From 3400cc833867ddfd68ae31a061e97a9c28130af9 Mon Sep 17 00:00:00 2001 From: Marco Gorelli Date: Fri, 24 Sep 2021 11:02:30 +0100 Subject: [PATCH 01/13] Add Bayesian Hierarchical Stacking case study --- .../bayesian_hierarchical_stacking.ipynb | 1724 +++++++++++++++++ notebooks/source/index.rst | 1 + 2 files changed, 1725 insertions(+) create mode 100644 notebooks/source/bayesian_hierarchical_stacking.ipynb diff --git a/notebooks/source/bayesian_hierarchical_stacking.ipynb b/notebooks/source/bayesian_hierarchical_stacking.ipynb new file mode 100644 index 000000000..76310c3ef --- /dev/null +++ b/notebooks/source/bayesian_hierarchical_stacking.ipynb @@ -0,0 +1,1724 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "f1d51e31", + "metadata": { + "papermill": { + "duration": 0.052042, + "end_time": "2021-09-18T10:51:56.464794", + "exception": false, + "start_time": "2021-09-18T10:51:56.412752", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "# Bayesian Hierarchical Stacking: Well Switching Case Study\n", + "\n", + "
\n", + " \"centered\n", + "
Photo by Belinda Fewings, https://unsplash.com/photos/6p-KtXCBGNw.
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\n", + "\n", + "### Table of Contents\n", + "\n", + "* [Intro](#intro)\n", + "* [1. Exploratory Data Analysis](#1)\n", + "* [2. Prepare 6 Different Models](#2)\n", + " * [2.1 Feature Engineering](#2.1)\n", + " * [2.2 Training](#2.2)\n", + "* [3. Bayesian Hierarchical Stacking](#3)\n", + " * [3.1 Prepare stacking datasets](#3.1)\n", + " * [3.2 Define stacking model](#3.2)\n", + "* [4. Evaluate on test set](#4)\n", + " * [4.1 Stack predictions](#4.1)\n", + " * [4.2 Compare methods](#4.2)\n", + "* [Conclusion](#conclusion)\n", + "* [References](#references)\n", + "\n", + "## Intro \n", + "\n", + "Suppose you have just fit 6 models to a dataset, and need to choose which one to use to make predictions on your test set. How do you choose which one to use? A couple of common tactics are:\n", + "- choose the best model based on cross-validation;\n", + "- average the models, using weights based on cross-validation scores.\n", + "\n", + "In the paper _Bayesian hierarchical stacking: Some models are (somewhere) useful_ [[1](#References)], a new technique is introduced: average models based on weights which are allowed to vary across according to the input data, based on a hierarchical structure.\n", + "\n", + "\n", + "Here, we'll implement the first case study from that paper - readers are nonetheless encouraged to look at the original paper to find other cases studies, as well as theoretical results. Code from the article (in R / Stan) can be found _here_ [[3](#References)]." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "2d43427d-0ac3-4383-8441-375164cbecb0", + "metadata": {}, + "outputs": [], + "source": [ + "!pip install -q numpyro@git+https://github.com/pyro-ppl/numpyro" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "7a71e927", + "metadata": { + "papermill": { + "duration": 4.069199, + "end_time": "2021-09-18T10:52:00.594720", + "exception": false, + "start_time": "2021-09-18T10:51:56.525521", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "import os\n", + "\n", + "import arviz as az\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import pandas as pd\n", + "import numpyro\n", + "import jax\n", + "import scipy\n", + "import scipy.stats as stats\n", + "import seaborn as sns\n", + "from scipy.interpolate import BSpline\n", + "\n", + "plt.style.use(\"seaborn\")\n", + "if \"NUMPYRO_SPHINXBUILD\" in os.environ:\n", + " set_matplotlib_formats(\"svg\")\n", + "\n", + "numpyro.set_host_device_count(4)\n", + "assert numpyro.__version__.startswith(\"0.7.2\")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "227f2ff1-63f3-4529-89ba-4c92fc7bb518", + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline" + ] + }, + { + "cell_type": "markdown", + "id": "255e8d79", + "metadata": { + "papermill": { + "duration": 0.043256, + "end_time": "2021-09-18T10:52:00.780796", + "exception": false, + "start_time": "2021-09-18T10:52:00.737540", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "## 1. Exploratory Data Analysis \n", + "\n", + "The data we have to work with looks at households in Bangladesh, some of which were affected by high levels of arsenic in their water. Would affected households want to switch to a neighbour's well?\n", + "\n", + "We'll split the data into a train and test set, and then we'll train six different models to try to predict whether households would switch wells. Then, we'll see how we can stack them when predicting on the test set!\n", + "\n", + "But first, let's load it in and visualise it! Each row represents a household, and the features we have available to us are:\n", + "\n", + "- switch: whether a household switched to another well;\n", + "- arsenic: level of arsenic in drinking water;\n", + "- educ: level of education of \"head of household\";\n", + "- dist100: distance to nearest safe-drinking well;\n", + "- assoc: whether the household participates in any community activities." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "01d1703b", + "metadata": { + "papermill": { + "duration": 0.078754, + "end_time": "2021-09-18T10:52:00.905455", + "exception": false, + "start_time": "2021-09-18T10:52:00.826701", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "wells = pd.read_csv(\n", + " \"http://stat.columbia.edu/~gelman/arm/examples/arsenic/wells.dat\", sep=\" \"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "2bf6c000-cb9a-4c81-898f-5ac4cdd1020a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(2, 2, figsize=(12, 6))\n", + "fig.suptitle(\"Target variable plotted against various predictors\")\n", + "sns.scatterplot(data=wells, x=\"arsenic\", y=\"switch\", ax=ax[0][0])\n", + "sns.scatterplot(data=wells, x=\"dist\", y=\"switch\", ax=ax[0][1])\n", + "sns.barplot(\n", + " data=wells.groupby(\"assoc\")[\"switch\"].mean().reset_index(),\n", + " x=\"assoc\",\n", + " y=\"switch\",\n", + " ax=ax[1][0],\n", + ")\n", + "ax[1][0].set_ylabel(\"Proportion switch\")\n", + "sns.barplot(\n", + " data=wells.groupby(\"educ\")[\"switch\"].mean().reset_index(),\n", + " x=\"educ\",\n", + " y=\"switch\",\n", + " ax=ax[1][1],\n", + ")\n", + "ax[1][1].set_ylabel(\"Proportion switch\");" + ] + }, + { + "cell_type": "markdown", + "id": "05c9daff", + "metadata": { + "papermill": { + "duration": 0.046834, + "end_time": "2021-09-18T10:52:02.167845", + "exception": false, + "start_time": "2021-09-18T10:52:02.121011", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "Next, we'll choose 200 observations to be part of our train set, and 1500 to be part of our test set." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "e6b41da0", + "metadata": { + "papermill": { + "duration": 0.058671, + "end_time": "2021-09-18T10:52:02.274078", + "exception": false, + "start_time": "2021-09-18T10:52:02.215407", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "np.random.seed(1)\n", + "train_id = wells.sample(n=200).index\n", + "test_id = wells.loc[~wells.index.isin(train_id)].sample(n=1500).index\n", + "y_train = wells.loc[train_id, \"switch\"].to_numpy()\n", + "y_test = wells.loc[test_id, \"switch\"].to_numpy()" + ] + }, + { + "cell_type": "markdown", + "id": "01c56e27", + "metadata": { + "papermill": { + "duration": 0.047031, + "end_time": "2021-09-18T10:52:02.368998", + "exception": false, + "start_time": "2021-09-18T10:52:02.321967", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "## 2. Prepare 6 different candidate models \n", + "\n", + "### 2.1 Feature Engineering \n", + "\n", + "First, let's add a few new columns:\n", + "- `edu0`: whether `educ` is `0`,\n", + "- `edu1`: whether `educ` is between `1` and `5`,\n", + "- `edu2`: whether `educ` is between `6` and `11`,\n", + "- `edu3`: whether `educ` is between `12` and `17`,\n", + "- `logarsenic`: natural logarithm of `arsenic`,\n", + "- `assoc_half`: half of `assoc`,\n", + "- `as_square`: natural logarithm of `arsenic`, squared,\n", + "- `as_third`: natural logarithm of `arsenic`, cubed,\n", + "- `dist100`: `dist` divided by `100`,\n", + " - `intercept`: just a columns of `1`s.\n", + "\n", + "We're going to start by fitting 6 different models to our train set:\n", + "\n", + "- logistic regression using `intercept`, `arsenic`, `assoc`, `edu1`, `edu2`, and `edu3`;\n", + "- same as above, but with `logarsenic` instead of `arsenic`;\n", + "- same as the first one, but with square and cubic features as well;\n", + "- same as the first one, but with spline features derived from `logarsenic` as well;\n", + "- same as the first one, but with spline features derived from `dist100` as well;\n", + "- same as the first one, but with `educ` instead of the binary `edu` variables." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "fa79c0ee-54b9-458d-9f97-c9e91ae83e7a", + "metadata": {}, + "outputs": [], + "source": [ + "wells[\"edu0\"] = wells[\"educ\"].isin(np.arange(0, 1)).astype(int)\n", + "wells[\"edu1\"] = wells[\"educ\"].isin(np.arange(1, 6)).astype(int)\n", + "wells[\"edu2\"] = wells[\"educ\"].isin(np.arange(6, 12)).astype(int)\n", + "wells[\"edu3\"] = wells[\"educ\"].isin(np.arange(12, 18)).astype(int)\n", + "wells[\"logarsenic\"] = np.log(wells[\"arsenic\"])\n", + "wells[\"assoc_half\"] = wells[\"assoc\"] / 2.0\n", + "wells[\"as_square\"] = wells[\"logarsenic\"] ** 2\n", + "wells[\"as_third\"] = wells[\"logarsenic\"] ** 3\n", + "wells[\"dist100\"] = wells[\"dist\"] / 100.0\n", + "wells[\"intercept\"] = 1" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "6726d0fa", + "metadata": { + "papermill": { + "duration": 0.062523, + "end_time": "2021-09-18T10:52:02.478421", + "exception": false, + "start_time": "2021-09-18T10:52:02.415898", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "def bs(x, knots, degree):\n", + " \"\"\"Replicates ``bs`` from splines package in R.\"\"\"\n", + " padded_knots = np.hstack(\n", + " [[x.min()] * (degree + 1), knots, [x.max()] * (degree + 1)]\n", + " )\n", + " return pd.DataFrame(\n", + " BSpline(padded_knots, np.eye(len(padded_knots) - degree - 1), degree)(x)[:, 1:],\n", + " index=x.index,\n", + " )\n", + "\n", + "\n", + "knots = np.quantile(wells.loc[train_id, \"logarsenic\"], np.linspace(0.1, 0.9, num=10))\n", + "spline_arsenic = bs(wells[\"logarsenic\"], knots=knots, degree=3)\n", + "knots = np.quantile(wells.loc[train_id, \"dist100\"], np.linspace(0.1, 0.9, num=10))\n", + "spline_dist = bs(wells[\"dist100\"], knots=knots, degree=3)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "064a3de6", + "metadata": { + "papermill": { + "duration": 0.081958, + "end_time": "2021-09-18T10:52:02.608879", + "exception": false, + "start_time": "2021-09-18T10:52:02.526921", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "features_0 = [\"intercept\", \"dist100\", \"arsenic\", \"assoc\", \"edu1\", \"edu2\", \"edu3\"]\n", + "features_1 = [\"intercept\", \"dist100\", \"logarsenic\", \"assoc\", \"edu1\", \"edu2\", \"edu3\"]\n", + "features_2 = [\n", + " \"intercept\",\n", + " \"dist100\",\n", + " \"arsenic\",\n", + " \"as_third\",\n", + " \"as_square\",\n", + " \"assoc\",\n", + " \"edu1\",\n", + " \"edu2\",\n", + " \"edu3\",\n", + "]\n", + "features_3 = [\"intercept\", \"dist100\", \"assoc\", \"edu1\", \"edu2\", \"edu3\"]\n", + "features_4 = [\"intercept\", \"logarsenic\", \"assoc\", \"edu1\", \"edu2\", \"edu3\"]\n", + "features_5 = [\"intercept\", \"dist100\", \"logarsenic\", \"assoc\", \"educ\"]\n", + "\n", + "X0 = wells.loc[train_id, features_0].to_numpy()\n", + "X1 = wells.loc[train_id, features_1].to_numpy()\n", + "X2 = wells.loc[train_id, features_2].to_numpy()\n", + "X3 = (\n", + " pd.concat([wells.loc[:, features_3], spline_arsenic], axis=1)\n", + " .loc[train_id]\n", + " .to_numpy()\n", + ")\n", + "X4 = pd.concat([wells.loc[:, features_4], spline_dist], axis=1).loc[train_id].to_numpy()\n", + "X5 = wells.loc[train_id, features_5].to_numpy()\n", + "\n", + "X0_test = wells.loc[test_id, features_0].to_numpy()\n", + "X1_test = wells.loc[test_id, features_1].to_numpy()\n", + "X2_test = wells.loc[test_id, features_2].to_numpy()\n", + "X3_test = (\n", + " pd.concat([wells.loc[:, features_3], spline_arsenic], axis=1)\n", + " .loc[test_id]\n", + " .to_numpy()\n", + ")\n", + "X4_test = (\n", + " pd.concat([wells.loc[:, features_4], spline_dist], axis=1).loc[test_id].to_numpy()\n", + ")\n", + "X5_test = wells.loc[test_id, features_5].to_numpy()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "64fa1b43", + "metadata": { + "papermill": { + "duration": 0.055757, + "end_time": "2021-09-18T10:52:02.713347", + "exception": false, + "start_time": "2021-09-18T10:52:02.657590", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "train_x_list = [X0, X1, X2, X3, X4, X5]\n", + "test_x_list = [X0_test, X1_test, X2_test, X3_test, X4_test, X5_test]\n", + "K = len(train_x_list)" + ] + }, + { + "cell_type": "markdown", + "id": "e7d1a65d", + "metadata": { + "papermill": { + "duration": 0.049466, + "end_time": "2021-09-18T10:52:02.811950", + "exception": false, + "start_time": "2021-09-18T10:52:02.762484", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "### 2.2 Training \n", + "\n", + "Each model will be trained in the same way - with a Bernoulli likelihood and a logit link function." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "c070567f", + "metadata": { + "papermill": { + "duration": 0.056796, + "end_time": "2021-09-18T10:52:02.917713", + "exception": false, + "start_time": "2021-09-18T10:52:02.860917", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "def logistic(x, y=None):\n", + " beta = numpyro.sample(\n", + " \"beta\", numpyro.distributions.Normal(0, 3), sample_shape=(x.shape[1],)\n", + " )\n", + " logits = numpyro.deterministic(\"logits\", jax.numpy.matmul(x, beta))\n", + "\n", + " numpyro.sample(\n", + " \"obs\",\n", + " numpyro.distributions.Bernoulli(logits=logits),\n", + " obs=y,\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "b29ed6c2", + "metadata": { + "papermill": { + "duration": 820.388941, + "end_time": "2021-09-18T11:05:43.355092", + "exception": false, + "start_time": "2021-09-18T10:52:02.966151", + "status": "completed" + }, + "tags": [] + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "3ffeee617a934752802be465d70f3ea8", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + " 0%| | 0/2000 [00:00\n", + "\n", + "Rather than refitting each model 100 times, we will estimate the leave-one-out cross-validated score using _LOO_ [[2](#References)]." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "0dfe6166", + "metadata": { + "papermill": { + "duration": 14.787853, + "end_time": "2021-09-18T11:05:58.318434", + "exception": false, + "start_time": "2021-09-18T11:05:43.530581", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "def find_point_wise_loo_score(fit):\n", + " return az.loo(fit, pointwise=True, scale=\"log\").loo_i.values\n", + "\n", + "\n", + "lpd_point = np.vstack([find_point_wise_loo_score(fit) for fit in fit_list]).T\n", + "exp_lpd_point = np.exp(lpd_point)" + ] + }, + { + "cell_type": "markdown", + "id": "e3f7a74a", + "metadata": { + "papermill": { + "duration": 0.051972, + "end_time": "2021-09-18T11:05:58.422802", + "exception": false, + "start_time": "2021-09-18T11:05:58.370830", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "## 3. Bayesian Hierarchical Stacking \n", + "\n", + "### 3.1 Prepare stacking datasets \n", + "\n", + "To determine how the stacking weights should vary across training and test sets, we will need to create stacking datasets. For discrete features, this is easy, we just one-hot-encode them. But for continuous features, we need a trick. In Equation (16), the authors recommend the following: if you have a continuous feature `f`, then replace it with the following two features:\n", + "\n", + "- `f_l`: `f` minus the median of `f`, clipped above at 0;\n", + "- `f_r`: `f` minus the median of `f`, clipped below at 0;" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "8450ac11", + "metadata": { + "papermill": { + "duration": 0.078407, + "end_time": "2021-09-18T11:05:58.566113", + "exception": false, + "start_time": "2021-09-18T11:05:58.487706", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "dist100_median = wells.loc[wells.index[train_id], \"dist100\"].median()\n", + "logarsenic_median = wells.loc[wells.index[train_id], \"logarsenic\"].median()\n", + "wells[\"dist100_l\"] = (wells[\"dist100\"] - dist100_median).clip(upper=0)\n", + "wells[\"dist100_r\"] = (wells[\"dist100\"] - dist100_median).clip(lower=0)\n", + "wells[\"logarsenic_l\"] = (wells[\"logarsenic\"] - logarsenic_median).clip(upper=0)\n", + "wells[\"logarsenic_r\"] = (wells[\"logarsenic\"] - logarsenic_median).clip(lower=0)\n", + "\n", + "stacking_features = [\n", + " \"edu0\",\n", + " \"edu1\",\n", + " \"edu2\",\n", + " \"edu3\",\n", + " \"assoc_half\",\n", + " \"dist100_l\",\n", + " \"dist100_r\",\n", + " \"logarsenic_l\",\n", + " \"logarsenic_r\",\n", + "]\n", + "X_stacking_train = wells.loc[train_id, stacking_features].to_numpy()\n", + "X_stacking_test = wells.loc[test_id, stacking_features].to_numpy()" + ] + }, + { + "cell_type": "markdown", + "id": "cb323c68", + "metadata": { + "papermill": { + "duration": 0.052318, + "end_time": "2021-09-18T11:05:58.671602", + "exception": false, + "start_time": "2021-09-18T11:05:58.619284", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "### 3.2 Define stacking model\n", + "\n", + "What we seek to find is a matrix of weights $W$ with which to multiply the models' predictions. Let's define a matrix $Pred$ such that $Pred_{i, k}$ represents the prediction made for point $i$ by model $k$. Then the final prediction for point $i$ will then be:\n", + "\n", + "$$ \\sum_k W_{i, k}Pred_{i, k} $$\n", + "\n", + "Such a matrix $W$ would be required to have each column sum to $1$. Hence, we calculate each row $W_i$ of $W$ as:\n", + "\n", + "$$ W_i = \\text{softmax}(X\\text{_stacking}_i \\cdot \\beta), $$\n", + "\n", + "where $\\beta$ is a matrix whose values we seek to determine. For the discrete features, $\\beta$ is given a hierarchical structure over the possible inputs. Continuous features, on the other hand, get no hierarchical structure and just vary according to the input values.\n", + "\n", + "Notice how, for the discrete features, a non-centered parametrisation is used [[4](#References)] . Also note that we only need to estimate `K-1` columns of $\\beta$, because the weights `W_{i, k}` will have to sum to `1` for each `i`." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "f2203a8c", + "metadata": { + "papermill": { + "duration": 0.075301, + "end_time": "2021-09-18T11:05:58.799743", + "exception": false, + "start_time": "2021-09-18T11:05:58.724442", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "def stacking(\n", + " X,\n", + " d_discrete,\n", + " X_test,\n", + " exp_lpd_point,\n", + " tau_mu,\n", + " tau_sigma,\n", + "):\n", + " N = X.shape[0]\n", + " d = X.shape[1]\n", + " N_test = X_test.shape[0]\n", + " K = lpd_point.shape[1]\n", + "\n", + " beta_con = numpyro.sample(\n", + " \"beta_con\",\n", + " numpyro.distributions.Normal(0, 1),\n", + " sample_shape=(K - 1, d - d_discrete),\n", + " )\n", + " tau = numpyro.sample(\n", + " \"tau\", numpyro.distributions.Normal(0, 1), sample_shape=(K - 1, d_discrete)\n", + " )\n", + "\n", + " mu = numpyro.sample(\n", + " \"mu\",\n", + " numpyro.distributions.Normal(0, tau_mu),\n", + " sample_shape=(K - 1,),\n", + " )\n", + " sigma = numpyro.sample(\n", + " \"sigma\",\n", + " numpyro.distributions.TruncatedNormal(low=0, loc=0, scale=tau_sigma),\n", + " sample_shape=(K - 1,),\n", + " )\n", + "\n", + " beta = numpyro.deterministic(\n", + " \"beta\",\n", + " jax.numpy.vstack(\n", + " [\n", + " jax.numpy.hstack([mu[k] + sigma[k] * tau[k], beta_con[k]])\n", + " for k in range(K - 1)\n", + " ],\n", + " ),\n", + " )\n", + " assert beta.shape == (K - 1, d)\n", + "\n", + " f = jax.numpy.hstack(\n", + " [\n", + " jax.numpy.vstack(\n", + " [jax.numpy.matmul(X, beta[k]) for k in range(K - 1)],\n", + " ).T,\n", + " jax.numpy.zeros((N, 1)),\n", + " ]\n", + " )\n", + " assert f.shape == (N, K)\n", + "\n", + " w = numpyro.deterministic(\"w\", jax.nn.softmax(f, axis=1))\n", + "\n", + " logp = jax.numpy.log((exp_lpd_point * w).sum(axis=1))\n", + " assert logp.shape == (N,)\n", + "\n", + " numpyro.factor(\"logp\", jax.numpy.sum(logp))\n", + "\n", + " f_test = jax.numpy.hstack(\n", + " [\n", + " jax.numpy.vstack(\n", + " [jax.numpy.matmul(X_test, beta[k]) for k in range(K - 1)],\n", + " ).T,\n", + " jax.numpy.zeros((N_test, 1)),\n", + " ]\n", + " )\n", + " w_test = numpyro.deterministic(\"w_test\", jax.nn.softmax(f_test, axis=1))\n", + " numpyro.deterministic(\n", + " \"w_test\",\n", + " w_test,\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "9827977d", + "metadata": { + "papermill": { + "duration": 296.084187, + "end_time": "2021-09-18T11:10:54.936288", + "exception": false, + "start_time": "2021-09-18T11:05:58.852101", + "status": "completed" + }, + "tags": [] + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "a91036e5fd464346ab47236b21322192", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + " 0%| | 0/2000 [00:00" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(nrows=1, ncols=2, figsize=(16, 6), sharey=True)\n", + "sns.scatterplot(data=pd.DataFrame(w.values), ax=ax[0])\n", + "sns.scatterplot(\n", + " data=pd.DataFrame(\n", + " np.hstack(\n", + " [\n", + " scipy.special.softmax(lpd_point.sum(axis=0))[:, np.newaxis]\n", + " for _ in range(2000)\n", + " ]\n", + " ).T\n", + " ),\n", + " ax=ax[1],\n", + ")\n", + "ax[0].set_title(\"Training weights from Bayesian Hierarchical stacking\")\n", + "ax[1].set_title(\"Fixed weights derived from lpd_point\")\n", + "ax[0].set_xlabel(\"Index\")\n", + "ax[1].set_xlabel(\"Index\");" + ] + }, + { + "cell_type": "markdown", + "id": "c60e0c01", + "metadata": { + "papermill": { + "duration": 0.065143, + "end_time": "2021-09-18T11:10:58.110931", + "exception": false, + "start_time": "2021-09-18T11:10:58.045788", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "## 4. Evaluate on test set \n", + "\n", + "### 4.1 Stack predictions \n", + "\n", + "Now, for each model, let's evaluate the log predictive density for each point in the test set. Once we have predictions for each model, we need to think about how to combine them, such that for each test point, we get a single prediction.\n", + "\n", + "We decided we'd do this in three ways:\n", + "- Bayesian Hierarchical Stacking (`bhs_pred`);\n", + "- choosing the model with the best training set LOO score (`model_selection_preds`);\n", + "- fixed-weights stacking based on LOO scores (`fixed_weights_preds`)." + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "a44794e1", + "metadata": { + "papermill": { + "duration": 0.911131, + "end_time": "2021-09-18T11:10:59.088087", + "exception": false, + "start_time": "2021-09-18T11:10:58.176956", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "train_preds = []\n", + "for k in range(K):\n", + " train_pred = scipy.special.expit(\n", + " np.matmul(\n", + " train_x_list[k],\n", + " fit_list[k].posterior.beta.stack(samples=(\"chain\", \"draw\")).values,\n", + " )\n", + " )\n", + " train_preds.append(train_pred.mean(axis=1))\n", + "train_preds = np.vstack(train_preds).T" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "5b686b7c", + "metadata": { + "papermill": { + "duration": 0.54285, + "end_time": "2021-09-18T11:10:59.694998", + "exception": false, + "start_time": "2021-09-18T11:10:59.152148", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "preds = []\n", + "for k in range(K):\n", + " post_pred = scipy.special.expit(\n", + " np.matmul(\n", + " test_x_list[k],\n", + " fit_list[k].posterior.beta.stack(samples=(\"chain\", \"draw\")).values,\n", + " )\n", + " )\n", + " preds.append(post_pred.mean(axis=1))\n", + "preds = np.vstack(preds).T" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "436f8789", + "metadata": { + "papermill": { + "duration": 0.145066, + "end_time": "2021-09-18T11:11:00.042707", + "exception": false, + "start_time": "2021-09-18T11:10:59.897641", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [ + "w_test = idata.posterior.w_test.mean(dim=(\"chain\", \"draw\"))\n", + "bhs_predictions = (w_test * preds).sum(axis=1)\n", + "model_selection_preds = preds[:, lpd_point.sum(axis=0).argmax()]\n", + "fixed_weights_preds = (scipy.special.softmax(lpd_point.sum(axis=0)) * preds).sum(axis=1)" + ] + }, + { + "cell_type": "markdown", + "id": "76233762", + "metadata": { + "papermill": { + "duration": 0.064289, + "end_time": "2021-09-18T11:11:00.170538", + "exception": false, + "start_time": "2021-09-18T11:11:00.106249", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "### 4.2 Compare methods " + ] + }, + { + "cell_type": "markdown", + "id": "c2d889c2", + "metadata": { + "papermill": { + "duration": 0.06178, + "end_time": "2021-09-18T11:11:00.293209", + "exception": false, + "start_time": "2021-09-18T11:11:00.231429", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "Let's compare the log predictive density scores on the test set (note: higher is better):" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "33e15689", + "metadata": { + "papermill": { + "duration": 0.463508, + "end_time": "2021-09-18T11:11:00.819086", + "exception": false, + "start_time": "2021-09-18T11:11:00.355578", + "status": "completed" + }, + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "logpms = pd.DataFrame(\n", + " np.vstack(\n", + " [\n", + " stats.bernoulli(p=bhs_predictions).logpmf(y_test),\n", + " stats.bernoulli(p=model_selection_preds).logpmf(y_test),\n", + " stats.bernoulli(p=fixed_weights_preds).logpmf(y_test),\n", + " ]\n", + " ).T,\n", + " columns=[\"bhs\", \"model selection\", \"fixed stacking weights\"],\n", + ")\n", + "sns.barplot(data=logpms);" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "cf3faaae", + "metadata": { + "papermill": { + "duration": 0.088841, + "end_time": "2021-09-18T11:11:00.971661", + "exception": false, + "start_time": "2021-09-18T11:11:00.882820", + "status": "completed" + }, + "tags": [] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " bhs model selection fixed stacking weights\n", + "count 1500.000000 1500.000000 1500.000000\n", + "mean -0.682228 -0.733399 -0.702528\n", + "std 0.500419 0.617741 0.550504\n", + "min -3.173964 -3.606597 -3.302836\n", + "25% -0.950703 -0.992178 -0.955311\n", + "50% -0.533367 -0.546873 -0.536695\n", + "75% -0.286636 -0.253105 -0.273047\n", + "max -0.041472 -0.024854 -0.036058" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "logpms.describe()" + ] + }, + { + "cell_type": "markdown", + "id": "dc7517ce", + "metadata": { + "papermill": { + "duration": 0.066707, + "end_time": "2021-09-18T11:11:01.178051", + "exception": false, + "start_time": "2021-09-18T11:11:01.111344", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "So, in this dataset, with this particular train-test split, Bayesian Hierarchical Stacking does indeed bring a small gain compared with model selection and compared with fixed-weight stacking.\n", + "\n", + "### 4.3 Does this prove that Bayesian Hierarchical Stacking works? \n", + "\n", + "No, a single train-test split doesn't prove anything. Check the original paper for results with varying training set sizes, repeated with different train-test splits, in which they show that Bayesian Hierarchical Stacking consistently outperforms model selection and fixed-weight stacking.\n", + "\n", + "The goal of this notebook was just to show how to implement this technique in NumPyro." + ] + }, + { + "cell_type": "markdown", + "id": "29cf8140", + "metadata": { + "papermill": { + "duration": 0.066367, + "end_time": "2021-09-18T11:11:01.310721", + "exception": false, + "start_time": "2021-09-18T11:11:01.244354", + "status": "completed" + }, + "tags": [] + }, + "source": [ + "## Conclusion \n", + "\n", + "We've seen how Bayesian Hierarchical Stacking can help us average models with input-dependent weights, in a manner which doesn't overfit. We only implemented the first case study from the paper, but readers are encouraged to check out the other two as well. Also check the paper for theoretical results and results from more experiments.\n", + "\n", + "## References\n", + "\n", + "1. Yuling Yao, Gregor Pirš, Aki Vehtari, Andrew Gelman (2021). [Bayesian hierarchical stacking: Some models are (somewhere) useful](https://arxiv.org/abs/2101.08954)\n", + "2. Måns Magnusson, Michael Riis Andersen, Johan Jonasson, Aki Vehtari (2020). [Leave-One-Out Cross-Validation for Bayesian Model Comparison in Large Data](https://arxiv.org/abs/2001.00980)\n", + "3. https://github.com/yao-yl/hierarchical-stacking-code.\n", + "4. Thomas Wiecki (2017). [Why hierarchical models are awesome, tricky, and Bayesian](https://twiecki.io/blog/2017/02/08/bayesian-hierchical-non-centered/)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "32694722", + "metadata": { + "papermill": { + "duration": 0.068268, + "end_time": "2021-09-18T11:11:03.218672", + "exception": false, + "start_time": "2021-09-18T11:11:03.150404", + "status": "completed" + }, + "tags": [] + }, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "good-bayesian", + "language": "python", + "name": "good-bayesian" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.5" + }, + "papermill": { + "default_parameters": {}, + "duration": 1224.415684, + "end_time": "2021-09-18T11:11:05.150406", + "environment_variables": {}, + "exception": null, + "input_path": "__notebook__.ipynb", + "output_path": "__notebook__.ipynb", + "parameters": {}, + "start_time": "2021-09-18T10:50:40.734722", + "version": "2.3.3" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/source/index.rst b/notebooks/source/index.rst index 879a2896a..d6cbf695e 100644 --- a/notebooks/source/index.rst +++ b/notebooks/source/index.rst @@ -17,6 +17,7 @@ Welcome to NumPyro Tutorials! bayesian_hierarchical_linear_regression discrete_imputation model_rendering + bayesian_hierarchical_stacking Indices From dea0ab0a2fac21b2e7cee47d65ea6585702898cd Mon Sep 17 00:00:00 2001 From: Marco Gorelli Date: Fri, 24 Sep 2021 21:28:21 +0100 Subject: [PATCH 02/13] add some comments / document some parts --- .../bayesian_hierarchical_stacking.ipynb | 307 +++++++++++------- 1 file changed, 185 insertions(+), 122 deletions(-) diff --git a/notebooks/source/bayesian_hierarchical_stacking.ipynb b/notebooks/source/bayesian_hierarchical_stacking.ipynb index 76310c3ef..24511a3a2 100644 --- a/notebooks/source/bayesian_hierarchical_stacking.ipynb +++ b/notebooks/source/bayesian_hierarchical_stacking.ipynb @@ -17,7 +17,7 @@ "# Bayesian Hierarchical Stacking: Well Switching Case Study\n", "\n", "
\n", - " \"centered\n", + " \n", "
Photo by Belinda Fewings, https://unsplash.com/photos/6p-KtXCBGNw.
