RAIW9Rc9s2KdZ26eLM3DuH9gIAQFZduHFDVlVQTZsGlChhmN5z6FBZk1mdy+mRR0xvFSsa7/MFTmgB+OUX4OBBCQQaNACef95JeSMiIiLSkNRU0/75FSoA48cDs2YBt2/LtvR04KuvZOGuRo1kW9OmUpf81VdSwAekGPb998BHHwFly8q2nj2Bjh1lETFFkW1nzgDLlknxVR0MrCXaGwMAAHXqSMH+ww+B/fvlU799G9i3zzByo1w5ICLC8pK1vsrBACA9HfjgA8PzL76QBhUiIiIiX7F9uxTA4+Jkqs7PPgM6dJA1ZQFg7FipnX/5ZelZfuoU0L8/MHKk8evMni3nvvCCrBtw7BjwySfAK68YjgkIAFavlqCif3+gcmXgyBFg8WLgqafc9pYLJEBR1FiFzKl7bxBwTH6Lj7lTgwbA0aPSP8eO5XqnTDFc3J07a3N1OiIiIiJyHdb9eht1DIAd/f9v3QImTZLHAQHA5587MV9ERERE5BUYAHgTRTF0AbKj+8+nnwIJCfJ4wACgYUPnZY2IiIiIvAMDAG+SlmYYhVLAAODCBWDGDHkcEgJMnOjcrBERERGRd2AA4E0cGAA8bpxhjbQRI2QCJSIiIiLyP9qcBYjMs3MNgIMHgSVLgOBgOW3MGBfkjYiIyEtkZWUhOzvb09nwK0FBQdDpdJ7OBt3DAMCb2NgCkJ5uvIhXo0aG2n91PxERkb9JSkpCXFwcMtTutORWISEhiIqKQri/TeGuQQwAvImNAUBoKFCkiOnCF4CsfJeW5oK8ERERaVhSUhJiY2NRrFgxREVFQafTISAgwNPZ8guKoiArKwuJiYmIjY0FAAYBHsYAwJsUYAxAVhZw966L80NEROQl4uLiUKxYMVSsWJEFfw8oXLgwwsLCcOXKFcTFxTEA8DAOAvYmdo4BICIi8mdZWVnIyMhA8eLFWfj3oICAABQvXhwZGRnIMtdNgdyGAYA3cWAWICIiIn+lDvjlIFTPU/8GHITtWQwAvAkDACIiIrux9t/z+DfQBgYA3oQBABERERE5iIOAvUnuMQAlSuR7qKVWTrZ+EhEREfk3BgDeRG0BCA+3WJLPzgauX89/qs+86wQQERERkf9gFyBvogYA+XT/WbwYqFRJ4oMOHcwfw8I/ERERkf9iAOAt9Hrg9m15bCEAyM4GJk6UQ+/eBcaOdWP+iIiI/F1qKpCZCdy4IfepqZ7OEZFZDAC8RWKilOwBi2sALFsGnDwpjx99FGjTxk15IyIi8nfp6cDkyUCZMobb5MmynUhjOAbAW1iZAUivl9p/1YQJAGfaIiIicoPUVCnsf/yxYVtCguH56NFA0aIeyVpeiqJg/vz5SE5ORkpKCnbt2oWRI0eiXbt2ns4auREDAG9hJQBYvhyIiZHHLVsC/B4TERHZYNkyYPx4IDnZvvMjI4G9e4EZM8zvnzFDAoAHHjCezc9WYWFSw9ezp335y+PDDz9E+fLl8eabbwIATp06hTFjxmDfvn0IDGTHEH/BAMBb5BMA6PXGlQ6s/SciIrLRF18AJ07Yf36JEtLnPyHB/P6EBODmTUBRgNhY+9L44gunBADr16/HoUOHMH78+Jxt1atXx549exAbG4tKlSohOTkZCxYswIwZM9C9e3cMHToUlSpVyjm+f//+iIyMRNWqVbFq1SqULFkSjz32GLZt24b27dvjjTfecDif5HoMALxF7lqDPGMAVq4Ejh2Tx488Ynn2HyIiIspj9Ghg3Dj7WwACAoDSpYGICPNBQEQEUKqUHFehQsFfPywMGDXKvrzlkp2djS+//BKvvvoqgoKCcrYnJiYCAAoVKnQvuTDUrl0bwcHBeO+99xAeHp5zbFpaGtq3b4+XXnoJmZmZmD9/PoYNG4ZevXqhTZs2uHv3rsP5JPdgAOAtLLQAsO8/ERGRA3r2dLx2PTUVGD7cuDleNXy43P/zj2NpOGjHjh2IjY1Fx44djbYfPnwYlStXRpkyZXK27du3Dw0aNDAq/ANAcHAw+vXrBwA4dOgQ0tLS8OijjwKQloSQkBAXvwtyFnb28hYWAoDVqw2/KU2bAp07uzlfRERE/q5oUeC992QsQUSEbIuIkOfvvaeJAcBbtmxBjRo1UKpUqZxtR48excWLF/HSSy8ZHRsdHY1WrVqZvEahQoWgu7cQaXR0NGrUqIGyZcsCAIoWLYrgYNYrewv+pbyFmQBAUdj3n4iISBNCQ6U70QcfyNTdxYsDWVmaWX0zOjoabdu2Ndo2ffp0tGzZEs8//3zOtmvXruHs2bNo2bJlvq+3d+9es0ECeQe2AHiL3GMA7gUAa9YAhw7JpiZNgK5d3Z8tIiIiuqdoUaBQIenzX6iQJmr+AeDixYu4du0a6tevn7Pt22+/RUZGBmbMmGE0JmD37t0IDw/HAw88YPH1kpKScPToUQYAXowtAN4idwtAZKRJ7f/48az9JyIiIlMHDhwAAMTExGD58uW4fPkyoqKi8H//939GhX9AWgoeeeQRk+3Hjx9HnTp1AMgYgeDgYDz88MPueQPkdAwAvIUaAAQFAcWLY9064O+/ZVPjxsATT3gua0RERKRd+/btQ9WqVY2m/zRHr9dj7969JlN5bt68GQEBATkBwO7du9G4cWOEaqR7ExUcAwBvoQYAkZFQEICPPjLsYu0/ERERWbJ//36T/v95ZWZmYt68ebh9+zbWrl2LhIQE6PV6nDx5Evv27UN0dDQyMzOxceNGrFu3DtWqVcM///yTb1ch0i4GAN5CDQBKlsRvvwF//ilPH3wQeOopj+WKiIiINOz06dO4efMmmjVrlu9xhQoVwuDBgzF48OB8j3vyySfx5JNPOjOL5AEcBOwNMjOBlBQAgFIikrX/REREZJMlS5YgPDwcbdq08XRWSEMYAHiDXDMAbdJ3wL2xPGjQAHj6aQ/liYiIiDRv7Nix+OOPPxAWFubprJCGMADwBve6/ygAPjrXP2fz+PFAIP+CRERERFQALD56g3sBwBZ0wN6bNQAA9esD3bt7MlNERERE5I0YAHiDW7ek9h8TcjaNG8fafyIiIiIqOBYhvUF8PH5HW0RDVtyrUwfo0cPDeSIiIiLyImlpwIkTns6FNmh3GtBz54AJE4DKlYG4OODOHWDKFFle25LMTDnn55+l20zNmsCoUUC/fu7Ltyvcvo1JwR/m/LHGj5f1wIiIiIjI1N27wP33AxcuGLYFBQFnzxqeb98OzJwJ1K4NnDoF1KolPSyC85SOV6wAli8HatQAjh0DHnsMGD7cDW/ChbQZAJw/DzRvDnz1laHw/tFHQJs2wP79gKWR7G+8AVy8CAwaBPz7rwQCL7wAZGUBL73ktuw7Kj0dMFpcb+RIbBtpvJ+IiIgKRlEUT2fB77nrb7B4sRTsc/eYqFkTuO8+ebxmDdC3L3D4MFC9OqDXA506SXHx558N53z7LTBxIhATA0RGSn10kybAjRvApElueSsuEaBo8dvw5JPAP/9I2KZOcp+cDJQuDbz9NvDJJ6bnHD4MzJoFfPedYVtMDNC4sfxljx2zKyt169a991Ixdp1vryJFJG7JS6eTJiwiIiKyTVZWFs6cOYMKFSogPDzc09nxa0lJSYiNjUWNGjWg0+lclk6LFsDatVJoz+vOHaBKFaBzZ2DBAsP2LVuAjh2BjRslGPj3X6BqVWD0aODjjw3HzZ0LDBkCHDki3bK9kfbGAFy9CqxbB7Rta7zCVViYhFxz5wLZ2abn7d9vGhjUrQu0bm3c/uMlsrKk+SrvzVxQQERERJbpdDqEhIQgMTGRrQAepCgKEhMTERIS4tLC/7p1wNGjwOuvSxefa9eM969eLTX47doZb2/VSrr/zJolz+fPBzIyTI9r21aKonPmuOwtuJz2ugDt3QsoinTcyqtmTWD3bqnZb9DAeJ+lpavDw+U8IiIi8ltRUVGIjY3FlStXULx4ceh0OgTkrmgkl1EUBVlZWUhMTERKSgoqVKjg0vS2bAGKFgWWLpWb2nnk3Xdlf3S03OctaoaGytDTHTvyP65qVQkU1OO8kfYCgMuX5T4qynSfuu3sWdMAwJKYGAkBiYiIyG+pXX/i4uIQGxvr4dz4p5CQELd0w5o6VW6xsdJxZPJkYORIKeAPG2a9qHnuHJCQYPm4wEDpWpR7QLG30V4AoHZwL1TIdF9IiNynpNj2WgcOSKf5IUPyP65aNcv7goNNh4MTERGR1wkPD0d4eDiysrKQba47MblMUFBQgbr95Fc0A6SQbk2FCjI5ZK9e0iN8/Hhg4EDbi5rWjru3TqtX0l7JVg2zzHV2V7cVLWr9dbKzgQ8/lLmbXNjPjIiIiLyLTqdzaR900pa6dWV6zxEjgNOnbS9qRkXJ8VlZpkFAVpZtxVGt0l4AUK6c3JsLq9RtNWpYf53Ro+Wvbcux+YWR92YBcjdLv0v8vSIiIiJfZ0sNf0GoA3nT060XNSMjgRIljI9THwMyVPXWLaB+fefm0Z20NwtQs2Yy+8+ZM6b7Tp8GSpYE6tXL/zU+/RTo2lXWEvBC6enS7JSVZXpLS+M6AEREREQFkZ4ufferVjUUD/MWNTMzZTmp1q3luaXjLl2SY9XjvJH2AoDSpaXwvn278fbUVOnT36+f/AWzs2XK0LymTpVJWTt0MN6+apWrcux0gYFAxYpA4cJAZAk9kguXks5m9wYzGy0SRkRERET5WrcOePxx6dbz+ONSn5y3qBkdLQX7AQPkeZ8+0vMi73Hbtsm9epw30l4AAABffikTtC5datg2bZq0x4wbJ8+HDgUqVTLM0QTIZK9Llsjkr5MmGW6DBknwoGG5a/ULFQKuXJGFKm7dDkTYnZtIP3PZ/GoWRERERARAFvEqW1bqTBMTZdvvv0sA8P338rxwYSlWLlliWCpKUYDPPgO6dAGeeUa2VaggA4dnzQJu35Zt6enAV18Br70GNGrkxjfmZNobAwBIDX50tAzi3b9fVmG4fRvYt88wcqNcOSAiQub5B4BffgHeeEP+gvv3G79eQABw6pQ730GBhYZaW/23tPn5qoiIiIgIgBQh69WTFX43bQLatJGZ47dvNx60+8ILUu56803Zf/GiFOg/+sh4HdqxY6Vzyssvy+ueOgX07y/TinqzAIVL4uWr7r1BwDExMS5PS6eT1X7zCg6+FxjMnw+8+KLL80FEREREvkubXYDIPHYBIiIiIiIHMQDwJiVLejoHREREROTlGAB4E7YAEBEREZGDGAB4E7YAEBEREZGDtDkLkJ+yuvpv4cJuywsRERER+Sa2AGhEQoKV1X+v3JT1EbgMMBERERE5gC0AGtG1K/Dnn/J477Y7aLJtsixidk+oXg/o9bLOwejRxpPZEhERERHZiOsAWOGOdQAOHTKsJteoYTb+2p+NgLJlpFkgr4gI4Pp1WS6YiIiIiKiA2AVIA+bMMTweXHsXAq7Gmi/8A7JdXduaiIiIiKiA2AJghatbAFJTgfLlgaQkoIguE/+G1UL4paNAxYpsASAiInKyrKwsZGdnezobficoKAg6S7OdkNtxDICHLV0qhX8A6BOwGOG3LgBbtgBvvGE0BiDH8OEyMpgBABERkc2SkpIQFxeHjIwMT2fFb4WEhCAqKgrh4eGezorfYwDgYd9/b3g8OPMbeTBmDLBzpzz+5htpCYiIkML/e+8BoaHuziYREZHXSkpKQmxsLIoVK4aoqCjodDoEBAR4Olt+Q1EUZGVlITExEbGxsQDAIMDDGAB40OHDwP798rjhA3o8fPE0kAjgxAmgdWvg00+BK1eAmzeln1BWFgv/REREBRQXF4dixYqhYsWKLPh7SOHChREWFoYrV64gLi6OAYCHcRCwBxkN/m1+FAFvvmHYcOIE8OyzQJUqwLp1Uvjn1J9EREQFkpWVhYyMDBQvXpyFfw8LCAhA8eLFkZGRgaysLE9nx6+xBcBD0tKAn36Sx0WQin7bBgLR64GAAODrrw3dfoYOBQYOZM0/ERGRHdQBvxyAqg3q3yE7O5t/Ew9iAOAhuQf/Po/FKH76T2DsWGDKFLlPTASKF2e3HyIiIidg7b828O+gDQwAPGT2LD3UHliDMRt44AHgyy+BYsXkgFKl5J6z/RARERGREzEA8IAjh/XYu18K/w/gMJqWvQysOwCEhXk4Z0RERETk6zgI2APmDNqf83iwbh4C1q2Vhb+IiIiIiFyMAYCbpX3/Exb8UQcAUBhp6DevI9C4sYdzRURERET+ggGAO+3ejWVDf0ciIgAAvZteQETfbp7NExEREdktPd2x/USewDEArpaaCuh0wK1bQKNGmF3zC+CE7HptWh3P5o2IiIgcEhoKFCkik/blpdPJtN9EWsMWAFdKTwcmTwbKlAHKlcPRch2x50RJAECD+gqaPcKpsIiIiLxdVhZw967pTWtrXSUlJaF79+4YPHiw0fYff/wRtWrVwvr16z2UM3I3tgC4SmqqFP4//jhn05zk3jmPB7+UiYCAEE/kjIiIiO5ZtgwYPx5ITi74ucHBwIUL1o+rUkUCAnuEhQETJwI9e9p3fm4rVqxA79698c033yA5ORlhYWE4fvw4vvrqK/Tr1w/durFbsr9gAOAqOh0wY0bO0zsIxQIMAACE4g5e6B/kqZwRERHRPV98AZw4Yd+5wTaWomJj7Q8AAMmjMwKA2rVro3nz5jh06BASEhIQHByMd955B7Vq1cKYMWMAAMnJyViwYAFmzJiB7t27Y+jQoahUqRIAoH///oiMjETVqlWxatUqlCxZEo899hi2bduG9u3b44033nA8k+QWDABcJSFBbvcsR08koAQAoDeWICLgcQClPJI1IiIiEqNHA+PG2d8CYIsKFRxrARg1yr5z82revDkAoESJEggICMCnn36K+Ph4zJkzB4XuLTwaFhaG2rVrIzg4GO+99x7Cw8MBAGlpaWjfvj1eeuklZGZmYv78+Rg2bBh69eqFNm3a4K4jEQ65HQMAV8jIkBV9o6JygoAf8FrOh/1asaVA8b4eyx4RERGJnj2dU7ueH1u6CbmTTqfDrl27sHTpUnz77beomGcton379qFBgwY5hX8ACA4ORr9+/QAAhw4dQlpaGh599FEAQPXq1RESwm7N3oQBgLNlZgJ9+iB93i8IvXkzZ/N2o4PWI/2OHqFuzhoRERE5n05XsO1aMHnyZLz88sto3769yb7o6GiT8QBqC4G6v0aNGihbtiwAoGjRoq7NLDkdAwBnysoC+vQBfv0VoeEhVqYF4wRMRERE3i49Pf+pPtPTZapQrYiPj8eqVatQu3ZtvPvuuyb7r127hrNnz6Jly5YWX2Pv3r1o1aqVK7NJLsZSqLPcvQv06wesXJmzyVumBSMiIiL7WCvca6nwf/fuXYwYMQLXrl3DuHHjEGxmEMPu3bsRHh6OBx54wOxrJCUl4ejRowwAvBwDAGe4exfo31/mEgMA9oMjIiIijfniiy9w9OhRdOrUyWK3nejoaDzyyCMICjKerfD48eMAZHxAcHAwHn74YZfnl1yHAYCjsrOBl18GFi+W54UKIe3nlfmfQ0RERORG69atw7x58/Dhhx8iKirK7Kw9er0ee/fuRbNmzYy2b968GbGxsQCkhaBx48YI1VLTBhUYxwA4Qq8HBg4Efv5Znut02PHh7xjyXgscf8ajOSMiIiICAJw8eRIffPABevfujaeffhp//fUXEhISkJaWhpiYGDRp0gSZmZmYN28ebt++jbVr1yIhIQF6vR4nT57Evn37sH37dvz6669Yt24dqlWrhn/++cdiNyHSvgBFURRPZ0LL6tatCwCIiYkx3qHXA4MHAz/8AABICiqB/3T8C7M2VEVwsPTz1+nMz/ur7iciIiLXSk9Px/nz51G1alW/rLVOSkpCjx49UKxYMSxevBghISH4+uuvce7cORQpUgQjRoxAqVLuW5fI3/8eWsEuQPbQ64HXX88p/P8W+Djql7iCWRuqGh2m00lhP+9Ny9OCERERkW9QFAWjRo3CrVu3MH369Jy5+rt164b9+/ejXLlybi38k3ZotwvQuXPAhAlA5cpAXBxw5w4wZQpg7ULdvh2YOROoXRs4dQqoVUuW+LN1uT5rFAV4801g9mzEIxJvB0zDT/r+QJzsLloU+Owz75sWjIiIiHxLQEAAvv/+e5Pt1atXx549ezyQI/extxjpL7QZAJw/DzRvDnz1lUytCQAffQS0aQPs3y/rYpuzZg3Qty9w+DBQvbrU1HfqBLz0kqGfviMUBRgxApg5E8vRA8PwLW4oZXJ2d+gAzJkDVKli/aVY+CciIiJyPnuLkf5Em12Ahg+XEnLfvoZt77wjf9FPPzV/zp07wKBBQPfuUvgHgMBAYMwYYOFCYNMmu7MTEBAghf9Ro3Bt5gr0ClyOXliOG5DCf/Hi0hto0ybbCv9ERERE5Br2FCP9jfYCgKtXgXXrgLZtgYAAw/awMKBJE2DuXJl6M6/Vq4EbN4B27Yy3t2ol3X9mzbI7S2XLlpW8fPklymZdwVcXeiDw3if39NNATAzwyivG2SUiIiIi97K3GOlvtBcA7N0rte3332+6r2ZN4OZNKXHnFR0t93nPCw2VDmA7dtidpfPnZeCuTgcUKQJUqgSUKSNT///vf0D58na/NBERERE5ib3FSH+jvQDg8mW5j4oy3aduO3u24OfdugUkJNiVJUWR6Tzv3jVM3/nPP0Dv3qz1JyIiItIKe4uR/kZ7g4DVqXMKFTLdd2/6KqSk2H9eRITp/mrVLOfHwuxB5i4sIiIi0iYue6QNtv4d8iuaATLLjzn2FiP9jfZaANSStbmVstRtRYs67zwiIiLyWUFBQQCALK7AqQnq30H9uzgbi4O20V4LQLlych8fb7pP3VajRsHPi4wESpQwn6alMBIA6tYF+JtBRETklXQ6HUJCQpCYmIiwsDCZ2Y88QlEUJCYmIiQkBDorq6LmVzTLj73FSH+jvQCgWTPpWH/mjOm+06eBkiWBevVM9zVvLvdnzhgeA0BmJnDxItCtm2vyS0RERJoWFRWF2NhYXLlyBcWLF4dOp2Mg4EaKoiArKwuJiYlISUlBhQoVXJaWvcVIf6O9AKB0aaBrV1nRN7fUVODAAeDVV2V+/+xs4Pp1wxQ8jz8uf9Xt24H+/Q3nRUdLEDBggN1ZCggwDAWwErASERGRxoSHhwMA4uLiEBsb6+Hc+K+QkBBUqFAh5+/hCrYWI/1dgKLFUTHHjwNNm8rqWs89J9v++1/gu++AQ4ekg9drr8lkrjt3Ai1byjE//wwMGQIcPSorcikK0KWL/KXXr7dryp66deuiXLly2Lp1a8629HSu5EtEROSNsrKykM2J4N0uKCjIarcfZ7GlGOnvtNcCAAB16kjN/YcfyprNGRnA7dvAvn2Gv1q5cjKjT+4o8oUXZKL+N98EGjSQrj+NGsn6zw409V27ds3oOQv/RERE3kmn07mtIEqeYUsx0t9pswVAQ+rWrQsAiOGqEURERETkA9gLioiIiIjIjzAAICIiIiLyIwwAiIiIiIj8CAMAIiIiIiI/wkHAVtSqVQuA65asJiIiIiJjRYoUwZ9//unpbPgstgAQEREREfkRtgAQEREREfkRtgAQEREREfkRBgBERERERH6EAQARERERkR9hAEBERERE5EcYABARERER+REGAEREREREfoQBABERERGRH2EAQERERETkRxgAEBERERH5EQYARERERER+hAEAuVVsbCxu377t6Wxowp07d3D27FlPZ8Nn+Nu1lZGR4ekseBVnf16KoiAmJsapr6klBfm8Tpw4gbt377owN9rH64u8TbCnM6Blly9fxowZM1C+fHncvn0b6enpGDNmDCIjIz2dNY/73//+h7lz5+LSpUsoW7YsHn/8cQwdOhSFChXKOeb8+fPo1q0b9Hp9zrYqVapgw4YNnsiyR929exedOnVCbGxszragoCBs3rw55/n+/fuxaNEiVKtWDRcuXEDVqlUxdOhQBAf7z9d05MiR+PXXX83u69y5M2bMmAHAv6+tuLg4fP/99zh37hx++OEHk/0bN27Exo0bUblyZZw5cwZNmzbFgAEDjI5RFAVLlizB33//jXLlyuHkyZN44okn8MQTT7jrbbhNfp9XSkoKJk+ejC1btuDOnTu4//778eabb+LRRx81eZ2pU6di1qxZRtveeust1K1b16X5dzdr19eePXvw8ssvG21r3rw55s2bl/M8MzMTP/74I2JjYxEREYFTp05h0G2RYwAAG1JJREFUwIABaNmypauz73aWPq/k5GS0bt0aaWlpZs+bNWsW2rZtm/PcH64vW8oNtv4ftOV3jvLnPyWLArp8+TJ69+6NMWPG4KmnngIAfPPNN3jhhRewdOlSFCtWzMM59Jxff/0Vc+fORceOHZGRkYFNmzbhu+++w7Vr1/DZZ5/lHDd37lz07NnT6LNq3bo1AgICPJFtj1q3bh2qVauGzp0752yrUqUKKlSoAADYunUrRo4cidWrV6Ny5crQ6/V45ZVXMGbMGHz55ZeeyrZb3bp1C4cPH8awYcMQHh5utO+bb75B+/btc57767W1a9cu7N27FwsWLEDTpk1N9i9cuBAzZ87EunXrEBERgfT0dPTo0QPx8fF4++23c46bPHkydu/ejeXLlyMkJAS3bt3C448/jjt37qBXr17ufEsuld/npSgKRowYgSJFiqBfv364fPky1q5di0GDBmHevHl45JFHco5NSUnB77//jldeeSVnW1BQEPr27eu29+IO1q4vAPjhhx/w4osvIigoKGdb7sBRURSMHj0aycnJmDt3LgICAnD+/Hk8++yz+Prrr80GV94qv89r1apVaNy4MZo3b25UeL1w4QJWr16NFi1a5Gzzh+vLlnKDrf8Hbf2dIysUMuu1115THnvsMUWv1+dsS05OVho0aKBMmTLFgznzrKysLOXll19W0tPTc7alpaUpnTt3VmrWrKnEx8criqIo165dU1544QVPZVNzevfurdy+fdvsvjt37ijNmzdXRo0aZbQ9OjpaqVmzprJr1y435NDzlixZopw7d85k+9mzZ5V69eopSUlJiqLw2lIURWnVqpXJZ3D9+nWlfv36yrRp04y2L126VKlTp45y5swZRVEU5ciRI0rNmjWVZcuWGR331VdfKY0aNcr5DvsSc5/X5s2ble+//95om/qdGzRokNH2H374QVm8eLHL86kV5j4vRZFr55133sn33A0bNig1a9ZU9uzZY7T93XffVdq2batkZGQ4Na9aYO7zmjx5spKdnW1y7Jdffqm89dZbRtt8/fqypdxg6/9BW3/nyDqOATDj+vXr2L59O5o1a2ZUo1isWDHUr18fy5YtQ3Z2tgdz6DkxMTEYNGgQQkJCcrYVLlwYzzzzDADgypUrAIB58+bhypUrGDt2LNatW4c7d+54IruasH37dpw6dQoffvghFi5ciJs3bxrt37p1K+Lj441qHAHgoYceQnBwMBYvXuzO7HrMc889h6pVq5ps37BhA1q0aIGwsDAAvLYAQKfTmWxbtWoVMjMzTa6jZs2aITs7G0uXLgWAnPu8xz3yyCNITU3F2rVrXZRrzzH3eV26dMmoxhUAWrRogSpVqhh11cvMzMS8efOwZs0aTJ06FYcPH3Z5fj3N3OcFALNnz8axY8cwceJEbN26FVlZWSbHLF26FDqdDg899JDR9mbNmiE2Nha7du1ySZ49ydznNWrUKAQGmhaxNmzYYNQS7A/Xly3lBlv/D9r6O0fWMQAw49ChQ1AUBffdd5/JvipVquDWrVs4c+aMB3LmeQ888ACaN29usr1YsWIICgpC5cqVoSgKDh48iJSUFCxbtgzvvPMOOnbsiOjoaA/k2PP27NmDIkWK4LfffsPHH3+Mtm3b4scff8zZ//fffwOAyfUWEhKCcuXK4Y8//nBrfrXmt99+y/mHyWvLMvU6qlKlitH2ihUrIjg4OOc6OnjwIHQ6XU73M5V6nr9cb6+88orZ8TVFixY1+gwPHTqEQoUK4fDhw5g1axaee