From 56c80cf46a30cf6b70eddcc1c5b6fc6100b7e4bf Mon Sep 17 00:00:00 2001
From: Kerem Keptig <kerem.keptig@stud-mail.uni-wuerzburg.de>
Date: Mon, 10 Mar 2025 19:36:05 +0100
Subject: [PATCH] Delete uciCollegeMsg.ipynb

---
 uciCollegeMsg.ipynb | 1178 -------------------------------------------
 1 file changed, 1178 deletions(-)
 delete mode 100644 uciCollegeMsg.ipynb

diff --git a/uciCollegeMsg.ipynb b/uciCollegeMsg.ipynb
deleted file mode 100644
index e5c374a..0000000
--- a/uciCollegeMsg.ipynb
+++ /dev/null
@@ -1,1178 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "code",
-   "execution_count": 77,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import pathpyG as pp\n",
-    "from pathpyG.algorithms.components import connected_components\n",
-    "from pathpyG.algorithms.temporal import lift_order_temporal\n",
-    "import numpy as np\n",
-    "import pandas as pd\n",
-    "import matplotlib.pyplot as plt\n",
-    "import torch\n",
-    "import networkx as nx\n",
-    "from collections import defaultdict\n",
-    "from itertools import product\n",
-    "from collections import Counter\n",
-    "import json"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 78,
-   "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": 79,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "def reindex(df: pd.DataFrame, bipartite: bool = True):\n",
-    "    new_df = df.copy()\n",
-    "    if bipartite:\n",
-    "        # Skip assertion checks\n",
-    "        upper_u = df.u.max() + 1\n",
-    "        new_i = df.i + upper_u\n",
-    "        new_df.i = new_i\n",
-    "\n",
-    "    # Adjust indexing to start from 1\n",
-    "    new_df.u = new_df.u - new_df.u.min() + 1  # Ensure u starts from 1\n",
-    "    new_df.i = new_df.i - new_df.i.min() + 1  # Ensure i starts from 1\n",
-    "    new_df.idx += 1\n",
-    "\n",
-    "    return new_df"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 80,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "class BipartiteTemporalPercolation:\n",
-    "\n",
-    "    def __init__(self, temporal_graph, total_events):\n",
-    "        self.temporal_graph = temporal_graph\n",
-    "        self.total_events = total_events\n",
-    "        # for count underlying temporal nodes\n",
-    "        self.src_array = torch.tensor([edge[0] for edge in self.temporal_graph.edges], dtype=torch.long)\n",
-    "        self.dst_array = torch.tensor([edge[1] for edge in self.temporal_graph.edges], dtype=torch.long)\n",
-    "\n",
-    "    def create_event_graph(self, delta_t):\n",
-    "        event_edge_index = pp.algorithms.temporal.lift_order_temporal(self.temporal_graph, delta=delta_t)\n",
-    "        event_graph = pp.Graph.from_edge_index(event_edge_index)\n",
-    "\n",
-    "        return event_graph\n",
-    "    \n",
-    "    # count the number of underlying temporal nodes, S_G\n",
-    "    def count_underlying_temporal_nodes(self, largest_indices):\n",
-    "\n",
-    "        if len(largest_indices) > 0:\n",
-    "            sel_src = self.src_array[largest_indices]\n",
-    "            sel_dst = self.dst_array[largest_indices]\n",
-    "            unique_nodes = np.unique(np.concatenate([sel_src, sel_dst]))\n",
-    "        else:\n",
-    "            unique_nodes = 0\n",
-    "        \n",
-    "        return unique_nodes.size \n",
-    "    \n",
-    "    # Lifetime of the event-graph component, S_LT\n",
-    "    def compute_component_lifetime(self, largest_indices):\n",
-    "\n",
-    "        if len(largest_indices) > 0:\n",
-    "            times = [float(self.temporal_graph.data.time[i]) for i in largest_indices]\n",
-    "            lifetime  = max(times) - min(times)\n",
-    "        else:\n",
-    "            lifetime  = 0.0  \n",
-    "\n",
-    "        return lifetime      \n",
-    "\n",
-    "    def percolation_analysis(self, delta_t_values):\n",
-    "        results = {}\n",
-    "        reachability = {}\n",
-    "        survivability = {}\n",
-    "        percolation_metrics = {}\n",
-    "        \n",
-    "        for delta_t in delta_t_values:\n",
-    "            print(f\"Processing δ={delta_t}...\")\n",
-    "            try:\n",
-    "                event_graph = self.create_event_graph(delta_t)\n",
-    "                num_components, labels = pp.algorithms.components.connected_components(event_graph)\n",
-    "                \n",
-    "                # component labels, the value at that index tells us which connected component that node belongs to\n",
-    "                labels_tensor = torch.tensor(labels)\n",
-    "                uniques, counts = torch.unique(labels_tensor, return_counts=True)\n",
-    "\n",
-    "                # I also store the component sizes because for XE calculation I need to extract\n",
-    "                # all component sizes except largest one\n",
-    "                # [1,1,1,2,2,3,3,3] -> [3, 2, 3]\n",
-    "                # it turns into a dictionary {3: 2, 2: 1}, component sizes, and their counts\n",
-    "                component_size_counts = dict(Counter(counts.tolist())) \n",
-    "\n",
-    "                if counts.numel() > 0:\n",
-    "                    largest_component_size = counts.max().item()\n",
-    "                    average_component_size = counts.float().mean().item()\n",
-    "                else:\n",
-    "                    largest_component_size = 0\n",
-    "                    average_component_size = 0\n",
-    "                \n",
-    "                # label of largest CC\n",
-    "                if len(uniques) > 0:\n",
-    "                    largest_label = uniques[counts.argmax()].item()\n",
-    "                else:\n",
-    "                    largest_label = -1\n",
-    "                \n",
-    "                # - True (1), the node belongs to the LCC\n",
-    "                # - False (0), it belongs to another component\n",
-    "                largest_indices = (labels_tensor == largest_label).nonzero()\n",
-    "\n",
-    "                # the result to a 1D tensor\n",
-    "                # it returns a 2D tensor [[3], [7], [12]]\n",
-    "                # reshapes it into a flat 1D tensor [3, 7, 12]\n",
-    "                largest_indices = largest_indices.view(-1)\n",
-    "\n",
-    "                # This list contains the indices of all event-graph nodes that belong to the LCC.\n",
-    "                largest_indices = largest_indices.tolist()  # Example output: [3, 7, 12]\n",
-    "\n",
-    "                S_E = len(largest_indices)\n",
-    "                \n",
-    "                # Per-component node sizes and lifetimes\n",
-    "                node_component_sizes = {}\n",
-    "                component_lifetimes = {}\n",
-    "\n",
-    "                # same logic as above, but this time I iterate over unique labels to count manually\n",
-    "                for label in uniques.tolist():\n",
-    "                    indices = (labels_tensor == label).nonzero().view(-1).tolist()\n",
-    "\n",
-    "                    # Compute S_G (number of unique nodes)\n",
-    "                    node_count = self.count_underlying_temporal_nodes(indices)\n",
-    "                    node_component_sizes[node_count] = node_component_sizes.get(node_count, 0) + 1\n",
-    "\n",
-    "                    # Compute S_LT (lifetime of each component)\n",
-    "                    component_times = [self.temporal_graph.data.time[i].item() for i in indices]\n",
-    "                    if component_times:\n",
-    "                        t_min = min(component_times)\n",
-    "                        t_max = max(component_times)\n",
-    "                        component_lifetime = t_max - t_min\n",
-    "                        component_lifetimes[component_lifetime] = component_lifetimes.get(component_lifetime, 0) + 1\n",
-    "\n",
-    "                S_G = self.count_underlying_temporal_nodes(largest_indices)\n",
-    "\n",
-    "                S_LT = self.compute_component_lifetime(largest_indices)\n",
-    "                \n",
-    "                total_components = len(uniques)\n",
-    "                # Reachability and survivability\n",
-    "                reachable_events = largest_component_size / self.temporal_graph.n\n",
-    "                if event_graph.n > 0 and event_graph.m > 0: # T\n",
-    "                    component_times = [self.temporal_graph.data.time[i].item() for i in event_graph.data.edge_index[0]]\n",
-    "                    max_time = max(component_times)\n",
-    "                    min_time = min(component_times)\n",
-    "                    survivable_events = (max_time - min_time) / (self.temporal_graph.data.time.max().item() - self.temporal_graph.data.time.min().item())\n",
-    "\n",
-    "                # from Directed percolation paper\n",
-    "                percolation_metrics[delta_t] = {\n",
-    "                    \"M\": counts.float().mean().item(),  # Mean cluster mass\n",
-    "                    \"V\": len(labels) / num_components if num_components > 0 else 0,  # Mean spatial volume\n",
-    "                    \"T\": survivable_events,  # Temporal range ratio\n",
-    "                }\n",
-    "               \n",
-    "                \n",
-    "                results[delta_t] = {\n",
-    "                    \"largest_component_size\": largest_component_size,\n",
-    "                    \"total_components\": total_components,\n",
-    "                    \"average_component_size\": average_component_size,\n",
-    "                    \"component_sizes\": component_size_counts,\n",
-    "                    \"node_component_sizes\": node_component_sizes,\n",
-    "                    \"component_lifetimes\": component_lifetimes,\n",
-    "                    \"S_E\": S_E,\n",
-    "                    \"S_G\": S_G,\n",
-    "                    \"S_LT\": S_LT\n",
-    "                }\n",
-    "                \n",
-    "                reachability[delta_t] = reachable_events\n",
-    "                survivability[delta_t] = survivable_events\n",
-    "            \n",
-    "            except Exception as e:\n",
-    "                print(f\"Error at δ={delta_t}: {e}\")\n",
-    "                results[delta_t] = {\n",
-    "                    \"largest_component_size\": 0,\n",
-    "                    \"total_components\": 0,\n",
-    "                    \"average_component_size\": 0,\n",
-    "                    \"component_sizes\": 0,\n",
-    "                    \"node_component_sizes\": 0,\n",
-    "                    \"component_lifetimes\": 0,\n",
-    "                    \"S_E\": 0,\n",
-    "                    \"S_G\": 0,\n",
-    "                    \"S_LT\": 0,\n",
-    "                    \"S_E\": 0,\n",
-    "                    \"S_G\": 0,\n",
-    "                    \"S_LT\": 0\n",
-    "                }\n",
-    "                reachability[delta_t] = 0\n",
-    "                survivability[delta_t] = 0\n",
-    "                percolation_metrics[delta_t] = {\"M\": 0, \"V\": 0, \"T\": 0}\n",
-    "        \n",
-    "        return results, reachability, percolation_metrics\n",
-    "\n",
-    "\n",
-    "    def find_critical_threshold(self, analysis_results, delta_t_values):\n",
-    "            \"\"\"\n",
-    "            Identify the critical δt where the largest connected component (LCC) rapidly grows.\n",
-    "            \"\"\"\n",
-    "            \n",
-    "            num_event_graph_nodes = np.array([result[\"S_E\"] for result in analysis_results.values()])\n",
-    "\n",
-    "            if len(delta_t_values) < 2:\n",
-    "                raise ValueError(\"Not enough data points to determine the critical threshold.\")\n",
-    "\n",
-    "            susceptibility = np.diff(num_event_graph_nodes) / np.diff(delta_t_values)\n",
-    "\n",
-    "            # I added because it made an error in the length of the susceptibility\n",
-    "            # so, the first and last values are removed in the derivative calculation\n",
-    "            midpoints = (delta_t_values[:-1] + delta_t_values[1:]) / 2\n",
-    "\n",
-    "            critical_index = np.argmax(susceptibility)\n",
-    "            critical_dt = midpoints[critical_index]\n",
-    "\n",
-    "            return critical_dt\n",
-    "\n",
-    "    def finite_size_scaling(self, analysis_results, delta_t_values, sizes, critical_delta_t, beta=0.5, gamma=2/3):\n",
-    "        \"\"\"\n",
-    "        X-axis: N^(1/2) * (δt - δt_c)\n",
-    "        Y-axis: N^(β/2) * ρ_E(δt - δt_c)\n",
-    "        \"\"\"\n",
-    "        scaled_results = {}\n",
-    "        total_n = self.temporal_graph.n\n",
-    "        for size in sizes:\n",
-    "            largest_components = np.array([analysis_results[dt][\"largest_component_size\"] for dt in delta_t_values])\n",
-    "    \n",
-    "            # (ρ_E = S/N) # N* is the maximum possible value that S* can get as a single component\n",
-    "            rho_E = largest_components / total_n\n",
-    "\n",
-    "            # N^(1/2) * (δt - δt_c)\n",
-    "            scaled_delta_t = (delta_t_values - critical_delta_t) * (size ** (1 / 2))\n",
-    "\n",
-    "            # ρ_E(δt - δt_c) * N^(β/2) \n",
-    "            scaled_largest =  rho_E * (size ** (beta / 2))\n",
-    "\n",
-    "            scaled_results[size] = {\n",
-    "                \"scaled_delta_t\": scaled_delta_t,\n",
-    "                \"scaled_largest_component\": scaled_largest,\n",
-    "            }\n",
-    "\n",
-    "        return scaled_results\n",
-    "\n",
-    "    def plot_finite_size_scaling(self, scaled_results, use_log_scale=False):\n",
-    "        \"\"\"\n",
-    "        Plots finite-size scaling results to check for data collapse.\n",
-    "\n",
-    "        Parameters:\n",
-    "        - scaled_results: Dictionary containing scaled data for different sizes.\n",
-    "        - use_log_scale: If True, applies a log-scale transformation to the x-axis.\n",
-    "        \"\"\"\n",
-    "        plt.figure(figsize=(10, 6))\n",
-    "\n",
-    "        for size, data in scaled_results.items():\n",
-    "            scaled_delta_t = np.array(data[\"scaled_delta_t\"])\n",
-    "            scaled_largest_component = np.array(data[\"scaled_largest_component\"])\n",
-    "            \n",