\n", "
\n", "\n", @@ -43,10 +43,10 @@ "- choose the best model based on cross-validation;\n", "- average the models, using weights based on cross-validation scores.\n", "\n", - "In the paper _Bayesian hierarchical stacking: Some models are (somewhere) useful_ [[1](#References)], a new technique is introduced: average models based on weights which are allowed to vary across according to the input data, based on a hierarchical structure.\n", + "In the paper [Bayesian hierarchical stacking: Some models are (somewhere) useful](https://arxiv.org/abs/2101.08954), a new technique is introduced: average models based on weights which are allowed to vary across according to the input data, based on a hierarchical structure.\n", "\n", "\n", - "Here, we'll implement the first case study from that paper - readers are nonetheless encouraged to look at the original paper to find other cases studies, as well as theoretical results. Code from the article (in R / Stan) can be found _here_ [[3](#References)]." + "Here, we'll implement the first case study from that paper - readers are nonetheless encouraged to look at the original paper to find other cases studies, as well as theoretical results. Code from the article (in R / Stan) can be found [here](https://github.com/yao-yl/hierarchical-stacking-code)." ] }, { @@ -418,7 +418,27 @@ "outputs": [], "source": [ "def bs(x, knots, degree):\n", - " \"\"\"Replicates ``bs`` from splines package in R.\"\"\"\n", + " \"\"\"\n", + " Generate the B-spline basis matrix for a polynomial spline.\n", + "\n", + " Parameters\n", + " ----------\n", + " x\n", + " predictor variable.\n", + " knots\n", + " locations of internal breakpoints (not padded).\n", + " degree\n", + " degree of the piecewise polynomial.\n", + "\n", + " Returns\n", + " -------\n", + " pd.DataFrame\n", + " Spline basis matrix.\n", + "\n", + " Notes\n", + " -----\n", + " This mirrors ``bs`` from splines package in R.\n", + " \"\"\"\n", " padded_knots = np.hstack(\n", " [[x.min()] * (degree + 1), knots, [x.max()] * (degree + 1)]\n", " )\n", @@ -579,7 +599,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "3ffeee617a934752802be465d70f3ea8", + "model_id": "5dcd3b033627448aa88d8d2b56d68636", "version_major": 2, "version_minor": 0 }, @@ -593,7 +613,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "1f2414bc742f4423bd651185327fb763", + "model_id": "df13b21a714c4042a5ba67ed69fe0232", "version_major": 2, "version_minor": 0 }, @@ -607,7 +627,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "d617ad77cfe84dfabc134b5e296c4e68", + "model_id": "02a81f672cc247eaa6bef3be044e340d", "version_major": 2, "version_minor": 0 }, @@ -621,7 +641,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "4ef36f15081745b3b2d7dcd501473ff1", + "model_id": "c6c74141e9c2474bab10ec2e40cbd097", "version_major": 2, "version_minor": 0 }, @@ -635,7 +655,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "29ca05105d0843ff8fb0b7382bacc444", + "model_id": "ce392916cda14363aecc1293eaf6b9ea", "version_major": 2, "version_minor": 0 }, @@ -649,7 +669,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "a6d9c7ac16284308b2adb4eef0e34980", + "model_id": "477ec55ef88c4f9b9bb321fbc4f292d1", "version_major": 2, "version_minor": 0 }, @@ -663,7 +683,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "cc683acce1f34f21908fb0c826acfd39", + "model_id": "032ab7ff64104650bb846488566d198b", "version_major": 2, "version_minor": 0 }, @@ -677,7 +697,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "6317516b27b440429446d017d6ead1ce", + "model_id": "581647f7e7f4489d9169e602d4a73ecf", "version_major": 2, "version_minor": 0 }, @@ -691,7 +711,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "a7bd92221e63447686ce7e67980e118f", + "model_id": "bebc43c49e56422fba3528e0be144c27", "version_major": 2, "version_minor": 0 }, @@ -705,7 +725,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "3372a5775e19427b8172bf144e9bb5be", + "model_id": "aa0811b7de2b4d938c65267cc8deb357", "version_major": 2, "version_minor": 0 }, @@ -719,7 +739,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "b71f23301a8643f4a760f1776f40a63a", + "model_id": "6b9385ae9ce74a5ab1343f9626a56ffe", "version_major": 2, "version_minor": 0 }, @@ -733,7 +753,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "31e19002ad76461caeb0e0f761204067", + "model_id": "8e74dc302a9d48a785dc5e19357f7951", "version_major": 2, "version_minor": 0 }, @@ -747,7 +767,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "ca254330f64b45b9b2db2c21551b738c", + "model_id": "b19da1e5ba634d5f8c83389b0a60fee8", "version_major": 2, "version_minor": 0 }, @@ -761,7 +781,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "0635c66283324f459cde6eaa7a45b61b", + "model_id": "03c161d5d9284c13aeed1962314d4aca", "version_major": 2, "version_minor": 0 }, @@ -775,7 +795,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "ac5b9f6738f64c51a34f769db97c5365", + "model_id": "828905cb0fa040fb8be73eb01c9d815e", "version_major": 2, "version_minor": 0 }, @@ -789,7 +809,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "d426425a61b44c9985e11453c5010ea4", + "model_id": "cc54ce5597f343669205a664d612baa5", "version_major": 2, "version_minor": 0 }, @@ -803,7 +823,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "f9c9d234cfe84800b3d4ace8a76c5240", + "model_id": "f86e7b2936db4505b70e35fc6c556fff", "version_major": 2, "version_minor": 0 }, @@ -817,7 +837,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "268122f2f2144bb58548c0277f91eb9e", + "model_id": "82a3a7d90a7f438d95c9d45ba41e8aae", "version_major": 2, "version_minor": 0 }, @@ -831,7 +851,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "0ac8f6ebc0b743b0bc28f27541aa00e1", + "model_id": "6db180dc0a614473a7d46d3e66e2779c", "version_major": 2, "version_minor": 0 }, @@ -845,7 +865,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "5c1dc0f4854d4782a4ec1819e5a83578", + "model_id": "d08a86c0ab724f188c97d78468d927da", "version_major": 2, "version_minor": 0 }, @@ -859,7 +879,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "b0ce96f6b8dd481baedbcbe9641b29d2", + "model_id": "59f1c715e08447e2a643e8fa3d160b7c", "version_major": 2, "version_minor": 0 }, @@ -873,7 +893,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "3febd9bd8f774d4a98c9d0da65817b85", + "model_id": "2c625b0a8af145498323fcd3e34caa1c", "version_major": 2, "version_minor": 0 }, @@ -887,7 +907,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "8da57c950bf94f7f9162c211a6738e40", + "model_id": "e4081fc0d062498094561f48f963cdc5", "version_major": 2, "version_minor": 0 }, @@ -901,7 +921,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "0cf819413aab4a4e80ad3ec792a54d35", + "model_id": "4aa308c869754c799a62597f4ab4d1d2", "version_major": 2, "version_minor": 0 }, @@ -923,8 +943,7 @@ " x=train_x_list[k],\n", " y=y_train,\n", " )\n", - " idata = az.from_numpyro(mcmc)\n", - " fit_list.append(idata)" + " fit_list.append(mcmc)" ] }, { @@ -943,7 +962,7 @@ "source": [ "### 2.3 Estimate leave-one-out cross-validated score for each training point \n", "\n", - "Rather than refitting each model 100 times, we will estimate the leave-one-out cross-validated score using _LOO_ [[2](#References)]." + "Rather than refitting each model 100 times, we will estimate the leave-one-out cross-validated score using [LOO](https://arxiv.org/abs/2001.00980)." ] }, { @@ -963,7 +982,7 @@ "outputs": [], "source": [ "def find_point_wise_loo_score(fit):\n", - " return az.loo(fit, pointwise=True, scale=\"log\").loo_i.values\n", + " return az.loo(az.from_numpyro(fit), pointwise=True, scale=\"log\").loo_i.values\n", "\n", "\n", "lpd_point = np.vstack([find_point_wise_loo_score(fit) for fit in fit_list]).T\n", @@ -988,7 +1007,7 @@ "\n", "### 3.1 Prepare stacking datasets \n", "\n", - "To determine how the stacking weights should vary across training and test sets, we will need to create stacking datasets. For discrete features, this is easy, we just one-hot-encode them. But for continuous features, we need a trick. In Equation (16), the authors recommend the following: if you have a continuous feature `f`, then replace it with the following two features:\n", + "To determine how the stacking weights should vary across training and test sets, we will need to create \"stacking datasets\" which include all the features which we want the stacking weights to depend on. How should such features be included? For discrete features, this is easy, we just one-hot-encode them. But for continuous features, we need a trick. In Equation (16), the authors recommend the following: if you have a continuous feature `f`, then replace it with the following two features:\n", "\n", "- `f_l`: `f` minus the median of `f`, clipped above at 0;\n", "- `f_r`: `f` minus the median of `f`, clipped below at 0;" @@ -1058,7 +1077,7 @@ "\n", "where $\\beta$ is a matrix whose values we seek to determine. For the discrete features, $\\beta$ is given a hierarchical structure over the possible inputs. Continuous features, on the other hand, get no hierarchical structure and just vary according to the input values.\n", "\n", - "Notice how, for the discrete features, a non-centered parametrisation is used [[4](#References)] . Also note that we only need to estimate `K-1` columns of $\\beta$, because the weights `W_{i, k}` will have to sum to `1` for each `i`." + "Notice how, for the discrete features, a [non-centered parametrisation is used](https://twiecki.io/blog/2017/02/08/bayesian-hierchical-non-centered/). Also note that we only need to estimate `K-1` columns of $\\beta$, because the weights `W_{i, k}` will have to sum to `1` for each `i`." ] }, { @@ -1085,31 +1104,57 @@ " tau_mu,\n", " tau_sigma,\n", "):\n", + " \"\"\"\n", + " Get weights with which to stack candidate models' predictions.