+45DBw4ELdu3XJjbj0vJSUFZ8+exfXr1/Hzzz9j6NCheOKJJ3Ds2LGcY9TvZ/ny5Y36dQPICe795foy59ixY7hx4wbatGmTs80fri9byg22/h+09XeOrGMAYMa///4LAChRooTJPnXb5cuX3ZonrTtz5gzat2+PiIgIBAQEYPHixThw4ABWr16NZ599Fjdv3sTrr7+OI0eOeDqrbvf+++9j9+7d2LlzJ958800EBwfj888/x8KFCwFYv94SEhKQlJTk1jxrxblz53Du3Lmc/v+8tiyzdB0FBgaiePHiuHTpUs5x6vc0N/U89Th/lJWVhUuXLqFHjx4525o2bYotW7bgzz//xIwZM1CzZk3s3r0bQ4YM8auW4GLFimHdunX4888/sWjRIrRt2xYXLlzAK6+8ktNikpycjNTU1Hz/d/rz9bVhwwY8+uijKFKkSM42f76+cpcbbP0/aOvvHFnHAMCM9PR0AOab9dRajdTUVLfmScvS0tKwc+dOjB492mh7QEAAateujc8++wxTp05FRkZGziwu/qhMmTJ44403sHz5ckRERGDGjBnIyMiw6XqzNJOEr/vtt9/QrFkzREREGG3ntWXK2nWkXkPp6em81izYvHkzGjVqhHbt2pnsCw0NRefOnbFy5Uq0b98ehw8fxsaNGz2QS88KCgrCQw89hFmzZmHkyJFISEjAnDlzACCnOx6vL/Pydv/Jzd+ur7zlBlv/D9r6O0fWMQAwQ40szc1rrG7LHcH7u6+//hpjxoxBpUqVLB7TrVs3dOjQAf/8848bc6ZNNWrUwNChQ5GQkIALFy7YdL0VLlzYrXnUig0bNqBTp075HsNrS6jXkbl+2Xfv3s25hiIiIiweA/jvtZaamoolS5bg888/z/c4nU6HSZMmQafT+f01N2jQINStWzfnc8jvt0y95vz1+jp27BiuXbtmNPWnOf5yfeUtN9j6f9DW3zmyjgGAGaVKlQIAJCQkmOxTt1WuXNmNOdKuX3/9FRUqVLBaSANkkCEXLxLqAKaMjAyr11tERASKFy/uzuxpwtmzZ3HmzBl07NjR6rG8tiz/bimKgoSEhJy+taVLl0ZiYqLJ+eoiaubGPvm67OxsTJo0CR999JFN67xERkaiZs2afn/NATL4Uv0cChUqhIiICLML8qnXpT9eX4C0ZrZs2dKmKcR9/foyV26w9f+grb9zZB0DADMaNmyIgIAAXLx40WTfhQsXEBERgfvvv98DOdOW3bt34/r163jhhRdsOj4jIyPfVgJ/kpGRgcDAQFSsWBEPPvggAJhcb5mZmYiNjUWTJk08kEPP27BhA5o0aYKSJUtaPZbXFnKuo7x9YK9evYqsrKyc6+jBBx9EZmZmTl9alXr9+dv1pigKvvjiC7z44osmAwvzk5GRwYogmH73HnzwQVy9etWkJtdfry+VLa2Zufnq9WWp3GDr/0Fbf+fIOgYAZpQsWRKtW7fGgQMHjLanpaXhyJEjePLJJ81O7+VP/vjjD/z111949dVXjbYfPHgQ8fHxZs/ZsWMHunfv7o7sad6OHTvQpk0bREZG4rHHHkNERITJ9fb3338jKysrZ6o0f5Nff9m8eG3JYkw6nQ779+832r5v3z4AyLmO1Htzx+l0OnTr1s3ledWSKVOmoEuXLqhdu7bR9i1btlg85+LFi7h27Rq6dOni6uxpWlZWFvbs2WP03XvmmWeQmZmJQ4cOGR27b9++nP+t/ubo0aO4du2a0WKG+fHV6yu/ckODBg1s+j9o6+8cWeffpdh8/Oc//0F8fDzWr1+fs23+/PkIDw/H0KFDPZgzzzt8+DDef/996HQ6zJw5M+f2+eefY+bMmfjll1/QunVrzJ8/H3q9HgAwZ84clChRwu+W6t61axdatmyJCRMmIDk5GYD8UG3fvh0ff/wxABn89f777+O3337LWUdBURTMmTMHjz76KDp06OCx/HvK2bNncfr0aZPuP9988w2vLUhlRN4+sGXKlMHQoUOxePHinC4+GRkZmDdvHnr37o26desCkCn5evbsiXnz5iEzMxOAdP9ZsmQJhg8fntPE7kvMfV6ArIh8/Phx7Nmzx+i37O2338bNmzeh1+vRtWtXPP/88zn9sRMTEzF27FhMnDgR5cqVc/dbcQtzn9f777+Pjh07Ys2aNQAAvV6PTz/9FG3atDGq2e7SpQtatmyJ2bNnQ1EUAFKg3bBhA95//32T6UF9gaXrS7VhwwY0a9bMpCunP11f1soNFSpUsOn/oK2/c2RdgKJ+Q8nEiRMn8M0336BixYrIzMxEYmIiRo0ahbJly3o6ax5z9uxZ9OnTx2wfYgCYNGkSKlasiE8++QQXLlxAvXr1UL16dbRq1QpdunQxmXrQ1129ehXvvfceDh8+jKioKDz88MOoVasWnnvuOZOB5Js2bcLKlStRs2ZNxMbGoly5chg+fLhP/sO05ttvv8WuXbtMFkHbu3evX19b+/fvx4YNG7Bo0SLodDoMHz4czZs3R4MGDXKOWbJkCXbs2IH7778f58+fR4MGDTBw4ECjVku9Xo/Zs2cjJiYGVapUwenTp9G+fXv07NnTE2/LZfL7vGbPno0pU6aYPa9IkSLYtWsXihUrhsmTJ2P16tVITU1F27ZtUbJkSfTp0wfVq1d387txvfw+r7Vr12LGjBm4evUqmjZtigoVKuQU9vNKT0/H9OnTcfPmTZQvXx6nTp1Cr169bK4B9xa2fB8BoEOHDhg8eDCee+45k9fwh+vLlnJDr169ANj+f9CW3znKHwMAIiIiIiI/wlCJiIiIiMiPMAAgIiIiIvIjDACIiIiIiPwIAwAiIiIiIj/CAICIiIiIyI8wACAiIiIi8iMMAIiIiIiI/AgDACIiIiIiP8IAgIiIiIjIjzAAICIiIiLyIwwAiIiIiIj8CAMAIiIXyc7O9nQWoCgK0tPTPZ0Nt9DC501E5A0YABAROVlKSgomTJiAw4cP52ybN28eGjVqhP/+978uTz89