-    "            if use_log_scale:\n",
-    "                scaled_delta_t = np.sign(scaled_delta_t) * np.log1p(np.abs(scaled_delta_t))\n",
-    "\n",
-    "            plt.plot(scaled_delta_t, scaled_largest_component, label=f\"Size {size}\", marker=\"o\", markersize=5, linestyle=\"-\")\n",
-    "\n",
-    "        plt.axvline(0, color=\"r\", linestyle=\"--\", linewidth=2, label=r\"Critical $\\delta t_c$\")\n",
-    "        plt.xlabel(r\"Scaled $\\delta t$ $\\left(N^{1/2} (\\delta t - \\delta t_c)\\right)$ (log-scale)\" if use_log_scale else \n",
-    "                r\"Scaled $\\delta t$ $\\left(N^{1/2} (\\delta t - \\delta t_c)\\right)$\")\n",
-    "        plt.ylabel(r\"Scaled Largest Component $\\left(N^{\\beta/2} \\rho_E(\\delta t - \\delta t_c)\\right)$\")\n",
-    "        \n",
-    "        plt.title(\"Finite Size Scaling Collapse (Log-Scale)\" if use_log_scale else \"Finite Size Scaling Collapse\")\n",
-    "\n",
-    "        plt.legend(loc=\"best\", frameon=True)\n",
-    "        plt.grid(True, linestyle=\"--\", alpha=0.6)\n",
-    "        plt.show()\n",
-    "\n",
-    "    def optimize_scaling_exponents(self, analysis_results, delta_t_values, sizes, critical_delta_t, beta_range, nu_range):\n",
-    "        \"\"\"\n",
-    "        power-law to optimize β and ν for the best scaling collapse by minimizing variance.\n",
-    "        \"\"\"\n",
-    "        best_beta, best_nu = None, None\n",
-    "        best_score = float(\"inf\")\n",
-    "\n",
-    "        for beta, nu in product(beta_range, nu_range):\n",
-    "            scaled_results = self.finite_size_scaling(analysis_results, delta_t_values, sizes, critical_delta_t, beta, nu)\n",
-    "            variances = [np.var(data[\"scaled_largest_component\"]) for data in scaled_results.values()]\n",
-    "            score = np.mean(variances)\n",
-    "            \n",
-    "            if score < best_score:\n",
-    "                best_score = score\n",
-    "                best_beta, best_nu = beta, nu\n",
-    "\n",
-    "        return best_beta, best_nu\n",
-    "\n",
-    "    def plot_survivability(self, survivability):\n",
-    "        delta_t_values = list(survivability.keys())\n",
-    "        survivability_values = list(survivability.values())\n",
-    "\n",
-    "        plt.figure(figsize=(10, 6))\n",
-    "        plt.plot(delta_t_values, survivability_values, marker=\"o\", linestyle=\"-\", label=\"Survivability\")\n",
-    "        plt.xlabel(\"δt (time threshold)\")\n",
-    "        plt.ylabel(\"Survivability\")\n",
-    "        plt.title(\"Survivability vs δt\")\n",
-    "        plt.grid(True)\n",
-    "        plt.legend()\n",
-    "        plt.show()\n",
-    "        \n",
-    "    def plot_reachability(self, reachability):\n",
-    "        delta_t_values = list(reachability.keys())\n",
-    "        reachability_values = list(reachability.values())\n",
-    "\n",
-    "        plt.figure(figsize=(10, 6))\n",
-    "        plt.plot(delta_t_values, reachability_values, marker=\"o\", linestyle=\"-\", label=\"Reachability\")\n",
-    "        plt.xlabel(\"δt (time threshold)\")\n",
-    "        plt.ylabel(\"Reachability\")\n",
-    "        plt.title(\"Reachability vs δt\")\n",
-    "        plt.grid(True)\n",
-    "        plt.legend()\n",
-    "        plt.show()\n",
-    "\n",
-    "\n",
-    "    def plot_metrics(self, delta_t_values, percolation_metrics):\n",
-    "\n",
-    "        # Filter out delta_t values with missing or None metrics\n",
-    "        valid_delta_t = [\n",
-    "            delta_t for delta_t in delta_t_values \n",
-    "            if delta_t in percolation_metrics \n",
-    "            and percolation_metrics[delta_t] is not None\n",
-    "            and all(percolation_metrics[delta_t].get(k) is not None for k in [\"M\", \"V\", \"T\"])\n",
-    "        ]\n",
-    "        \n",
-    "        # Extract metrics for valid delta_t values\n",
-    "        M_values = [percolation_metrics[delta_t][\"M\"] for delta_t in valid_delta_t]\n",
-    "        V_values = [percolation_metrics[delta_t][\"V\"] for delta_t in valid_delta_t]\n",
-    "        T_values = [percolation_metrics[delta_t][\"T\"] for delta_t in valid_delta_t]\n",
-    "\n",
-    "        # Plot Mean Cluster Mass (M)\n",
-    "        plt.figure(figsize=(8, 6))\n",
-    "        plt.plot(valid_delta_t, M_values, marker=\"o\", label=\"Mean Cluster Mass (M)\")\n",
-    "        plt.xlabel(\"Delta t\")\n",
-    "        plt.ylabel(\"M\")\n",
-    "        plt.title(\"Mean Cluster Mass vs Delta t\")\n",
-    "        plt.grid(True)\n",
-    "        plt.legend()\n",
-    "        plt.show()\n",
-    "\n",
-    "        # Plot Mean Spatial Volume (V)\n",
-    "        plt.figure(figsize=(8, 6))\n",
-    "        plt.plot(valid_delta_t, V_values, marker=\"o\", label=\"Mean Spatial Volume (V)\", color=\"g\")\n",
-    "        plt.xlabel(\"Delta t\")\n",
-    "        plt.ylabel(\"V\")\n",
-    "        plt.title(\"Mean Spatial Volume vs Delta t\")\n",
-    "        plt.grid(True)\n",
-    "        plt.legend()\n",
-    "        plt.show()\n",
-    "\n",
-    "        # Plot Mean Survival Time (T)\n",
-    "        plt.figure(figsize=(8, 6))\n",
-    "        plt.plot(valid_delta_t, T_values, marker=\"o\", label=\"Mean Survival Time (T)\", color=\"r\")\n",
-    "        plt.xlabel(\"Delta t\")\n",
-    "        plt.ylabel(\"T\")\n",
-    "        plt.title(\"Mean Survival Time vs Delta t\")\n",
-    "        plt.grid(True)\n",
-    "        plt.legend()\n",
-    "        plt.show()\n",
-    "    \n",
-    "    def compare_component_measures(self, results):\n",
-    "            \"\"\"Compare S_E, S_G, and S_LT by plotting them across delta_t values.\"\"\"\n",
-    "            df = pd.DataFrame.from_dict(results, orient='index')\n",
-    "            df = df[['S_E', 'S_G', 'S_LT']]\n",
-    "            df = (df - df.min()) / (df.max() - df.min())  # Normalize for fair comparison\n",
-    "            \n",
-    "            seconds_per_day = 24 * 3600\n",
-    "            df.index = df.index.astype(float) / seconds_per_day\n",
-    "\n",
-    "            plt.figure(figsize=(10, 6))\n",
-    "            plt.plot(df.index, df['S_E'], marker='o', label='S_E (Event Graph Nodes)')\n",
-    "            plt.plot(df.index , df['S_G'], marker='s', label='S_G (Underlying Graph Nodes)')\n",
-    "            plt.plot(df.index, df['S_LT'], marker='^', label='S_LT (Component Lifetime)')\n",
-    "            \n",
-    "            plt.xlabel(\"δ_t (days)\")\n",
-    "            plt.ylabel(\"Normalized Component Size\")\n",
-    "            plt.title(\"Comparison of Different Component Size Measures\")\n",
-    "            plt.legend()\n",
-    "            plt.grid(True)\n",
-    "            plt.show()\n",
-    "            \n",
-    "            # Compute correlation matrix\n",
-    "            correlation_matrix = df.corr()\n",
-    "            print(\"\\nCorrelation between measures:\")\n",
-    "            print(correlation_matrix)\n",
-    "\n",
-    "    def plot_largest_component(self, results, delta_t_values):\n",
-    "            df = pd.DataFrame.from_dict(results, orient='index')\n",
-    "            df = df[['S_E']]\n",
-    "            num_event_graph_nodes = df[\"S_E\"]\n",
-    "\n",
-    "            seconds_per_hour =  3600\n",
-    "            delta_t_values = delta_t_values / seconds_per_hour\n",
-    "            \n",
-    "            critical_delta_t = self.find_critical_threshold(results, delta_t_values)\n",
-    "            \n",
-    "            plt.figure(figsize=(10, 6))\n",
-    "            plt.plot(delta_t_values, num_event_graph_nodes, label=\"Number of Events\", marker=\"o\")\n",
-    "            plt.axvline(x=critical_delta_t, color=\"r\", linestyle=\"--\", label=f\"Critical δt={critical_delta_t:.2f} hours\")\n",
-    "            \n",
-    "            plt.xlabel(\"δ_t (hours)\")\n",
-    "            plt.ylabel(\"Event Graph Nodes\")\n",
-    "            plt.title(\"Phase Transition Analysis\")\n",
-    "            plt.legend()\n",
-    "            plt.grid(True)\n",
-    "            plt.xticks(rotation=45)\n",
-    "            plt.ticklabel_format(style='plain')  # Prevent scientific notation\n",
-    "            plt.show()\n",
-    "\n",
-    "    def compute_order_parameters(self, results, temporal_graph):\n",
-    "        \"\"\"\n",
-    "        Compute order parameters (ρE, ρG), susceptibilities (χE, χG), \n",
-    "        and probability distributions P(S_E) and P(S_LT) using the component size dictionaries.\n",
-    "        \"\"\"\n",
-    "\n",
-    "        delta_t_values = np.array([float(dt) for dt in results.keys()])\n",
-    "        \n",
-    "        maxS_E_values = np.array([results[str(dt)][\"S_E\"] for dt in delta_t_values])\n",
-    "        maxS_G_values = np.array([results[str(dt)][\"S_G\"] for dt in delta_t_values])\n",
-    "        maxS_LT_values = np.array([results[str(dt)][\"S_LT\"] for dt in delta_t_values]) \n",
-    "        N_values = np.array([results[str(dt)][\"total_components\"] for dt in delta_t_values])\n",
-    "        N_E = temporal_graph.n  # Total number of nodes in the temporal network\n",
-    "\n",
-    "        all_nodes = np.unique(np.concatenate([self.src_array, self.dst_array]))\n",
-    "        N_G = len(all_nodes)  # Total number of unique nodes\n",
-    "\n",
-    "        # Order Parameters:\n",
-    "        # - ρ_E: Fraction of event-graph nodes in the largest component\n",
-    "        # - ρ_G: Fraction of temporal-network nodes in the largest component\n",
-    "        rho_E = np.where(N_values > 0, maxS_E_values / N_E, 0)  # Prevent divide-by-zero\n",
-    "        rho_G = np.where(N_values > 0, maxS_G_values / N_G, 0)\n",
-    "\n",
-    "        # Initialize susceptibility arrays\n",
-    "        chi_E = np.zeros_like(delta_t_values, dtype=np.float64)\n",
-    "        chi_G = np.zeros_like(delta_t_values, dtype=np.float64)\n",
-    "\n",
-    "        # Initialize distributions for P(S_E) and P(S_LT)\n",
-    "        P_S_E_distributions = {}\n",
-    "        P_S_LT_distributions = {}\n",
-    "\n",
-    "        for i, dt in enumerate(delta_t_values):\n",
-    "\n",
-    "            # --- χE Computation (Event-Based Susceptibility) ---\n",
-    "            component_size_counts = results[str(dt)].get(\"component_sizes\", {})\n",
-    "            if component_size_counts == 0:\n",
-    "                component_size_counts = {}  # Replace invalid value\n",
-    "\n",
-    "            # --- χG Computation (Node-Based Susceptibility) ---\n",
-    "            node_component_sizes = results[str(dt)].get(\"node_component_sizes\", {})\n",
-    "\n",
-    "            # --- S_LT Computation (Lifetime-Based Susceptibility) ---\n",
-    "            component_lifetime_counts = results[str(dt)].get(\"component_lifetimes\", {})\n",
-    "\n",
-    "            if not component_size_counts and not node_component_sizes and not component_lifetime_counts:\n",
-    "                continue  # Skip if no valid components\n",
-    "\n",
-    "            # χE Calculation\n",
-    "            if component_size_counts:\n",
-    "                component_size_counts = {int(k): v for k, v in component_size_counts.items()}\n",
-    "\n",
-    "                component_sizes = np.array(list(component_size_counts.keys()))\n",
-    "                counts = np.array(list(component_size_counts.values()))\n",
-    "\n",
-    "                largest_component_size = component_sizes.max(initial=0)\n",
-    "                if largest_component_size > 0:\n",
-    "                    mask = component_sizes < largest_component_size\n",
-    "                    s_squared_counts = (component_sizes[mask] ** 2) * counts[mask]\n",
-    "                    \n",
-    "                    # Compute susceptibility for χ_E (event-based)\n",
-    "                    chi_E[i] = s_squared_counts.sum() / N_E\n",
-    "\n",
-    "                # Compute probability distribution P(S_E)\n",
-    "                total_S_E_components = sum(component_size_counts.values())\n",
-    "                P_S_E = {size: count / total_S_E_components for size, count in component_size_counts.items()}\n",
-    "                P_S_E_distributions[dt] = P_S_E\n",
-    "\n",
-    "            # χG Calculation\n",
-    "            if node_component_sizes:\n",
-    "                node_component_sizes = {int(k): v for k, v in node_component_sizes.items()}\n",
-    "\n",
-    "                node_sizes = np.array(list(node_component_sizes.keys()))\n",
-    "                node_counts = np.array(list(node_component_sizes.values()))\n",
-    "\n",
-    "                largest_node_component = node_sizes.max(initial=0)\n",
-    "                if largest_node_component > 0:\n",
-    "                    node_mask = node_sizes < largest_node_component\n",
-    "                    s_squared_counts_nodes = (node_sizes[node_mask] ** 2) * node_counts[node_mask]\n",
-    "                    \n",
-    "                    # Compute susceptibility for χ_G (node-based)\n",
-    "                    chi_G[i] = s_squared_counts_nodes.sum() / N_G\n",
-    "\n",
-    "            # Compute probability distribution P(S_LT)\n",
-    "            if component_lifetime_counts:\n",
-    "                total_S_LT_components = sum(component_lifetime_counts.values())\n",
-    "                P_S_LT = {size: count / total_S_LT_components for size, count in component_lifetime_counts.items()}\n",
-    "                P_S_LT_distributions[dt] = P_S_LT\n",
-    "    \n",
-    "        # Replace NaN values with zero\n",
-    "        chi_E = np.nan_to_num(chi_E)\n",
-    "        chi_G = np.nan_to_num(chi_G)\n",
-    "\n",
-    "        return delta_t_values, rho_E, rho_G, chi_E, chi_G, P_S_E_distributions, P_S_LT_distributions\n",
-    "\n",
-    "\n",
-    "    def plot_order_parameters(self, delta_t_values, rho_E, rho_G, chi_E, chi_G):\n",
-    "        \"\"\"\n",
-    "        Plot order parameters (ρE, ρG) and susceptibilities (χE, χG).\n",
-    "        \"\"\"\n",
-    "        plt.figure(figsize=(8,6))\n",
-    "\n",
-    "        plt.plot(delta_t_values, rho_E, 'r-', label=r\"$\\rho_E$\")\n",
-    "        plt.plot(delta_t_values, rho_G, 'r-', alpha=0.5, label=r\"$\\rho_G$\")\n",