\n", + "\n", + " Parameters\n", + " ----------\n", + " X\n", + " Training stacking matrix: features on which stacking weights should depend, from the\n", + " training set.\n", + " d_discrete\n", + " Number of discrete features in `X` and `X_test`. The first `d_discrete` features\n", + " from these matrices should be the discrete ones, with the continuous ones coming\n", + " after them.\n", + " X_test\n", + " Test stacking matrix: features on which stacking weights should depend, from the\n", + " testing set.\n", + " exp_lpd_point\n", + " LOO score evaluated at each point in the training set, for each candidate model.\n", + " tau_mu\n", + " Hyperprior for mean of `beta` value, across the candidate models.\n", + " tau_sigma\n", + " Hyperprior for standard deviation of `beta` value, across the candidate models.\n", + " \"\"\"\n", " N = X.shape[0]\n", " d = X.shape[1]\n", " N_test = X_test.shape[0]\n", " K = lpd_point.shape[1]\n", "\n", + " # effect of continuous features on stacking weights\n", " beta_con = numpyro.sample(\n", " \"beta_con\",\n", " numpyro.distributions.Normal(0, 1),\n", " sample_shape=(K - 1, d - d_discrete),\n", " )\n", + " # effect of discrete features on stacking weights\n", " tau = numpyro.sample(\n", " \"tau\", numpyro.distributions.Normal(0, 1), sample_shape=(K - 1, d_discrete)\n", " )\n", - "\n", + " # mean effect of discrete features on stacking weights\n", " mu = numpyro.sample(\n", " \"mu\",\n", " numpyro.distributions.Normal(0, tau_mu),\n", " sample_shape=(K - 1,),\n", " )\n", + " # standard deviation effect of discrete features on stacking weights\n", " sigma = numpyro.sample(\n", " \"sigma\",\n", - " numpyro.distributions.TruncatedNormal(low=0, loc=0, scale=tau_sigma),\n", + " numpyro.distributions.HalfNormal(scale=tau_sigma),\n", " sample_shape=(K - 1,),\n", " )\n", "\n", + " # effects of features on stacking weights\n", " beta = numpyro.deterministic(\n", " \"beta\",\n", " jax.numpy.vstack(\n", @@ -1121,6 +1166,7 @@ " )\n", " assert beta.shape == (K - 1, d)\n", "\n", + " # stacking weights (in unconstrained space)\n", " f = jax.numpy.hstack(\n", " [\n", " jax.numpy.vstack(\n", @@ -1131,13 +1177,14 @@ " )\n", " assert f.shape == (N, K)\n", "\n", + " # stacking weights\n", " w = numpyro.deterministic(\"w\", jax.nn.softmax(f, axis=1))\n", "\n", + " # log probability of LOO training scores weighted by stacking weights.\n", " logp = jax.numpy.log((exp_lpd_point * w).sum(axis=1))\n", - " assert logp.shape == (N,)\n", - "\n", " numpyro.factor(\"logp\", jax.numpy.sum(logp))\n", "\n", + " # test set stacking weights (in unconstrained space)\n", " f_test = jax.numpy.hstack(\n", " [\n", " jax.numpy.vstack(\n", @@ -1146,6 +1193,8 @@ " jax.numpy.zeros((N_test, 1)),\n", " ]\n", " )\n", + "\n", + " # test set stacking weights\n", " w_test = numpyro.deterministic(\"w_test\", jax.nn.softmax(f_test, axis=1))\n", " numpyro.deterministic(\n", " \"w_test\",\n", @@ -1171,7 +1220,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "a91036e5fd464346ab47236b21322192", + "model_id": "c31065bb0c974780b88a27e54f0e06f4", "version_major": 2, "version_minor": 0 }, @@ -1185,7 +1234,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "8b057df6c8bc41bc84ba7aea0bf10e82", + "model_id": "d11a8d4f44c142d7b5cf694293b2e526", "version_major": 2, "version_minor": 0 }, @@ -1199,7 +1248,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "40cdfcb8159540a3bee2ac18a13dcadf", + "model_id": "d17d9e51459b4e688d2f6ecf7e662c3d", "version_major": 2, "version_minor": 0 }, @@ -1213,7 +1262,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "72e69abc3f994c94b3e4d44f5611daf8", + "model_id": "c1bece672d0145d89b86ec67f450f25b", "version_major": 2, "version_minor": 0 }, @@ -1237,7 +1286,7 @@ " tau_mu=1.0,\n", " tau_sigma=0.5,\n", ")\n", - "idata = az.from_numpyro(mcmc)" + "trace = mcmc.get_samples()" ] }, { @@ -1275,7 +1324,7 @@ }, "outputs": [], "source": [ - "w = idata.posterior.w.mean(dim=(\"chain\", \"draw\"))" + "w = trace[\"w\"].mean(axis=0)" ] }, { @@ -1295,7 +1344,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n", "text/plain": [ "
" ] @@ -1308,7 +1357,7 @@ ], "source": [ "fig, ax = plt.subplots(nrows=1, ncols=2, figsize=(16, 6), sharey=True)\n", - "sns.scatterplot(data=pd.DataFrame(w.values), ax=ax[0])\n", + "sns.scatterplot(data=pd.DataFrame(w), ax=ax[0])\n", "sns.scatterplot(\n", " data=pd.DataFrame(\n", " np.hstack(\n", @@ -1355,28 +1404,20 @@ { "cell_type": "code", "execution_count": 20, - "id": "a44794e1", - "metadata": { - "papermill": { - "duration": 0.911131, - "end_time": "2021-09-18T11:10:59.088087", - "exception": false, - "start_time": "2021-09-18T11:10:58.176956", - "status": "completed" - }, - "tags": [] - }, + "id": "ce86bd9e-b2c6-4947-9675-92c925b6088d", + "metadata": {}, "outputs": [], "source": [ + "# for each candidate model, extract the posterior predictive logits\n", "train_preds = []\n", "for k in range(K):\n", - " train_pred = scipy.special.expit(\n", - " np.matmul(\n", - " train_x_list[k],\n", - " fit_list[k].posterior.beta.stack(samples=(\"chain\", \"draw\")).values,\n", - " )\n", - " )\n", - " train_preds.append(train_pred.mean(axis=1))\n", + " predictive = numpyro.infer.Predictive(logistic, fit_list[k].get_samples())\n", + " train_pred = predictive(\n", + " jax.random.PRNGKey(0),\n", + " x=train_x_list[k],\n", + " )[\"logits\"]\n", + " train_preds.append(train_pred.mean(axis=0))\n", + "# reshape, so we have (N_test, K)\n", "train_preds = np.vstack(train_preds).T" ] }, @@ -1396,16 +1437,16 @@ }, "outputs": [], "source": [ - "preds = []\n", + "# same as previous cell, but for test set\n", + "test_preds = []\n", "for k in range(K):\n", - " post_pred = scipy.special.expit(\n", - " np.matmul(\n", - " test_x_list[k],\n", - " fit_list[k].posterior.beta.stack(samples=(\"chain\", \"draw\")).values,\n", - " )\n", - " )\n", - " preds.append(post_pred.mean(axis=1))\n", - "preds = np.vstack(preds).T" + " predictive = numpyro.infer.Predictive(logistic, fit_list[k].get_samples())\n", + " test_pred = predictive(\n", + " jax.random.PRNGKey(0),\n", + " x=test_x_list[k],\n", + " )[\"logits\"]\n", + " test_preds.append(test_pred.mean(axis=0))\n", + "test_preds = np.vstack(test_preds).T" ] }, { @@ -1424,10 +1465,16 @@ }, "outputs": [], "source": [ - "w_test = idata.posterior.w_test.mean(dim=(\"chain\", \"draw\"))\n", - "bhs_predictions = (w_test * preds).sum(axis=1)\n", - "model_selection_preds = preds[:, lpd_point.sum(axis=0).argmax()]\n", - "fixed_weights_preds = (scipy.special.softmax(lpd_point.sum(axis=0)) * preds).sum(axis=1)" + "# get the stacking weights for the test set\n", + "w_test = trace[\"w_test\"].mean(axis=0)\n", + "# get predictions using the stacking weights\n", + "bhs_predictions = (w_test * test_preds).sum(axis=1)\n", + "# get predictions using only the model with the best LOO score\n", + "model_selection_preds = test_preds[:, lpd_point.sum(axis=0).argmax()]\n", + "# get predictions using fixed stacking weights, dependent on the LOO score\n", + "fixed_weights_preds = (scipy.special.softmax(lpd_point.sum(axis=0)) * test_preds).sum(\n", + " axis=1\n", + ")" ] }, { @@ -1461,7 +1508,7 @@ "tags": [] }, "source": [ - "Let's compare the log predictive density scores on the test set (note: higher is better):" + "Let's compare the negative log predictive density scores on the test set (note - lower is better):" ] }, { @@ -1481,9 +1528,9 @@ "outputs": [ { "data": { - "image/png": "iVBORw0KGgoAAAANSUhEUgAAAXgAAAD8CAYAAAB9y7/cAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjQuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8rg+JYAAAACXBIWXMAAAsTAAALEwEAmpwYAAAX5ElEQVR4nO3df5xddX3n8deQSQwpAUaYmmo1qMVPpbKKikADBQyhukuUVhANVRMarCwqpVoXf5RSfhjEomBdpd2AKVXcLFq0W1EiEIKBACtKaH3Ih1VKxRV1ChMzITwIzMz+cU7gcpnJzJyZzDDfvJ6PRx6558c953PPufd9vvM9557bMTg4iCSpPLtNdQGSpJ3DgJekQhnwklQoA16SCmXAS1KhDHhJKlRn0ydGxKeBQ4FB4IzM/D8t044BPg70A9dm5nnjLVSSNDaNWvARcSSwf2YeBvwx8Jm2WT4DvAVYABwbEQeMq0pJ0pg17aJZCHwNIDN/CHRFxJ4AEfES4OHMfCAzB4Br6/klSZOoaRfNPODOluGeetzm+v+elmm/BF460gKfeKJ/sLNzxqhWvuRDXxp1oWruqotO3inLXfqFM3bKcvWUVcsu3SnLvfady3bKcvV0//nKL4xl9o7hJjTugx/tCkaY9qTe3q0TVIomSk9P31SXoIbcd9PbWPZfd/fcYac17aL5GVVLfbvnAw8OM+0F9ThJ0iRqGvBrgBMAIuLVwM8ysw8gM+8H9oyI/SKiEziunl+SNIkaddFk5q0RcWdE3AoMAKdHxFLgV5l5DXAa8OV69tWZee+EVCtJGrXGffCZeVbbqI0t024GDmu6bEnS+PlNVkkqlAEvSYUy4CWpUAa8JBXKgJekQhnwklQoA16SCmXAS1KhDHhJKpQBL0mFMuAlqVAGvCQVyoCXpEIZ8JJUKANekgplwEtSoQx4SSqUAS9JhWr0k30RMRNYBcwH+oFlmXlf2zxdVL/LuiUzTxhnnZKkMWragl8CbMrMw4ELgBVDzHMZsL5pYZKk8Wka8AuBa+rH1wMLhphnOQa8JE2ZRl00wDygByAzByJiMCJmZea27TNkZl9EjHqBXV1z6Oyc0bAc7Qzd3XOnugQ15L6b3iZq/40Y8BGxnKo13uqQtuGO8RbS27t1vIvQBOvp6ZvqEtSQ+256G8v+29HBYMSAz8yVwMrWcRGxiqoVv7E+4drR2nqXJE29pn3wa4AT68eLgbUTU44kaaI07YNfDSyKiPXAY8BSgIg4C1gH3AHcAOwNvCAibgLOzcwbx1mvJGmUGgV8ZvYDy4YYf2HL4FENa5IkTQC/ySpJhTLgJalQBrwkFcqAl6RCGfCSVCgDXpIKZcBLUqEMeEkqlAEvSYUy4CWpUAa8JBXKgJekQhnwklQoA16SCmXAS1KhDHhJKpQBL0mFMuAlqVCNfrIvImYCq4D5QD+wLDPva5vnJOADwABwQ2Z+dHylSpLGomkLfgmwKTMPBy4AVrROjIg5wCeAhcBhwDERccB4CpUkjU3TgF8IXFM/vh5Y0DoxM7cCB2ZmX2YOAg8B+zSuUpI0Zk0Dfh7QA5CZA8BgRMxqnSEz+wAi4kBgP+C25mVKksZqxD74iFgOLG8bfUjbcMcwz90fuApYkpmP72g9XV1z6OycMVI5mkTd3XOnugQ15L6b3iZq/40Y8Jm5EljZOi4iVlG14jfWJ1w7MnNb2zy/CXwNeEdm3jXSenp7t466aE2Onp6+qS5BDbnvprex7L8dHQyadtGsAU6sHy8G1g4xz+XAaZn5vYbrkCSNQ6PLJIHVwKKIWA88BiwFiIizgHVUJ1WPAM6NiO3P+VRm/tO4qpUkjVqjgM/MfmDZEOMvbBmc07QoSdL4+U1WSSqUAS9JhTLgJalQBrwkFcqAl6RCGfCSVCgDXpIKZcBLUqEMeEkqlAEvSYUy4CWpUAa8JBXKgJekQhnwklQoA16SCmXAS1KhDHhJKpQBL0mFavSTfRExE1gFzAf6gWWZeV/bPGcDbwQ6gH/OzPPHV6okaSyatuCXAJsy83DgAmBF68SI2A84MDMPAxYA74qI54+nUEnS2DRqwQMLgSvrx9cDV7ROzMz7gRPrwS5gANjccF2SpAaatuDnAT0AmTkADEbErPaZIuJS4AfAeZm5pXGVkqQxG7EFHxHLgeVtow9pG+4Y6rmZeUZEnAPcFBG3ZOa/Dbeerq45dHbOGKkcTaLu7rlTXYIact9NbxO1/0YM+MxcCaxsHRcRq6ha8RvrE64dmbmtZfoLgedl5nczszcibgEOBoYN+N7erc1egXaanp6+qS5BDbnvprex7L8dHQyadtGs4ak+9sXA2vZ1Ap+PiM6ImAG8Bri34bokSQ00Pcm6GlgUEeuBx4ClABFxFrAuMzdExD8Ct1B133wjM+8af7mSpNFqFPCZ2Q8sG2L8hS2PV9B2+aQkafL4TVZJKpQBL0mFMuAlqVAGvCQVyoCXpEIZ8JJUKANekgplwEtSoQx4SSqUAS9JhTLgJalQBrwkFcqAl6RCGfCSVCgDXpIKZcBLUqEMeEkqlAEvSYUy4CWpUI1+kzUiZgKrgPlAP7AsM+8bZt4vA49l5tKGNUqSGmjagl8CbMrMw4ELGObHtSNiEfDShuuQJI1D04BfCFxTP74eWNA+Q0Q8B/gYcH7DdUiSxqFRFw0wD+gByMyBiBiMiFmZua1lng8Dnwc2j2aBXV1z6Oyc0bAc7Qzd3XOnugQ15L6b3iZq/40Y8BGxHFjeNvqQtuGOtufsD7w2M8+JiKNGU0hv79bRzKZJ1NPTN9UlqCH33fQ2lv23o4PBiAGfmSuBla3jImIVVSt+Y33CtaOt9f5fgBdFxG3AnkB3RHwoMy8addWSpHFp2kWzBjgRuA5YDKxtnZiZlwCXANQt+KWGuyRNrqYnWVcDMyJiPXA6VX87EXFWRBw2UcVJkppr1ILPzH5g2RDjLxxi3E3ATU3WI0lqzm+ySlKhDHhJKpQBL0mFMuAlqVAGvCQVyoCXpEIZ8JJUKANekgplwEtSoQx4SSqUAS9JhTLgJalQBrwkFcqAl6RCGfCSVCgDXpIKZcBLUqEMeEkqVKOf7IuImcAqYD7QDyzLzPva5nkcuKVl1ML6p/4kSZOgUcADS4BNmXlyRBwLrABOapvnV5l51HiKkyQ117SLZiFwTf34emDBxJQjSZooTVvw84AegMwciIjBiJiVmdta5pkdEVdRdeN8NTM/taMFdnXNobNzRsNytDN0d8+d6hLUkPtuepuo/TdiwEfEcmB52+hD2oY7hnjqB4EvAoPAzRFxc2Z+d7j19PZuHakUTbKenr6pLkENue+mt7Hsvx0dDEYM+MxcCaxsHRcRq6ha8RvrE64dba13MvOylvlvAA4Ehg14SdLEatpFswY4EbgOWAysbZ0YEQH8JXAyMIOqj/4rzcuUJI1V04BfDSyKiPXAY8BSgIg4C1iXmRsi4gHgDmAA+KfMvGMC6pUkjVKjgK+vZ182xPgLWx7/t3HUJUkaJ7/JKkmFMuAlqVAGvCQVyoCXpEIZ8JJUKANekgplwEtSoQx4SSqUAS9JhTLgJalQBrwkFcqAl6RCGfCSVCgDXpIKZcBLUqEMeEkqlAEvSYUy4CWpUI1+si8iZgKrgPlAP7AsM+9rm+eVwOX14Ncz87xx1ClJGqOmLfglwKbMPBy4AFgxxDx/B7wbeB1wQETMabguSVIDjVrwwELgyvrx9cAVrRMj4nnAHpn5vXrU2xuuR5LUUNOAnwf0AGTmQEQMRsSszNxWT98PeDgiVgH7A1dn5iU7WmBX1xw6O2c0LEc7Q3f33KkuQQ2576a3idp/IwZ8RCwHlreNPqRtuGOI4RcDxwOPAhsi4tuZ+YPh1tPbu3XEYjW5enr6proENeS+m97Gsv92dDAYMeAzcyWwsnVc3TKfB2ysT7h2tLTeAX4B/CAzH6rnXw/8DjBswEuSJlbTk6xrgBPrx4uBta0TM/PfgLkR8dyI2A14FZBNi5QkjV3TPvjVwKK6Zf4YsBQgIs4C1mXmBuBM4JvAIPCtzNw4/nIlSaPVKOAzsx9YNsT4C1se384z++olSZPEb7JKUqEMeEkqlAEvSYUy4CWpUAa8JBXKgJekQhnwklQoA16SCtX0m6wag80/2cCjPT9k9+6Xs+eLDpvqciTtImzB72QD/Y/zaM8PAXi05x4G+h+f4ook7SoM+J1tsL91oG1YknYeA16SCmXAS1KhPMkqqVg3bHqYux7Zwqt+bQ8W7v3cqS5n0tmCl1SkbQMD3PXIFgA2PrKFbQMDU1zR5DPgJRWpf3DwyceDbcO7imnZRXPpn79pqksYtb6+zZx66lVPDn/8vW9g7tw9p7AiSbsKW/CSVKhGLfiImAmsAuYD/cCyzLyvZfprgItbnnIAcHxm3tq8VEnSWDTtolkCbMrMkyPiWGAFcNL2iZl5J3AUQETsDXwduG1clUqSxqRpF81C4Jr68fXAgh3M+0Hgkszc9U5ha9rrveNnPPDFf6X3jp9NdSnSmDVtwc8DegAycyAiBiNiVmZua50pInYHfh84e6QFdnXNobNzRsNynr1mzXr6cW2fffZgr73mTlE1GouBx/vZcu/DAGz5vw+z10HPY7eZ0+M92t3te2w6m6j9N2LAR8RyYHnb6EPahjuGefrxwDdG03rv7d060izTUl/flqcNP/TQFrZt89z2dDA40HJZ3WDb8LNcT0/fTlnuwRd/Zqcsd2fo69sMp77zyeGDzlsxba5gG8v+29HBYMSAz8yVwMrWcRGxiqoVv7E+4drR3nqvHQd8ftSVFmjmzJl0dHQwODhIR8duzJw5c6pLkrSLaNqUXAOcWD9eDKwdZr6DgY0N11GE2bN3Z9GiNwKwaNEbmD179ymuSNKuomkf/GpgUUSsBx4DlgJExFnAuszcUM+3d2bunL8Vp5FTTnk3p5zy7qkuQ9IuplHAZ2Y/sGyI8Re2Df96w7okSePk2T5JKpQBL0mFMuAlFWn7FWzALnsF27S8m6Smt08ed/5UlzAqfX2bOfXqp66j/qtjPzJtrqPWU1ewrVlz7S57BZsBL6lYu/oVbHbRSFKhDHhJKpQBL0mFMuAlqVAGvCQVyoCXpEIZ8NIw/KKMpjsDXhqGt3rWdNcxOPjs+JWanp6+Z0chkjSNdHfPHe4X9WzBS1KpDHhJKpQBL0mFMuAlqVCN7iYZETOBVcB8oB9Ylpn3tc1zAXAU1UHkmsy8aFyVSpLGpGkLfgmwKTMPBy4AVrROjIhXAEdn5gJgAbAsIuaNq1JJ0pg0DfiFwDX14+upQrzVr4DZEfEcYDYwAGxtuC5JUgNNf/BjHtADkJkDETEYEbMyc1s97oGIuBr4d2AGcG5mbt7RAru65tDZOaNhOZKkdiMGfEQsB5a3jT6kbfhpF9pHxEuAPwBeAswEbo2I1Zn5y2EL6Zwx7MX6kqSxGzHgM3MlsLJ1XESsomrFb6xPuHZsb73XDgZuz8yt9fx3A68AbpyguiVJI2jaB78GOLF+vBhY2zb9R8BrI2K3+gBwIHAfkqRJ07QPfjWwKCLWA48BSwEi4ixgXWZuiIg1wPp6/pWZef84a5UkjcGz5mZjkqSJ5TdZJalQBrwkFcqAl6RCGfATJCKWRsRft427qb5tg6ZIRBxXX9Y73PRzIuK941j+/RGxxxif86aImBUR8yLib5uuezJExMyIuD0i/r5+j//BOJa1w33RNu9bGiz/P4YY9/WxLmc8RtqnEXFURHxliPH/KSJeNtH1NL2KRlJzfwbcmJk/B/5kqosZwW8Az8nMd03WCiNiP+DtwFfHu6zMfPO4Cxrb+pru0z8EvgvcO5H1GPAT68URcS3wQuDT9bi3RsSlwD7Am6ju0/O/gOfU/07PzO9NRbHPdhGxFDgS2Bf4HeCjVB/8A4CTM/P2iDgDeFv9lK9l5ici4kDgSuBh4Mctyzud6kZ5A/W8Fw+z3oOAz1FdAvwYcBLVXVO/AHRRfW7el5l3tzzn+cDlwKx63uWZ+ZOIeAfw/nqdn6qnHwp8MyL+GLgqM18bEUcBHwceB34KnFK/1sOBbiCAT2bm5WPfkuPyaeClEfEFqluP/AfVe/iQzHxvRPwRcHhmvqe+g+wRVLcn+Wxmfnm4fbFdRLwI+CLVNusE/gj478DrIuJs4ArgH+rZZwLvyswft2/XzFzdssxXUe2/Y4H7M3PfiLgJ+Dbweqr302LgwXrd84Fbgbdm5m+2LOd84F8yc3VEXAY8Ub/mtwMvA64GPgsMAn1Ul4vvDXyl3qfvAD4EPFBvtxuB+4E9IuKLwCvrZVwDvAfoiYhfAkdTBf4A8L8z8+Mj7qVh2EUzsV4GvJnqNsnnUt3C4ZeZuRD4JtVOWwj8NDOPAk4Gfn1KKp0+9qc6MK4APkx1C4wVwNsj4sVUH6oj6n8nRcRLgb8Azqm3ez9APe8JVIH5e8Bb6nAZyjLgc/U++gTVt7b/FPhWvczTgPaDw3nAxfX0S4C/iIi5wNn1+n4fWJKZ/wD8HHgj0Prt78uAkzLzSKCX6kAE1ZcE/xA4HnjfKLbXRPsAkJm5bPuI+jVERLyaarucFRFHAPMz8/eoQvRjEbE7Q+yLNicA387Mo4EzqP5i+CTV92nOrYfPradfAfzXobbr9oVFxL5U2/JtmbmlbV2b2z6LbwBmZ+ahVOH7/Lb511EdjKF6D7ywfryA6sudfwP8Sb3MNcDpLXXsRvU+PYbqS6FHtCz3AODdwGFUDYV/Ab4FfDgz7wA+WK/jd6neC40Z8BNrfWY+npkPAZupWu3bv+z1/4C9gA3AYXWL4Lcy81tTU+q08d3MHKRqbd2dmf3AL6i25UHAbZn5RGY+AdxC1So6gKpFBnBT/f/rqA4Wa+t/c4H9hlnn16kC+jyqA/Q9VB+299Qtwc/V62/1u8A59fQPU+37lwP3ZOajmblpuO6CiHguMJiZD9Sj1tavDWBD/Zp/OsQ6p9L7geuASzNzE9XrP7R+/ddRZctvMPS+aLUGeGdEXEzVFXRb2/SfA++PiJuBM9nxdt2N6kuYF2XmT4ZY13fq/7dvy5dTvWcArgWeaJv/VuDVEdFF9XneGhFzgFcDt1O9p/5H/ZrfATyv5bn7Uh1QfpGZjwA3tEz7XmZurQ9AQ92D6ytUd+k9FfjSENNHzS6aidX+rbFBnv6m6cjMByPilVR/hp0WEYfWLRUN7YlhHndQbd/WD8gsqj9rO+r/4alGzDbgG5n5tP7RiHh9+woz84aIOBg4Dvj7iPhg/fz3ZeaGYercBpyYmQ+2LPs1jK4RNdzrgGe+5meLfai6JbZ3aWwDLs/M9t+GGGpfPCkz/7X+PBwLrIiIK4DWcD4XuC4zL4uIE6j2Sf9QywL2BO6m6u74xyGmt2/LDp76q2KQts9vZj4SEf1Uf5HfBsyh+gt8S2Y+FhFbqX734snn1ecPti9/oGVxrctuP5A8TWaeFhG/DbwVuCkiXlc3YMbMFvzEOiwiZkREN/BrVP2OTxMRxwDHZOYaqj+5XzvJNZbk+1TbvDMiOqnucvp9IHlqux5d/38ncHREzImIjoi4tO5CeIb6qprnZuaXqPqgD6JqsR1fTz8gIv6s7Wmt018fEUuAe6rB2CMiZkfEt1sC78nGVWb2AoMtXUZHUp1we1aqt/VFVF0kb65D7XZgcX3/qdkR8Tf17EPti9ZlvQ14RWZ+DfhYPW/r9tkX+HG93d5MdfAbbrtuyswzgQcj4tRRvJQft9R2LEM3eG+n6nrZQBXy7wNurqdtpOrmISLeFhELW573ELBPRHTV77OjRqhlAOiMiL0i4uzMvKdu+D1MdeBqxICfWPdQnTS5geqE4FD3gfgR8NH6z7orqfob1UB9f6O/o+or/Q7VPY/+HTgfuKg+4b39Nwp+QtU3fjPVB/XnmfnoMIv+EXB1RNxA1b/7Jar+1t+KiO9Q3V315rbnnAMcX3cl/CVV18ojVH3F11N1T6ysW3s3UXXd7dvy/FOBq+r3xUzgf451e0yiM6lO/v0U+AjVCdVbqbqWNlBtmzvreZ+xL9rcC3w2Im6k2m6fB35I1TXyaeBvqbb9N6m2yZFU/dNDbdft/hT4QES8kB37Z2DPqO6pdQRVKLdbR9VwuLt+TUfyVFfTGcBHImId1bmg729/Ut3iPo/qfXkV1QF7qHMQ230H+AzVAac7Iu6ot8ltmfmMhuJoeS8aSbuk+tzH0Zn51Yh4AXBDZv72BC7/BKrLYR+OiOuAv6oPhJPGPnhJu6o+qsuY/5yqN+PMCV7+HODGiHgEuGuywx1swUtSseyDl6RCGfCSVCgDXpIKZcBLUqEMeEkq1P8HVYrxqQya82wAAAAASUVORK5CYII=\n", + "image/png": 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\n", "text/plain": [ - "
" + "
" ] }, "metadata": { @@ -1493,22 +1540,38 @@ } ], "source": [ - "logpms = pd.DataFrame(\n", + "nlogpms = -pd.DataFrame(\n", " np.vstack(\n", " [\n", - " stats.bernoulli(p=bhs_predictions).logpmf(y_test),\n", - " stats.bernoulli(p=model_selection_preds).logpmf(y_test),\n", - " stats.bernoulli(p=fixed_weights_preds).logpmf(y_test),\n", + " numpyro.distributions.Bernoulli(logits=bhs_predictions).log_prob(y_test),\n", + " numpyro.distributions.Bernoulli(logits=model_selection_preds).log_prob(\n", + " y_test\n", + " ),\n", + " numpyro.distributions.Bernoulli(logits=fixed_weights_preds).log_prob(\n", + " y_test\n", + " ),\n", " ]\n", " ).T,\n", - " columns=[\"bhs\", \"model selection\", \"fixed stacking weights\"],\n", + " columns=[\n", + " \"Bayesian Hierarchical Stacking\",\n", + " \"Model selection\",\n", + " \"Fixed stacking weights\",\n", + " ],\n", + ")\n", + "fig, ax = plt.subplots(figsize=(12, 6))\n", + "sns.barplot(\n", + " data=nlogpms.reindex(\n", + " columns=nlogpms.mean(axis=0).sort_values(ascending=False).index\n", + " ),\n", + " orient=\"h\",\n", + " ax=ax,\n", ")\n", - "sns.barplot(data=logpms);" + "ax.set_title(\"Negative log predictive density on test set\", fontdict={\"fontsize\": 18});" ] }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 25, "id": "cf3faaae", "metadata": { "papermill": { @@ -1542,9 +1605,9 @@ " \n", " \n", " \n", - " bhs\n", - " model selection\n", - " fixed stacking weights\n", + " Bayesian Hierarchical Stacking\n", + " Model selection\n", + " Fixed stacking weights\n", " \n", " \n", " \n", @@ -1556,69 +1619,69 @@ " \n", " \n", " mean\n", - " -0.682228\n", - " -0.733399\n", - " -0.702528\n", + " 0.695370\n", + " 0.754426\n", + " 0.718626\n", " \n", " \n", " std\n", - " 0.500419\n", - " 0.617741\n", - " 0.550504\n", + " 0.562322\n", + " 0.683700\n", + " 0.613569\n", " \n", " \n", " min\n", - " -3.173964\n", - " -3.606597\n", - " -3.302836\n", + " 0.028800\n", + " 0.016518\n", + " 0.023423\n", " \n", " \n", " 25%\n", - " -0.950703\n", - " -0.992178\n", - " -0.955311\n", + " 0.247361\n", + " 0.222482\n", + " 0.239220\n", " \n", " \n", " 50%\n", - " -0.533367\n", - " -0.546873\n", - " -0.536695\n", + " 0.520794\n", + " 0.535410\n", + " 0.520899\n", " \n", " \n", " 75%\n", - " -0.286636\n", - " -0.253105\n", - " -0.273047\n", + " 0.999890\n", + " 1.027842\n", + " 0.982413\n", " \n", " \n", " max\n", - " -0.041472\n", - " -0.024854\n", - " -0.036058\n", + " 3.583819\n", + " 3.996862\n", + " 3.695522\n", " \n", " \n", "\n", "" ], "text/plain": [ - " bhs model selection fixed stacking weights\n", - "count 1500.000000 1500.000000 1500.000000\n", - "mean -0.682228 -0.733399 -0.702528\n", - "std 0.500419 0.617741 0.550504\n", - "min -3.173964 -3.606597 -3.302836\n", - "25% -0.950703 -0.992178 -0.955311\n", - "50% -0.533367 -0.546873 -0.536695\n", - "75% -0.286636 -0.253105 -0.273047\n", - "max -0.041472 -0.024854 -0.036058" + " Bayesian Hierarchical Stacking Model selection Fixed stacking weights\n", + "count 1500.000000 1500.000000 1500.000000\n", + "mean 0.695370 0.754426 0.718626\n", + "std 0.562322 0.683700 0.613569\n", + "min 0.028800 0.016518 0.023423\n", + "25% 0.247361 0.222482 0.239220\n", + "50% 0.520794 0.535410 0.520899\n", + "75% 0.999890 1.027842 0.982413\n", + "max 3.583819 3.996862 3.695522" ] }, - "execution_count": 24, + "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "logpms.describe()" + "nlogpms.describe()" ] }, { From c274052a188b19a5cc2da2908c6dac750a5014ca Mon Sep 17 00:00:00 2001 From: Marco Gorelli Date: Sat, 25 Sep 2021 10:21:18 +0100 Subject: [PATCH 03/13] add some titles --- .../bayesian_hierarchical_stacking.ipynb | 305 +++++------------- 1 file changed, 88 insertions(+), 217 deletions(-) diff --git a/notebooks/source/bayesian_hierarchical_stacking.ipynb b/notebooks/source/bayesian_hierarchical_stacking.ipynb index 24511a3a2..efc631e23 100644 --- a/notebooks/source/bayesian_hierarchical_stacking.ipynb +++ b/notebooks/source/bayesian_hierarchical_stacking.ipynb @@ -87,6 +87,7 @@ "import scipy.stats as stats\n", "import seaborn as sns\n", "from scipy.interpolate import BSpline\n", + "import numpyro.distributions as dist\n", "\n", "plt.style.use(\"seaborn\")\n", "if \"NUMPYRO_SPHINXBUILD\" in os.environ:\n", @@ -569,14 +570,12 @@ "outputs": [], "source": [ "def logistic(x, y=None):\n", - " beta = numpyro.sample(\n", - " \"beta\", numpyro.distributions.Normal(0, 3), sample_shape=(x.shape[1],)\n", - " )\n", + " beta = numpyro.sample(\"beta\", dist.Normal(0, 3), sample_shape=(x.shape[1],))\n", " logits = numpyro.deterministic(\"logits\", jax.numpy.matmul(x, beta))\n", "\n", " numpyro.sample(\n", " \"obs\",\n", - " numpyro.distributions.Bernoulli(logits=logits),\n", + " dist.Bernoulli(logits=logits),\n", " obs=y,\n", " )" ] @@ -599,7 +598,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "5dcd3b033627448aa88d8d2b56d68636", + "model_id": "93ab89e59b5c40a4bdb6a660de1b874e", "version_major": 2, "version_minor": 0 }, @@ -613,7 +612,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "df13b21a714c4042a5ba67ed69fe0232", + "model_id": "5536d93a235b4d8eacb1c88c0b3908b4", "version_major": 2, "version_minor": 0 }, @@ -627,7 +626,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "02a81f672cc247eaa6bef3be044e340d", + "model_id": "dc816db8340d40c7b9e14c89c73b4785", "version_major": 2, "version_minor": 0 }, @@ -641,7 +640,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "c6c74141e9c2474bab10ec2e40cbd097", + "model_id": "1058599383a2409a886b8254d35d5632", "version_major": 2, "version_minor": 0 }, @@ -655,7 +654,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "ce392916cda14363aecc1293eaf6b9ea", + "model_id": "6f0f0f9a6117477b86b0ab46b53abae7", "version_major": 2, "version_minor": 0 }, @@ -669,7 +668,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "477ec55ef88c4f9b9bb321fbc4f292d1", + "model_id": "a3b6998f725846bab70880fefabfdd54", "version_major": 2, "version_minor": 0 }, @@ -683,7 +682,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "032ab7ff64104650bb846488566d198b", + "model_id": "d37d0f5e89d2487aaef34b4eaea79cc9", "version_major": 2, "version_minor": 0 }, @@ -697,7 +696,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "581647f7e7f4489d9169e602d4a73ecf", + "model_id": "4ae10bf077494f4c846859dc7500d7b6", "version_major": 2, "version_minor": 0 }, @@ -711,7 +710,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "bebc43c49e56422fba3528e0be144c27", + "model_id": "15cb8792d9da404192099e6e3ae38a45", "version_major": 2, "version_minor": 0 }, @@ -725,7 +724,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "aa0811b7de2b4d938c65267cc8deb357", + "model_id": "10d21b393fb1432a99e338eb454d752c", "version_major": 2, "version_minor": 0 }, @@ -739,7 +738,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "6b9385ae9ce74a5ab1343f9626a56ffe", + "model_id": "650e1b2f61f945028fef1a9dd996ad9c", "version_major": 2, "version_minor": 0 }, @@ -753,7 +752,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "8e74dc302a9d48a785dc5e19357f7951", + "model_id": "5fd0e3ff913c4a56a816ad22b40ac16f", "version_major": 2, "version_minor": 0 }, @@ -767,7 +766,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "b19da1e5ba634d5f8c83389b0a60fee8", + "model_id": "c2cefd44ecf04bb3812a4c8039720dad", "version_major": 2, "version_minor": 0 }, @@ -781,7 +780,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "03c161d5d9284c13aeed1962314d4aca", + "model_id": "9a9207474d3749cc81af69688b0407df", "version_major": 2, "version_minor": 0 }, @@ -795,7 +794,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "828905cb0fa040fb8be73eb01c9d815e", + "model_id": "fe51274d251b487eac2399b85075239d", "version_major": 2, "version_minor": 0 }, @@ -809,7 +808,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "cc54ce5597f343669205a664d612baa5", + "model_id": "cc7bfcb0111c464d80737bba1c8ec33a", "version_major": 2, "version_minor": 0 }, @@ -823,7 +822,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "f86e7b2936db4505b70e35fc6c556fff", + "model_id": "e5201b51be0e4eea9f447a1f69e97af7", "version_major": 2, "version_minor": 0 }, @@ -837,7 +836,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "82a3a7d90a7f438d95c9d45ba41e8aae", + "model_id": "6353e4b0e88a484092e9e39e6279a9fe", "version_major": 2, "version_minor": 0 }, @@ -851,7 +850,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "6db180dc0a614473a7d46d3e66e2779c", + "model_id": "cd849d4f77cf462bbf0308df710639a5", "version_major": 2, "version_minor": 0 }, @@ -865,7 +864,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "d08a86c0ab724f188c97d78468d927da", + "model_id": "544850189f5945de86c701c8c14f45c1", "version_major": 2, "version_minor": 0 }, @@ -879,7 +878,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "59f1c715e08447e2a643e8fa3d160b7c", + "model_id": "fa1e9ccce78d44b69f4d2338911ded3c", "version_major": 2, "version_minor": 0 }, @@ -893,7 +892,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "2c625b0a8af145498323fcd3e34caa1c", + "model_id": "06fbf70dd0d34a01aaae0a13014a2de1", "version_major": 2, "version_minor": 0 }, @@ -907,7 +906,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "e4081fc0d062498094561f48f963cdc5", + "model_id": "47e0933ec3c54b21aa525520d8ae3c0c", "version_major": 2, "version_minor": 0 }, @@ -921,7 +920,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "4aa308c869754c799a62597f4ab4d1d2", + "model_id": "81cd5caa338f4e8090156d29498bae57", "version_major": 2, "version_minor": 0 }, @@ -1075,7 +1074,7 @@ "\n", "$$ W_i = \\text{softmax}(X\\text{_stacking}_i \\cdot \\beta), $$\n", "\n", - "where $\\beta$ is a matrix whose values we seek to determine. For the discrete features, $\\beta$ is given a hierarchical structure over the possible inputs. Continuous features, on the other hand, get no hierarchical structure and just vary according to the input values.\n", + "where $\\beta$ is a matrix whose values we seek to determine. For the discrete features, $\\beta$ is given a hierarchical structure over the possible inputs. Continuous features, on the other hand, get no hierarchical structure in this case study and just vary according to the input values.\n", "\n", "Notice how, for the discrete features, a [non-centered parametrisation is used](https://twiecki.io/blog/2017/02/08/bayesian-hierchical-non-centered/). Also note that we only need to estimate `K-1` columns of $\\beta$, because the weights `W_{i, k}` will have to sum to `1` for each `i`." ] @@ -1110,47 +1109,49 @@ " Parameters\n", " ----------\n", " X\n", - " Training stacking matrix: features on which stacking weights should depend, from the\n", + " Training stacking matrix: features on which stacking weights should depend, for the\n", " training set.\n", " d_discrete\n", " Number of discrete features in `X` and `X_test`. The first `d_discrete` features\n", " from these matrices should be the discrete ones, with the continuous ones coming\n", " after them.\n", " X_test\n", - " Test stacking matrix: features on which stacking weights should depend, from the\n", + " Test stacking matrix: features on which stacking weights should depend, for the\n", " testing set.\n", " exp_lpd_point\n", " LOO score evaluated at each point in the training set, for each candidate model.\n", " tau_mu\n", - " Hyperprior for mean of `beta` value, across the candidate models.\n", + " Hyperprior for mean of `beta`, for discrete features.\n", " tau_sigma\n", - " Hyperprior for standard deviation of `beta` value, across the candidate models.\n", + " Hyperprior for standard deviation of `beta`, for continuous features.\n", + "\n", + " Notes\n", + " -----\n", + " Naming of variables mirrors what's used in the original paper.\n", " \"\"\"\n", " N = X.shape[0]\n", " d = X.shape[1]\n", " N_test = X_test.shape[0]\n", - " K = lpd_point.shape[1]\n", + " K = lpd_point.shape[1] # number of candidate models\n", "\n", " # effect of continuous features on stacking weights\n", " beta_con = numpyro.sample(\n", " \"beta_con\",\n", - " numpyro.distributions.Normal(0, 1),\n", + " dist.Normal(0, 1),\n", " sample_shape=(K - 1, d - d_discrete),\n", " )\n", " # effect of discrete features on stacking weights\n", - " tau = numpyro.sample(\n", - " \"tau\", numpyro.distributions.Normal(0, 1), sample_shape=(K - 1, d_discrete)\n", - " )\n", + " tau = numpyro.sample(\"tau\", dist.Normal(0, 1), sample_shape=(K - 1, d_discrete))\n", " # mean effect of discrete features on stacking weights\n", " mu = numpyro.sample(\n", " \"mu\",\n", - " numpyro.distributions.Normal(0, tau_mu),\n", + " dist.Normal(0, tau_mu),\n", " sample_shape=(K - 1,),\n", " )\n", " # standard deviation effect of discrete features on stacking weights\n", " sigma = numpyro.sample(\n", " \"sigma\",\n", - " numpyro.distributions.HalfNormal(scale=tau_sigma),\n", + " dist.HalfNormal(scale=tau_sigma),\n", " sample_shape=(K - 1,),\n", " )\n", "\n", @@ -1176,8 +1177,7 @@ " ]\n", " )\n", " assert f.shape == (N, K)\n", - "\n", - " # stacking weights\n", + " # stacking weights (constrained to sum to 1)\n", " w = numpyro.deterministic(\"w\", jax.nn.softmax(f, axis=1))\n", "\n", " # log probability of LOO training scores weighted by stacking weights.