PR3bt2/H+PHj8eijj2Lv3r0uT9PTUlJSMGzYMJw6dcrTWSEi0jwGAETkF/bs2YMhQ4agefPmqF+/Ptq2bYvx48fj2rVrTk3n8uXL6Nu3L9q3b4/GjRvnbF++fDnS0tKwfPlyp6Znzvr16/HLL79gyZIluHnzpsvT04JixYrho48+wpgxYxAdHe3p7BARaRoDACLyefPmzcP69evx+uuvY8WKFZg0aRLi4+OxZMkSfPTRR05L5/Lly+jTpw8GDhyI1q1bG+175ZVXULVqVQwdOtRp6VnSvXt3TJ061eXpaE2ZMmUwY8YMvP/++zhw4ICns0NEpFnBns4AEZEr3b59G+vXr8fSpUtztj3zzDPIzMzEF198gXr16jklnZSUFLz66qto3bo1nn76aZP93bt3R/fu3Z2Sli2KFCnitrS0pGLFihg3bhzefPNNrFq1CuXKlfN0loiINIctAETk0y5fvozTp0/j0qVLRtufe+45/PHHH3jjjTdMzjl//jw++OCDAqXz+eef48aNGxg1apRD+SXHdejQAdWqVXNq6w4RkS9hAEBEPq127dooUaIE+vbta1O3kLNnz2LgwIGoWbOmzWmcPHkSy5Ytw1NPPYUSJUo4kl1ykueffx6///479uzZ4+msEBFpDgMAIvJphQoVwldffYW0tDQMGDAAkyZNQlpamslxWVlZWLx4MZ577jnExsaiTZs2Nqfxww8/QFEUtGvXzuIxKSkpWLNmDSZMmGCyT6/XY/fu3Xjrrbcwffp0AMCOHTvQu3dvNGzYEB07dsSaNWtszo85d+/excyZM9GhQwfUr18fXbt2xfr16y0ef/PmTUyePBnPP/88nnvuObRo0QLPPvssZs+ebfT5jRs3DvXr10etWrVQq1YtrFy5Mmffu+++i4ceeihn35gxY4zSUBQF+/fvx6hRo7B8+XJkZmZiwoQJeOihh9C9e3ckJyfnHHvmzBkMGzYMzzzzDDp37oy6deuafU1V69atERAQgNmzZ9v7kRER+SwGAETk8x588EEsWLAAJUuWxE8//YRnn30WZ8+ezdl/9OhR9OnTB9OmTUNKSgpCQkLwyiuvoF27drh8+XK+r52ZmYnNmzcDABo0aGCy/8iRIxgxYgRatGiBUaNGYdeuXUb7d+/ejeeffx4DBw7Ehg0bkJ6ejtmzZ2PYsGG4fv06MjIycOnSJYwePRoxMTF2vf/s7GwMGTIE3333HbKysnD37l2cO3cO77zzDv766y+T4/fu3Ytu3bohKSkJ8+bNw9KlS7F582Y0aNAAU6ZMQY8ePXDlyhUAwMSJEzFv3jyz6U6ZMgU7d+5EyZIlTfYtXLgQPXr0wIABA7BmzRqkp6djzJgx2LRpE1JSUnDs2LGcaVQvXbqEXr16oWLFili5ciU2btyIdevWoUqVKhbfc4kSJVChQgXs27fP6TM9ERF5OwYAROTT7t69i9WrV2PWrFl46KGH0KBBA1y4cAEDBgzIKdzXr18fy5cvx/PPPw8A6NmzJ7Zt24Zt27ahUqVK+b7+wYMHkZaWhvDwcERGRprsr1mzJqZOnYpevXqZPb9Vq1ZYtGhRzmDVbdu2ISYmBjt37sT27duxatUqFClSBIqi4KeffrLrM5g+fTqqV6+OvXv3YseOHVixYgVCQkKgKAqWLVtmdOz58+cxdOhQhIeH48MPP0RoaCgAoGjRovj444/Rtm1bnDt3DkOGDEFGRgYACbAsKVq0qNmCer9+/bBgwQIUKlQIALBy5Up06NABu3fvxpAhQ9C0aVPUr18/Z19aWhp69uyJwED5t1W1alV8+OGH+b7vatWqQVEUbN261ZaPiYjIbzAAICKfderUKTz77LOYO3cuRo0ahRkzZmD58uV44oknEBcXZ7Iol7pgVosWLWxO48SJEwCAUqVKmd0fEhKCgIAA1K5d2+JrBAcHo3z58gCASpUqYdq0aTnBRO3atXO6Fp0/f97mfOXWqlUrvPfeeyhWrBgAoF69emjbtq1R/lXTpk1DWloaevXqheBg04ni1EHOp0+fzplZydxxuQUFBZndXqxYsZzWgUqVKqFbt24ICgrC22+/jZ9++gkREREAgKSkJAAwaa1o3rw5KlasaDFd9W9y9OjRfPNHRORvGAAQkU86fPgw+vbtm9ON5b777svZp9bG79q1C5mZmQCA5ORkHDlyBMHBwXjkkUdsTufff/8FIDXd+bFUCM67PyoqymSfWsi1d1Gv+++/32Rb5cqVAcCon31GRgZ+//13ADD6vHKrXr06atWqBQD47bff7MpPbmqNfo0aNSwe06xZMwDApEmTsHjxYiiKkrPP3CxOquLFiwOwP3AiIvJVDACIyOfcuHEDQ4cORXJyMj7++GOTPuilS5cGIN2DEhISAAD79+9HdnY2GjRokFNTbovU1FQAyOnK4gpqDXvugq+j1Pzmfs3z58/ndOtRC8/mqGsnnDlzxmn5yU/nzp3RtWtXZGVlYcKECejTp49N4yHU95iYmOjqLBIReRUGAETkc6ZOnYq4uDg0btzY7Gw+t2/fznkcFhYGADnTRbZs2bJAaak12NnZ2fZmVzPUYAaQWYssUbsnmZtNyVWmTJmCV155BUFBQTh48CB69uyJzz//PCdgMScgIACAcwMnIiJfwACAiHxKcnIyfv31VwCwuPLuH3/8AUAGiRYuXBiAIQAoSP9/ADn91NWuRN5MfS8A8p39SG2RyH28qwUFBeE///kPli5dioceegjZ2dn48ccf8eKLL+LOnTtmz1GDAzXIIyIiwQCAiHxKTEwMsrKyAABNmjQx2a8oSk6A8OSTTwIArl27hvPnz6NYsWJo2LBhgdKrWrUqAONWBW9VpUqVnO5P6hSc5ty6dQsA8MADD7glX7nVr18fixYtwmeffQadToeDBw9ixYoVZo9VWzSszeRERORvGAAQkU/J3Y1FnVozt99++w1nzpxBmTJlMGDAAACG2v+mTZsiODgYsbGxOYVca9S5/2