-    "\n",
-    "        # Avoid division by zero in normalization\n",
-    "        if np.max(chi_E) > 0:\n",
-    "            plt.plot(delta_t_values, chi_E / np.max(chi_E), 'b-', label=r\"$\\chi_E$\", linestyle='dashed')\n",
-    "\n",
-    "        if np.max(chi_G) > 0:\n",
-    "            plt.plot(delta_t_values, chi_G / np.max(chi_G), 'g-', alpha=0.5, linestyle='dashed', label=r\"$\\chi_G$\")\n",
-    "\n",
-    "        plt.xlabel(r\"$\\delta t$ (time threshold)\")\n",
-    "        plt.ylabel(\"Order Parameter / Susceptibility\")\n",
-    "        plt.title(\"Order Parameters vs. δt\")\n",
-    "        plt.legend()\n",
-    "        plt.grid(True)\n",
-    "        plt.show()\n",
-    "        "
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "=== DATASET PREVIEW ===\n",
-      "   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 - 16621303.0\n",
-      "Min Timestamp: 0.0\n",
-      "Max Timestamp: 16621303.0\n"
-     ]
-    }
-   ],
-   "source": [
-    "file_path = r\"C:\\Users\\userpc\\Desktop\\first-semester-JMU\\lab-socialnet\\lab-social-network\\CollegeMsg.txt\"\n",
-    "bipartite = True\n",
-    "\n",
-    "df  = preprocess(file_path)\n",
-    "print(\"=== DATASET PREVIEW ===\")\n",
-    "print(df.head()) \n",
-    "\n",
-    "df['normalized_ts'] = (df['ts'] - df['ts'].min())\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",
-    "bipartite_percolation = BipartiteTemporalPercolation(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",
-    "# analysis_results, reachability, percolation_metrics = bipartite_percolation.percolation_analysis(delta_t_values)\n",
-    "\n",
-    "\n",
-    "# with open(\"UCIcollegeMsg_results/analysis_results.json\", \"w\") as file:\n",
-    "#     json.dump(analysis_results, file, indent=4)\n",
-    "# with open(\"UCIcollegeMsg_results/percolation_metrics.json\", \"w\") as file:\n",
-    "#     json.dump(percolation_metrics, file, indent=4)\n",
-    "\n",
-    "\n",
-    "with open(\"UCIcollegeMsg_results/analysis_results.json\", \"r\") as file:\n",
-    "    analysis_results = json.load(file)\n",
-    "with open(\"UCIcollegeMsg_results/percolation_metrics.json\", \"r\") as file:\n",
-    "    percolation_metrics = json.load(file)\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 82,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
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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  0.993861  0.840944\n",
-      "S_G   0.993861  1.000000  0.776047\n",
-      "S_LT  0.840944  0.776047  1.000000\n"
-     ]
-    },
-    {
-     "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": 83,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "delta_t_values, rho_E, rho_G, chi_E, chi_G, P_S_E_distributions, P_S_LT_distributions = bipartite_percolation.compute_order_parameters(analysis_results, temporal_graph)\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 84,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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+29S2cuVKqNVqDBgwwDQPANiwYQOys7PL9RoUZdasWTbzb9y4MUaOHIlly5bZfGNG5EqYWkDFMgaoxoC2OMUFvFFRUVaPjXlfjRs3tmoPCQlBUFCQVduZM2dw9OjRYoPTwifLFD5WaWJjY/Haa69BoVDAx8cHzZs3t/rq+ubNm5gzZw5WrFhhc6yictCKOn559xEZGWn1WKvVQqPR2Jz4pNVqrfJsz5w5g7/++qvMr1Vh165dQ1paGpYsWYIlS5aUaR9lfb0zMzNx7do1m/ccAJo0aYJVq1bZtHfp0uW2Tvb6448/MGvWLOzevdvmP3edTmf1dWvh1xoAgoKCrALEf/75B7GxsTb9mjZtWuYxxcfHIz4+HtnZ2Thw4ABWrlyJjz76CPfddx9OnjxplStbGrVajXnz5uGZZ55BaGgoOnbsiPvuuw8jR45EWFgYAJiCH8uvzQs7c+YMAPlhpDg6nc7qb7Lw+9ewYUN4eHhUqAxTo0aNbNJrmjRpAkDmBxvnVNlGjhyJlStX4vfff0eXLl2wefNmpKSkYMSIEWV6/pAhQzBr1izMnDkTW7duxfTp000pSZYaN26MXr16lXt8gwYNwrRp07By5UrMnDkTQgisXr0affr0QUBAAAD59zdt2jQsXLgQ33zzDTp37oz+/fubcuzLIzU1FSdOnMDgwYNttjVv3hy5ubk4d+5cuX7viRyJgSwVS6vVonbt2jh69GiJ/Y4ePYrw8HDTP7JGZV2xK4rBYMDdd9+N6dOnF7nd+B/e7R6rZs2aJf4nM3jwYOzatQvPPvss2rRpAz8/PxgMBtxzzz1FnuxT1PHLu4+izuwu7mxv42oSIF+rmJgYLFy4sMi+ERERxc7T+HwAeOSRR4oNblq1amX1uKyvd1H5rvbw999/o2fPnmjWrBkWLlyIiIgIqFQqrFu3Dm+//bbN612W17Uy+fj4oHPnzujcuTNq1qyJOXPm4Ndff8WoUaNsgjkjvV5v0zZlyhT069cPa9euxYYNG/DSSy9h7ty52Lp1a5nLOhlfiwULFqBNmzZF9imq/Jml4sbsDuLj4xEaGoqvv/4aXbp0wddff42wsLAyB51NmzZF69at8fbbb8PHx8dUxq+y1KlTB507d8aqVaswc+ZM7NmzB+fPnzd9W2T01ltvYfTo0fjhhx+wceNGPP3006Yc5vLkZBtP2rM8MdTI+DvIFVlyZQxkqUT33XcfPvnkE+zcudN0Nr6l33//HUlJSXjiiSdK3Ve9evUAyBUhy1Jd165ds/mqtGHDhsjMzLytFY2KSk1NxZYtWzBnzhy8/PLLpnbjSpaj9lFWDRs2xJEjR9CzZ89SA4yitoeEhMDf3x96vb7SX29j0FTUvE+fPl1ptSh/+ukn5OXl4ccff7RabS0traIk9erVK3Lcp06duu19AsCdd94JALhy5QoAmFY+CxfvL+rMdUC+38888wyeeeYZnDlzBm3atMFbb72Fr7/+2nSC1fHjx9GoUaNinw/Ir/LL+n6fOXPGahX+7NmzMBgMVu9feYPbs2fPQghh9bzTp08DQIV/L0oai1KpxLBhw7Bs2TLMmzcPa9euxeOPP16uEmEPPfQQjhw5gieeeKJcq+plNWTIEDz55JM4deoUVq5cCR8fH/Tr18+mX0xMDGJiYvDiiy9i165duOuuu/DRRx/ZVFYoSUhICDQaDU6ePGmz7a+//gIAU1qQO3+AoaqLObJUomeffRbe3t544oknbMpG3bx5E+PHj4ePj4/NGbZF6dWrF7y8vPDee+9ZrXwVrkAAyNXM3bt3Y8OGDTbb0tLSUFBQUP7JlJHxP7TCq3NFjdOe+yirwYMH49KlS/jkk09stuXk5CArK8v02NfX1yZgUiqVGDhwIP73v//ZlNwB5AeNilq7di0uXbpkerxv3z7s3bsXffr0qfC+gaJfb51OV6bc2uL07dsXe/bswb59+0xt165dwzfffFOm52/ZsqXIdmNeqfGr2nr16kGpVNrkfX/44YdWj7Ozs61KXgEyKPX39zetpvXu3Rv+/v6YO3euTV/ja9OuXTs0bNgQb775JjIzM23GV9T7/cEHH1g9fu+99wDA6v0r6nerJJcvX7a6ml56ejq+/PJLtGnTpsJpBcZcz+LGM2LECKSmpuKJJ55AZmZmueu97t+/H4CsFWsPAwcOhFKpxPLly7F69Wrcd999Vvmr6enpNv8GxsTEwMPDw2pl9fz580UGqJY8PT1x991346effsLZs2dN7ZcvX8by5csRGxtrqgJT2utK5AxckaUSNW7cGF988QWGDx+OmJgYmyt7Xb9+HcuXLy+11A4gP/n/97//xdy5c3Hfffehb9++OHToEH799VebnMhnn30WP/74I+677z5TWaSsrCwcO3YM3333HZKSkuxWND8gIABdunTB/PnzcevWLYSHh2Pjxo2mGrOO2kdZjRgxAqtWrcL48eOxbds23HXXXdDr9Th58iRWrVqFDRs2mFYB27Vrh82bN2PhwoWoU6cOoqKiEBsbizfeeAPbtm1DbGwsHn/8cURHR+PmzZs4ePAgNm/eXOEUgUaNGqFTp06YMGEC8vLy8M4776BGjRpFpo589913RX61fffdd9uU6jLq3bs3VCoV+vXrZwpOPvnkE9SqVcu08lle06dPx1dffYV77rkHkydPNpXfqlevXqnpNgAwYMAAREVFoV+/fmjYsCGysrKwefNm/PTTT2jfvr1phU2r1WLQoEF47733oFAo0LBhQ/z88882ecmnT59Gz549MXjwYERHR8PT0xNr1qxBSkoKHn74YQDy9+7tt9/GY489hvbt25tqGx85cgTZ2dn44osv4OHhgU8//RR9+vRBixYtMGbMGISHh+PSpUvYtm0bAgIC8NNPP1kd+9y5c+jfvz/uuece7N69G19//TWGDRtmVZO1uN+t4jRp0gRjx47F/v37ERoais8//xwpKSkV+vBhORYAeOGFF/Dwww/Dy8sL/fr1MwVibdu2RcuWLU0nSpYnID1y5Ijp9fnuu++KDYIPHjyIr7/+2qa9YcOGiIuLK/EYtWrVQvfu3bFw4UJkZGRgyJAhVtu3bt2KSZMmYdCgQWjSpAkKCgrw1VdfmT6UGo0cORLbt28vNWXm//7v/7BlyxZ06dIFEydOhKenJz766CPk5+fjzTffNPVr06YNlEol5s2bB51OB7VabardTOQ0ziiVQO7n6NGjYujQoaJ27drCy8tLhIWFiaFDh4pjx47Z9DWW7Ll27ZrNNr1eL+bMmSNq164tvL29Rbdu3cTx48dFvXr1bEr3ZGRkiBkzZohGjRoJlUolatasKf7zn/+IN998U+Tn5wshzKVuSipJVFi9evXEvffeW2KfixcvigceeEAEBgYKrVYrBg0aJC5fvmxT5qekuVZ0H6NGjRK+vr42++3atato0aKFVVt+fr6YN2+eaNGihVCr1SIoKEi0a9dOzJkzR+h0OlO/kydPii5dughvb2+bkmcpKSli4sSJIiIiwvQe9+zZUyxZssTUx1gOqaxlfyzfn7feektEREQItVotOnfubFW6yfJ1KO5WWsmfH3/8UbRq1UpoNBpRv359MW/ePPH5558XWfqpqPe/a9euomvXrlZtR48eFV27dhUajUaEh4eLV1991VRWq7TyW8uXLxcPP/ywaNiwofD29hYajUZER0eLF154wVSqzujatWti4MCBwsfHRwQFBYknnnhCHD9+3Kr81vXr18XEiRNFs2bNhK+vr9BqtSI2NlasWrWqyNfiP//5j/D29hYBAQGiQ4cOYvny5VZ9Dh06JB588EFRo0YNoVarRb169cTgwYPFli1bTH2M70lCQoJ46KGHhL+/vwgKChKTJk2yKe9V3O9WceW37r33XrFhwwbRqlUroVarRbNmzWx+r263/JYQsoRfeHi48PDwKPL9mj9/vgAgXn/9dZvXryQDBw4UXl5eYvLkyUKtVlv9fQlRevmtokqUFeWTTz4RAIS/v7/Na52YmCgeffRR0bBhQ6HRaERwcLDo3r272Lx5s1W/rl27irL+N3/gwAERHx8vfH19hY+Pj+jatatViTrLcTVo0EAolUqW4iKXoBDCTmc3EFG1l5SUhKioKCxYsAD//e9/nT0cKqfZs2djzpw5uHbtWpW4bLClRYsWYerUqUhKSiqyikVRTpw4gZiYGIwZMwavvPIKIiMj8fnnn5dYAYKI7Is5skREVK0IIfDZZ5+ha9euZQ5iAeC1116DUqnEzJkzER4ejk6dOuGrr76y40iJqDQMZImIqFrIysrC8uXL8cQTT+DYsWOYOnVqmZ976tQprFq1CsOGDTOdEzBq1Chs2bIFY8eOxa+//mqvYRNRCXiyFxERVQvXrl3DsGHDEBgYiJkzZ6J///5lfu7rr78OhUKBF154wdQ2cuRIHD16FF9//TUSExMrrQoHEZUdc2SJiIiIyC0xtYCIiIiI3BIDWSIiIiJyS9UuR7agoACHDh1CaGgoPDwYxxMREZH9GAwGpKSkoG3btvD0rHZhl91Vu1f00KFD6NChg7OHQURERNXIvn370L59e2cPo8qpdoGs8RKX+/btQ+3atZ08GiIiIqrKrly5gg4dOhR7iW2qmGoXyBrTCWrXro26des6eTRERERUHTCd0T74qhIRERGRW2IgS0RERERuiYEsEREREbklBrJERERE5JYYyBIRERGRW2IgS0REROQiZs8GFArrW7Nm5u25ucDEiUCNGoCfHzBwIJCSYr2P8+eBe+8FfHyAWrWAZ58FCgqs+/z2G3DHHYBaDTRqBCxbZjuWDz4A6tcHNBogNhbYt69y51oZGMgSERERuZAWLYArV8y3nTvN26ZOBX76CVi9Gti+Hbh8GXjwQfN2vV4Gsfn5wK5dwBdfyCD15ZfNfc6dk326dwcOHwamTAEeewzYsMHcZ+VKYNo0YNYs4OBBoHVrID4euHrVzpMvJ4UQQjh7EI508eJFRERE4MKFC6wjS0RERHZV3rhj9mxg7VoZYBam0wEhIcC33wIPPSTbTp4EmjcHdu8GOnYEfv0VuO8+GeAar8Hw0UfAc88B164BKpW8/8svwPHj5n0//DCQlgasXy8fx8YC7dsD778vHxsMQEQE8NRTwPPP3+aLYQfV7oIIRnq9Hnq9HgCgUCjg4eEBg8EAy7je2G7sV1q7h4cHFApFke2AvN5yWdqVSiWEEEW2Fx5jce2cE+fEOXFOnBPnxDk5f05GGRkZSE9PNz1Wq9VQq9UoypkzQJ068iv9uDhg7lwgMhI4cAC4dQvo1cvct1kzuc0YyO7eDcTEmINYQK6kTpgAnDgBtG0r+1juw9hnyhR5Pz9fHmvGDMvXTz5n9+4ih+w01TaQTUxMRGpqKgAgODgYkZGRuHjxIm7evGnqExYWhrCwMCQlJSEjI8PUHhERgRo1auDMmTPIzc01tTdo0AABAQFISEiw+sNq2rQpVCoVjh07ZjWGmJgY5Ofn49SpU6Y2pVKJmJgYZGRkIDEx0dSu0WjQrFkzpKam4sKFC6Z2f39/NGzYEFevXkVycrKpnXPinDgnzolz4pw4J+fPySg6OtpqPLNmzcLs2bNRWGysTAVo2lSmFcyZA3TuLFdPk5PlimpgoPVzQkPlNkD+LHw1XOPj0vqkpwM5OUBqqkxRKKrPyZM2Q3aqaptakJSUZFrir26fDjknzolz4pw4J86Jc3LMnC5fvoyIiAgkJCQgPDzctK2kFVlLaWlAvXrAwoWAtzcwZgyQl2fdp0MHme86bx4wbhzwzz/W+a7Z2YCvL7BuHdCnD9CkidyP5YrrunUybzY7Wway4eEyxzYuztxn+nSZl7t3b6nDdphquyKrVCqhVCqt2oq7DnLhfo5oVygURbYXN8bytnNOnFNx7ZwT51RZYyxvO+fEOVXWGMvbbu85AXI1NyAgoNjtxQkMlIHn2bPA3XfLr/3T0qxXZVNSAOPib1iYbXUBY1UDyz6FKx2kpAABATJYVirlrag+FovMLoFVC4iIiIhcVGYm8PffQO3aQLt2gJcXsGWLefupU7LclnHlNC4OOHbMurrApk0ySDVmN8TFWe/D2Me4D5VKHsuyj8EgH1uu0LoCBrJERERELuK//5Vf3yclya/2H3hAro4OHQpotcDYsbIs1rZt8oSsMWNkcNmxo3x+794yYB0xAjhyRKYYvPiirD1rzGQYPx5ITJSpAidPAh9+CKxaJUt7GU2bBnzyiSzf9ddf8mSxrCx5PFdSbVMLiIiIiFzNxYsyaL1xQ5ba6tQJ2LNH3geAt9+WFQQGDpS5svHxMhA1UiqBn3+WgWdcnMyNHTUKeOUVc5+oKFl+a+pUYNEioG5d4NNP5b6MhgyR5bpeflmeHNamjSzNVfgEMGertid7sY4sERER2RvjDvviimwVkZgoLyXXsSMwaJCzR1NGQshr5hlvt25ZP9br5c1gMN8v3GYwyJsQtrfC7cbHls8p6mdZb8Y5WM6nom2F7xe1zfJWVJvltrLsr7xjLUl591fUPArP6XaPW54xVMbPso6xIq+vPRU1BkeMqzx/G66ussfqTnOvCt5/3/WWG6lUDGSrgB9/BEaOlFf88PKSJThq1qyEHQshv7fIzra9ZWVZP87MlAXo0tOBjAzz/cJtOTnWgSoREZErmDfP2SOg28BA1o0VFAAvvADMn29uu3ULuHSphEA2M1P+sf79twxAc3KKDlSN27giQERERC6KgaybunJFXhd5xw7bbZmZJTxx7lzg9dftNq4ieXnJUy2NBeq8vABPT/OtqMfGInbGm4dH0Y89PORNobC+Fddm2b+4n5b7Le5m3Cdg/ml5vyJthe8Xtc3yVlSb5bay7K+8Yy1JefdX1DwKz+l2j1vWMZTUVtp4Cz+nImN0trL+zjjiuK74+pRFZY/Vnebu7lytQCqVCQNZN/TbbzKINRYq9vQEWrYEDh+Wjy2u7Gfr+++Lblcq5amNPj4y2DT+NLaVdvP1NQerAQGAv7/5fhmuXEJERERUXgxk3YjBINMIXnjBfK5R3bqy9tvOneZAttgV2cRE80WSO3YE1qwxB61eXvYePhEREVGlcq0LIixeDLRqZV7Ji4sDfv3VvD03V1b0rVED8POTRdQKXz+tirp5ExgwQF4X2RjE3n03cPCgfJn8/c19iw1k160z3+/fX36NotUyiCUiIiK35FqBbN26wBtvyEtV/Pkn0KOHjN5OnJDbp04FfvoJWL1aXvbi8mXgwQedO2YH+PNPeam4n3+WjxUKYNYsGeMbCyT7+Zn7FxvI/vKL+f6999plrERERESO4lqpBf36WT/+v/+Tq7R79sgg97PPgG+/lQEuACxdCjRvLrcbr81WxWzcKF+W/Hz5uEYN+RL07m3dzzKQLTJHNjtbXs8OkK9lTIxdxktERETkKK4VyFrS6+XKa1aW/O78wAFZW6pXL3OfZs2AyEhg9+5iA9m8vDzk5eWZHmeUeCaU65kxwxzEduwo82EjImz7lboiu3WrrAkLAH378kxYIiIicnuulVoAAMeOyahMrQbGj5cnJEVHywv9qlRAYKB1/9BQua0Yc+fOhVarNd2io6PtO/5KdPaszIEFgNatZTZFUUEsUIYcWcv82L59K22MRERERM7ieoFs06by9Pu9e4EJE4BRo4CEhNve3YwZM6DT6Uy3hArsy9FWrzbfHz5cxvHFKXFFVghzfqxKBfTsWWljJCIiInIW10stUKmARo3k/XbtgP37gUWLgCFD5HfsaWnWq7IpKSUWMVar1VBb1DFNT0+3z7jtYNUq8/1Bg0ruW2KO7IkTwPnz8n63btadiYiIiNyU663IFmYwyNzOdu1kmagtW8zbTp2SAVpcnPPGZyenT5vrwnboANSvX3L/ElMLmFZAREREVZBrrcjOmAH06SNP4MrIkKfn//YbsGGDrHc6diwwbRoQHCzrzD71lAxiq2DFAsvV2CFDSu9fYmoBy24RERFRFeRagezVq8DIkcCVKzJwbdVKBrF33y23v/22vM79wIFylTY+HvjwQ+eO2U4sA9mHHiq9v0olF6xv3SoUyKalAX/8Ie83bmxO2yAiIiJyc64VyH72WcnbNRrggw/krQr76y9ZvAGQC86RkWV7np8fkJpaKEd240ZZygzgaiwRERFVKa6fI1sNWa7GDh5c9ucZ82StVmSZH0tERERVFANZF1SeagWWjHmypkDWYJDXsQUAX1+gS5dKGR8RERGRK2Ag62KOHzeXze3UCQgPL/tzLQNZgwHAn3/KvGNA5hlblCEjIiIicncMZF3M7aYVANaVC7KzwbQCIiIiqtIYyLoQIcyBrEJRtmoFlmxqyVqW3WIgS0RERFUMA1kXcvSovMYDINNZa9cu3/OtaskmXZepBQDQunX5chSIiIiI3AADWRdSkbQCoNBlajfsMj9g2S0iIiKqghjIugjLtALjNR/Kyyq14Lc/zQ+YVkBERERVEANZF3HoEHD2rLzfrRsQGlr+fVilFuw9Ie8EB1fJS/gSERERMZB1ERVNKwAKBbI5/76199wDKJW3PzAiIiIiF8VA1gVYphUolcCDD97efqxyZPFvngHTCoiIiKiKYiDrAv78Ezh3Tt7v0QMICbm9/VjlyMJP1vC6556KD5CIiIjIBTGQdQGVkVYAFEotgJ/Mja1R4/Z3SEREROTCGMg6mWVagacn8MADt78vm0CWZbeIiIioCvN09gCqu717gfPn5f1evSq2gGqTI9u3U8UGR0REROTCuCLrZJWVVgAA/l65pvuZ3rWANm0qtkMiIiIiF8ZA1okMBmD1annfywu4//6K7c/v2G7T/cywhvJkLyIiInJbb7wh/zufMsXclpsLTJwov8X185MXUUpJsX7e+fMyw9DHB6hVC3j2WaCgwLrPb78Bd9wBqNVAo0bAsmW2x//gA6B+fUCjAWJjgX37Knd+FcVA1ol27wYuXpT3e/cGgoIqtj+/HetM9zO0ERXbGRERETnV/v3Axx8DrVpZt0+dCvz0k1wM274duHzZunSnXi+D2Px8YNcu4IsvZJD68svmPufOyT7duwOHD8tA+bHHgA0bzH1WrgSmTQNmzQIOHgRatwbi44GrV+046XJiIOtElZlWACHgt3mt6WGmhtUKiIiI3FVmJjB8OPDJJ9YLXTod8NlnwMKFsmRnu3bA0qUyYN2zR/bZuBFISAC+/lpmGfbpA7z6qlxdzc+XfT76CIiKAt56C2jeHJg0CXjoIeDtt83HWrgQePxxYMwYIDpaPsfHB/j8c4e9DKWqtid76fV66PV6AIBCoYCHhwcMBgOEEKY+xnZjv9LaPTw8oFAoimwHAIPBYGqTaQUeABRQqQTuu88A49OUSiWEEFb9je2Fx2hq/+sveFz+B2rkIg8aZOYoTcd01JxKar+tORUzds6Jc+KcOCfOiXNylzkZZWRkID093fRYrVZDrVajOBMnyhXTXr2A114ztx84ANy6JduNmjUDIiPlN70dO8qfMTHWl7uPjwcmTABOnADatpV9LPdh7GNMYcjPl8eaMcO83cNDPmf3briMahvIJiYmIjU1FQAQHByMyMhIXLx4ETdv3jT1CQsLQ1hYGJKSkpCRkWFqj4iIQI0aNXDmzBnk5ppPsGrQoAECAgKQkJBg9YfVtGlTqFQqHDt2zNR24IAvrlxpDACIi0vH+fPyighKpRIxMTHIyMhAYmKi7JyXB01ODprl5iL12jVc0OuB7GwgOxv+Fy6g4S+/4Grt2kh+7DF4Ly1AXi6QllYAwMuhcwKAmJgY5Ofn49SpU6a2IucEQKPRoFmzZkhNTcWFCxdM7f7+/mjYsCGuXr2K5ORkU7sz3ifOiXPinDgnzolzqsicjKKjo63GM2vWLMyePRtFWbFCfpW/f7/ttuRkQKUCAgOt20ND5TZjH8sg1rjduK2kPunpQE4OkJoqUxSK6nPyZJHDdgqFKPxRo4q7ePEiIiIikJSUhLp16wJwzqfDp59W4MMPZfuXXxowbJj5uEqlEuLaNRi++07+Nu/eDQgBZUEBDB4eEEqleeeF2hveOo1/UB+1agmkpCiqzSdezolz4pw4J86Jc3LFOV2+fBkRERFISEhAeHi4aVtxK7IXLgB33gls2mTOje3WTaYIvPMO8O238qv+vDzr53XoIPNd580Dxo0D/vnHOt81Oxvw9QXWrZOpBk2ayP1YrriuWydXgbOzZSAbHi5TFuLizH2mT5d5uXv32gzdKartiqxSqYTSMiCE+Ze8qL6V3X7woLl9wAAPKJUAsrKAH38EvvkGig0boCx8eiEAD4NB5iVYCgyER1gYULs2/E8HAJeAzEyFw+dUWrtCoSiyvbgxlredc+KcimvnnDinyhpjeds5J87JyN/fHwEBAcVuNzpwQJ5Mdccd5ja9HtixA3j/fRmc5ucDaWnWq7IpKYBxATgszLa6gLGqgWWfwpUOUlKAgADA2xtQKuWtqD4WC81O51one82dC7RvD/j7y1oR998PWHwFAEB+LFEorG/jxztjtBWi08mffn4CAX/8CjzyiFyvHzYM+OUX6xoZLVrIbOuXXgI+/BD4/nv5EencOfPHpr/+ArZuhV9EMADZXOhDKhEREbm4nj2BY8dkJQHj7c475YlfxvteXsCWLebnnDoly20ZV07j4uQ+LKsLbNokg1RjhkNcnPU+jH2M+1Cp5Ilkln0MBvnYcoXW2VxrRXb7dpnd3L69DORmzpR1qRIS5Hq40eOPA6+8Yn7s4+P4sVaQLlUPQAlt9hWgb1/bDnXryqB2+HCZsV3GmrCWV/fKzpafCYiIiMg9+PsDLVtat/n6ypqxxvaxY2VZrOBgGZw+9ZQMLjt2lNt795YB64gRwPz5Mh/2xRdliGXMZhg/Xq7wTp8OPPoosHWrrKb0yy/m406bBowaJYPnDh1kakNWlkxJcBWuFciuX2/9eNkyuTJ74ADQpYu53cfHtda1b4Pu+i0ASmgNqebGoCBg0CAZwHbuLE8PLCery9RmMJAlIiKqat5+W4YIAwfKXNn4ePmFrZFSCfz8s6xSEBcnA+FRo6zXAKOiZNA6dSqwaJFcP/v0U7kvoyFDgGvXZP3Z5GSZp7t+ve0JYM7k2id7nT0LNG4s18eNH0O6dZO1I4SQwWy/fvIr92JWZfPy8pBnkRF96dIlREdH48KFC6aTvRytoEB+LQAAcdiFXYPekSuv99xj/qh0m0aOBL76St4/dUomcxMREZFzGE8yd2bcUZW51oqsJYNBFjO76y7rNfZhw4B69YA6dYCjR4HnnpMR2/ffF7mbuXPnYs6cOY4ZcxlZlJGD1ivH+soIFWS5IpuZWWm7JSIiInI5rhvITpwIHD8O7