\n", @@ -1193,8 +1193,7 @@ " jax.numpy.zeros((N_test, 1)),\n", " ]\n", " )\n", - "\n", - " # test set stacking weights\n", + " # test set stacking weights (constrained to sum to 1)\n", " w_test = numpyro.deterministic(\"w_test\", jax.nn.softmax(f_test, axis=1))\n", " numpyro.deterministic(\n", " \"w_test\",\n", @@ -1220,7 +1219,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "c31065bb0c974780b88a27e54f0e06f4", + "model_id": "78c66fd181f14c419f64bf3eb041e4d2", "version_major": 2, "version_minor": 0 }, @@ -1234,7 +1233,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "d11a8d4f44c142d7b5cf694293b2e526", + "model_id": "6ba10d681a82460688bedf9ee47c1627", "version_major": 2, "version_minor": 0 }, @@ -1248,7 +1247,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "d17d9e51459b4e688d2f6ecf7e662c3d", + "model_id": "e229add3a7084a8b9182fd54217cba8b", "version_major": 2, "version_minor": 0 }, @@ -1262,7 +1261,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "c1bece672d0145d89b86ec67f450f25b", + "model_id": "f84556109d0945928d8cd1828abf5f51", "version_major": 2, "version_minor": 0 }, @@ -1305,31 +1304,12 @@ "source": [ "We can now extract the weights with which to weight the different models from the posterior, and then visualise how they vary across the training set.\n", "\n", - "Let's compare them with what the weights would've been if we'd just used fixed stacking weights derived from the LOO scores. Notice how Bayesian Hierarchical Stacking induces a shrinkage effect - the weights are not allowed to vary too much from each model's mean weight." + "Let's compare them with what the weights would've been if we'd just used fixed stacking weights derived from the LOO scores." ] }, { "cell_type": "code", "execution_count": 18, - "id": "ebff0cfd", - "metadata": { - "papermill": { - "duration": 0.308565, - "end_time": "2021-09-18T11:10:55.402627", - "exception": false, - "start_time": "2021-09-18T11:10:55.094062", - "status": "completed" - }, - "tags": [] - }, - "outputs": [], - "source": [ - "w = trace[\"w\"].mean(axis=0)" - ] - }, - { - "cell_type": "code", - "execution_count": 19, "id": "812117cb", "metadata": { "papermill": { @@ -1344,7 +1324,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -1357,22 +1337,28 @@ ], "source": [ "fig, ax = plt.subplots(nrows=1, ncols=2, figsize=(16, 6), sharey=True)\n", - "sns.scatterplot(data=pd.DataFrame(w), ax=ax[0])\n", + "training_stacking_weights = trace[\"w\"].mean(axis=0)\n", + "sns.scatterplot(data=pd.DataFrame(training_stacking_weights), ax=ax[0])\n", + "fixed_weights = pd.DataFrame(\n", + " np.hstack(\n", + " [\n", + " scipy.special.softmax(lpd_point.sum(axis=0))[:, np.newaxis]\n", + " for _ in range(len(X_stacking_train))\n", + " ]\n", + " ).T\n", + ")\n", "sns.scatterplot(\n", - " data=pd.DataFrame(\n", - " np.hstack(\n", - " [\n", - " scipy.special.softmax(lpd_point.sum(axis=0))[:, np.newaxis]\n", - " for _ in range(2000)\n", - " ]\n", - " ).T\n", - " ),\n", + " data=fixed_weights,\n", " ax=ax[1],\n", ")\n", "ax[0].set_title(\"Training weights from Bayesian Hierarchical stacking\")\n", "ax[1].set_title(\"Fixed weights derived from lpd_point\")\n", "ax[0].set_xlabel(\"Index\")\n", - "ax[1].set_xlabel(\"Index\");" + "ax[1].set_xlabel(\"Index\")\n", + "fig.suptitle(\n", + " \"Bayesian Hierarchical Stacking weights can vary according to the input\",\n", + " fontsize=18,\n", + ");" ] }, { @@ -1403,7 +1389,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 19, "id": "ce86bd9e-b2c6-4947-9675-92c925b6088d", "metadata": {}, "outputs": [], @@ -1423,7 +1409,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 20, "id": "5b686b7c", "metadata": { "papermill": { @@ -1451,7 +1437,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 21, "id": "436f8789", "metadata": { "papermill": { @@ -1466,9 +1452,9 @@ "outputs": [], "source": [ "# get the stacking weights for the test set\n", - "w_test = trace[\"w_test\"].mean(axis=0)\n", + "test_stacking_weights = trace[\"w_test\"].mean(axis=0)\n", "# get predictions using the stacking weights\n", - "bhs_predictions = (w_test * test_preds).sum(axis=1)\n", + "bhs_predictions = (test_stacking_weights * test_preds).sum(axis=1)\n", "# get predictions using only the model with the best LOO score\n", "model_selection_preds = test_preds[:, lpd_point.sum(axis=0).argmax()]\n", "# get predictions using fixed stacking weights, dependent on the LOO score\n", @@ -1513,7 +1499,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 22, "id": "33e15689", "metadata": { "papermill": { @@ -1528,7 +1514,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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" ] @@ -1540,148 +1526,33 @@ } ], "source": [ - "nlogpms = -pd.DataFrame(\n", - " np.vstack(\n", - " [\n", - " numpyro.distributions.Bernoulli(logits=bhs_predictions).log_prob(y_test),\n", - " numpyro.distributions.Bernoulli(logits=model_selection_preds).log_prob(\n", - " y_test\n", - " ),\n", - " numpyro.distributions.Bernoulli(logits=fixed_weights_preds).log_prob(\n", - " y_test\n", - " ),\n", - " ]\n", - " ).T,\n", + "fig, ax = plt.subplots(figsize=(12, 6))\n", + "neg_log_pred_densities = np.vstack(\n", + " [\n", + " -dist.Bernoulli(logits=bhs_predictions).log_prob(y_test),\n", + " -dist.Bernoulli(logits=model_selection_preds).log_prob(y_test),\n", + " -dist.Bernoulli(logits=fixed_weights_preds).log_prob(y_test),\n", + " ]\n", + ").T\n", + "neg_log_pred_density = pd.DataFrame(\n", + " neg_log_pred_densities,\n", " columns=[\n", " \"Bayesian Hierarchical Stacking\",\n", " \"Model selection\",\n", " \"Fixed stacking weights\",\n", " ],\n", ")\n", - "fig, ax = plt.subplots(figsize=(12, 6))\n", "sns.barplot(\n", - " data=nlogpms.reindex(\n", - " columns=nlogpms.mean(axis=0).sort_values(ascending=False).index\n", + " data=neg_log_pred_density.reindex(\n", + " columns=neg_log_pred_density.mean(axis=0).sort_values(ascending=False).index\n", " ),\n", " orient=\"h\",\n", " ax=ax,\n", ")\n", - "ax.set_title(\"Negative log predictive density on test set\", fontdict={\"fontsize\": 18});" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "id": "cf3faaae", - "metadata": { - "papermill": { - "duration": 0.088841, - "end_time": "2021-09-18T11:11:00.971661", - "exception": false, - "start_time": "2021-09-18T11:11:00.882820", - "status": "completed" - }, - "tags": [] - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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Bayesian Hierarchical StackingModel selectionFixed stacking weights
count1500.0000001500.0000001500.000000
mean0.6953700.7544260.718626
std0.5623220.6837000.613569
min0.0288000.0165180.023423
25%0.2473610.2224820.239220
50%0.5207940.5354100.520899
75%0.9998901.0278420.982413
max3.5838193.9968623.695522
\n", - "
" - ], - "text/plain": [ - " Bayesian Hierarchical Stacking Model selection Fixed stacking weights\n", - "count 1500.000000 1500.000000 1500.000000\n", - "mean 0.695370 0.754426 0.718626\n", - "std 0.562322 0.683700 0.613569\n", - "min 0.028800 0.016518 0.023423\n", - "25% 0.247361 0.222482 0.239220\n", - "50% 0.520794 0.535410 0.520899\n", - "75% 0.999890 1.027842 0.982413\n", - "max 3.583819 3.996862 3.695522" - ] - }, - "execution_count": 25, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "nlogpms.describe()" + "ax.set_title(\n", + " \"Bayesian Hierarchical Stacking performs best here\", fontdict={\"fontsize\": 18}\n", + ")\n", + "ax.set_xlabel(\"Negative mean log predictive density (lower is better)\");" ] }, { From 59dde9daecb8bc502e1512f171c05e9d948d4d95 Mon Sep 17 00:00:00 2001 From: Marco Gorelli Date: Sat, 2 Oct 2021 13:55:12 +0100 Subject: [PATCH 04/13] use numpyro.plate, expand --- notebooks/source/_static/img/stacking.jpeg | Bin 0 -> 121119 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zdv`2U?Oxg-e&hJU@u;)oSP+W7lLw&{Fu)O<&llEv4rCm1>z^-$!0L_$41#i*`N7C| z68Q7161IZ*^Z8_GP%jk>6<~fq$`xK!%V|))yWDsz_mqV=m1E;Uy|6BF1CE_0RQBZ; zEblyGv7Yb{kPzU18-n@~kRVS+cf#g_l0S&Scv;-WRx*R~70>}s%QrMQZ#i#{*z`3c zk@2YI37g@@1ML{6#s?hpm3uqgk1burh5$uXZQ?0oB;z^~l905V;M1S; s<0TdwgA{6~PHppq#P^uvgy(w&%$VWczdzx7&&NDE!X7_bzVvth*?6PrTL1t6 literal 0 HcmV?d00001 diff --git a/notebooks/source/bayesian_hierarchical_stacking.ipynb b/notebooks/source/bayesian_hierarchical_stacking.ipynb index efc631e23..22ad357da 100644 --- a/notebooks/source/bayesian_hierarchical_stacking.ipynb +++ b/notebooks/source/bayesian_hierarchical_stacking.ipynb @@ -17,7 +17,7 @@ "# Bayesian Hierarchical Stacking: Well Switching Case Study\n", "\n", "

\n", - " \n", + " \n", "
Photo by Belinda Fewings, https://unsplash.com/photos/6p-KtXCBGNw.
\n", "
\n", "\n", @@ -81,12 +81,15 @@ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import pandas as pd\n", - "import numpyro\n", - "import jax\n", "import scipy\n", + "from scipy.interpolate import BSpline\n", "import scipy.stats as stats\n", "import seaborn as sns\n", - "from scipy.interpolate import BSpline\n", + "\n", + "import jax\n", + "import jax.numpy as jnp\n", + "\n", + "import numpyro\n", "import numpyro.distributions as dist\n", "\n", "plt.style.use(\"seaborn\")\n", @@ -94,6 +97,7 @@ " set_matplotlib_formats(\"svg\")\n", "\n", "numpyro.set_host_device_count(4)\n", + "rng_key = jax.random.PRNGKey(0)\n", "assert numpyro.