/evOn13YCCgoLwxBNPAAB27txpsRuQOqvOs88+m7NNp9MBAOLi4oyO1ev1uH79es5je0yaNMmkH/+zzz6L/v37A5AZicy5ceMGAOQ7AxMRkT9iAEBEPkWtkQdg0j/8xo0bmDRpEkJDQzF9+vSc2u79+/cDkO4/qamp+Omnn1CiRAmb0qtevTqqVKmCrKysfGebUfNiqc96fsGD2r2oIH3Zc7+euYK3uj/vvmHDhiEyMhJ37tzBd999Z3LekSNHEBMTg5YtW6JDhw4529VZhX755RdcvXoVABAfH4/Ro0cjJCQEAHD27FmT96m21qSnp1t8L5mZmViyZInJ9jJlyhilnZf693jssccsvjYRkT9iAEBEPqVq1aro2LEjABh1Dbl16xaGDh2KwMBA/Pjjj2jUqFHOvkOHDgGQAuP48ePx6quv5gwgtcVTTz0FQBYFs0Sdwz4+Pt5k9hxFURAbG5uTz7wuXLgAQLoZ2TrWIPfqt+pUpbmp227dumX0mqVLl8b333+PyMhI/Pjjj1i2bFlO4HHhwgWMHDkSDz30EKZOnWr0GfXr1w8AcPXqVXTs2BGtW7dGy5YtUaNGDbRq1QqAtBy89NJLOe//5MmTiI+PByBrMFjqyw8AX3/9tdG0o//++y8WLVqEatWqoXfv3ibHJyUl4dKlS6hduzZq1qxp5dMiIvIvAQqnRyAiH5OZmYl58+bh119/RfXq1VG2bFmcO3cOTZo0Qd++fU2m+Xzttddw4MABNG3aFOPGjct3cSlzEhIS0LZtWzz88MOYPXu20b5Zs2bh559/NprDPzg4GDVq1MCyZctw4sQJzJo1K2e12sDAQHTv3h39+/dHZGQkvv76ayxfvjynpr5ly5YYNGgQmjdvbjE/y5Ytw4IFC3Dq1CkAQOHChdGjRw8MHjwYycnJ+PHHH7F69WrcvXsXANCwYUO8/fbbRq9569YtzJkzB1u3bsXdu3dRunRp6HQ6PPnkk+jRo4fJugbqSsULFy7EtWvXUL16dQwZMgSdOnXC7Nmzcfv2bfTq1QvVqlUDAAwePBg7d+40atUoUqQImjVrhlmzZhm99vjx43NaACIiIhAVFYWUlBS0adMG77zzjtnByKtXr8bo0aMxdepUdOvWzeJnRUTkjxgAEBE5wdy5czFlyhSsXbsW1atX93R2/F6PHj1QrFgxzJs3r0CtOURE/oBdgIiInOCll15Cw4YNMWnSJE9nxe8tW7YM165dw6effsrCPxGRGQwAiIicIDg4GN9++y0uXbpk0g2I3Ofo0aP4+uuv8f3336N8+fKezg4RkSYxACAicpKSJUti0aJFWL9+Pf73v/95Ojt+5+TJkxg/fjzmzp2L+vXrezo7RESaxQCAiMiJypQpg0WLFuHYsWM5M/+Q6yUlJeGnn37CDz/8wFl/iIis4CBgIiIiIiI/whYAIiIiIiI/wgCAiIiIiMiPMAAgIiIiIvIjDACIiIiIiPwIAwAiIiIiIj/CAICIiIiIyI8wACAiIiIi8iMMAIiIiIiI/AgDACIiIiIiP8IAgIiIiIjIjzAAICIiIiLyI/8PJFSa4d6ETGwAAAAASUVORK5CYII=",
+ "text/plain": [
+ "<Figure size 800x1000 with 6 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "delta_t_values, rho_E, rho_G, rho_LT, chi_E, chi_G, chi_LT, P_S_E_distributions, P_S_LT_distributions, P_S_G_distributions = bipartite_percolation.compute_order_parameters(analysis_results, temporal_graph)\n",
+ "\n",
+ "\n",
+ "rho_metrics = [rho_E, rho_G, rho_LT]\n",
+ "chi_metrics = [chi_E, chi_G, chi_LT]\n",
+ "labels = [(r'$\\rho_E$', r'$\\chi_E$'), (r'$\\rho_G$', r'$\\chi_G$'), (r'$\\rho_{LT}$', r'$\\chi_{LT}$')]\n",
+ "\n",
+ "colors = ('red', 'blue')\n",
+ "plt.rcParams.update({\n",
+ " \"font.size\": 14,\n",
+ " \"axes.labelsize\": 18,\n",
+ " \"xtick.labelsize\": 16,\n",
+ " \"ytick.labelsize\": 16,\n",
+ " \"legend.fontsize\": 16,\n",
+ " \"axes.titlesize\": 20,\n",
+ " \"mathtext.fontset\": \"stix\",\n",
+ " \"font.family\": \"STIXGeneral\"\n",
+ "})\n",
+ "\n",
+ "bipartite_percolation.plot_percolation_metrics(delta_t_values, rho_metrics, chi_metrics,labels, colors, time_range=200)\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 600x500 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 600x500 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ "<Figure size 600x500 with 1 Axes>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "selected_delta_t_values = [5.555555555555555, 15.671264367816091,66.60210317460317]\n",
+ "\n",