Nxp3T5unPl+TAxQu7bMjP77b6BhQ5vdzJgxA9OmTTM9Nq7IOpPxRC8A0KpzKnXfhVMLiIiIiKoq1wxkJ02SyR07dsikjZLExsqfZ88WGcgWrtNmeVUNZ9GlCQDy5C2tJq/kzuXEFVkiIiKqLlyr/JYQMohds0aePhcVVfpzDh+WP2vXtuvQKpMuxXxlEq2Pba3YirA8uYuBLBEREVVlrrUiO3GivGTFDz/IiMx4HTWtVlbn/ftvub1vX1mH4uhRebpdly7my1+4AV1yNgBvAIDWr3IDWa7IEhERUXXhWoHs4sXyZ7du1u1LlwKjR8vqvJs3mwuZRUTI2hMvvujggVaMLtliRda/cotGMEeWiIiIqgvXCmRLqwQWESEvmuDmdNfyTfe12srdN1MLiIiIqLpwrRzZakJeDEHSBhd9LejbxdQCIiIiqi4YyDqBvDytxECWiIiI6PYwkHUCWX5L0oaoKnXfzJElIiKi6oKBrBPodArTfW2oplL3zRxZIiIiqi4YyDqBLtOcThAQ6l2p+2ZqAREREVUXDGSdQJdtLhYRUMevhJ7l5+trvs9AloiIiKoyBrJOkJ7jBQDwQRa8agRU6r49PQHNv9kKzJElIiKiqoyBrBPo8mSkqYUOCAys9P0b82S5IktERERVGQNZJ9Dd8gHwbyBb2VdEgDlPloEsERERVWUMZB1Mrwcy9DKRVavIkJfdrWTGQJapBURERFSVMZB1MMvgUuuVZZdjGAPZ3FygoMAuhyAiIiJyOgayDqbTme9r1bl2OYZlLdks+8TKRERERE7HQNbBdKkG032tJs8ux2AtWSIiIqoOGMg6mC45x3Rf63PLLsfgZWqJiIioOmAg62C6K+bv+rW+erscg5epJSIiouqAgayD6VLM6QTaAGGXYzC1gIiIiKoDBrIOprtmEcgGKuxyDAayREREVB0wkHUw3XVzXqw2yD4vP3NkiYiIqDpgIOtgupsWVQtqeNrlGMyRJSIiouqAgayD6dLMebHakMq/qhfA1AIiIiKqHhjIOpgu3ZwXq62ltssxGMgSERFRdcBA1sF0meaXXFvbxy7HYI4sERERVQeuFcjOnQu0by+TPGvVAu6/Hzh1yrpPbi4wcSJQo4aM2AYOBFJSnDLc26HL9jLdD6jta5djMEeWiIiIqgPXCmS3b5dB6p49wKZNwK1bQO/eQJb5IgKYOhX46Sdg9WrZ//Jl4MEHnTfmckrPkXmxGuRAFaK1yzGYWkBERETVgX1Om79d69dbP162TK7MHjgAdOkC6HTAZ58B334L9Ogh+yxdCjRvLoPfjh0dPuTy0uVpAABa6ACt/QNZphYQERFRVeVaK7KF6XTyZ3Cw/HnggFyl7dXL3KdZMyAyEti9u8hd5OXlIT093XTLcHJkp7vlDeDfQDYgwC7HYGoBERERVQeuG8gaDMCUKcBddwEtW8q25GRApQICA637hobKbUWYO3cutFqt6RYdHW3XYZfEYADS9TIvVuuRAXjaZ0Hcx+IcMgayRERE7mPxYqBVK7nWFRAAxMUBv/5q3l6WU4XOnwfuvVfGA7VqAc8+CxQUWPf57TfgjjsAtRpo1Eh+CV7YBx8A9esDGg0QGwvs21fJk60ErhvITpwIHD8OrFhRod3MmDEDOp3OdEtISKikAZZfZiYg/n3JtV7ZdjuOUmkOZhnIEhERuY+6dYE33pBfQv/5p8ykHDAAOHFCbi/tVCG9Xgax+fnArl3AF1/IIPXll819zp2Tfbp3Bw4fluuGjz0GbNhg7rNyJTBtGjBrFnDwINC6NRAfD1y96oAXoRxcK0fWaNIk4OefgR075DtqFBYm35m0NOtV2ZQUua0IarUaarW5Xmt6ejoAQK/XQ6/XAwAUCgU8PDxgMBgghPmCBcZ2Y7/S2j08PKBQKIpsB4CbNw0AlACAAE2e6VgGg8Gqv1KphBCiyPbCYyyu3c/PA9nZCmRkCOj15v1U9pwKj7G49sqYk6PeJ86Jc+KcOCfOiXOqrDkZZWRkmGIQwDY+MerXz/rx//2fXKXds0eGRKWdKrRxI5CQAGzeLL+wbtMGePVV4LnngNmz5RfbH30EREUBb70l99G8ObBzJ/D22zJYBYCFC4HHHwfGjJGPP/oI+OUX4PPPgeeftxm207hWICsE8NRTwJo1cs07Ksp6e7t2gJcXsGWLXEsHZHmu8+fl2ns5JCYmIjU1FQAQHByMyMhIXLx4ETdv3jT1CQsLQ1hYGJKSkqxyayMiIlCjRg2cOXMGubm5pvYGDRogICAACQkJVn9YTZs2hUqlwp/7TwNoDgDQN6gJg8GA/Px8nLIoMaZUKhETE4OMjAwkJiaa2jUaDZo1a4bU1FRcuHDB1O7v74+GDRvi6tWrSLZIr/D2bgHAC+npBhw7dsxuc7LcNwDExMTYbU6Oep84J86Jc+KcOCfOqbLmZFQ4tXHWrFmYPXs2SqLXy5XXrCwZ5pR2qlDHjvJnTIwMYo3i44EJE+Sqbtu2so/lPox9pkyR9/Pz5bFmzDBv9/CQzynmlCSnUYjCHzWc6ckn5ceMH34AmjY1t2u1gLc8SQoTJgDr1sl18oAAGfgCcv28DC5evIiIiAgkJSWh7r+rvY76dPj7Oh263hcIAJgctRZv/z0AgH0+HbZr54EjRxRQqwWysrgiyzlxTpwT58Q5cU7OmNPly5cRERGBhIQEhIeHm7YVtyILAMeOycA1N1fmwX77LdC3r/w5ZgyQl2fdv0MHmSYwbx4wbhzwzz/WaQLZ2YCvrwyf+vQBmjSR+7EMVNetk+kG2dlAaioQHi5DK8t1wunTZTrD3r1FDtspXGtFdvFi+bNbN+v2pUuB0aPl/bfflh8LBg6U72R8PPDhh+U+lFKphFKptGoz/pIX1bcy2jNTzJ8kg3wLTF85FNVfoVAU2V7cGAu3G0tw5eUpYDAo4eVl3b+y5lSe9orOqbR2zolzKq6dc+KcKmuM5W3nnDgnI39/fwSUsVpR06Yyd1WnA777Dhg1SgaQZMu1AtmyLA5rNPI0ug8+sP94KpnOIpDV+htK6FlxhS+KEBRk18MRERFRJVGpZCUBQGZV7t8PLFoEDBlS+qlCYWG21QWMVQ0s+xSudJCSIr/o9vaWJ40rlUX3KeaUJKdx3aoFVZDuWr7pvjZQUULPimMtWSIioqrBYJBfQlueKmRU+FShuDiZmmBZXWDTJhmkGtN04+Ks92HsY9yHSiWPZdnHYJCPy3lKkt251opsFae7cct0Xxtk388QvEwtERGR+5kxQ+axRkbKq3N++608/33DBnnK0NixsixWcLD5VKG4OPPFTXv3lgHriBHA/PmyzP6LL8qqpsaU3PHjgffflzmvjz4KbN0KrFolqxIYTZsmUxruvFPm4L7zjjzpzFjFwFUwkHUg3U1zOoG2hn1fel6mloiIyP1cvQqMHAlcuSID11atZBB7991ye2mnCimVsoLphAkywPX1lQHpK6+Y+0RFyaB16lSZslC3LvDpp+bSW4BMY7h2TdafTU6WZbzWr7euhuAKGMg6kC7NnAOsDVHZ9VhckSUiInI/n31W8vaynCpUr56sQlCSbt2AQ4dK7jNpkry5MubIOpAu3ZwXqw3V2PVYzJElIiKiqq5igawrFRJzA7pMc2kPbZi3XY/FFVkiIiJyFfYKGSsWyBoTNoy++aZCu6vqdNnmTI6AOn4l9Kw45sgSERGRq7BXyFixQLZw3VfjVbaMYmIqtPuqJj1H5sWqkAdNrbIVRb5dTC0gIiIiV2GvkLFigayiUC3UwqNMSqrQ7qsaXZ7Mi9VCJ09FtCOmFhAREZGrsFfIWLknexUeZeHH1ZzulsyL1UJnvWRqBwxkiYiIyFVVVshYsfJbmZlyLbhZM3m7dQtITAQaNKjQbqsiIYB0vS8AQKvMlEXg7Ig5skREROQq7BUyViyQPXcOOHLEfAsLAxo3lquNbdrISr0EQF4NQ//vy631zLb78ZgjS0RERK7CXiHj7QWyBgNw8yZQu7asutu/v3lbVhZw9KgcZfPmtzeqKkinM9/XqnPsfjymFhAREZGzXL8O1Kxpflyvnn1CxvIFshkZwJQpwIoVQG6uTGho3Rp48EFg3DggJEReCy0uTt7IRHc9H4CsWqDV5Nv9eAxkiYiIyFmio4H33wcGDy6+T2WEjOVL1Hz8cWDpUqB9e+CFF4DJk4HAQHkB35YtgZ9+uv2RVHG6S1mm+1rfW3Y/no+P+T5zZImIiMiRWrQAhg4FHnoIuHq19P45OYBeX/7jlC+Q/flnGVr/9psMXt96C9iyRdZMiIsDBg4Etm8v/yiqAd0Vc16s1u823qly8vAwr8pyRZaIiIgcads2YNEiYMMGGdQuX15y/6+/vr2CTuU/db5bN9u22rWB//0PaNcOePHF8o+iGtCl5Jrua/1FCT0rDwNZIiIicpZJk2T+a4sWwCOPAPffDyQnW/dJSgK+/16ujYaElP8Y5QtkmzUDdu8ueptSKdeQDxwo/yiqAd01c16sNtAxxzQGskwtICIiImdo0ECuzk6dCvz4owxqx4yRX+RrtUDDhjL94PJl4NVXy7//8p3stWCBvFhubCzw5JO2269cAWrVKv8oqgHdjQLTfW2Q0iHHNC7Rc0WWiIjsSa/X49Yt+5//4apUKhU87Fwf3t1cuAC8+aZc3zx+3LyolpoKfPGFrBcwZowMK2NigKZN5ZpoeZUvkO3eHfjoIxnELl0qQ+g2beRpZ9u3y2SI994r/yiqAd1Nc16stkbFyveWlXFF9tYtID8fUKkcclgiIqomhBBITk5GWlqas4fiVB4eHoiKioKK/9GaDB0K7N0L9OwJjB8vawK0bCkD1iVLZM2AtWuBHj1khYPbVf6I6rHHgE6dgNmzgddflyG28bpi0dHA+fPAypVy7bhpU8DL6/ZHV4XodOa8WG2IY37RC5fgCg52yGGJiKiaMAaxtWrVgo+PDxTV8NL0BoMBly9fxpUrVxAZGVktX4OiHDgAzJwJzJlju23yZOC++4CxY4ERI4DVq+U6aWho+Y9ze0uDzZrJWrJ6PXDwIHD4sKxoe+yYLBqWmiqDW6USaNQISEi4rcNUJbp081cO2lCNQ45Z+DK1DGSJiKiy6PV6UxBbo0YNZw/HqUJCQnD58mUUFBTAiwt4AGQ42KFD8dsbNpRFsD74AJgxQ65/vvsuMGxY+Y5Tse+4lUpZU7Z9e+v2ixdlUHvkiEyMIOgyLQLZ2j4l9Kw8vEwtERHZizEn1sfHMf+nuTJjSoFer2cg+6+xY8vWb+JE4N57zauz5Q1k7ZOZXLcu0KcP8PzzsjBYWe3YAfTrB9SpI1d016613j56tGy3vN1zT2WO3G50WeZfbG0dX4cck1f3IiIie+NX6XwNKqp+fXlZgsWLy/9c1zrFLitLXvL2gw+K73PPPbI6gvFWWoVdF6HLlZ/WPHELmloBDjkmA1kiIiJyF+PGlf85jjl9vqz69JG3kqjVQFiYY8ZTidLzZF6sFjooggIdcszCObJEREREVYlrrciWxW+/yVq1TZsCEyYAN26U2D0vLw/p6emmW4aTIjrdLZlDpIUOcFA+EXNkiYiIqCpzr0D2nnuAL7+UiRTz5snatX36yOoJxZg7dy60Wq3pFl2RYmW3SQhAp5d5sVplprlcmZ0xtYCIiIiqMvcKZB9+GOjfX14C4v77gZ9/Bvbvl6u0xZgxYwZ0Op3pluCEUmA5OUAB5MleWq9shx2XgSwREVHRBg0ahJCQECxZssTUtnfvXqhUKmzcuNGJI6PycK9AtrAGDYCaNYGzZ4vtolarERAQYLr5W37f7iC6NIuLIahzHXZc5sgSEREV7d1338XAgQPxyiuvAAAyMzPxyCOPYMKECejdu7eTR0dl5Vone5XXxYsyR7Z2bWePpES6lFwA3gAArSbfYcdljiwRETnanXcCycmOP25YGPDnn2XvX7t2bUyZMgUff/wxbty4gWeffRZqtRrz5s0DACxcuBALFy5EzZo1AcgSWzt27HDKghgVz7UC2cxM69XVc+fkVcOCg+Vtzhxg4ED52/r338D06fLKYfHxThtyWeguZ8EUyPrccthxmVpARESOlpwMXLrk7FGUTZMmTeDj44OXX34Z33zzDfbt2weNRlYZOn78OBYtWoSBAwc6eZRUEtcKZP/8E+je3fx42jT5c9QoWSX36FHgiy+AtDR50YTevYFXX5UluVyYLtmcF6v1K/7EtMrG1AIiInI0Z1XIvJ3jenh4ICYmBh9++CHmz5+P1q1bm7YdP34cL7zwQiWOkOzBtQLZbt3kKf7F2bDBYUOpTLqUPNN9rbaE+VUyphYQEZGjlefrfWcT/8Ycd9xxB5555hmr9lOnTlmtxr7++uvo27evw8dIJXOtQLaK0l21DGQddxk7phYQEREV75133sHevXvRpk0beHiYz38/d+4cmjVrhr179zpxdFQW7l21wE3obhSY7muDHPeSe3ubS9YykCUiIjI7duwYZsyYgSeffBIJCQkoKDD/X338+HE0adLEiaOjsmIg6wC6VIPpvraG4xbBFQrzqixzZImIiKTc3FwMGzYMQ4YMwWuvvYb8/HycPHnStN2ZgezcuUD79jI9sFYtWTb/1CnrPrm5wMSJQI0a8v/5gQOBlBTrPufPA/feKy8mWqsW8OyzgEWsDkCW4b/jDnmqUaNGwLJltuP54AOgfn1AowFiY4F9+ypvrpWBgawDWNWRreXYE9OMebJckSUiIpKef/55ZGVl4f3330dQUBDq1auHd955B5cvXwYgA9klS5agTZs2aNOmDbpbnohuZ9u3yyB1zx5g0ybg1i15bntWlrnP1KnATz8Bq1fL/pcvAw8+aN6u18sgNj8f2LVLnie/bBnw8svmPufOyT7du8sCUVOmAI89Zn060sqV8rz7WbOAgweB1q1loairV+38IpSHqGYuXLggAIgLFy447JijWh0Q8iw2IRI+/cNhxxVCiCZN5HEDAx16WCIiquJycnJEQkKCyMnJcfZQymXDhg3C09NT/PGH+f/jTz75RNSoUUPcf//9t7XPkl6LisYdV6/K/8e3b5eP09KE8PISYvVqc5+//pJ9du+Wj9etE8LDQ4jkZHOfxYuFCAgQIi9PPp4+XYgWLayPNWSIEPHx5scdOggxcaL5sV4vRJ06Qsyde1tTsYtqe7KXXq+HXi9LYSkUCnh4eMBgMJjOYLRsN/Yrrd3DwwMKhcKmXZepNN33C9WYthsTyw0Gg1V/pVIJIUSR7YXHWFy7cYx+fgKAApmZAgUFBnh4VM6cihu7I+Zkr/eJc+KcOCfOiXMq+5z0ej2EEKZxFZ6PcTzOaC/J3Xffjfz8fNOYFQoFxo4di7Fjx1rNozzHND42vi6WfY0yMjKQnp5ueqxWq6EuQ/lQnU7+DA6WPw8ckKu0vXqZ+zRrBkRGArt3Ax07yp8xMUBoqLlPfDwwYQJw4gTQtq3sY7kPY58pU+T9/Hx5rBkzzNs9PORzdu8uddgOU20D2cTERKSmpgIAgoODERkZiYsXL+LmzZumPmFhYQgLC0NSUhIyLJJMIyIiUKNGDZw5cwa5ueZLzjZo0AABAQFISEiw+kVOzdGY7l/0zMKNY8cAADExMcjPz8cpi+QXpVKJmJgYZGRkIDEx0dSu0WjQrFkzpKam4sKFC6Z2f39/NGzYEFevXkWyxaVUjHPy8soDoEFBgQIHDhxHvXqhlTKnpk2bQqVS4di/czFyxJzs9T5xTpwT58Q5cU5ln5MQAh4eHsjLy4O3tzf0er0pQARkMKzRaFBQUIBbt25Z7UetViM/P99qLF5eXvDy8kJeXp5VAK1SqeDp6Ync3FyrAFKtVkOpVCInJ8dq7BqNBgqFwqbd29sbQgir1wUAfHx8YDAYkJdnrjCkUCjKNSfjiWLJyclWwWqYRXHb6Ohoq+POmjULs2fPRkkMBhlY3nUX0LIl/j0GoFIBgYHWfUNDzVdUS062DmKN243bSuqTng7k5ACpqTJFoag+FunETqcQ5f0o4+YuXryIiIgIJCUloW7dugDs/4m3Q41zOKhrBCUKkHvpGhShtUz9Aft+ir/3XoF16+QnwuRkPUJCnP8pvqJzcsWVCc6Jc+KcOKfqNqfc3Fz8888/iIqKgkajselrHI+9Vl6Nq532bC/rWPLz85GUlIR69epZrbIqFApcvnwZERERSEhIQHh4uGlbWVZkJ0wAfv0V2LkT+DdkwbffAmPGABZxNwCgQweZ7zpvHjBuHPDPP9b5rtnZgK8vsG4d0KcP0KSJ3I/liuu6dTJvNjtbBrLh4TLHNi7O3Gf6dJmX6yqVyartiqxSqYRSqbRqs6whV7hvRdrT8+SKbADS4RkcBBTaXtR+FApFke3FjbG4dn9/89caOTlKGLtVdE63015Zc7LX+3Q77ZwT51RZYyxvO+fEOVXWGMvbbpyTUqk0BXV5eXnl/oq/KsnPzzetUBf3Wvr7+yMgIKDM+5w0Cfj5Z2DHDnMQC8grmOXny4ucWq7KpqSYr24WFmZbXcBY1cCyT+FKBykpQECALN+pVMpbUX2cdfW2olTbQNaRdAU+AAAt0gFNsEOPzYsiEBGRPRUUFEClUkGlUlnlhFYXQghTmkRlBPNCAE89BaxZI8tjRUVZb2/XDvDyArZskWW3AFme6/x588ppXBzwf/8nqwvUkl8CY9MmGaQaMxzi4uQKrKVNm8z7UKnksbZskSXAAJnqsGWLDLJdBQNZB9AV+AIAtErHR5KWl6llLVkiIqpMQgjo9Xp4enoWuxJZHXh4eJhei4qaOFGmD/zwg/w/3JjTqtXKlVKtFhg7VpbFCg6WwelTT8kAtGNH2bd3bxmwjhgBzJ8v9/Hii3LfxmyG8eOB99+XqQKPPgps3QqsWgX88ot5LNOmAaNGAXfeKVMX3nlHlgEbM6bC06w0DGTtLDcXyIf8rdGqsh1+fK7IEhGRPRhXYFNSUqBQKKBWq6vtiuzNmzdhMBgqZf6LF8uf3bpZty9dCoweLe+//basIDBwoMyVjY8HPvzQ3FeplGkJEybIANfXVwakr7xi7hMVJYPWqVOBRYtk+sKnn8p9GQ0ZAly7JuvPJicDbdoA69fbngDmTAxk7UxeDEH+YmtVuSV3tgMGskREZA8eHh6oW7cuEhMTcfny5WoZxBoJISptVbos2Qkajbzi1gcfFN+nXj3b1IHCunUDDh0quc+kSa6VSlAYA1k7013OAiCjSa13Xsmd7cAykGVqARERVSZjyazIyEh4elbfkEKv1+P8+fPOHka1VH1/6xzEKpD1KSi5sx1Y5shyRZaIiCqbQqGAp6cnNBpN6Z2rqMK1aclxiq7nQZVGd8WcF6v1q3gSeHkxtYCIiIiqKgaydqa7ak4n0AY4vsYeA1kiIiKqqhjI2pnumvnSdtpAxyfCM0eWiIioeDt37kSHDh2g0WhQs2ZNLFq0yNlDonJgIGtnuhvmvFhtkONfbubIEhERFW3dunV44IEH8OSTT+Lo0aN44oknMHXqVCQlJTl7aFRGPNnLznQ3zXmx2ppeDj8+UwuIiMih7rzTXMXfkcLCgD//LHP33NxcPPHEE1i0aBGGDRsGAHjllVfw7rvvYseOHfj++++xcOFC1KxZE4A8qW3Hjh3wt1whIqdjIGtnOp35vjZE5fDjM5AlIiKHSk4GLl1y9ihKtXXrVuTk5GDIkCGmNqVSabq4w/Hjx7Fo0SIMNF4HllwSA1k706Wb82K1oY4vTcIcWSIicqiwMLc47rZt29CmTRurixicPXsWGRkZaNu2Ld566y288MILlT1KqmQMZO1Ml2n+A9GGeTv8+BqNvFSdXs8VWSIicoByfL3vTIcOHUJ+fr5V24cffoh27dqhcePGOHXqlNVq7Ouvv46+ffs6ephUCtcKZHfsABYsAA4cAK5cAdasAe6/37xdCGDWLOCTT4C0NOCuu+RFiRs3dtaIS6XLNufFasP9SuhpHwqFXJXV6RjIEhERGR06dAhCCHz55ZeIjY3F6tWrsXjxYuzatQvnzp1Ds2bNsHfvXmcPk0rhWlULsrKA1q2Lv3jw/PnAu+8CH30E7N0L+PoC8fGAC19RQ5cr82IVMMCvToBTxmBML2BqAREREXD+/HncvHkTX331FRYsWIBWrVrhhx9+wPr169G2bVscP34cTZo0cfYwqQxca0W2Tx95K4oQwDvvAC++CAwYINu+/BIIDQXWrgUefrjIp+Xl5SEvz3xRggwHR3PpeTIvNgDpUARqHXpsI+MJllyRJSIiAg4fPozg4GDce++9uPfee222M5B1H661IluSc+fkmZC9epnbtFogNhbYvbvYp82dOxdardZ0i46OdsBgzXQFPgAArSId8HJ8+S3AvCKbmSk/DxAREVVnhw4dQkxMTLHbjx8/jiVLlqBNmzZo06YNunfv7sDRUXm41opsSYw16UJDrdtDQ0usVzdjxgxMmzbN9PjSpUsODWZ1BTKK1CqdtxxqDGQNBpmF4e34c86IiIhcxqFDh9CqVatit3/77bcOHA1VhPsEsrdJrVZDrVabHqenpzvs2Pn5QC5kaoHWK9thxy2scAkuBrJERFSdrV271tlDoEriPqkFxvpwKSnW7SkpzqtZVwqrq3qpnXdCGi9TS0RERFWR+wSyUVEyYN2yxdyWni6rF8TFOW9cJdBdMkeNWk1+CT3ti1f3IiIioqrItVILMjOBs2fNj8+dAw4fBoKDgchIYMoU4LXXZN3YqCjgpZeAOnWsa826EN3lLACyUoHWt8Bp42AgS0RERFWRawWyf/4JWJ4ZaDxJa9QoYNkyYPp0WWt23Dh5QYROnYD16+Xlq1yQLjnHdF/rpy+hp33xMrVERERUFblWINutW8n1oRQK4JVX5M0N6FLMebHaAOfVvWKOLBER2ZOo5rUdq/v8ncm1AtkqRnfNnBerDXTeOJhaQERE9uDl5QWFQoFr164hJCQECoXC2UNyOCEErl27BoVCAS8n1YuvzhjI2pHuhjkvVhvsvJeagSwREdmDUqlE3bp1cfHiRSQlJTl7OE6jUChQt25dKJVKZw+l2mEga0e6VIPpvraG815qy9QC5sgSEVFl8vPzQ+PGjXHr1i1nD8VpvLy8GMQ6CQNZO9LpzDkz2hCV08bBFVkiIrInpVLJQI6cwn3qyLohXbo5V0gb6rzKCgxkiYiIqCpiIGtHukzzgre2to/TxsHyW0RERFQVMZC1I122RSBbx9dp42D5LSIiIqqKGMjakS5HbbrvHx7gtHEwtYCIiIiqIgaydpSeL/Ni/ZEOj0AGskRERESViYGsHekKZF6sVpEOOPFsTpUK8Pw3y4E5skRERFRVMJC1I51eLoVqlVlOHYdCYc6T5YosERERVRUMZO3k1i0gW/y7IuuV7eTRmNMLGMgSERFRVcFA1k7Sb5ivcKLV5DpxJBIDWSIiIvewYwfQrx9Qp478VnXtWuvtQgAvvwzUrg14ewO9egFnzlj3uXkTGD4cCAgAAgOBsWNtY4CjR4HOnQGNBoiIAObPtx3L6tVAs2ayT0wMsG5dZc604hjI2onuojkZVavJd+JIJMtAVoiS+xIREZHzZGUBrVsDH3xQ9Pb584F33wU++gjYuxfw9QXi44Fci3Wz4cOBEyeATZuAn3+WwfG4cebt6elA795AvXrAgQPAggXA7NnAkiXmPrt2AUOHyiD40CHg/vvl7fhxO0z6NvEStXaiu5wFIBgAoPV1/vWnjTmyQgDZ2fKXnoiIiFxPnz7yVhQhgHfeAV58ERgwQLZ9+SUQGipXbh9+GPjrL2D9emD/fuDOO2Wf994D+vYF3nxTrvR+8w2Qnw98/rk8KbxFC+DwYWDhQnPAu2gRcM89wLPPysevvioD4/ffl0G0K6i2gaxer4derwcAKBQKeHh4wGAwQFgsVxrbjf1Ka/fw8IBCoYBer8fNK+a82AA/PYQQMBgMNv0B2LQrlcoi+yuVSpsxFtdeeE6+vh4A5CVzMzMBjab8cyrL2B05p9LGzjlxTpwT58Q5cU7OnpNRRkYG0tPTTY/VajXUanO9+bI6dw5ITpbpBEZaLRAbC+zeLQPZ3btlOoExiAVkfw8PuYL7wAOyT5cuMog1io8H5s0DUlOBoCDZZ9o06+PHx9umOjhTtQ1kExMTkZqaCgAIDg5GZGQkLl68iJs3b5r6hIWFISwsDElJSciwqFsVERGBGjVq4MyZM8i1WMdv0KABAgICkJCQgKMX80ztvkHyl/7YsWNWY4iJiUF+fj5OnTplalMqlYiJiUFGRgYSExNN7RqNBs2aNUNqaiouXLhgavf390fDhg1x9epVJCcnm9oLz6mgIBLGFeLMTCAzs/xzsvzHomnTplCpVE6dk1FF3ifOiXPinDgnzolzsuecjKKjo63GM2vWLMyePRvlZTxsaKh1e2ioeVtyMlCrlvV2T08gONi6T1SU7T6M24KC5M+SjuMKFKLwR40q7uLFi4iIiEBSUhLq1q0LwD6fDr+aeghj3pMfhd7rvxET197t1E+HTz6pwJIl8niHDgExMVXrE29V/BTPOXFOnBPnxDm5/5wuX76MiIgIJCQkIDw83LStrCuyCgWwZo3MTQVk3upddwGXL8uTvYwGD5Z9V64EXn8d+OILwCJmByCD2zlzgAkTZH5sVBTw8cfm7QkJMsUgIQFo3lyu1n7xhcyTNfrwQ7mPlJRSh+4Q1XZFVqlUQlnoIgXGX/Ki+pa3PeNmgelxYJD8YyvPforrX9wYS2s35sgCckX2duZU0fbKnpM9xljeds6Jc6qsMZa3nXPinCprjOVt55zK3w7I1dyAgIpf5dO4yJuSYh3IpqQAbdqY+1y9av28ggJZycD4/LAw22DU+Li0PhYLzU7HqgV2ortp/mSnrenlxJFIvEwtERGR+4uKkoHkli3mtvR0mfsaFycfx8UBaWmyGoHR1q2AwSBzaY19duyQde+NNm0CmjaVaQXGPpbHMfYxHscVMJC1E53OfF9bS1V8RwexDGR5mVoiIiLXlZkpKwgcPiwfnzsn758/L9MHpkwBXnsN+PFH4NgxYORIWYnAmH7QvLmsNvD448C+fcAffwCTJskTwerUkX2GDZOpA2PHyjJdK1fKKgWWJ3dNniyrH7z1FnDypCzP9eefcl+uotqmFtibLt18pqK2lsaJI5EKpxYQERGRa/rzT6B7d/NjY3A5ahSwbBkwfbqsNTtunFx57dRJBpwai3Djm29kwNmzp6xWMHCgrD1rpNUCGzcCEycC7doBNWvKiyxY1pr9z3+Ab7+Vpb5mzgQaN5YVC1q2tOPky8m9AtnZs2WGsaWmTeXHBBejyzLn2mhr+zhxJBJTC4iIiNxDt24lX7xIoQBeeUXeihMcLIPQkrRqBfz+e8l9Bg2SN1flXoEsIE+n27zZ/NjTNaegyzLnxWrrOP/qAwxkiYiIqKpxzSiwJJ6ernW6XDF0ueaSGgERWieORGKOLBEREVU17ney15kzMlO5QQN5IeHz50vsnpeXh/T0dNMtw0FRXHq+TFTxQwaUWr9Setsfc2SJiIioqnGvQDY2VmY5r18PLF4sT+Pr3LnEJca5c+dCq9WaboWvrGEvulsyLzZAkSGTWZyMqQVERERU1bhXINunj8w4btVKXux33Tp5ut6qVcU+ZcaMGdDpdKZbQkKCQ4aqM8jIUeuZ5ZDjlYaBLBEREVU17pcjaykwEGjSBDh7ttguhS8Bl56ebvdh6fVApvg3kPXKtvvxysIytYA5skRERFQVuNeKbGGZmcDff1tfo80FpF/NNd3XqnNL6Ok4vhaFE7giS0RERFWBewWy//0vsH07kJQE7NoFPPAAoFQCQ4c6e2RWdBfNS55a73wnjsRMpZI3gIEsERERVQ3ulVpw8aIMWm/cAEJC5KUs9uyR912I7nIWADkmrU+Bcwdjwc8PuHmTqQVERERUNbhXILtihbNHUCa65BzTfa2/3okjsebvLwNZrsgSERFRVeBeqQVuQpdikSMb4MSBFGKsXMBAloiIiKoCBrJ2oLtmzovVBjpvHIUZA9msLMBgcO5YiIiIiCqKgawd6G6a82K1QUonjsSaZS3ZLNcob0tERER02xjI2oEu1bzcqa3p5cSRWONlaomIiKgqYSBrB7o0831tiMpp4yiMV/ciIiKiqoSBrB3oMhSm+9pQjRNHYo2BLBEREVUlDGTtQJdprmqmre3jxJFYswxkWUuWiIiI3B0DWTvQZZvzYrXhfiX0dCzmyBIREVFVwkDWDnS5atP9gLquU0iWqQVERERUlTCQtYP0fBnI+iALXgHeTh6NGQNZIiIiqkoYyNqB7pYvACBAkQkoFKX0dhzL1ALmyBIREZG7YyBrBzqDXPrUerrWsidXZImIiKgqYSBbyQx6gQzxbyDrlePk0VhjIEtERERVCQPZSpaRnAXx78uqVec6eTTWWH6LiIiIqhIGspVMd8m81Kn1znfiSGyx/BYRERFVJQxkK5nucpbpvta3wIkjscXUAiIiIqpKGMhWMt2VbNN9rZ/eiSOxxUCWiIiIqhIGspVMdzXPdF8bIJw4ElvMkSUiIqKqhIFsJdNdv2W6rw10nRqyAODpCWg08j5XZImIiMjdMZCtZLob5rxYbbDSiSMpmnFVloEsERERuTsGspVMl2rOi9XW9HLiSIrGQJaIiIiqCgaylUynM9/XhqicN5BiGEtwMUeWiIiI3B0D2UqmSze/pNpQjRNHUjTjimxODqB3raIKREREROXinoHsBx8A9evLM5diY4F9+5w9IhNdljkvVlvH14kjKZpl5YKsrOL7ERERkfO4cKjjUtwvkF25Epg2DZg1Czh4EGjdGoiPB65edfbIAAC6bHNerKsHssyTJSIicj0uHuq4FE9nD6DcFi4EHn8cGDNGPv7oI+CXX4DPPweef965YwOgy1Wb7msjApw4kqJZXqb20UetA9uKULhWpTEiIqJyef99IDTU2aOQXDzUcSnuFcjm5wMHDgAzZpjbPDyAXr2A3buLfEpeXh7y8swXKdD9ezbWpUuXoP83SVShUMDDwwMGgwFCmC9iUN52Dw8P3MgtAJAONXJw5WYucFO2A4DBYLAaW3HtSqUSQgir9soao0LhA0AG2xs2FPmSERERVTtPP61Dbq78f7fy/s9VICUlBYCMPwICzAtcarUaarV58cvoNkKdas29Atnr1+UZSoU/MoWGAidPFvmUuXPnYs6cOTbtHTt2tMcITfIgc1uIiIjI9XXpYt/9t2zZ0urxrFmzMHv2bJt+txHqVGvuFcjehhkzZmDatGmmxwUFBfjrr78QERFhWhGtbBkZGYiOjkZCQgL8Lb/LJ5fC98l98L1yH3yv3AffK8cwGAw4f/48oqOj4elpDruKWo2l8nOvQLZmTUCpBP5dpjdJSQHCwop8SlFL93fddZe9RggASE9PBwCEh4dbfY1AroXvk/vge+U++F65D75XjhMZGVnmvrcR6lRr7lW1QKUC2rUDtmwxtxkM8nFcnPPGRURERFQJGOqUj3utyAKyHsWoUcCddwIdOgDvvCMLohpP7SMiIiJyYwx1ys79AtkhQ4Br14CXXwaSk4E2bYD1612nZgZkOsOsWbOY/+Li+D65D75X7oPvlfvge+W63CDUcRkKYVkngoiIiIjITbhXjiwRERER0b8YyBIRERGRW2IgS0RERERuiYEsEREREbklBrKV7IMPPkD9+vWh0WgQGxuLffv2OXtIVdqOHTvQr18/1KlTBwqFAmvXrrXaLoTAyy+/jNq1a8Pb2xu9evXCmTNnrPrcvHkTw4cPR0BAAAIDAzF27FhkZmZa9Tl69Cg6d+4MjUaDiIgIzJ8/395Tq3Lmzp2L9u3bw9/fH7Vq1cL999+PU6dOWfXJzc3FxIkTUaNGDfj5+WHgwIGm65QbnT9/Hvfeey98fHxQq1YtPPvssygoKLDq89tvv+GOO+6AWq1Go0aNsGzZMntPr0pZvHgxWrVqhYCAAAQEBCAuLg6//vqraTvfJ9f0xhtvQKFQYMqUKaY2vldU5QmqNCtWrBAqlUp8/vnn4sSJE+Lxxx8XgYGBIiUlxdlDq7LWrVsnXnjhBfH9998LAGLNmjVW29944w2h1WrF2rVrxZEjR0T//v1FVFSUyMnJMfW55557ROvWrcWePXvE77//Lho1aiSGDh1q2q7T6URoaKgYPny4OH78uFi+fLnw9vYWH3/8saOmWSXEx8eLpUuXiuPHj4vDhw+Lvn37isjISJGZmWnqM378eBERESG2bNki/vzzT9GxY0fxn//8x7S9oKBAtGzZUvTq1UscOnRIrFu3TtSsWVPMmDHD1CcxMVH4+PiIadOmiYSEBPHee+8JpVIp1q9f79D5urMff/xR/PLLL+L06dPi1KlTYubMmcLLy0scP35cCMH3yRXt27dP1K9fX7Rq1UpMnjzZ1M73iqo6BrKVqEOHDmLixImmx3q9XtSpU0fMnTvXiaOqPgoHsgaDQYSFhYkFCxaY2tLS0oRarRbLly8XQgiRkJAgAIj9+/eb+vz6669CoVCIS5cuCSGE+PDDD0VQUJDIy8sz9XnuuedE06ZN7Tyjqu3q1asCgNi+fbsQQr43Xl5eYvXq1aY+f/31lwAgdu/eLYSQH1w8PDxEcnKyqc/ixYtFQECA6f2ZPn26aNGihdWxhgwZIuLj4+09pSotKChIfPrpp3yfXFBGRoZo3Lix2LRpk+jataspkOV7RdUBUwsqSX5+Pg4cOIBevXqZ2jw8PNCrVy/s3r3biSOrvs6dO4fk5GSr90Sr1SI2Ntb0nuzevRuBgYG48847TX169eoFDw8P7N2719SnS5cuUKlUpj7x8fE4deoUUlNTHTSbqken0wEAgoODAQAHDhzArVu3rN6vZs2aITIy0ur9iomJQahFVfD4+Hikp6fjxIkTpj6W+zD24d/h7dHr9VixYgWysrIQFxfH98kFTZw4Effee6/N68n3iqoD97uyl4u6fv069Hq91T8GABAaGoqTJ086aVTVW3JyMgAU+Z4YtyUnJ6NWrVpW2z09PREcHGzVJyoqymYfxm1BQUF2GX9VZjAYMGXKFNx1111o2bIlAPlaqlQqBAYGWvUt/H4V9X4at5XUJz09HTk5OfD29rbHlKqcY8eOIS4uDrm5ufDz88OaNWsQHR2Nw4cP831yIStWrMDBgwexf/9+m238m6LqgIEsETncxIkTcfz4cezcudPZQ6FiNG3aFIcPH4ZOp8N3332HUaNGYfv27c4eFlm4cOECJk+ejE2bNkGj0Th7OEROwdSCSlKzZk0olUqbs0FTUlIQFhbmpFFVb8bXvaT3JCwsDFevXrXaXlBQgJs3b1r1KWoflsegsps0aRJ+/vlnbNu2DXXr1jW1h4WFIT8/H2lpaVb9C79fpb0XxfUJCAjgylE5qFQqNGrUCO3atcPcuXPRunVrLFq0iO+TCzlw4ACuXr2KO+64A56envD09MT27dvx7rvvwtPTE6GhoXyvqMpjIFtJVCoV2rVrhy1btpjaDAYDtmzZgri4OCeOrPqKiopCWFiY1XuSnp6OvXv3mt6TuLg4pKWl4cCBA6Y+W7duhcFgQGxsrKnPjh07cOvWLVOfTZs2oWnTpkwrKAchBCZNmoQ1a9Zg69atNuka7dq1g5eXl9X7derUKZw/f97q/Tp27JjVh49NmzYhICAA0dHRpj6W+zD24d9hxRgMBuTl5fF9ciE9e/bEsWPHcPjwYdPtzjvvxPDhw033+V5Rlefss82qkhUrVgi1Wi2WLVsmEhISxLhx40RgYKDV2aBUuTIyMsShQ4fEoUOHBACxcOFCcejQIfHPP/8IIWT5rcDAQPHDDz+Io0ePigEDBhRZfqtt27Zi7969YufOnaJx48ZW5bfS0tJEaGioGDFihDh+/LhYsWKF8PHxYfmtcpowYYLQarXit99+E1euXDHdsrOzTX3Gjx8vIiMjxdatW8Wff/4p4uLiRFxcnGm7sVRQ7969xeHDh8X69etFSEhIkaWCnn32WfHXX3+JDz74gKWCyun5558X27dvF+fOnRNHjx4Vzz//vFAoFGLjxo1CCL5PrsyyaoEQfK+o6mMgW8nee+89ERkZKVQqlejQoYPYs2ePs4dUpW3btk0AsLmNGjVKCCFLcL300ksiNDRUqNVq0bNnT3Hq1Cmrfdy4cUMMHTpU+Pn5iYCAADFmzBiRkZFh1efIkSOiU6dOQq1Wi/DwcPHGG284aopVRlHvEwCxdOlSU5+cnBzx5JNPiqCgIOHj4yMeeOABceXKFav9JCUliT59+ghvb29Rs2ZN8cwzz4hbt25Z9dm2bZto06aNUKlUokGDBlbHoNI9+uijol69ekKlUomQkBDRs2dPUxArBN8nV1Y4kOV7RVWdQgghnLMWTERERER0+5gjS0RERERuiYEsEREREbklBrJERERE5JYYyBIRERGRW2IgS0RERERuiYEsEREREbklBrJERERE5JYYyBIRERGRW2IgS0RERERuiYEsEREREbklBrJE5Pbmz5+PZs2awWAwmNqWLVsGhUKBpKSkSjnG7NmzoVAocP369UrZnyN99NFHiIyMRF5enrOHQkRUqRjIEpFDHTlyBIMGDUJ4eDjUajVCQ0PRv39/XLlyxdRHCIFXXnkFv//+e6n7S09Px7x58/Dcc8/Bw4P/pBVl9OjRyM/Px8cff+zsoRARVSr+q09EDnPlyhV06tQJSUlJePbZZ7FkyRLMmDEDQggIIUz9Tp8+jVmzZlkFt8X5/PPPUVBQgKFDh1q1jxgxAjk5OahXr16lz8PdaDQajBo1CgsXLrR6nYmI3J2nswdARNXHzz//jMzMTLzzzju46667TO1Tpkyx6nfgwAEAwB133FHqPpcuXYr+/ftDo9FYtSuVSiiVyooP2oVlZWXB19e3TH0HDx6M+fPnY9u2bejRo4edR0ZE5BhckSUih4mNjYVarUafPn0wcuRILF++HBkZGVZ9OnTogOHDhwMAGjduDIVCgcDAwCL3d+7cORw9ehS9evWy2VZUjqwxz/Xs2bMYPXo0AgMDodVqMWbMGGRnZ5dpDmlpaWV67qFDh9CnTx8EBATAz88PPXv2xJ49e6z6jB49GvXr17d5rnGcRbUlJCRg2LBhCAoKQqdOnZCRkYEpU6agfv36UKvVqFWrFu6++24cPHjQ6vnt2rVDcHAwfvjhhzLNk4jIHXBFlogcxmAwoGPHjhg/fjyuXr2KuXPnYtq0aVizZg06duwIAHjuuecwe/Zs5OXl4eWXXwaAYgPZXbt2ASjbyq2lwYMHIyoqCnPnzsXBgwfx6aefolatWpg3b16lPPfEiRPo3LkzAgICMH36dHh5eeHjjz9Gt27dsH37dsTGxpZrvJYGDRqExo0b4/XXX4cQAuPHj8d3332HSZMmITo6Gjdu3MDOnTvx119/2bwud9xxB/7444/bPjYRkathIEtEDpGQkIC7774bW7duRUxMDABgzJgxaNmyJUaPHo2TJ08CAAYOHIhp06ahR48eeOSRR0rcp/E5UVFR5RpL27Zt8dlnn5ke37hxA5999lmZAtmyPPfFF1/ErVu3sHPnTjRo0AAAMHLkSDRt2hTTp0/H9u3byzVeS61bt8a3335rejxz5kw8/vjjeOutt0xt06dPL/K5DRo0wFdffXXbxyYicjVMLSAihxgzZgz69+9vCmIBwN/fH/fddx9OnTqF9PR0AIBOp8P58+fRqlWrUvd548YNeHp6ws/Pr1xjGT9+vNXjzp0748aNG6YxVOS5er0eGzduxP33328KYgGgdu3aGDZsGHbu3Fmm45T1+IGBgdi7dy8uX75c6nODgoKQk5NT5jQKIiJXx0CWiOxu37592LdvH/r372+zraCgAADg5eUFADh69CgAlCmQvV2RkZFWj4OCggAAqampFX7utWvXkJ2djaZNm9o8t3nz5jAYDLhw4cJtjRuwXX2eP38+jh8/joiICHTo0AGzZ89GYmJikc81ViwonH9LROSuGMgSkd3t3bsXANCsWTObbYcPH0bTpk3h7e0NwBzItm7dutT91qhRAwUFBTYnjJWmuGoGZSlNVZHnFlZcQKnX64t9jvF1Mho8eDASExPx3nvvoU6dOliwYAFatGiBX3/91ea5qamp8PHxsdkHEZG7YiBLRHZ348YNAIBKpbJq//vvv7F//3489NBDprajR4+idu3aqFmzZqn7NQbG586dq8TRVkxISAh8fHxw6tQpm20nT56Eh4cHIiIiAMjV3LS0NJt+//zzT7mOWbt2bTz55JNYu3Ytzp07hxo1auD//u//bPqdO3cOzZs3L9e+iYhcGQNZIrK7OnXqAAA2b95sasvLy8MTTzyBwMBAPPHEE6b28+fPo27dumXab1xcHADgzz//rMTRVoxSqUTv3r3xww8/WJX+SklJwbfffotOnTohICAAANCwYUPodDrTKjQgLxqxZs2aMh1Lr9dDp9NZtdWqVQt16tQp8nK0Bw8exH/+85/bmBURkWti1QIisrsHHngA06dPx9SpU3HhwgUEBgbi66+/xrFjx7B69WrTCiUgc0C3bt2K+fPno06dOmjevDnatWtX5H4bNGiAli1bYvPmzXj00UcdNZ1Svfbaa9i0aRM6deqEJ598Ep6envj444+Rl5eH+fPnm/o9/PDDeO655/DAAw/g6aefRnZ2NhYvXowmTZrY1IEtSkZGBurWrYuHHnoIrVu3hp+fHzZv3oz9+/dbVTEA5EUmbt68iQEDBlT6fImInIWBLBHZXUhICDZs2IBnnnkGCxYsgEqlwl133YUPPvjAtKpq9OKLLyIxMRGvvvoqMjMz8e677xYbyALAo48+ipdffhk5OTkuk/vZokUL/P7775gxYwbmzp0Lg8GA2NhYfP3111Y1ZGvUqIE1a9Zg2rRpmD59uqk+7ZkzZ8oUyPr4+ODJJ5/Exo0b8f3338NgMKBRo0b48MMPMWHCBKu+q1evRmRkJK/qRURVikLwwttE5MZ0Oh0aNGiA+fPnY+zYsc4ejkvKy8tD/fr18fzzz2Py5MnOHg4RUaVhjiwRuTWtVovp06djwYIFMBgMzh6OS1q6dCm8vLxsatASEbk7rsgSERERkVviiiwRERERuSUGskRERETklhjIEhEREZFbYiBLRERERG6JgSwRERERuSUGskRERETklhjIEhEREZFbYiBLRERERG6JgSwRERERuSUGskRERETklv4fdfJP4bZfPaMAAAAASUVORK5CYII=",
-      "text/plain": [
-       "<Figure size 700x300 with 2 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": 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05X2ns7KybL7PISEhOHDgQIXXGjx4MPbt22czIWrNmjXQ6XS49957AUBpCf3ll1+Qm5tb+QdQiTlz5uC+++6zGR/fokULDB8+HCtWrLimxkJT3WNQSpWyBJuW4LQ85QWvTZs2tXlt+U++RYsWNukhISEICAiwSTtx4gQ2btxY5h/v3r17AwDS0tIqvFZlOnfujE2bNmHz5s3YtWsXLl68iM8//1wJaNLT0zF58mSEhYXB09MTISEhyjWysrLKnM/e9at7jqioKJvXfn5+8PDwULpAS6ZnZGQor0+cOIEjR46U+axatmwJoOxnVdqFCxeQmZmJDz/8sMw5Ro0aZfccVf28s7OzceHChTL3HABatmypLCNj+e5kZ2eXyfftt99i06ZNeOONN6p0zby8PMyePRuRkZHQ6XQIDg5GSEgIMjMzq/S5W76Lls+4Ot/b8vj5+WHhwoVISkpSVq5o1aoV3nvvPbz00ktVOkdJTzzxBFq2bIl+/fqhUaNGGD16NDZu3GiT57///kO7du0qPE91vzvl3cfc3FxcuHCh2vUo77w+Pj5o0KBBnS4z1Lp1a9x8881YuXKlkrZy5Up06dIFzZs3r/T9Xl5euOeee7BmzRrMnTsX3t7eyooeQPnfaR8fH2zatAmbNm0q0x1fngcffBBqtVoZUiKEwNq1a9GvXz/o9XoA8u/k1KlT8fHHHyM4OBh9+/bFkiVL7H7nK5ORkYEjR44oQ09KatOmDfLz83Hy5Mlqn5eoPBxTSpXy8/NDgwYNcOjQoQrzHTp0CA0bNlT+cbSoakuaPWazGbfffjumT59u97jlP80rvVZwcLAS4NozaNAg7Nq1C9OmTUOHDh3g4+MDs9mMO+64A2azuUx+e9ev7jnsLXNU3tJH4vK4VUB+VjExMVi0aJHdvJGRkeXW0/J+AHjkkUcwYsQIu3muv/56m9dV/bzT09OrlK958+Zwc3PD4cOHyxzr3r07AFR5VvWkSZOwfPlyTJkyBbGxsfDz84NKpcJDDz1U5c8dsP2Ma1Pjxo0xevRoDBgwANHR0Vi5ciVefvllALIF0951S7dChoaG4sCBA/jll1/w888/4+eff8by5csxfPhwfPbZZ1UuS02/O/Xd8OHDMXnyZJw9exYFBQX4888/8d5771X5/YMHD1Zaop9++mmbH5CtW7cGgDLfaTc3N+XfnrNnz1bpOhEREejWrRu+/vprPPfcc/jzzz9x+vRppWfH4s0338TIkSPx7bff4tdff8WTTz6J+fPn488//6zWWO38/HwAsNuKb/kusqWUahODUqqSu+++Gx999BF27tyJrl27ljn++++/IykpCY8//nil57L86j5x4oTN8lEXLlywafkD5GSE7OzsCgPHupKRkYHffvsN8+bNw+zZs5X0EydOOPQcVdWsWTMcPHgQvXr1qnRSiL3jISEh8PX1hclkqvXP2xIE2qv38ePHlXUNvb290aNHD2zfvh3nzp2z6eqvrnXr1mHEiBF48803lbT8/PwrXsy9Ot/b6ggICECzZs1sgpaAgAC7GwRYWmtL0mq1uOeee3DPPffAbDbjiSeewAcffIAXXngBzZs3L3Nue6rz3QHKv49eXl7K8JkrmZh04sQJ9OzZU3mdnZ2N5ORk3HnnndU+V2kVleehhx7C1KlTsWrVKuTl5cHd3R2DBw+u8rn79esHb29vmM3mMq2erVq1QosWLbBhwwYsXry4xsvEDR48GE888QQSEhKwZs0apaW2tJiYGMTExGDWrFnYtWsXbrnlFrz//vvKD5+qCAkJgYeHB44dO1bm2NGjRwFA+TvKHbSoNrD7nqpk2rRp8PT0xOOPP45Lly7ZHEtPT8e4cePg5eVVpW6o3r17w93dHe+++65Na1DpmfSAbGXcvXs3fvnllzLHMjMzUVxcXP3KVJGl5ax0i5W9ctblOapq0KBBOHfuHD766KMyx/Ly8pCTk6O89vb2LhOcaTQaDBw4EP/3f/9nN4ipSbesxYYNG3Du3Dnl9d69e7Fnzx7069dPSZs9ezZMJhMeeeQRu934VW251Gg0ZfK+++67VzzmsTrfW3sOHjyIixcvlkk/deoU4uPj0apVKyWtWbNmOHbsmM1nfvDgQWWGt0Xpv4tqtVppzba0bg0cOBAHDx60u1OZpR7V+e4AwO7du23G5Z45cwbffvst+vTpo3znLcFXdX4EfPjhhygqKlJeL1u2DMXFxTbfjytl7ztvERwcjH79+uHLL7/EypUrcccdd5QZLlOR+Ph45OTkICIiAmFhYWWOz507FxcvXsRjjz1mUz+L6rTGDxw4EBqNBqtWrcLatWtx99132wS6BoOhzL+LMTExUKvVNi2ep0+fthtsluTm5obbb78d33//Pf79918l/fz581i1ahU6d+6sjJ29kvtNVBpbSqlKWrRogc8++wxDhw5FTExMmR2dLl68iFWrVilLC1UkJCQEzzzzDObPn4+7774bd955J/bv34+ff/65zH8E06ZNw3fffYe7774bI0eORMeOHZGTk4O4uDisW7cOSUlJ1frPozr0ej1uvfVWLFy4EEVFRWjYsCF+/fXXao2hqo1zVNWwYcPw9ddfY9y4cdi6dStuueUWmEwmHDt2DF9//TV++eUX3HTTTQCAjh07YvPmzVi0aBEiIiLQtGlTdO7cGQsWLMDWrVvRuXNnPPbYY2jbti3S09Pxzz//YPPmzVXuhi9P8+bN0bVrV4wfPx4FBQVYvHgxgoKCbIZndOvWDe+99x4mTZqEFi1aKDs6FRYW4vjx41i5ciW0Wi3Cw8MrvNbdd9+NL774An5+fmjbti12796NzZs3K8t9VVd1vrf2bNq0CXPmzEH//v3RpUsX+Pj4IDExEZ9++ikKCgowd+5cJe/o0aOxaNEi9O3bF2PGjEFaWhref/99XHfddTYTCR999FGkp6fjtttuQ6NGjXDq1Cm8++676NChg7Icz7Rp07Bu3To8+OCDGD16NDp27Ij09HR89913eP/999G+fftqfXcAoF27dujbt6/NklAAMG/ePCWPZSLU888/j4ceegju7u645557KmwpLCwsRK9evTBo0CAkJCRg6dKl6Nq1K/r371+1m1SB8r7zFsOHD8cDDzwAANUe32vJ/99//+HAgQPo0KGDzfGHH34Yhw8fxvz587F371489NBDaNq0KXJycnD48GGsWrUKvr6+VRqbHBoaip49e2LRokUwGo1lWnS3bNmCiRMn4sEHH0TLli1RXFyML774QvnRWbK+27dvrzQgfuWVV/Dbb7/h1ltvxYQJE+Dm5ob3338fhYWFNuO7O3ToAI1Gg9deew1ZWVnQ6XS47bbbEBoaWmmdiBSOn/BP9dmhQ4fEkCFDRIMGDYS7u7sIDw8XQ4YMKbOYshDWZVlKLtBtYTKZxLx580SDBg0qXYTcaDSKmTNniubNmwutViuCg4PF//73P/HGG28oy8eUXDy/qspbPL+ks2fPigEDBgh/f3/h5+cnHnzwQXH+/HkBwGa5mIrqWtNzjBgxQnh7e5c5b/fu3cV1111nk1ZYWChee+01cd111wmdTicCAgJEx44dxbx580RWVpaS79ixY+LWW28Vnp6eZZYzSk1NFRMmTBCRkZHKPe7Vq5f48MMPlTyWJaGquuxMyfvz5ptvisjISKHT6US3bt3EwYMH7b5n//79Yvjw4SIqKkpotVrh7e0trr/+evH0008ry+9UJCMjQ4waNUoEBwcLHx8f0bdvX3Hs2LFylyP666+/bN5vqWPJJW6q870tLTExUcyePVt06dJFhIaGCjc3NxESEiLuuususWXLljL5v/zySxEdHS20Wq3o0KGD+OWXX8osCbVu3TrRp08fZaODqKgo8fjjj4vk5GSbc126dElMnDhRNGzYUFkYf8SIETZLf1X1u4MSi+e3aNFC6HQ6ccMNN9hdCsiy0YBara7W4vkBAQHCx8dHDB06VFlayeJKl4Sq6DsvhBAFBQUiICBA+Pn5iby8vDJ1Kc+hQ4eESqUSI0eOFEFBQWLGjBnl5t22bZt44IEHlH8/9Xq9uOmmm8ScOXPK3LOKfPTRRwKA8PX1LVPWxMREMXr0aNGsWTNl04iePXuKzZs32+Tr3r17mc+oPPv27RN9+/YV3t7ewsvLS3Tv3t3uRiofffSRiI6OFhqNhstD0RVRCVFHo/iJiC5LSkpC06ZN8frrr+OZZ55xdnGoBlQqFSZMmFCtiUD1QXFxMSIiInDPPffgk08+qfL7Bg8ejG+++QbHjx/HggULlM0yiKj6OKaUiIiueRs2bMCFCxcwfPjwKr/n6NGjWLduHR555BE0bdoUDz30EE6ePImdO3fWYUmJrl4MSomI6Jq1Z88efPTRR5g6dSpuuOEGZemxqnjllVegUqnw/PPPA5DLljVu3BjDhg3D22+/jZSUlLoqNtFViUEpERFds5YtW4bx48cjNDQUn3/+eZXf9++//2L16tUYMmSIssi+Wq3GqlWrEBAQgGnTplU6u52IbHFMKRERERE5HVtKiYiIiMjpGJQSERERkdNd84vnFxcXY//+/QgLC4NazRidiIiI6pbZbEZqaipuuOEGuLld86GY4pr/JPbv349OnTo5uxhERER0jdm7dy9uvvlmZxfDZVzzQalln+K9e/eiQYMGTi4NERERXe2Sk5PRqVMnJQYh6ZoPSi1d9g0aNECjRo2cXBoiIiK6VnDYoC1+GkRERETkdAxKiYiIiMjpGJQSERERkdO5VlC6Ywdwzz1ARASgUgEbNlT+nm3bgBtvBHQ6oHlzYMWKOi4kEREREdU21wpKc3KA9u2BJUuqlv/kSeCuu4CePYEDB4ApU4BHHwV++aUuS0lEREREtcy1Zt/36ycfVfX++0DTpsCbb8rXbdoAO3cCb70F9O1bN2UkIiIiolrnWi2l1bV7N9C7t21a374yvRwFBQUwGAzKw2g01nEhiYiIiKgy9TsoTUkBSi88GxYGGAxAXp7dt8yfPx9+fn7Ko23btg4oKBERERFVpH4HpVdg5syZyMrKUh7x8fHOLhIRERHRNc+1xpRWV3g4kJpqm5aaCuj1gKen3bfodDrodDrltcFgqMsSEhEREVEV1O+W0thY4LffbNM2bZLpRERERFRvuFZQmp0tl3Y6cEC+PnlSPj99Wr6eORMYPtyaf9w4IDERmD4dOHYMWLoU+Ppr4KmnHFxwIiIiIqoJ1wpK//4buOEG+QCAqVPl89mz5evkZGuACsjloH78UbaOtm8vl4b6+GMuB0VERERUz7jWmNIePQAhyj9ub7emHj2A/fvrqEBERERE5Aiu1VJKRERERNckBqVERERELmzZMuD66+XiQnq9nM/988/W4/n5wIQJQFAQ4OMDDBxYdnGi06flzuxeXkBoKDBtGlBc7Nh6VMa1uu+p1phMchfW8+fl/DAfH2eXiOqU2QwUFlofRUW2ry1pJpPtw2wum1bREJq6rkPpsth7VLV8QlTtfGZz3darvhKi6veE6Gr0wAPA4MHOLgUAoFEjYMECoEUL+Vfzs8+Ae++Voxevu07O7/7xR2DtWsDPD5g4Ebj/fuCPP+T7TSYZkIaHA7t2ySk6w4cD7u7Aq686t24lMSi9CuXkAEOGAN9/L1+HhwOTJjm3TADk36SiIrnbluWRmyt34MrKsj7svTYa5U+62gowrpaApWQ9iIio9rRp4+wSKO65x/b1K6/I1tM//5QB6yefAF99Bdx2mzy+fLks/p9/Al26AL/+CsTHA5s3y40vO3QAXnoJePZZYO5cQKt1dI3sY1B6mclkgunyf+wqlQpqtRpmsxmiRKuMJd1UKgAoL12tVkOlUtlNBwBzqYCnvHSNRgMhhN300mVMTgbuu0+Dffus+f791wyzGdWvk0oFU36+tZWtqAjqvDyoMjJgunQJyMwE0tOBjAyoL10C0tNhNhhkWlYWkJcHtdEI5OfDXFwsg9DLddAUFUGoVDC7lfgKCgFNcTHMajWERlNpuspshtpkglmjgVBbR6KoTCaozWaY3NwAlarSdHVxMVRCwOTubns/iosBIWAunV5UBJQuO+vEOrFOrBPrdHXVSaWy+cFv7//c8tIriyMs/58bjUabTXxKb/Bjj8kkW0RzcmQ3/r598r/o3r2teVq3BqKigN27ZVC6ezcQE2O7M3vfvsD48cCRI9ZFj5yNQelliYmJyMjIAAAEBgYiKioKZ8+eRXp6upInPDwc4eHhSEpKgtFoVNIjIyMRFBSEEydOID8/X0mPjo6GXq9HfHy8TdDXqlUraLVaxMXF2ZQhJiYGhYWFSEhIUNI0Gg1iYmJgNBqRmJiopHt4eKB169bIyMjAmTNnAAD//eeBJ59shvPnNTbnPXMmA2fP5tivU2gowl98EUk5OTCGhirddZHbtiEoLg4nHnoI+QEB1jr98AP0Z84gfswYmEr8tGq1ejW02dmIe/RROVjFUqePP0ahjw8Shgyx1qmwEDGffAJjo0ZIvPtua50yMtB69WpktGqFMz16KOm+Z86g2Q8/IK1jR6TcdJOSHpiQgKidO3G2Rw+kt24t/3FSqRB+8CDCDx5EUu/eMEZEWO/T7t0IOnECJ+69F/l+fkr+6B07oE9LQ/wDD8h/zNRqQKVCq23boC0oQFy/frb3aeNGFHp6IqF7d2udiosRs3EjjCEhSOzc2Vqn7Gy03rYNGVFROHP99dY6XbiAZnv2IK1lS6S0bGmt05kziDp4EGfbt0d6ZKT1Ph0/jvDjx5HUuTOMISHWOh06hKDz53GiZ0/k6/Wy7Go1oo8fhz43F/E332xbp1OnoDWbEdeihVJ/qFSISU5GoVaLhLAw5R95jRCISUuDUatFYonvgEdxMVpfuoQMT0+c0eutdSooQLPMTKR5eyOlxHiRwLw8RBkMOKvXI73ETmvh2dkIz8lBkr8/jJZ/hFUqRObmIqi4GCf8/ZGv0cjyqNWILiqCXqVCvE6Hkj+hWhUVQQsgrtR/ODFFRSjUaJDg5qbUX6NSIUangxFAosmk1N9DrUZrb29kFBXhTIm/w74aDZp5eSGtoAAphYXWOrm7I8rDA2fz85FeVGStk1aLcJ0OSbm5MJb4Ox/p4YEgd3ecyMlBfokfl9GentC7uSE+OxumEv9xtfLyglatRlx2tm2dfHxQaDYjITdXSdOoVIjx8YGxuBiJeXnW+1QbdVKpEO7piXBvb/lvRHGx8plFBgQgSK/HidRU5JcYmBYdGgq9pyfiz5yBqURdWzVoAK2bG+Iu/3ul1CkyEoXFxUhITrbWSa1GTGQkjHl5SExLs9bJ3R2tIyKQkZ2NM5cuWevk4YFmYWFIy8xESlaWtU4+PogKCsLZS5eQXuKzDPfzQ7i/P5JSU2Es8dlEBgUhyMcHJ86fR36J+8o6XaN1ysgALv8/be//XADw9fVFs2bNkJaWhpSUFGudKokjki9fs23btjZlmjNnDubOnQt74uJkEJqfL4fkrV8PtG0rl3PXagF/f9v8YWGApUgpKbYBqeW45ZirUInSIf815uzZs4iMjERSUhIaNWoEoH62lG7eDAwapIbBIAOKwECB9HT5fNAgM1atKqel9KuvoB4+vPZ/iWq1gJcX1G5ugJcXzD4+gIeH3P7V0xMarRbCw0OmW0Zu6/XQ+PnBrNdD6PVyYEzJdMuvaI0GuPzZ1rf7VFk668Q6sU6sE+t09dfp9OnTaNy4MeLj49GwYUPleEUtpYWFcrJSVhawbp1cln37dhmUjhoFFBTY5u/UCejZE3jtNWDsWODUKeCXX6zHc3MBb2/gp5+AUm0vTsOW0ss0Gg00GtsWRssX1l5eR6erVCq76Wq1GsuXyy+cpbGiY0dgxQoVYmLk65wcNSxVsalTUZEcTALZ0ofGjQGdTgaUlx+aEs+h1crjgYHQBAYCAQFAYKB8XH6upJdoEQMAezVVlZNe3pIQ5abXk/tkT3XTWSfWqbx01ol1qq0yVjeddbrydF9fX+hL9DhVRKsFmjeXzzt2BP76C3j7bTkXq7BQjqgr2VqamirnlADyz717bc9nmZ1vyeMKGJTWY0LIza5eftmads89wKpVsjHRosRIA1vLl8ttWgE5GGXTpjorKxEREdUes1m2jnbsKGfR//abXAoKABISZKtqbKx8HRsrJ0elpVlH2G3aJDsjS40gcCoGpfVUQQEwZgywcqU1bdIk4K23ZEAqBODmJltPSw1Lk/Lz5dQ7i5KRLREREbmMmTNlF3tUlGxo+uorYNs22R3v5yfjgalTZcelXi/jgdhYOckJAPr0kcHnsGHAwoVyHOmsWXJt00rmVTkUg9J6KD0dGDAA2LFDvlapZDA6ebI1j0olB0JnZpYTlH7wAXD2rHx+zz1Aick5RERE5DrS0uS6osnJMgi9/noZkN5+uzz+1ltyPufAgbLRqm9fYOlS6/s1GuCHH+Rs+9hYOZZ0xAjgxRedU5/ycKLT5YlOZ86cUSY6ubKsLPmFOnpUvvb0lL+Y7ruvbN7ISBl3NmggF9FX5OQA0dHyWw7IUdLt29dxyYmIiAiof7GHo7CltJ5ZtMgakIaGygXyO3Wyn9fXV/5ZpqX0nXesAengwQxIiYiIyOkYlNYjBoOMJwE5XnTHDqBVq/LzW5aKzM6WY0xVKsj+/IUL5QG1Wpl9T0RERORM5a2yQy5o2TIZUwLAI49UHJAC1qBUCLkeGQDZ1Go5yfDhctsHIiIiIidjUFpP5OXJeBKQLZ4zZlT+Hkv3PXC5C//iRTkaGpDrR8yeXevlJCIiIroSDErriY8/tg4DffDByltJAWtLKXA5KH3tNesA00cfBZo2rfVyEhEREV0JBqX1QGEh8Prr1tfPPVe195VsKTX+lwa895584eEhFygjIiIichEMSuuBL78EzpyRz+++u+qT5W1aSt//Ui6YDwBPPAFERNRuIYmIiIhqgEGpizOZgAULrK+ff77q77UJSr/bYk2syoBUIiIiIgdiUOri1q4FTpyQz3v2tG4ZVhU23fcmT/lkyhQgJKTWykdERERUGxiUujCzGXj1Vevr6rSSAqVaSuED+PsDTz9dK2UjIiIiqk0MSl3YDz8AcXHyeefOwG23Ve/9JYNSI3yBadNkYEpERETkYhiUuighgFdesb5+/vnLOzJVg++lJOV5tlcY8OSTtVM4IiIiolrGoNRF/fYbsHevfH799XLWfZUUFwNJScDWrfBZ8Z6SnB17u23TKREREZELcXN2Aci+kmNJn3uuVCtpZiZw+LAMPk+elA/L8zNn5JR9AD64WXmLscWNjig2ERER0RVhUOqCdu8Gtm6Vz1u0AB54AHKf0e+/B1auBH7+GSgqqvQ8vjAqz7PzeauJiIjIdTFScUElx5LOuPcoNI+9DqxbBxiN5b8JAAICgCZN5PahTZrAxz8GuLy9vWV3USIiIiJXxKDUxRzYL/Djj7KvPlJzDo+80R5AqVbRiAjg3ntlM+rlABRNmwJ+fjbZfDKgBKWVxbNEREREzsSg1FWYzcD77+PVmc0A9AUATDfNh9YSkPr6yn78Rx4BuncHNJpKT2mzTilbSomIiMiFMSh1FRs34tiEd7AO8QCAMKRgjOYz4K7+MhC9+27A07Nap3R3B3Q6oKCAQSkRERG5NgalruLff7EAMyAur9I19b6T8PzoJBAcXKPT+vrKoJTd90REROTKuE6pizh1WoUv8QgAwN+7EOM/j61xQApYu/DZUkpERESuzPWC0iVL5MQdDw+5t6ZlBfnyLF4MtGolu7YjI4GnngLy8x1R0lq1+XA4TJcbricMSIavb+2c1xKUsqWUiIiIXJlrBaVr1gBTpwJz5gD//AO0bw/07QukpdnP/9VXwIwZMv/Ro8Ann8hzPPecY8tdCzKyrLeifYy51s5rCW7z8pQ19YmIiIhcjmsFpYsWAY89BowaBbRtC7z/PuDlBXz6qf38u3YBt9wCPPywbF3t0wcYMqTy1lUXlGW03gp9iK7WzltyBn5OTq2dloiIiKhWuU5QWlgI7NsH9O5tTVOr5evdu+2/53//k++xBKGJicBPPwF33lnuZQoKCmAwGJSH0UX6tQ051iWe9GHVm2VfkZJBqYtUlYiIiKpo/nzg5ptlz2doKHDffUBCgm2eHj3kduQlH+PG2eY5fRq46y7Z1hcaCkybBhQXO6oWVeM6s+8vXpT9y2FhtulhYcCxY/bf8/DD8n1duwJCyE933LgKu+/nz5+PefPm1WLBa4ch13or/CK8a+28JcemcrITERFR/bJ9OzBhggxMi4tliNOnDxAfD3iXCBceewx48UXray8v63OTSQak4eGykzk5GRg+XC4d+eqrjqtLZVwnKL0S27bJT3PpUjkp6t9/gcmTgZdeAl54we5bZs6cialTpyqvz507h7Zt28JkMsF0edClSqWCWq2G2WyGEELJa0k3lRqcWV66Wq2GSqWymw4AZrN17GhWobXL3jtAY/MejUYDIYRNfkt66TKWTvf2VsHSIJ6dDYfWqaL0mtSpdBlZJ9aJdWKdWCfWqT7VyXJuo9EIg8GgHNfpdNDpbIfwbdxo8xIrVsiWzn37gFtvtaZ7ecmg055ff5VB7ObNsq2vQwcZKj37LDB3LqDV2n+fo7lOUBocLHcpSk21TU9NLf9TfuEFYNgw4NFH5euYGDlwcuxY4PnnZfd/KaVvuOXLkJiYiIyMDABAYGAgoqKicPbsWaSnpyt5w8PDER4ejqSkJJtu/8jISAQFBeHEiRPILzHzPzo6Gnq9HvHx8TZ/SVq1agWtVou4uDgl7ZxfFJApn585cwQZGfILq9FoEBMTA6PRiMTERCW/h4cHWrdujYyMDJw5c0ZJ9/X1RbNmzZCWloaUlBTk5TUAIFufjUY4tE7ylsSgsLAQCSX6GmpaJwtn3CfWiXVinVgn1ol1qmmdkpOTAQBt27a1KdOcOXMwd+5cVCQry3IN2/SVK4Evv5Qh0z33yBDJ0lq6e7cMkUp2RvftC4wfDxw5AtxwQ4WXdBiVKB3yO1PnzkCnTsC778rXZjMQFQVMnChn2ZfWsaMcc/raa9a0VauAMWNkBFaFrTjPnj2LyMhIJCUloVGjRgCc86uti8ch/F18A1Qwo6BQ2MTTNfnV9sorKsyZI0/2/ffAnXdeO79EWSfWiXVinVgn1skV63T69Gk0btwY8fHxaNiwoXLcXktpSWYz0L8/kJkJ7NxpTf/wQ6BxYyAiAjh0SLaAduoEfPONPD52LHDqFPDLL9b35ObK7v+ffgL69Sv3kg7lOi2lgFwOasQI4Kab5Ke5eLFs+Rw1Sh4fPhxo2FCO+gXkT4FFi2SIb+m+f+EFmV6FgLQkjUYDTan3WL6w9vLWaroQMBbLyU2+6hy4u5ddpFSlUtk9T3lltKTr9da07GwH1qkK6Vdap6qms06sU3nprBPrVFtlrG4668Q6lUz39fWFvuR/1JWYMAE4fNg2IAVk0GkREwM0aAD06gX89x/QrFmVT+90rhWUDh4MXLgAzJ4NpKTIQQ8bN1rbm0+ftu2SnzVLTjGbNQs4dw4ICZEB6SuvOKX4Vyw/H1nwAwDo3fMA1NLK+bCd6MTZ90RERPXTxInADz8AO3YAlzt2y9W5s/zz339lUBoeXna1TMtoyfJGSDqDawWlgPzUJ060f2zbNtvXbm5y4fw5c+q8WHXKYIAB8peS3r12d6MquSQUZ98TERHVL0IAkyYB69fLMKhp08rfc+CA/LNBA/lnbKxsr0tLk5OkAGDTJtmbWmpYq1O5XlB6DSpONyD38mQkPw8GpURERCRNmCA3sPz2W9n7aZlP5ecnd1j/7z95/M47gaAgOab0qafkzPzrr5d5+/SRweewYcDChfIcs2bJc1cwhNXhXGfx/GuYMcW61ZLes6hWz83ueyIiovpr2TI5475HD9nyaXmsWSOPa7Vyqac+fYDWrYGnnwYGDpSTmy00Gtn1r9HIVtNHHpHTdEqua+oK2FLqArJS8pTneq/a3aCeLaVERET1V2VrJEVGygX2K9O4sZxp78rYUuoCDGnWLns/37oLStlSSkRERK6KQakLMFwoUJ7ra2/iPQBuM0pERET1A4NSF5B10TqOVO+nqtVzs/ueiIiI6gMGpS7AkGHtsvcLrN6i/5Xx9rY+Z/c9ERERuSoGpS7AkGXdykwfVLtzz9Rqa2DKllIiIiJyVQxKXYAhy/pcH6St9fNbuvAZlBIREZGrYlDqArKM1tugD/Wo9fNbglJ23xMREZGrYlDqAgy51nGkfuG1H5RaZuCzpZSIiIhcFYNSF2DIdVee68O9K8h5ZSwtpYWF8kFERETkahiUuoCsfOs4Un1I7W9Cy7VKiYiIyNUxKHUBhkJrl72ff+2uUwpwrVIiIiJyfQxKXYChyBMAoILZZl3R2sKtRomIiMjVMSh1AQaTjET16myoar+hlN33RERE5PIYlDpbQQGyhB4AoHfPq5NLsPueiIiIXB2DUmczGGCADEr9tHUflLL7noiIiFwRg1InK7pkQB68AAB6XUGdXIPd90REROTqGJQ6mSE5R3mu9yyqk2uw+56IiIhcHYNSJzOkWrvs/byL6+Qa7L4nIiIiV8eg1MkMafnKc72PuU6uwe57IiIicnUMSp3McME6jlTvW0HGGmD3PREREbk6BqVOlnXJ2mXv51831yjZUsrueyIiInJFDEqdzJBhDUr1/po6uQZbSomIiMjVMSh1MkOmUJ7rA93q5BoMSomIiMjVMSh1sqws63N9sLZOrsHueyIiovpp/nzg5pvl/+WhocB99wEJCbZ58vOBCROAoCDZEDVwIJCaapvn9GngrrsALy95nmnTgOK6WfTnijEodTJDtnWze79QXZ1cw8MDUF++02wpJSIiqj+2b5cB559/Aps2AUVFQJ8+QI51mXM89RTw/ffA2rUy//nzwP33W4+bTDIgLSwEdu0CPvsMWLECmD3b4dWpUN30F1OVGbKt40j14V51cg2VSv5yMhjYUkpERFSfbNxo+3rFCtnSuW8fcOutssf1k0+Ar74CbrtN5lm+HGjTRgayXboAv/4KxMcDmzcDYWFAhw7ASy8Bzz4LzJ0LaOumo7baGJReZjKZYDKZAAAqlQpqtRpmsxlCWMd8WtIt+SpLV6vVUKlUdtMBwGw2IyvfXUn3DfOEEAJms+16pRqNptz00mUsL93XVw2DQYXsbAGTyXqeuqhTVdJro06OvE+sE+vEOrFOrBPrVFt1spzbaDTCYDAox3U6HXS6intNLcP+AgPln/v2ydbT3r2teVq3BqKigN27ZVC6ezcQEyMDUou+fYHx44EjR4Abbqjwkg7DoPSyxMREZGRkAAACAwMRFRWFs2fPIj09XckTHh6O8PBwJCUlwViiyTEyMhJBQUE4ceIE8vOti+FHR0dDr9cjPj7e5i9Jq1atoNVqERcXhzO+kUCyTPcN1SE/Px8JJQaLaDQaxMTEwGg0IjExUUn38PBA69atkZGRgTNnzijpvr6+aNasGdLS0pCSklIi/3UA3GE0CsTFxdVpnUqKiYlBYWFhndTJkfeJdWKdWCfWiXVinWqrTsnJ8j/+tm3b2pRpzpw5mDt3LspjNgNTpgC33AK0ayfTUlJkS6e/v23esDB5zJKnZEBqOW455ipUonTIf405e/YsIiMjkZSUhEaNGgFw7K+23vq/sC23CwDAaBTw9q6bX22dO6uxb58KarVAQYEZKlXd1akq6fx1zTqxTqwT68Q6Xat1On36NBo3boz4+Hg0bNhQOV5ZS+n48cDPPwM7dwKXQxZ89RUwahRQUGCbt1MnoGdP4LXXgLFjgVOngF9+sR7PzQW8vYGffgL69Sv3kg7FltLLNBoNNBrbdUItX1h7eWsr3VjoKa8FE7y9NVCp7OdXqVR208srY+l0ywx8s1mFoiINPD1rXvaapte0TpWls06sU3nprBPrVFtlrG4668Q6lUz39fWFXq+3m6e0iROBH34AduywBqQAEB4uJzBlZtq2lqamymOWPHv32p7PMjvfkscVuN7s+yVLgCZN5JTxzp3LfoqlZWbKaWkNGgA6HdCypQz764kskzcAQK/OUVov6wLXKiUiIqp/hJAB6fr1wJYtQNOmtsc7dgTc3YHffrOmJSTIJaBiY+Xr2FggLg5IS7Pm2bQJ0OuBUiMInMq1WkrXrAGmTgXef18GpIsXy5G4CQlyqllphYXA7bfLY+vWAQ0byvbp0gMrXFVREQxCNmH6uecAqNqvpStRMig1GoGQkDq7FBEREdWSCRNkF/2338peT8sYUD8/wNNT/jlmjAyfAgNloDlpkgxEu8jRgejTRwafw4YBCxfKc8yaJc9dybwqh3KtoHTRIuCxx+TgCEAGpz/+CHz6KTBjRtn8n34KpKfLRbfcL89ib9LEYcWtMaMRhsuBqN49v5LMNVNyAX22lBIREdUPy5bJP3v0sE1fvhwYOVI+f+stuR75wIFybGnfvsDSpda8Go3s+h8/Xgar3t7AiBHAiy86ogZV5zpBaWGhXNdg5kxrmlot1zjYvdv+e777Tn66EybInxAhIcDDD8uFt8oZO1JQUICCEqOBjU5cuLPwogH5kGs66D0KKsldM+y+JyIiqn+qMh3dw0OOflyypPw8jRu7/uhG1xlTevGi3HLA3poF5a1XkJgou+1NJvlJv/AC8OabwMsvl3uZ+fPnw8/PT3mUXo7BkQzJ1u0Y/DwL6/Ra3GqUiIiIXJnrBKVXwmyW40k//FCO9B08GHj+edntX46ZM2ciKytLecTHxzuwwLYMqbnKc72XqYKcNceWUiIiInJlrtN9Hxwsu9wtaxRYlFzToLQGDeRY0pJd9W3ayJbVwkK7+2aVXgOs5E4KjmZItY4j1fuYK8hZcwxKiYiIyJW5TkupVitbO0uuaWA2y9eWNQ1Ku+UW4N9/ZT6L48dlsOoqG7lWIOuCdRypXl+3exiw+56IiIhcmesEpYBcz+Cjj4DPPgOOHpXTxHJyrLPxhw+3nQg1frycfT95sgxGf/wRePVVOfGpHjBcKlae+/nV4SKlYEspERERuTbX6b4H5JjQCxeA2bNlF3yHDsDGjdbJT6dPyxn5FpGRcs+sp54Crr9erlM6ebKcfV8PGNKtQak+wP5qAbWl9DqlRERERK7EtYJSQG5bMHGi/WPbtpVNi40F/vyzTotUVwxZ1mEH+sC6vRVcp5SIiIhcmWt1319jsrKsXfZ+we51ei123xMREZErY1DqRAajNSjVh3rU6bXYfU9ERESurGZB6fnzwK+/Wl8XF5efl8ow5FjHkdZ1UMrueyIiIqqpugz9ajaQ8bXXAC8voE8f+To4WO5jdf31QPv2wLhxtk10ZCMr19pl7xfhXafXYvc9ERER1VRdhn41C0o3bgT++MM27ZVXgEOH5PafWi3w5JM1usTVzJBvXUtVH+5Vp9fSauWjsJDd90RERHRl6jL0q1n3fUqKDJEttFrg7ruB554DPvgAWLOmRqe/2hkKrTtL6f3rfniv5ZcLW0qJiIjoStRl6FezSMjfHzhzxvr63Dnr85gYIDGxRqe/2hmKPAEAGhTD07Pur8eglIiIiGqiLkO/mgWl998PvPCC9bV7iWWNcnOBoqIanf5ql1Usx5H6abKhqtsNnQBYJzux+56IiIiuRF2GfjULSufNA/bvBwYMAA4ftj22YAHQqVONTn9VM5lgEDJK1LvlOuSSlpbSnBzAbK44LxEREVFpdRn61Wyik14PbN8OTJkitwSNjgYiIoBTp+QaAZs31+j0VzWjEQboAQB693yHXLLkbLicHNtlooiIiIgqU5eh35UFpWYzkJ4uS+bvD6xYAbz6KrBlC5CaKvek79ePUU8FCi4YUAB/AICfh2OC0tJrlfL2EBERUUUuXrSd2ARYQ7/584Hffqu90K96QanRKEPj1auB/HxApZKLUt1/PzB2LPDII1dekmuMITlHea73dMzYW65VSkRERNXRti3w3nvAoEFljzVoULuhX/XGlD72GLB8OXDzzcDzzwOTJ8tw+cUXgXbtgO+/r72SXeUMKdZxpHovx+yExa1GiYiIqDquuw4YMgR44AEgLa3y/Hl5gMl0ZdeqXlD6ww8yVN62TQaib74p222TkoDYWGDgQDnQgCplSLN22et9HDPriFuNEhERUXVs3Qq8/Tbwyy8yQF21quL8X3555V341Z9936NH2bQGDYD/+z+gY0dg1qwrK8k1JutCofLcz1c45JrsviciIqLqmjgROHhQBqWPPALcd59cRL+kpCTgm29ke2VIyJVdp3pBaevWwO7d9o9pNLJ9d9++KyvJNcZwyTqOVO/ngEVKwe57IiIiujLR0bLV9KmngO++kwHqqFGyo9zPD2jWTHbxnz8PvPTSlV2jehOdXn8duP12oHNn4Iknyh5PTgZCQ6+sJNcYQ4Z1wIU+QOOQa7L7noiIHMFkMqHoGt5Ax93dHRqNY/5vr2tnzgBvvCHbHA8ftjZqZWQAn30m57yPGiXDw5gYoFUr2U55JaoXlPbsCbz/vgxIly+XIXGHDoC3txxL+vbbwLvvXllJrjFZGdZxpH5BNVsutqrYfU9ERHVJCIGUlBRkZmY6uyhO5+/vj/DwcKhqYcvGHTtku+C+fbL9b/162YVuMXKkDBBL6tsX2LjR+jo9HZg0Sc5JV6vlNKC337aNDewZMgTYswfo1QsYN07Oa2/XTgafH34o571v2ADcdpucqV8T1Y+GHn0U6NoVmDtXrk1qNELZI7NtW+D0aWDNGtmu26qV7f5TpDAYrM/1wVqHXLNkSym774mIqLZZAtLQ0FB4eXnVSkBW3wghkJubi7TLU9UbNGhQ43Pm5MgVOEePlqtw2nPHHbK90EKnsz0+dKgMaDdtkluBjholV/P86quKr71vH/Dcc3Inp9ImTwbuvhsYMwYYNgxYu1a2XYaFVa9+FlfWRNe6tVyr1GQC/vkHOHAAOHQIiIuTi1llZMhAVaMBmjcH4uOvrHRXMUOJoFAfois/Yy1iSykREdUVk8mkBKRBQUHOLo5TeXp6AgDS0tIQGhpa4678fv3koyI6HRAebv/Y0aOy1fSvv4CbbpJp774L3Hmn7JqPiCj/vO+9V/HWoc2ayUWZliwBZs6UbZLvvAM8/HDF5bWnZv3GGo1cs/Tmm23Tz56VAerBg2U3RnVRJpMJpssLa6lUKqjVapjNZghhnRlvSTeVWoCrvHS1Wg2VSmU3PSvH+gX1DtHBZDJBrZbzzsylNqbXaDQQQthNL13G8tJVKhV8fKzz2oxGM0wmUat1slf2uq5TXd8n1ol1Yp1YJ9apanXKz8+HEEIJyErXx1IeZ6RXR21d08vLC0II5Ofnw8PDQ8lruX8AYDQaYSjRdarT6aAr3cRZRdu2yWk9AQGyK/3llwHLb4Pdu+Wy8paAFAB695bd+Hv2yH3syzNmTNWuP2ECcNdd1lZTxwel5WnUSD4qC+tdSGJiIjIyMgAAgYGBiIqKwtmzZ5Genq7kCQ8PR3h4OJKSkmAs0f8dGRmJoKAgnDhxAvn51vVHo6OjodfrER8fb/MXv1WrVsjKs3bZpxReQFxcGmJiYlBYWIiEhATlmEajQUxMDIxGIxITE5V0Dw8PtG7dGhkZGThz5oyS7uvri2bNmiEtLQ0pJdZrCAwMhK9vlPL69OlMxMWdrtU6abVaxMXF2XyudV2nur5PrBPrxDqxTqxT1eokhIBarUZhYSG8vLxgMplQWGhd/lCtVsPDwwPFxcU2k6A0Gg10Oh0KCwttyuLu7g53d3cUFBTYBMNarRZubm5KEGyh0+mg0WiQl5dnU3YPDw+oVKoy6Z6enkrQWJKXlxfMZjMKCgqUNJVKBU9Pz2rVyRL0Hz9+XBnGYLlPycnJAIC2pQZhzpkzB3PnzkV13XGH7NZv2hT47z/Z3d6vnwxGNRq5fFPpeehubkBgYNmlnWqiSRO5fP2HH17Z+1Wipj8p6rmzZ88iMjISSUlJaNSoEQDH/BK9N2gnvs/oBgA4d7oQYRGaOv91nZysxuUqYsAAgbVrzS7x67omdXLVFgPWiXVinVina61O+fn5OHXqFJo2baoEfKVdSy2lBQUFSExMROPGjcu0lJ4+fRqNGzdGfHw8GjZsqLynKi2lKlXZiU6lJSbKbvXNm+UEpVdflROhSvymACAD1XnzgPHjK7ykwzhm2nc9oNFoyoz5sPwltJe3pumGAuuXLiBYa7N8gr38KpXKbnp5ZbSXbjum1PZ8tVGn6qbXRp0qSmedWKfy0lkn1qm2yljd9Ku5TpbWQUurYHmTnJyVXh21WZaK4gtfX1/o9foalNS+6GggOBj4918ZlIaHl90itLhYzsgvbxyqM1R/RyeqFVlFXgAAdxTi8g+oOseJTkRERFe/s2eBS5fkhpuAXOA+M9N2f6MtWwCzWS497yrYUuokhmJvAIBekwOVyjFLQmk0gKcnkJfHoJSIiKi+yM6WrZ4WJ0/KhY8CA+Vj3jy57mh4uBxTOn26XPyob1+Zv00bOe70scfkkk1FRXLr0IceqnjmvaOxpdQZzGYYhGy21LvlOvTSltZSrlNKREQkPfjggwgJCcGHJWbo7NmzB1qtFr/++qsTSyb9/Tdwww3yAQBTp8rns2fLBqdDh4D+/YGWLeXs944dgd9/t12rdOVKuaJnr15yKaiuXa98QlJdYUupM+TkwAA5hsTPPa+SzLXL1xe4cIEtpURERBbvvPMO5s2bhxdffBFjx45FdnY2HnnkEYwfPx59+vRxdvHQowdQ0fytX36p/ByBgZUvlO9sDEqdID/NgELI2XZ6j4JKctcuS0spg1IiIqprN91Uu0sOVVV4uGxdrKoGDRpgypQp+OCDD3Dp0iVMmzYNOp0Or732mpJnw4YNWLhwIQoKClBQUIDbb78dr7/+OtzcGErVFn6STmBIzlGe6z2KKshZ+yxbjebny5l3/LtERER1JSUFOHfO2aWompYtW8LLywuzZ8/GypUrsXfvXmUpp88//xxLly7FN998g4iICOTl5eH5559nQFrL+Gk6gSHFOo5U713s0GuXnoHv7+/QyxMR0TXEWcsNXcl11Wo1YmJisHTpUixcuBDt27cHAGRlZeGZZ57B3r17EXF5VpCnpycWLVpUm0UmMCh1iqxU6zhSPx9TBTlrH4NSIiJylOp0oTubZQH8G2+8EU8//bSS/sMPPyA2NhZNmjRxUsmuHZx97wSGC9YtyvS+jr22b4nrcQY+ERGRtHjxYuzZswdms9lmc4L4+Hi0a9dOeT148GC0adMGI0eOdEIpr26uGZQuWSI3UPXwkKu67t1btfetXi3336po7y0XYLhkHUeq96v5zhPVwQX0iYiIbMXFxWHmzJl44oknEB8fj+Ji69A6T09Pmx2b1qxZg/HjxyMqKsoZRb2quV5QumaNXIBrzhzgn3+A9u3l6q+l98cqLSkJeOYZoFs3hxSzJgzp1i+7X4BjbwGDUiIiIqv8/Hw8/PDDGDx4MF5++WUUFhbi2LFjyvG+ffvi66+/xoULFwAAxcXF2LFjB26wLBpKtcb1gtJFi+SWA6NGAW3byq0HvLyATz8t/z0mEzB0qNzSIDracWW9QlmZ1sXG9IGOHdbL7nsiIiKrGTNmICcnB++99x4CAgLQuHFjLF68GOfPnwcA3HzzzZgxYwZ69uyJG2+8EV27dkXz5s3Rq1cvJ5f86uNaE50KC+XGrDNnWtPUaqB3b2D37vLf9+KLQGio3Mbg998rvIRlfTELoxMiM4OhRFAa5O7Qa7OllIiISPr111+xZMkSbN++Hb6XW21mzZqFGTNm4NKlS1i/fj0AYPTo0Rg9erQzi3pNcK2g9OJF2eoZFmabHhYGlGhKt7FzJ/DJJ3IT2CqYP38+5s2bV7Ny1pDBaB2bog/VVZCz9pUMStlSSkRE17I+ffqgqMh2vfBHH30Ujz76qJNKdG1zve776jAagWHDgI8+AoKDq/SWmTNnIisrS3nEx8fXcSHLysq2/hbwC/N06LVLdt+zpZSIiIhchWu1lAYHAxoNkJpqm56aan8l3P/+kxOc7rnHmmY2yz/d3ICEBKBZM5u36HQ66HTW1kmDwVBLha86Q671Y9c38Hbotdl9T0REdU0Ioaz7eS0qOVufqs61glKtFujYEfjtN+uyTmazfD1xYtn8rVsDcXG2abNmyRbUt98GIiPrvMhXwpCvVZ47Myhl9z0REdW2wsLCazogtSg9LIAq51pBKSCXgxoxArjpJqBTJ2DxYiAnR87GB4Dhw4GGDYH58+U6piUWtAVg3aKodLoLMRRaW2r9gh070Ynd90REVFdMJhPMZjPc3d1tFqC/1pjNZhQUFMBkcuyujfWd6wWlgwcDFy4As2cDKSlAhw7Axo3WyU+nT8sZ+fVYVqEXAECLApuhBI7A7nsiIqoLZrMZZrMZGo0Gbm6uF144klqthkajUT4TqhrX/NZMnGi/ux4Atm2r+L0rVtR2aWqdwSSDUr0mB4Bjg1KuU0pERHXFbDYjJSUFZrMZWq32mhxbKYRAYWEh0tLSGJBWk2sGpVczIWAwy+ZKP7ccAIEOvTxbSomIqC6o1Wq4u7tDo9EoC89fy3Q63TU/jKG6GJQ6mMjJRRb8AAB693yHX9/LC1CpACEYlBIRUe1Sq9Vo0KAB3NzcrunxlBqNBsXFxUhKSnJ2UeoVBqUOlp9mQDEaAAD0uoJKctc+lUq2lhqN7L4nIqLap1Kp4O7uDnd3x07kdTXXclB+pdim7GCG5Bzlud6z0CllsHThs6WUiIiIXAWDUgczpOQqz/28ip1SBktQypZSIiIichUMSh0sK9U6jlTv45xZeZYZ+NnZcmwpERERATt37kSnTp3g4eGB4OBgvP32284u0jWFQamDGS5ax5Hq9c6JCC0tpcXFQKFzRhAQERG5lJ9++gkDBgzAE088gUOHDuHxxx/HU089xclKDsSJTg5muGjddszPzznrt5XeatTB6/cTEdG15Kab5GY4jhQeDvz9d5Wz5+fn4/HHH8fbb7+Nhx9+GADw4osv4p133sGOHTvQpEkTbNiwAQsXLkRBQQEKCgpw++234/XXX7/mNwqoTfwkHSwr3TobT+/vnIbq0luNBgc7pRhERHQtSEkBzp1zdikqtGXLFuTl5WHw4MFKmkajgUqlgk6nw+eff46lS5fim2++QUREBPLy8vD88887LCDdsQN4/XVg3z4gORlYvx647z7rcSGAOXOAjz4CMjOBW24Bli0DWrSw5klPByZNAr7/Xm6MOXAg8Pbbtg1Vzsag1MEMmdZxpPpA53z8XECfiIgcJjzc5a+5detWdOjQARqNRkn7999/YTQa0bp1a9x+++3Yu3cvIiIiAACenp5YtGhRrRa5Ijk5QPv2wOjRwP33lz2+cCHwzjvAZ58BTZsCL7wA9O0LxMcDHh4yz9ChMqDdtAkoKgJGjQLGjgW++sph1agUg1IHMxis40j1wVqnlIFbjRIRkcNUoxvdWfbv34/CUpMsli5dio4dO+Lw4cOIjY1FkyZNnFM4AP36yYc9QgCLFwOzZgH33ivTPv8cCAsDNmwAHnoIOHoU2LgR+OsvOZoCAN59F7jzTuCNN4DLsbbTMSi9zGQyKQvdqlQqqNVqmM1miBLT0y3ppRfELS9drVZDpVLZpGcarV32PiFam2OWrchK75Wr0WgghLCbXrqM5aWXrJOXF2CZ42YwmAHUrE4Vld1Rdart+8Q6sU6sE+vEOlWvTiaTCWazWclTn+oUFxcHIQQ+//xzdO7cGWvXrsXHH3+Mbdu24ZtvvkFMTIySd+jQoTh8+DBuvvlmfPTRR+XWCQCEEOXGFwBgNBphMBiU9+l0OuiqOdHj5Ek5QqJ3b2uanx/QuTOwe7cMSnfvBvz9rQEpIPOr1cCePcCAAdW6ZJ1hUHpZYmIiMjIyAACBgYGIiorC2bNnkZ6eruQJDw9HeHg4kpKSYCzRxBgZGYmgoCCcOHEC+fnWJZ+io6Oh1+sRHx+vfCFPeoYpx9NURsTFxSmvY2JiUFhYiISEBCVNo9EgJiYGRqMRiYmJSrqHhwdat26NjIwMnDlzRkn39fVFs2bNkJaWhpQSA8tL1ik72w2A/Fl07lwWgIAa1QkAWrVqBa1Wa1MfR9aptu8T68Q6sU6sE+tUvTqZTCYYjUYIIdCuXbt6U6d9+/Zh4MCBuOOOO/DHH3/gsccew2233YY1a9ZArVYjOjpauU5GRgaeffZZHD58GPn5+UhKSiq3TqGhoTAajTh27JgyLMBSp+TkZABA27Ztbco0Z84czJ07F9VhuWxYmG16WJj1WEoKEBpqe9zNDQgMdPwctIqoROmfMdeYs2fPIjIyEklJSWjUqBGAuv3V9kjjnVh9rjsAIOHPi2h2U4BNfqDuf10vXQpMmiSvtXy5GSNHssWAdWKdWCfWiXWqWZ0sQVrTpk3h5eVVb+r03XffYezYsTh//nyZOgHAvn37MGLECOzYsQNBQUEoKirCsGHDMGTIEPTv37/cOhUWFiIxMRGNGzeGx+WBnZaynz59Go0bN0Z8fDwaNmyovK8qLaUqle1Ep1275MSm8+eBBg2s+QYNknnXrAFefVWONy3xmwKADFTnzQPGj6/wkg7DltLLNBqNzQBnwPqFtZf3StONeda9gAMb+dp9j700lUplN728MlaUrtdbX+fmqqtc9tpOr8061VUZq5vOOrFOtVXG6qazTqxTbZWxuumWOmk0GqjVaqVs9aVOBw4cQJs2bWyOl7xPnTp1wrRp09CzZ09otVpotVr06NEDvXr1UvKUV/aSn01Jlvy+vr7Ql/xP+QpY5nSlptoGpampQIcO1jxpabbvKy6WM/KdMQ+tPAxKHSyrwEN57hvsnAVCOfueiIhI2r9/P66//voK84wePRqjR492UImqp2lTGVj+9ps1CDUY5FhRSwtobKxcKmrfPqBjR5m2ZQtgNsuxp66CQamDGYo8AQA65EOn86gkd93g7HsiIiJpw4YNzi5CpbKzgX//tb4+eRI4cECOCY2KAqZMAV5+Wa5LalkSKiLC2sXfpg1wxx3AY48B778vl4SaOFFOgnKVmfcAg1KHMxR7AQD06hwAzglK2VJKRERUf/z9N9Czp/X11KnyzxEjgBUrgOnT5VqmY8fKFtGuXeUSUB4lwoyVK2Ug2quXdfH8d95xZC0qx6DUkYSAwSwjQj/3HABBTilG6W1GiYiIyHX16CHXIy2PSgW8+KJ8lCcw0LUWyrfHOftcXqNEfgGy4AcA0LvnOa0cpbcZJSIiInI2BqUOlJdqgOly47ReV+C0crD7noiIiFwNg1IHMiTnKM/9PAsryFm32H1PRER1pfR6oNcqfg7VxzGlDpSVnKs813uZKshZt3Q6uZNDcTFbSomIqHZotVqo1WqcP38eISEh0Gq1ynab1xIhBAoLC3HhwgWo1WpotVpnF6neYFDqQIZU6zhSvY/zglKVSraWZmYyKCUiotqhVqvRtGlTJCcnK7sjXcu8vLwQFRVV7sL6VBaDUgcyXLCOI/Xzde7urr6+Mihl9z0REdUWrVaLqKgoFBcXl9nu81qi0Wjg5uZ2TbYU1wSDUgcyXCpSnuv9nPtFtYwrZUspERHVJpVKBXd3d7i7u1eemagEtik7UFa69Vej3t+5H33JoLSitc+IiIiIHIFBqQMZMq0z8fSBzm2ktqxVKgSQm1txXiIiIqK6xqDUgQxZ1iZJvxDnzsbjWqVERETkShiUOlCW0fpx60N0TiwJ1yolIiIi18Kg1IEM2SWC0lAPJ5aEW40SERGRa2FQ6kCGPOs4Ur8GXk4sCbvviYiIyLUwKHUgQ551HKk+wqeCnHWP3fdERETkShiUOlBWgbXL3jeE3fdEREREFq4ZlC5ZAjRpAnh4AJ07A3v3lp/3o4+Abt2AgAD56N274vxOZCiSgagH8qDVucbi+QCDUiIiInI+1wtK16wBpk4F5swB/vkHaN8e6NsXSEuzn3/bNmDIEGDrVmD3biAyEujTBzh3zqHFrgpDsRxH6qd2fhRYsqWU3fdERETkbK4XlC5aBDz2GDBqFNC2LfD++4CXF/Dpp/bzr1wJPPEE0KED0Lo18PHHgNkM/PabQ4tdFVlmGQnq3Zy/Wj1bSomIiMiVuFZQWlgI7Nsnu+At1Gr5evfuqp0jNxcoKgICA+0eLigogMFgUB5GBzUTivwCGKAHAOi1eQ65ZkUYlBIREZErca2g9OJFwGQCwsJs08PCgJSUqp3j2WeBiAjbwLaE+fPnw8/PT3m0bdu2hoWumtxUI8zQAAD8dPkOuWZF2H1PRERErsS1gtKaWrAAWL0aWL9eTpKyY+bMmcjKylIe8fHxDimaITlHea73LHLINSvCllIiIiJyJW6VZ3Gg4GBAowFSU23TU1OB8PCK3/vGGzIo3bwZuP76crPpdDrodNYtPg0GQ01KXGVZydZxpHqvYodcsyIMSomIiMiVuFZLqVYLdOxoO0nJMmkpNrb89y1cCLz0ErBxI3DTTXVfzitgSLN22fv5mJxYEond90RERORKXKulFJDLQY0YIYPLTp2AxYuBnBw5Gx8Ahg8HGjYE5s+Xr197DZg9G/jqK7m2qWXsqY+PbXOgkxkuFCjP9b4VZHQQb2/rc7aUEhERkbO5VkspAAweLLviZ8+WyzwdOCBbQC2Tn06fBpKTrfmXLZOz9h94AGjQwPp44w1nlL5cWRet40j1fk4syGXu7oBlFANbSomIiFzX3LmASmX7aN3aejw/H5gwAQgKku1xAweWHQlZH7heSykATJwoH/Zs22b7OimprktTKwzp1nGken+NE0ti5esLFBSwpZSIiMjVXXednDZj4VYignvqKeDHH4G1awE/PxlC3X8/8Mcfji9nTbhmUHoVMmSaled+ga4RlPr4yFW4GJQSERG5Njc3+3O+s7KATz6Roxhvu02mLV8OtGkD/Pkn0KWLY8tZEwxKLzOZTDCZ5AQklUoFtVoNs9kMIYSSx5JuyVdZulqthkqlgslkQmaW9Ty+Qe4QQsBsNpfJD6BMukajsZtfo9GUKWN56fbq5OOjBqCC0YgrqlNVyu7oOlVUdtaJdWKdWCfWiXVyhTpZzm00Gm1WASq9QlBJJ07IZdg9POTc7/nzgagouedQUZHt8uytW8tju3czKK2XEhMTkZGRAQAIDAxEVFQUzp49i/T0dCVPeHg4wsPDkZSUZLMTVGRkJIKCgnDixAnk51tn2UdHR0Ov1yM+Ph7/uQUp6R5B7jCbzYiLi7MpQ0xMDAoLC5GQkKCkaTQaxMTEwGg0IjEx0XoODw+0bt0aGRkZOHPmjJLu6+uLZs2aIS0tDSklNhywVye1ugUAb+TlAf/9l4Tc3OrVqeRf/FatWkGr1Tq9TkDN7hPrxDqxTqwT68Q61XWdki/PjSm9gc+cOXMwd+5clNa5M7BiBdCqlZxWM28e0K0bcPiwnN+t1QL+/rbvqc6+Q65CJUqH/NeYs2fPIjIyEklJSWjUqBGAuvnVNq7t7/j4eA8AwIH1ibj+3qZO/9V2xx1qbN6sAgCkp5ug11evTlUpO39ds06sE+vEOrFOrJNt+unTp9G4cWPEx8ejYcOGyvGKWkpLyswEGjcGFi0CPD3lAkUFBbZ5OnUCevaUixTVF2wpvUyj0UCjsR3rafnC2stb3XRjjvWYXwNvqFSqap2nvPzllbEq6SWD0NxcDQICqlaW2kqvizrVdhmrm846sU61VcbqprNOrFNtlbG66azTlaf7+vpCX/I/4yry9wdatgT+/Re4/Xa5CFFmpm1raVX2HXI1rrck1FUqK8/6y0cf4Rrrp3JXJyIiovonOxv47z+5AmbHjnKZx5L7DiUkyBU0K9p3yBWxpdRBDAXWoNQ3zMuJJbFiUEpEROT6nnkGuOce2WV//jwwZ47clX3IELkE1Jgxcu+hwEDZCzppkgxI69MkJ4BBqcMYijwAAF7IgbvWu5LcjsGtRomIiFzf2bMyAL10CQgJAbp2lcs9hYTI42+9BajVctH8ggKgb19g6VLnlvlKMCh1EEOxDET16hwArhGUsqWUiIjI9a1eXfFxDw9gyRL5qM84ptRBsswyAtS75Ti5JFYMSomIiMhVMCh1AFFUDAPk7Do/bZ6TS2PF7nsiIiJyFQxKHSAnxQhx+aPW6woqye04bCklIiIiV8Gg1AGyzlu77PUeRU4sia2SQSlbSomIiMiZGJQ6gCG5RFDqVezEktgq2X3PllIiIiJyJgalDmBItY4j9fNxnaCU3fdERETkKhiUOoDhYqHyXO9bQUYH40QnIiIichUMSh0gq2RQ6qdyYklssaWUiIiIXAWDUgcwpJuU534BrvORMyglIiIiV+E6EdJVzJBpDUr1gRonlsSWd4mNpdh9T0RERM7EoNQBsjKtz/VBWqeVozS12hqYsqWUiIiInIlBqQMYjNZxpH4hrhOUAtYufAalRERE5EwMSh3AkGP9mPVhnk4sSVmWGfjsviciIiJnYlDqAIZcN+W5PtzLiSUpiy2lRERE5AoYlDpAVp61y17fwLuCnI5nCUoLC+WDiIiIyBkYlDqAoUCnPNdH+FSQ0/G41SgRERG5AgalDmAolONIvZENjbtrfeRcq5SIiIhcgWtFSFeprGLZZa9Xu17UVzIo5WQnIiIichYGpQ5gMMug1M8tx8klKYvd90REROQKGJTWMXORCUbIyE/vnu/k0pTF7nsiIiJyBQxK61hOajbE5Y9ZrytwcmnKKtlSyu57IiIichYGpXUs67y1y17v6XprLrGllIiIiFwBg9I6ZkjJVZ77eRU7sST2MSglIiIiV8CgtI4ZUvOU53pvkxNLYh+774mIiMgVuGZQumQJ0KQJ4OEBdO4M7N1bcf61a4HWrWX+mBjgp58cUsyqyEqzjiPV+wonlsS+ki2lx48D+/YBBw4AcXHA0aMyLTEROHUKOHcOSEkBLlwALl0CMjNlIJubC+TnA0VFgNnsrJoQERFdvaobGtVHbpVncbA1a4CpU4H335ef+uLFQN++QEICEBpaNv+uXcCQIcD8+cDddwNffQXcdx/wzz9Au3aOLn0ZhktFynM/PycWpBwlg9KPP5aP2qDRAFqt9eHubv+1uzugVlsfKlX5z0s/yktXqWQZqvNnVdOqkr8y9vJVNa0q5yv5urzndXXt6qjsuhWVvbbLV5N74ojPryafsyM4s3yu/tlU1dVSj6tJ165A9+7OLoVU3dCo3hKuplMnISZMsL42mYSIiBBi/nz7+QcNEuKuu2zTOncW4vHHq3S5M2fOCADizJkzV1jgin08YocAhACE+HDY9jq5Rk2kpgrh7i6UMvLBBx988MEHH0K88ELd/d9b3dijuqFRfeVaLaWFhbL/eOZMa5paDfTuDezebf89u3fLnw8l9e0LbNhgN3tBQQEKCqxd6llZWQCAc+fOwWSSYz5VKhXUajXMZjOEEEre6qar1WqcPp8OwCCv7W7EqVOnoFbLURPmUn3d5aVrNBoIIWzSa6uMKpUKX37pjs2bNSgqAkwmwGRSwWwGzGYViouB4mJLujwmRMnXUPKazbbpRUVAcbEKRUVAYaHq8mugqEiFwkJ5jIiIyBVlZubh1Cm5vnht/p+rVqtx7tw5ADIG0ev1ynGdTgedTmdTjisJjeotZ0XDdp07J3+e7Nplmz5tmvyZYI+7uxBffWWbtmSJEKGhdrPPmTNHAOCDDz744IMPPvhwqcecOXNqJTSqr1yrpdQBZs6ciaklWlaLi4tx9OhRREZGKi2Vtc1oNKJt27aIj4+Hb8np7uRyeK/qD96r+oH3qf7gvXIcs9mM06dPo23btnBzs4ZipVtJrzWuFZQGB8sZMqmptumpqUB4uP33hIdXK7+9pvFbbrnlSktcJQaD7L5v2LChTTM9uR7eq/qD96p+4H2qP3ivHCsqKqpK+a4kNKqvXGtJKK0W6NgR+O03a5rZLF/Hxtp/T2ysbX4A2LSp/PxERERE9cSVhEb1lWu1lAJy0tKIEcBNNwGdOsl1D3JygFGj5PHhw4GGDeUSUAAwebJcs+HNN4G77gJWrwb+/hv48EOnVYGIiIiotlQWGl0tXC8oHTxYrs4+e7Zcqb1DB2DjRiAsTB4/fVpOO7P43//k2qSzZgHPPQe0aCFn3rvAGqUWOp0Oc+bMuebHitQHvFf1B+9V/cD7VH/wXrmuykKjq4VKiBJrFRAREREROYFrjSklIiIiomsSg1IiIiIicjoGpURERETkdAxKiYiIiMjpGJTWsSVLlqBJkybw8PBA586dsXfvXmcX6aq3Y8cO3HPPPYiIiIBKpcKGDRtsjgshMHv2bDRo0ACenp7o3bs3Tpw4YZMnPT0dQ4cOhV6vh7+/P8aMGYPs7GybPIcOHUK3bt3g4eGByMhILFy4sK6rdlWZP38+br75Zvj6+iI0NBT33XcfEhISbPLk5+djwoQJCAoKgo+PDwYOHIjUUitInz59GnfddRe8vLwQGhqKadOmobi42CbPtm3bcOONN0Kn06F58+ZYsWJFXVfvqrJs2TJcf/310Ov10Ov1iI2Nxc8//6wc531yTQsWLIBKpcKUKVOUNN4rcmlO3ub0qrZ69Wqh1WrFp59+Ko4cOSIee+wx4e/vL1JTU51dtKvaTz/9JJ5//nnxzTffCABi/fr1NscXLFgg/Pz8xIYNG8TBgwdF//79RdOmTUVeXp6S54477hDt27cXf/75p/j9999F8+bNxZAhQ5TjWVlZIiwsTAwdOlQcPnxYrFq1Snh6eooPPvjAUdWs9/r27SuWL18uDh8+LA4cOCDuvPNOERUVJbKzs5U848aNE5GRkeK3334Tf//9t+jSpYv43//+pxwvLi4W7dq1E7179xb79+8XP/30kwgODhYzZ85U8iQmJgovLy8xdepUER8fL959912h0WjExo0bHVrf+uy7774TP/74ozh+/LhISEgQzz33nHB3dxeHDx8WQvA+uaK9e/eKJk2aiOuvv15MnjxZSee9IlfGoLQOderUSUyYMEF5bTKZREREhJg/f74TS3VtKR2Ums1mER4eLl5//XUlLTMzU+h0OrFq1SohhBDx8fECgPjrr7+UPD///LNQqVTi3LlzQgghli5dKgICAkRBQYGS59lnnxWtWrWq4xpdvdLS0gQAsX37diGEvC/u7u5i7dq1Sp6jR48KAGL37t1CCPkDRK1Wi5SUFCXPsmXLhF6vV+7N9OnTxXXXXWdzrcGDB4u+ffvWdZWuagEBAeLjjz/mfXJBRqNRtGjRQmzatEl0795dCUp5r8jVsfu+jhQWFmLfvn3o3bu3kqZWq9G7d2/s3r3biSW7tp08eRIpKSk298XPzw+dO3dW7svu3bvh7++Pm266ScnTu3dvqNVq7NmzR8lz6623QqvVKnn69u2LhIQEZGRkOKg2V5esrCwAQGBgIABg3759KCoqsrlXrVu3RlRUlM29iomJQViJFaT79u0Lg8GAI0eOKHlKnsOSh38Pr4zJZMLq1auRk5OD2NhY3icXNGHCBNx1111lPk/eK3J1rrej01Xi4sWLMJlMNn+xASAsLAzHjh1zUqkoJSUFAOzeF8uxlJQUhIaG2hx3c3NDYGCgTZ6mTZuWOYflWEBAQJ2U/2plNpsxZcoU3HLLLWh3eTe2lJQUaLVa+Pv72+Qtfa/s3UvLsYryGAwG5OXlwdPTsy6qdNWJi4tDbGws8vPz4ePjg/Xr16Nt27Y4cOAA75MLWb16Nf755x/89ddfZY7x7xS5OgalROR0EyZMwOHDh7Fz505nF4XK0apVKxw4cABZWVlYt24dRowYge3btzu7WFTCmTNnMHnyZGzatAkeHh7OLg5RtbH7vo4EBwdDo9GUmdWYmpqK8PBwJ5WKLJ99RfclPDwcaWlpNseLi4uRnp5uk8feOUpeg6pm4sSJ+OGHH7B161Y0atRISQ8PD0dhYSEyMzNt8pe+V5Xdh/Ly6PV6tuhUg1arRfPmzdGxY0fMnz8f7du3x9tvv8375EL27duHtLQ03HjjjXBzc4Obmxu2b9+Od955B25ubggLC+O9IpfGoLSOaLVadOzYEb/99puSZjab8dtvvyE2NtaJJbu2NW3aFOHh4Tb3xWAwYM+ePcp9iY2NRWZmJvbt26fk2bJlC8xmMzp37qzk2bFjB4qKipQ8mzZtQqtWrdh1X0VCCEycOBHr16/Hli1bygyH6NixI9zd3W3uVUJCAk6fPm1zr+Li4mx+RGzatAl6vR5t27ZV8pQ8hyUP/x7WjNlsRkFBAe+TC+nVqxfi4uJw4MAB5XHTTTdh6NChynPeK3Jpzp5pdTVbvXq10Ol0YsWKFSI+Pl6MHTtW+Pv728xqpNpnNBrF/v37xf79+wUAsWjRIrF//35x6tQpIYRcEsrf3198++234tChQ+Lee++1uyTUDTfcIPbs2SN27twpWrRoYbMkVGZmpggLCxPDhg0Thw8fFqtXrxZeXl5cEqoaxo8fL/z8/MS2bdtEcnKy8sjNzVXyjBs3TkRFRYktW7aIv//+W8TGxorY2FjluGX5mj59+ogDBw6IjRs3ipCQELvL10ybNk0cPXpULFmyhMvXVNOMGTPE9u3bxcmTJ8WhQ4fEjBkzhEqlEr/++qsQgvfJlZWcfS8E7xW5Ngaldezdd98VUVFRQqvVik6dOok///zT2UW66m3dulUAKPMYMWKEEEIuC/XCCy+IsLAwodPpRK9evURCQoLNOS5duiSGDBkifHx8hF6vF6NGjRJGo9Emz8GDB0XXrl2FTqcTDRs2FAsWLHBUFa8K9u4RALF8+XIlT15ennjiiSdEQECA8PLyEgMGDBDJyck250lKShL9+vUTnp6eIjg4WDz99NOiqKjIJs/WrVtFhw4dhFarFdHR0TbXoMqNHj1aNG7cWGi1WhESEiJ69eqlBKRC8D65stJBKe8VuTKVEEI4p42WiIiIiEjimFIiIiIicjoGpURERETkdAxKiYiIiMjpGJQSERERkdMxKCUiIiIip2NQSkREREROx6CUiIiIiJyOQSkREREROR2DUiIiIiJyOgalREREROR0DEqJ6KqzcOFCtG7dGmazWUlbsWIFVCoVkpKSauUac+fOhUqlwsWLF2vlfI70/vvvIyoqCgUFBc4uChGRgkEpETnVwYMH8eCDD6Jhw4bQ6XQICwtD//79kZycrOQRQuDFF1/E77//Xun5DAYDXnvtNTz77LNQq/lPnD0jR45EYWEhPvjgA2cXhYhIwX+xichpkpOT0bVrVyQlJWHatGn48MMPMXPmTAghIIRQ8h0/fhxz5syxCVTL8+mnn6K4uBhDhgyxSR82bBjy8vLQuHHjWq9HfePh4YERI0Zg0aJFNp8zEZEzuTm7AER07frhhx+QnZ2NxYsX45ZbblHSp0yZYpNv3759AIAbb7yx0nMuX74c/fv3h4eHh026RqOBRqOpeaFdWE5ODry9vauUd9CgQVi4cCG2bt2K2267rY5LRkRUObaUEpHTdO7cGTqdDv369cPw4cOxatUqGI1GmzydOnXC0KFDAQAtWrSASqWCv7+/3fOdPHkShw4dQu/evcscszem1DIu9N9//8XIkSPh7+8PPz8/jBo1Crm5uVWqQ2ZmZpXeu3//fvTr1w96vR4+Pj7o1asX/vzzT5s8I0eORJMmTcq811JOe2nx8fF4+OGHERAQgK5du8JoNGLKlClo0qQJdDodQkNDcfvtt+Off/6xeX/Hjh0RGBiIb7/9tkr1JCKqa2wpJSKnMZvN6NKlC8aNG4e0tDTMnz8fU6dOxfr169GlSxcAwLPPPou5c+eioKAAs2fPBoByg9Jdu3YBqFqLakmDBg1C06ZNMX/+fPzzzz/4+OOPERoaitdee61W3nvkyBF069YNer0e06dPh7u7Oz744AP06NED27dvR+fOnatV3pIefPBBtGjRAq+++iqEEBg3bhzWrVuHiRMnom3btrh06RJ27tyJo0ePlvlcbrzxRvzxxx9XfG0iotrEoJSInCI+Ph633347tmzZgpiYGADAqFGj0K5dO4wcORLHjh0DAAwcOBBTp07FbbfdhkceeaTCc1re07Rp02qV5YYbbsAnn3yivL506RI++eSTKgWlVXnvrFmzUFRUhJ07dyI6OhoAMHz4cLRq1QrTp0/H9u3bq1Xektq3b4+vvvpKef3cc8/hsccew5tvvqmkTZ8+3e57o6Oj8cUXX1zxtYmIahO774nIKUaNGoX+/fsrASkA+Pr64u6770ZCQgIMBgMAICsrC6dPn8b1119f6TkvXboENzc3+Pj4VKss48aNs3ndrVs3XLp0SSlDTd5rMpnw66+/4r777lMCUgBo0KABHn74YezcubNK16nq9f39/bFnzx6cP3++0vcGBAQgLy+vykMViIjqEoNSInK4vXv3Yu/evejfv3+ZY8XFxQAAd3d3AMChQ4cAoEpB6ZWKioqyeR0QEAAAyMjIqPF7L1y4gNzcXLRq1arMe9u0aQOz2YwzZ85cUbmBsq3CCxcuxOHDhxEZGYlOnTph7ty5SExMtPtey8z70uNViYicgUEpETncnj17AACtW7cuc+zAgQNo1aoVPD09AViD0vbt21d63qCgIBQXF5eZLFWZ8mblV2W5pJq8t7TygkOTyVTueyyfk8WgQYOQmJiId999FxEREXj99ddx3XXX4eeffy7z3oyMDHh5eZU5BxGRMzAoJSKHu3TpEgBAq9XapP/333/466+/8MADDyhphw4dQoMGDRAcHFzpeS1B7smTJ2uxtDUTEhICLy8vJCQklDl27NgxqNVqREZGApCtrJmZmWXynTp1qlrXbNCgAZ544gls2LABJ0+eRFBQEF555ZUy+U6ePIk2bdpU69xERHWFQSkROVxERAQAYPPmzUpaQUEBHn/8cfj7++Pxxx9X0k+fPo1GjRpV6byxsbEAgL///rsWS1szGo0Gffr0wbfffmuzHFVqaiq++uordO3aFXq9HgDQrFkzZGVlKa3DgNxgYP369VW6lslkQlZWlk1aaGgoIiIi7G4p+s8//+B///vfFdSKiKj2cfY9ETncgAEDMH36dDz11FM4c+YM/P398eWXXyIuLg5r165VWg4BOWZyy5YtWLhwISIiItCmTRt07NjR7nmjo6PRrl07bN68GaNHj3ZUdSr18ssvY9OmTejatSueeOIJuLm54YMPPkBBQQEWLlyo5HvooYfw7LPPYsCAAXjyySeRm5uLZcuWoWXLlmXWGbXHaDSiUaNGeOCBB9C+fXv4+Phg8+bN+Ouvv2xm4wNyQ4L09HTce++9tV5fIqIrwaCUiBwuJCQEv/zyC55++mm8/vrr0Gq1uOWWW7BkyRKltdNi1qxZSExMxEsvvYTs7Gy888475QalADB69GjMnj0beXl5LjNW8rrrrsPvv/+OmTNnYv78+TCbzejcuTO+/PJLmzVKg4KCsH79ekydOhXTp09X1j89ceJElYJSLy8vPPHEE/j111/xzTffwGw2o3nz5li6dCnGjx9vk3ft2rWIioribk5E5DJUghsfE9FVJCsrC9HR0Vi4cCHGjBnj7OK4pIKCAjRp0gQzZszA5MmTnV0cIiIAHFNKRFcZPz8/TJ8+Ha+//jrMZrOzi+OSli9fDnd39zJrnBIRORNbSomIiIjI6dhSSkREREROx6CUiIiIiJyOQSkREREROR2DUiIiIiJyOgalREREROR0DEqJiIiIyOkYlBIRERGR0zEoJSIiIiKnY1BKRERERE7HoJSIiIiInO7/AU6yI4k/GPW7AAAAAElFTkSuQmCC",
-      "text/plain": [
-       "<Figure size 700x300 with 2 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "def plot_order_parameters_PE_XE(delta_t_values, rho_E, chi_E):\n",
-    "    \"\"\"\n",
-    "    Plot order parameter ρE and susceptibility χE in the same figure with dual axes.\n",
-    "    \"\"\"\n",
-    "\n",
-    "    fig, ax1 = plt.subplots(figsize=(7, 3))  # Adjust figure size\n",
-    "\n",
-    "    # Convert δt from seconds to hours\n",
-    "    seconds_per_hour = 3600\n",
-    "    delta_t_values_min = delta_t_values / seconds_per_hour \n",
-    "\n",
-    "    # First Y-axis (ρE)\n",
-    "    ax1.plot(delta_t_values_min, rho_E, 'r-', label=r\"$\\rho_E$\", linewidth=2)\n",
-    "    ax1.set_xlabel(r\"$\\delta t$ (in hours)\", fontsize=12)\n",
-    "    ax1.set_ylabel(r\"$\\rho_E$\", color=\"red\", fontsize=12)\n",
-    "    ax1.set_ylim(0, max(rho_E) * 1.1)  # Manually set limits to match your example\n",
-    "    ax1.tick_params(axis='y', labelcolor=\"red\")\n",
-    "\n",
-    "    # Second Y-axis (χE)\n",
-    "    ax2 = ax1.twinx()\n",
-    "    ax2.plot(delta_t_values_min, chi_E, 'b-', label=r\"$\\chi_E$\", linewidth=2)\n",
-    "    ax2.set_ylabel(r\"$\\chi_E$\", color=\"blue\", fontsize=12)\n",
-    "    ax2.set_ylim(0, max(chi_E) * 1.1)  # Adjust range to match your figure\n",
-    "    ax2.tick_params(axis='y', labelcolor=\"blue\")\n",
-    "\n",
-    "    # Legends\n",
-    "    ax1.legend(loc=\"upper right\", bbox_to_anchor=(1, 0.4))\n",
-    "    ax2.legend(loc=\"upper right\", bbox_to_anchor=(1, 0.5))\n",
-    "\n",
-    "    plt.title(\"Order Parameter ρE and Susceptibility χE vs. δt\", fontsize=12)\n",
-    "    plt.grid(True, linestyle=\"--\", alpha=0.6)\n",
-    "    plt.show()\n",
-    "\n",
-    "def plot_order_parameters_PG_XG(delta_t_values, rho_G, chi_G):\n",
-    "    \"\"\"\n",
-    "    Plot order parameter ρG and susceptibility χG in the same figure with dual axes.\n",
-    "    \"\"\"\n",
-    "\n",
-    "    fig, ax1 = plt.subplots(figsize=(7, 3))  # Adjust figure size\n",
-    "    seconds_per_hour =  3600\n",
-    "    # Convert δt from seconds to hours\n",
-    "    delta_t_values_min = delta_t_values / seconds_per_hour \n",
-    "\n",
-    "    # First Y-axis (ρE)\n",
-    "    ax1.plot(delta_t_values_min, rho_G, 'r-', label=r\"$\\rho_G$\", linewidth=2)\n",
-    "    ax1.set_xlabel(r\"$\\delta t$ (in hours)\", fontsize=12)\n",
-    "    ax1.set_ylabel(r\"$\\rho_G$\", color=\"red\", fontsize=12)\n",
-    "    ax1.set_ylim(0, max(rho_G) * 1.1)  # Manually set limits to match your example\n",
-    "    ax1.tick_params(axis='y', labelcolor=\"red\")\n",
-    "\n",
-    "    # Second Y-axis (χE)\n",
-    "    ax2 = ax1.twinx()\n",
-    "    ax2.plot(delta_t_values_min, chi_G, 'b-', label=r\"$\\chi_G$\", linewidth=2)\n",
-    "    ax2.set_ylabel(r\"$\\chi_G$\", color=\"blue\", fontsize=12)\n",
-    "    ax2.set_ylim(0, max(chi_G) * 1.1)  # Adjust range to match your figure\n",
-    "    ax2.tick_params(axis='y', labelcolor=\"blue\")\n",
-    "\n",
-    "    # Legends\n",
-    "    ax1.legend(loc=\"upper right\", bbox_to_anchor=(1, 0.4))\n",
-    "    ax2.legend(loc=\"upper right\", bbox_to_anchor=(1, 0.5))\n",
-    "\n",
-    "\n",
-    "    plt.title(\"Order Parameter ρG and Susceptibility χG vs. δt\", fontsize=12)\n",
-    "    plt.grid(True, linestyle=\"--\", alpha=0.6)\n",
-    "    plt.show()\n",
-    "\n",
-    "\n",
-    "plot_order_parameters_PE_XE(delta_t_values, rho_E, chi_E)\n",
-    "plot_order_parameters_PG_XG(delta_t_values, rho_G , chi_G)\n",
-    "\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 85,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "refined_delta_t_values = np.linspace(0.0, 134585.44939271256, num=20) # 37.3848471 hours\n",
-    "\n",
-    "# analysis_results2, reachability2, percolation_metrics2 = bipartite_percolation.percolation_analysis(refined_delta_t_values)\n",
-    "# print(\"Analysis Results 2:\", analysis_results2) \n",
-    "\n",
-    "# with open(\"UCIcollegeMsg_results/analysis_results2.json\", \"w\") as file:\n",
-    "#     json.dump(analysis_results2, file, indent=4)\n",
-    "# with open(\"UCIcollegeMsg_results/percolation_metrics2.json\", \"w\") as file:\n",
-    "#     json.dump(percolation_metrics2, file, indent=4)\n",
-    "\n",
-    "with open(\"UCIcollegeMsg_results/analysis_results2.json\", \"r\") as file:\n",
-    "    analysis_results2 = json.load(file)\n",
-    "with open(\"UCIcollegeMsg_results/percolation_metrics2.json\", \"r\") as file:\n",
-    "    percolation_metrics2 = json.load(file)\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 86,
-   "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  0.968687  0.995098\n",
-      "S_G   0.968687  1.000000  0.947394\n",
-      "S_LT  0.995098  0.947394  1.000000\n"
-     ]
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 1000x600 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "bipartite_percolation.compare_component_measures(analysis_results2)\n",
-    "bipartite_percolation.plot_largest_component(analysis_results2, refined_delta_t_values)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 87,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "refined_delta_t_values = np.linspace(0.0, 154585.44939271256, num=40)  \n",
-    "\n",
-    "# analysis_results3, reachability3, percolation_metrics3 = bipartite_percolation.percolation_analysis(refined_delta_t_values)\n",
-    "# print(\"Analysis Results 3:\", analysis_results3) \n",
-    "\n",
-    "# with open(\"UCIcollegeMsg_results/analysis_results3.json\", \"w\") as file:\n",
-    "#     json.dump(analysis_results3, file, indent=4)\n",
-    "# with open(\"UCIcollegeMsg_results/percolation_metrics3.json\", \"w\") as file:\n",
-    "#     json.dump(percolation_metrics3, file, indent=4)\n",
-    "\n",
-    "with open(\"UCIcollegeMsg_results/analysis_results3.json\", \"r\") as file:\n",
-    "    analysis_results3 = json.load(file)\n",
-    "with open(\"UCIcollegeMsg_results/percolation_metrics3.json\", \"r\") as file:\n",
-    "    percolation_metrics3 = json.load(file)\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 88,
-   "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  0.971795  0.995693\n",
-      "S_G   0.971795  1.000000  0.954431\n",
-      "S_LT  0.995693  0.954431  1.000000\n"
-     ]
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 1000x600 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "bipartite_percolation.compare_component_measures(analysis_results3)\n",
-    "bipartite_percolation.plot_largest_component(analysis_results3, refined_delta_t_values)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 89,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 700x300 with 2 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 700x300 with 2 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "delta_t_values, rho_E, rho_G, chi_E, chi_G, P_S_E_distributions, P_S_LT_distributions = bipartite_percolation.compute_order_parameters(analysis_results2, temporal_graph)\n",
-    "\n",
-    "\n",
-    "plot_order_parameters_PE_XE(delta_t_values, rho_E, chi_E)\n",
-    "plot_order_parameters_PG_XG(delta_t_values, rho_G , chi_G)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 90,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "analysis_results3 = {str(k): v for k, v in analysis_results3.items()}\n",
-    "\n",
-    "delta_t_values, rho_E, rho_G, chi_E, chi_G, P_S_E_distributions, P_S_LT_distributions = bipartite_percolation.compute_order_parameters(analysis_results3, temporal_graph)\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 91,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
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-     ]
-    }
-   ],
-   "source": [
-    "print(\"P_S_LT_distributions:\", P_S_LT_distributions)\n",
-    "\n",
-    "with open(\"UCIcollegeMsg_results/example.json\", \"w\") as file:\n",
-    "    json.dump(P_S_LT_distributions, file, indent=4)\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 92,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "P_S_LT_distributions: {3963.729471608014: {1: 0.8913213714207893, 2: 0.04245684518742978, 3: 0.01841952946784243, 6: 0.004596370569609478, 5: 0.006366824418644241, 4: 0.010827006230635662, 11: 0.0013618875761805863, 10: 0.0016002179020121888, 7: 0.0035409076980695243, 9: 0.002179020121888938, 12: 0.001293793197371557, 8: 0.0028940110993837457, 157: 3.4047189404514656e-05, 38: 0.00010214156821354398, 13: 0.0015321235232031597, 121: 3.4047189404514656e-05, 36: 0.0004085662728541759, 14: 0.0008511797351128664, 21: 0.0004085662728541759, 211: 3.4047189404514656e-05, 29: 6.809437880902931e-05, 15: 0.0005447550304722345, 23: 0.0002383303258316026, 107: 3.4047189404514656e-05, 182: 3.4047189404514656e-05, 35: 0.0001702359470225733, 18: 0.0004085662728541759, 17: 0.0006468965986857785, 80: 3.4047189404514656e-05, 19: 0.0003404718940451466, 172: 3.4047189404514656e-05, 31: 6.809437880902931e-05, 22: 0.0003404718940451466, 198: 3.4047189404514656e-05, 56: 0.00010214156821354398, 20: 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0.0015937666017354348, 18: 0.00017708517797060386, 13: 0.0005312555339118116, 6470: 0.00017708517797060386, 15: 0.0007083407118824154, 28: 0.00017708517797060386, 11: 0.0003541703559412077, 23: 0.0003541703559412077, 19: 0.00017708517797060386, 42: 0.00017708517797060386, 606: 0.00017708517797060386, 47: 0.00017708517797060386, 26: 0.0003541703559412077, 243: 0.00017708517797060386, 16: 0.00017708517797060386, 22: 0.00017708517797060386, 37: 0.00017708517797060386}, 146657.99044949652: {1: 0.8909353557240881, 6: 0.0034308414590104733, 45053: 0.00018057060310581438, 33: 0.00018057060310581438, 4: 0.011014806789454677, 3: 0.01950162513542795, 2: 0.05308775731310943, 8: 0.002527988443481401, 5: 0.008125677139761646, 7: 0.001444564824846515, 12: 0.0007222824124232575, 14: 0.0005417118093174431, 9: 0.0016251354279523294, 17: 0.00036114120621162876, 18: 0.00036114120621162876, 10: 0.0016251354279523294, 13: 0.0009028530155290719, 6507: 0.00018057060310581438, 15: 0.0007222824124232575, 28: 0.00018057060310581438, 23: 0.00036114120621162876, 11: 0.00018057060310581438, 19: 0.00018057060310581438, 42: 0.00018057060310581438, 606: 0.00018057060310581438, 50: 0.00018057060310581438, 29: 0.00018057060310581438, 243: 0.00018057060310581438, 16: 0.00018057060310581438, 22: 0.00018057060310581438, 26: 0.00018057060310581438, 37: 0.00018057060310581438}, 150621.71992110455: {1: 0.8931860036832413, 6: 0.0034990791896869246, 45158: 0.00018416206261510129, 4: 0.01141804788213628, 3: 0.019337016574585635, 8: 0.002578268876611418, 5: 0.00847145488029466, 2: 0.05064456721915286, 7: 0.0011049723756906078, 12: 0.0009208103130755065, 14: 0.0005524861878453039, 9: 0.0016574585635359116, 17: 0.00036832412523020257, 18: 0.00018416206261510129, 10: 0.0016574585635359116, 20: 0.00018416206261510129, 13: 0.0009208103130755065, 7211: 0.00018416206261510129, 15: 0.0007366482504604051, 28: 0.00018416206261510129, 23: 0.00018416206261510129, 11: 0.00018416206261510129, 19: 0.00018416206261510129, 25: 0.00018416206261510129, 42: 0.00018416206261510129, 29: 0.00018416206261510129, 243: 0.00018416206261510129, 16: 0.00018416206261510129, 22: 0.00018416206261510129, 26: 0.00018416206261510129, 37: 0.00018416206261510129}, 154585.44939271256: {1: 0.8942235558889723, 6: 0.0033758439609902473, 45247: 0.00018754688672168043, 4: 0.011065266316579146, 3: 0.019317329332333082, 5: 0.008064516129032258, 2: 0.05120030007501875, 7: 0.0009377344336084021, 10: 0.0016879219804951237, 12: 0.0007501875468867217, 14: 0.00037509377344336085, 9: 0.0016879219804951237, 17: 0.00037509377344336085, 8: 0.002625656414103526, 18: 0.00018754688672168043, 20: 0.00018754688672168043, 13: 0.0009377344336084021, 7535: 0.00018754688672168043, 15: 0.0007501875468867217, 28: 0.00018754688672168043, 23: 0.00018754688672168043, 11: 0.00018754688672168043, 25: 0.00018754688672168043, 49: 0.00018754688672168043, 29: 0.00018754688672168043, 16: 0.00018754688672168043, 22: 0.00018754688672168043, 26: 0.00018754688672168043, 37: 0.00018754688672168043}}\n"
-     ]
-    }
-   ],
-   "source": [
-    "print(\"P_S_LT_distributions:\", P_S_E_distributions)\n",
-    "\n",
-    "with open(\"UCIcollegeMsg_results/example2.json\", \"w\") as file:\n",
-    "    json.dump(P_S_E_distributions, file, indent=4)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 99,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "<>:13: SyntaxWarning: invalid escape sequence '\\d'\n",
-      "<>:21: SyntaxWarning: invalid escape sequence '\\d'\n",
-      "<>:29: SyntaxWarning: invalid escape sequence '\\d'\n",
-      "<>:13: SyntaxWarning: invalid escape sequence '\\d'\n",
-      "<>:21: SyntaxWarning: invalid escape sequence '\\d'\n",
-      "<>:29: SyntaxWarning: invalid escape sequence '\\d'\n",
-      "C:\\Users\\userpc\\AppData\\Local\\Temp\\ipykernel_22264\\3323030528.py:13: SyntaxWarning: invalid escape sequence '\\d'\n",
-      "  plt.scatter(sizes, probabilities, label=f\"$\\delta t$ = {dt/3600:.2f} hours\",\n",
-      "C:\\Users\\userpc\\AppData\\Local\\Temp\\ipykernel_22264\\3323030528.py:21: SyntaxWarning: invalid escape sequence '\\d'\n",
-      "  plt.title(\"Distribution of $P(S_E)$ for Selected $\\delta t$\")\n",
-      "C:\\Users\\userpc\\AppData\\Local\\Temp\\ipykernel_22264\\3323030528.py:29: SyntaxWarning: invalid escape sequence '\\d'\n",
-      "  plt.scatter(sizes, probabilities, label=f\"$\\delta t$ = {dt/3600:.2f} hours\",\n"
-     ]
-    },
-    {
-     "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 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "selected_delta_t_values = [3963.729471608014, 71347.13048894425, 118911.88414824042]\n",
-    "\n",
-    "markers = {selected_delta_t_values[0]: 'o', selected_delta_t_values[1]: 'd', selected_delta_t_values[2]: 's'}  \n",
-    "colors = {selected_delta_t_values[0]: 'tab:blue', selected_delta_t_values[1]: 'tab:orange', selected_delta_t_values[2]: 'tab:red'}\n",
-    "\n",
-    "plt.figure(figsize=(6, 5))\n",
-    "\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",
-    "        \n",
-    "        plt.scatter(sizes, probabilities, label=f\"$\\delta t$ = {dt/3600:.2f} hours\", \n",
-    "                    marker=markers[dt], color=colors[dt], alpha=0.8)\n",
-    "\n",
-    "plt.xscale(\"log\")\n",
-    "plt.yscale(\"log\")\n",
-    "plt.xlabel(\"$S_E$\")\n",
-    "plt.ylabel(\"$P(S_E)$\")\n",
-    "plt.legend()\n",
-    "plt.title(\"Distribution of $P(S_E)$ for Selected $\\delta t$\")\n",
-    "plt.show()\n",
-    "\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",
-    "    \n",
-    "        plt.scatter(sizes, probabilities, label=f\"$\\delta t$ = {dt/3600:.2f} hours\", \n",
-    "                marker=markers[dt], color=colors[dt], alpha=0.8)\n",
-    "    \n",
-    "plt.xscale(\"log\")\n",
-    "plt.yscale(\"log\")\n",
-    "plt.xlabel(\"$S_{LT}$\")\n",
-    "plt.ylabel(\"$P(S_{LT})$\")\n",
-    "plt.legend(loc=\"upper right\")\n",
-    "plt.title(\"Distribution of $P(S_{LT})$\")\n",
-    "plt.show()\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 94,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "Optimized β: 0.1, Optimized ν: 1.0\n"
-     ]
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 1000x600 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "# Critical threshold\n",
-    "critical_delta_t = bipartite_percolation.find_critical_threshold(analysis_results3, refined_delta_t_values)\n",
-    "# System sizes\n",
-    "sizes = [64, 128, 256, 512, 1024, 2048]\n",
-    "\n",
-    "# Convert keys of analysis_results3 to float\n",
-    "delta_t_values = np.array([float(k) for k in analysis_results3.keys()])\n",
-    "analysis_results3 = {float(k): v for k, v in analysis_results3.items()}\n",
-    "\n",
-    "# Optimize β and ν\n",
-    "beta_range = np.linspace(0.1, 0.5, 10)  # Search in a wider β range\n",
-    "nu_range = np.linspace(1.0, 2.0, 200)    # Search for a better ν\n",
-    "\n",
-    "best_beta, best_nu = bipartite_percolation.optimize_scaling_exponents(analysis_results3, delta_t_values, sizes, critical_delta_t, beta_range, nu_range)\n",
-    "print(f\"Optimized β: {best_beta}, Optimized ν: {best_nu}\")\n",
-    "\n",
-    "# Apply finite-size scaling with optimized exponents\n",
-    "scaled_results = bipartite_percolation.finite_size_scaling(analysis_results3, delta_t_values, sizes, critical_delta_t, beta=0.1)\n",
-    "\n",
-    "# Plot the results\n",
-    "bipartite_percolation.plot_finite_size_scaling(scaled_results, use_log_scale=False)\n",
-    "\n"
-   ]
-  }
- ],
- "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
-}
-- 
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