+ "color_cycle = itertools.cycle(['tab:blue', 'tab:orange', 'tab:green'])\n",
+ "marker_cycle = itertools.cycle(['o', 'd', 's'])\n",
+ "\n",
+ "colors = {dt: next(color_cycle) for dt in selected_delta_t_values}\n",
+ "markers = {dt: next(marker_cycle) for dt in selected_delta_t_values}\n",
+ "\n",
+ "# P(S_E)\n",
+ "fig, ax = plt.subplots(figsize=(6, 5))\n",
+ "for dt in selected_delta_t_values:\n",
+ " if dt in P_S_E_distributions:\n",
+ " sizes = np.array(list(P_S_E_distributions[dt].keys()))\n",
+ " probabilities = np.array(list(P_S_E_distributions[dt].values()))\n",
+ " scale = 120.0 * np.random.rand(len(sizes)) \n",
+ "\n",
+ " if dt > 24:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {dt/24:.1f} day\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ " else:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {dt:.1f} hours\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ "\n",
+ "ax.set_xscale(\"log\")\n",
+ "ax.set_yscale(\"log\")\n",
+ "ax.set_xlabel(\"$S_E$\")\n",
+ "ax.set_ylabel(\"$P(S_E)$\")\n",
+ "ax.legend()\n",
+ "plt.show()\n",
+ "\n",
+ "# P(S_G)\n",
+ "fig, ax = plt.subplots(figsize=(6, 5))\n",
+ "for dt in selected_delta_t_values:\n",
+ " if dt in P_S_G_distributions:\n",
+ " sizes = np.array(list(P_S_G_distributions[dt].keys()))\n",
+ " probabilities = np.array(list(P_S_G_distributions[dt].values()))\n",
+ " scale = 120.0 * np.random.rand(len(sizes))\n",
+ "\n",
+ " if dt > 24:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {dt/24:.1f} day\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ " else:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {dt:.1f} hours\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ "\n",
+ "ax.set_xscale(\"log\")\n",
+ "ax.set_yscale(\"log\")\n",
+ "ax.set_xlabel(\"$S_{G}$\")\n",
+ "ax.set_ylabel(\"$P(S_{G})$\")\n",
+ "ax.legend(loc=\"upper right\")\n",
+ "plt.show()\n",
+ "\n",
+ "# P(S_LT)\n",
+ "fig, ax = plt.subplots(figsize=(6, 5))\n",
+ "for dt in selected_delta_t_values:\n",
+ " if dt in P_S_LT_distributions:\n",
+ " sizes = np.array(list(P_S_LT_distributions[dt].keys()))\n",
+ " probabilities = np.array(list(P_S_LT_distributions[dt].values()))\n",
+ " scale = 120.0 * np.random.rand(len(sizes))\n",
+ "\n",
+ " if dt > 24:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {dt/24:.1f} day\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ " else:\n",
+ " ax.scatter(sizes, probabilities,\n",
+ " label=rf\"$\\delta t$ = {dt:.1f} hours\",\n",
+ " marker=markers[dt], c=colors[dt],\n",
+ " s=scale, alpha=0.5, edgecolors='none')\n",
+ "\n",
+ "ax.set_xscale(\"log\")\n",
+ "ax.set_yscale(\"log\")\n",
+ "ax.set_xlim(10**0, 10**5) \n",
+ "\n",
+ "ax.set_ylim(10**-5.2, 10**-2) \n",
+ "ax.set_xlabel(\"$S_{LT}$\")\n",
+ "ax.set_ylabel(\"$P(S_{LT})$\")\n",
+ "ax.legend(loc=\"upper right\")\n",
+ "plt.show()"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "myDefault",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.12.5"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
--
GitLab