__version__.startswith(\"0.7.2\")" ] }, @@ -571,7 +575,7 @@ "source": [ "def logistic(x, y=None):\n", " beta = numpyro.sample(\"beta\", dist.Normal(0, 3), sample_shape=(x.shape[1],))\n", - " logits = numpyro.deterministic(\"logits\", jax.numpy.matmul(x, beta))\n", + " logits = numpyro.deterministic(\"logits\", jnp.matmul(x, beta))\n", "\n", " numpyro.sample(\n", " \"obs\",\n", @@ -594,354 +598,16 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "93ab89e59b5c40a4bdb6a660de1b874e", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - " 0%| | 0/2000 [00:00\n", "\n", - "What we seek to find is a matrix of weights $W$ with which to multiply the models' predictions. Let's define a matrix $Pred$ such that $Pred_{i, k}$ represents the prediction made for point $i$ by model $k$. Then the final prediction for point $i$ will then be:\n", + "What we seek to find is a matrix of weights $W$ with which to multiply the models' predictions. Let's define a matrix $Pred$ such that $Pred_{i,k}$ represents the prediction made for point $i$ by model $k$. Then the final prediction for point $i$ will then be:\n", "\n", - "$$ \\sum_k W_{i, k}Pred_{i, k} $$\n", + "$$ \\sum_k W_{i, k}Pred_{i,k} $$\n", "\n", "Such a matrix $W$ would be required to have each column sum to $1$. Hence, we calculate each row $W_i$ of $W$ as:\n", "\n", @@ -1137,30 +803,22 @@ " # effect of continuous features on stacking weights\n", " beta_con = numpyro.sample(\n", " \"beta_con\",\n", - " dist.Normal(0, 1),\n", - " sample_shape=(K - 1, d - d_discrete),\n", + " dist.Normal(0, 1).expand([K - 1, d - d_discrete]),\n", " )\n", " # effect of discrete features on stacking weights\n", - " tau = numpyro.sample(\"tau\", dist.Normal(0, 1), sample_shape=(K - 1, d_discrete))\n", - " # mean effect of discrete features on stacking weights\n", - " mu = numpyro.sample(\n", - " \"mu\",\n", - " dist.Normal(0, tau_mu),\n", - " sample_shape=(K - 1,),\n", - " )\n", - " # standard deviation effect of discrete features on stacking weights\n", - " sigma = numpyro.sample(\n", - " \"sigma\",\n", - " dist.HalfNormal(scale=tau_sigma),\n", - " sample_shape=(K - 1,),\n", - " )\n", + " tau = numpyro.sample(\"tau\", dist.Normal(0, 1).expand([K - 1, d_discrete]))\n", + " with numpyro.plate(\"Candidate models\", K - 1):\n", + " # mean effect of discrete features on stacking weights\n", + " mu = numpyro.sample(\"mu\", dist.Normal(0, tau_mu))\n", + " # standard deviation effect of discrete features on stacking weights\n", + " sigma = numpyro.sample(\"sigma\", dist.HalfNormal(scale=tau_sigma))\n", "\n", " # effects of features on stacking weights\n", " beta = numpyro.deterministic(\n", " \"beta\",\n", - " jax.numpy.vstack(\n", + " jnp.vstack(\n", " [\n", - " jax.numpy.hstack([mu[k] + sigma[k] * tau[k], beta_con[k]])\n", + " jnp.hstack([mu[k] + sigma[k] * tau[k], beta_con[k]])\n", " for k in range(K - 1)\n", " ],\n", " ),\n", @@ -1168,37 +826,21 @@ " assert beta.shape == (K - 1, d)\n", "\n", " # stacking weights (in unconstrained space)\n", - " f = jax.numpy.hstack(\n", - " [\n", - " jax.numpy.vstack(\n", - " [jax.numpy.matmul(X, beta[k]) for k in range(K - 1)],\n", - " ).T,\n", - " jax.numpy.zeros((N, 1)),\n", - " ]\n", - " )\n", + " f = jnp.hstack([X @ beta.T, jnp.zeros((N, 1))])\n", " assert f.shape == (N, K)\n", - " # stacking weights (constrained to sum to 1)\n", - " w = numpyro.deterministic(\"w\", jax.nn.softmax(f, axis=1))\n", "\n", " # log probability of LOO training scores weighted by stacking weights.\n", - " logp = jax.numpy.log((exp_lpd_point * w).sum(axis=1))\n", - " numpyro.factor(\"logp\", jax.numpy.sum(logp))\n", + " log_w = jax.nn.log_softmax(f, axis=1)\n", + " # stacking weights (constrained to sum to 1)\n", + " w = numpyro.deterministic(\"w\", jnp.exp(log_w))\n", + " logp = jax.nn.logsumexp(lpd_point + log_w, axis=1)\n", + " numpyro.factor(\"logp\", jnp.sum(logp))\n", "\n", " # test set stacking weights (in unconstrained space)\n", - " f_test = jax.numpy.hstack(\n", - " [\n", - " jax.numpy.vstack(\n", - " [jax.numpy.matmul(X_test, beta[k]) for k in range(K - 1)],\n", - " ).T,\n", - " jax.numpy.zeros((N_test, 1)),\n", - " ]\n", - " )\n", + " f_test = jnp.hstack([X_test @ beta.T, jnp.zeros((N_test, 1))])\n", " # test set stacking weights (constrained to sum to 1)\n", " w_test = numpyro.deterministic(\"w_test\", jax.nn.softmax(f_test, axis=1))\n", - " numpyro.deterministic(\n", - " \"w_test\",\n", - " w_test,\n", - " )" + " numpyro.deterministic(\"w_test\", w_test)" ] }, { @@ -1215,69 +857,15 @@ }, "tags": [] }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "78c66fd181f14c419f64bf3eb041e4d2", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - " 0%| | 0/2000 [00:00" ] @@ -1403,7 +991,7 @@ " x=train_x_list[k],\n", " )[\"logits\"]\n", " train_preds.append(train_pred.mean(axis=0))\n", - "# reshape, so we have (N_test, K)\n", + "# reshape, so we have (N, K)\n", "train_preds = np.vstack(train_preds).T" ] }, @@ -1514,7 +1102,7 @@ "outputs": [ { "data": { - "image/png": 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9FngjbcN56rCjuygT0+fpOO5hUe4IRESsERFntjfga1lacw+6zR+Zk3LltbOcB9TX0NsQrOFwDWUY2jR3vIqINSPilIhYovtmL5uL8g3w7WFnbcpk6tati/tyM2Vs/sZt289BmZR+YS/bDFTrJgo7diy/GmjNWZqLcjvkx9qOvwKvTICekfdqHcrwpEO6PRnlLoFL8Mrt1lvajzHdOR7lRgb7dKzb22s7nTLnqP0CZquR//8ovXnfi3JjkMH4C+XWwxt3LN+BgYf6OZm+F3ALSli7Z6Cf0RmRmQ8AdwPvjLa7+9XH25dV8oHeth+Mmfxb0m6ZiHhr2/7GUELSH2t4uZ1y8WH36LjjW0QcFxG71MdbRMSp7evUz+8VHeXoYdb9rRpQ2YZwe2ka9vBIGi5vjogF6uM5KVdgW7cebjX27qaMFf9oRNxFuQK8D+W7eB4C1ouIDYGbMnNqZt5bJ/XuRrlq237HLyhzgS4FrolyV6vnKcPQDqLcghfKXIadgNdFxMn1OEvU5x/vsk8y88mI+C2wWz3+Q5SG6Zsot0VeJSI2p9xae7idRhlidU5EHEppYK5EuZ3vPyiNjL5MAg6KiE9ThhG+Dfgo5U5XHwY+GBE/6n1zTqXcKe6cOjzuMcr7vjzl+10G40LK+3RyREylDBN7D6UXpnWnp0mUuTUnRrnRxRspt/o9lTJ85v0RceYAj/cjyh0CPxcRb6Tcrexhyi2M16TcQrr15aMtDwMb1wbbX2p5DgJOinIjiqUpV//PpNwCepeIuL/eHOHHwOFR7ox2B+V7kN5HmeT/fHTcBKTezGMPynn3bcotk2dKZr5Qe1A/GhHHU77D5U2U9/4uyvcx9ecpyp0Al6B8tnek3LDgy20BeiCf0Rn1GcoNUc6PiDMof2/2ptwgodsNI2aVGf5b0uFeSlj9IuWzuQflLnIfhZfnCB1BmZtzSUR8nVde23spfwehfKY/BLw6Ir5L+cwtR+lp+jOv3EDhYWDDiPgI5e6KnTccGbAZKNuQbC91sodH0nC5iDKP4peUq9enUL7bYtPMnABQ78b0Hsp/0N+n3Jjg75QG8xcpVyYvYNqLN61b+57XOWQryy1ZWz0bF1NuJ7whsFdmHl/XeZAy6fwpSiPxZ5RbXj8KbJCZT9DdeylX8r9D+TLCeSiNna9Q5rhcQJmYPazqkLH1KQ3AYyhzS75AKfPmA5gEfATl+1MOozR6t6Dcte2rlAb81+jjDkqZ+WQ9/k2U3omfUBpxW9W7Rs20WvbNKefKVyjzp7agDBdr9fZ9k9KIei+l52cvSkPyS5TvIfkUA2wE1/NrV0oD9NWUu/TdTGmw70w5f1bLzPZ5J4dTwsFZwMaZeSmlTjeg1MWh9d/RlLkLe9X9Q5n7cXJ9/npK+G998WdvZbyd0rDdpU5cH4xDgf+jBNMfUt7391B6aAYyj+c5yut5P2UO2Psp88FeHq46kM/ojMrMyyghd3nKe3MhZTjb9rX+h8Qg/pa03Ev5HqRDKXOytqF86ebLd2jMzG9QQu9ylM/jDymv8x1Zv/C4ngNbUW6DfRYlZH+F8rd3k7aweXw95tcpF0UGZSBlG8rtpXZjenoGM29WkkaWOin9Esr3vPT1RYuSZoGI+CPwYma+pY91JgFvysy+5jNJ0pBwSJukxqjzRz4DXGPYkWatiDgIWAt4f+uGE/UGIm/klS/3laQRx8AjadSLiPGU8fgHUu7qttrwlkhqpGcow//GRMT/Ub435wuU2wOfNHzFkqS+OYdHUhNsSRmXvjqwbWb+YXiLIzVPZp5Bmb/zZsqcinMoE+K3yMxfDWfZJKkvzuGRJEmS1Fj28EiSJElqLOfwaEi9+OJLPU8++e/hLsaotsgi82MdDo51OHjW4eBZh4NnHQ6O9Td41uHgDVUdjh8/bkxvz9nDoyE111wj6QvmRyfrcPCsw8GzDgfPOhw863BwrL/Bsw4Hbzjq0MAjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbHmGu4CqNl2/+S5w10ESZKk/0onH/bO4S7CiGAPjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvDMgIhYISJ6ImKdjuW/jIgJA9zHAhFxXx/PbxwRFw2ijBMiYvsZ3OYtEfHG+viCiJhvZo8vSZIkjSRzDXcBRqF7gPcCPweIiNcDiwxriQZvR+B24E+ZudtwF0aSJKnJpr70AvS8NOTHmTLl6SE/RruxY8cy77wj77q5gWfG/RzYIiLmzMyXgN2AicD8UHpogC8CLwAPAB8A5gEuBuYFbmrtKCI2aFv3fmDfbgeMiIWAH9T9zAN8LDN/FRHHAhsAcwLfyMzz27aZEzgdeB0wFjgiM6+PiNWAbwFTgVuAs4H9gMkR8Wg9zsrAwsAZwNx13Q8CPcBZwF+BVYFfZ+aHZqIOJUmS/is9/fdbeXbyXbPlWPvue95sOU7LmDFzsMUWW/OBD3x4th63Pw5pm3EvALcBm9Tf3wVc2fb8acCumbkR8CSwO/A+4PeZuQFwZ9u6pwDvysxNgX8AO/dyzM2ABzJzY2APYIkalpbPzA2BTYHPdQxF2x14ODM3Ad4NnNR2zI9k5nrAksDTwNXAZzLzF23bHw18tx7zW8BRdfkawOHAmsC2EbFwL2WWJElSh9kVdoZDT89UJk68sv8VZzMDz8y5EHhvRKwMPAg8AxARiwI9mXl/Xe+nwGrASpTeFIBJdd0lgTcAl0TEJEqAWqaX490KrBsRpwGvz8yrgbcD69Rtf0J5L5dq2+btwLvr8xcB80XE3EBk5m8BMnPPzPxbL8d8W6usba8D4C+Z+UhmTgUeAhbqZXtJkiR1mG/8isCY4S7GkBgzZg623HLb4S7GdBzSNnOuBb4BPEwJEy09THsGt4aDzVl/wish83ngwdqD8rI6JG4amflwRKxKCUX715smTKH0wHypY/vWw+eBY9uHudXnpzIw7a+l9ToAXuxYr5mfWEmSpCGw4GvWZYFl3jZb5vB88YCth/wY7ZzD0yCZ+XxE/Iwyr+VN1N6PzHyy3sXtNZn5d2AjypydRSk9JhdTh8LVdYmIlTLzjxFxIHBDt+NFxObA2My8KiL+SBlidhxwfER8mRJIvpqZB7ZtdhtluN35EbEEcHBmHg78MSLWzszbIuK7wPGUMNN5LvyylvX8+jpuH0SVSZIkqZpjzrGUKdZDa9y4BYf8GKOBQ9pm3oXArzLznx3L9wXOq0PJxgIXUG4MsE5EXAcEpfcESmA6MyJuBNYHspdj/QX4bN3n2ZRwcwtlqNmtwM+AOzq2+QHwTETcAlwO3FiXfxw4ISJuAp7MzLvqc6dExGZt2x8B7BkR1wN7A0f2WyOSJEnSCDOmp6en/7WkmbT7J8/1BJMkSRoGJx/2zuEuwnTGjx/H5MlThmK/vU6zsIdHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmON6enpGe4yqNl6Jk+eMtxlGNXGjx+HdTg41uHgWYeDZx0OnnU4ONbf4FmHgzdUdTh+/LgxvT1nD48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxppruAugZtv7zI8PdxEkSZKG3Ve3P2a4i/Bfyx4eSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY016gJPRKwQEVMiYlLbv5Mi4q0R8YVB7HeBiLhvgOvuNBP7nxQRK3csOykiXjuj+xqMiLggIubr4/nHuixbMCK2HNqSSZIkSbPeXMNdgJmUmblxl+V3zqbjfxq4aLA7ycyDB1+UGT7mbjOx2erAlsDEWVwcSZIkaUiN1sAznYjYGDgA+AxwDrAu8Frg+/XxO4BDgBeB2zPzkIhYELgYmBe4qcs+x9Z9LQXMAxwJrAKsGhGXALsAZwHLAq8CjsrMKyJiNeBbwFTglsw8rG2fCwLXAB8AvlnLvBOwEBDA/wAHZ+ZVEfEp4L3APcBY4ITMnFT3sznwnszcPyJ2Bz6TmatExFLAecA7gTOBRSjv84GZ+dvai7Uy8Lpa9qeA24Hxmbl33ffRlIDzeK23bwILRsSfgPuAY4BngX8Ae2TmCwN4iyRJkkakqS+8RM/UniE9xpQpTw/p/gHGjh3LvPP2OpDnv1ZjAk9LZv45Iq6iBIqtgI9TwsrngHUz87mI+EFErAesCvw+Mz8REbtSwkW7VYDFM3PDiFgY2DYzvxoRn8rMHSNiCWBiZp4VEa8DLgSuAE4BPlIDxtkRsXzd3xhKyDgqM/8QEe3HWi4zt42IrYH9IuI2Shh6I7Ag8GfghLb1bwGOrY/XAx6NiIXq458CBwNXZ+Z3ImIl4GRgi7btjwSOzsxLI+IHwL/r8kWBizLziIi4FXgL8FVg5cw8PSJ+BBySmTdGxI7AYsAj/bwtkiRJI9KTv3iIZ/70xJAfZ98L9xzyY4wZMwdbbLE1H/jAh4f8WKPJaA08ERGT2n6/Bri57fcv1d9/k5k3R8TawGuAn9SQsRCwPLAScEPdpn1/LXcD4yLie8ClwAUdzz8JrBkRH6b05izWKl9m/hYgM/esBYYSMu7PzKu6HKvVw/RALd/rgd9l5rPAsxHxi/aVM/PfEfFcRMxfX8ulwNqUwHMppadrfES8r24yf8fxVuSVOvsRsHl9/HSr7MCDtSztLgROi4hzgfMz07AjSZJGrdkRdmaXnp6pTJx4pYGnw2gNPNPN4alD2lrmp/SmLFl/fx64IzO36thmPUpQgS43cKihYh3g7cDewPaUnqOW3Sk9IhvUn7fX5VPp7klgi4hYLDMf73juxbbHY+q/9v1062e9CdgMmAL8HNiOMt/mU5TXfGBm3tpLWdr3377vF7us97LM/F5E/AR4N3B5ROyUmXf3cgxJkqQRbYE3Lsozf36ie0trlGn18GhaozXw9OdLlN6UbepQtcuBFSNiicx8tN7N7XQggbdR5vFs0rmTiFgdWCkzz6lDzG6sT7XC0eLAvZk5tQ7vmrsu/2NErJ2Zt0XEd4Hj6/KTKUPRTgH26Oc13AesXOcRLVzL2ekG4DDgx8BvgKOBf2fm87W87wZurUPats7ME9u2/Wvd59XANkwfdNpNpZ4rEfF54Bt1eNsSlF4yA48kSRqVFllraRZabckhn8PzhS0PH9L9g3N4etO4wFOHry1fbx5wKyUUXEWZ03JlRDwH/Bp4CDgbuDQirqP0lnSe6fcCX4yIjwAvUeayAPy6DjHbBfhR7QU6A3ggIo6gzBs6tQ5j+3lm3tWar5OZZ0bELhHxzr5eR2b+IyLOA34B3FV/vtSx2s2UMPe5zHwhIhbglTupfR2YEBE3AnMCB3VsewzwnYj4BPAHph+61u5XwJcj4gHg78C1EfEkpcfqxD62kyRJGvHmGDvnkB9j3LgFh/wY6m5MT08D+u8aKiL2ptxx7UXgd8BWmfnALNr3OpTeoN9GxGeAMZn5xVmx73Z7n/lxTzBJkvRf76vbHzPcRRgRxo8fx+TJU4Ziv2N6e65xPTwN82rgNuA54NxZFXaq54DvRsSzlDu07T4L9y1JkiSNCAaeESwzjwOOG6J9/xpYcyj2LUmSJI0U092ZTJIkSZKawsAjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbHG9PT0DHcZ1Gw9kydPGe4yjGrjx4/DOhwc63DwrMPBsw4HzzocHOtv8KzDwRuqOhw/ftyY3p6zh0eSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSY8013AVQs1255z7DXQRJkqSZtuYJpwx3ETRI9vBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaqy5+noyIlYAfgfcAfQA8wKHZeZNQ1GYiNgb+GdmXjqT228MHJCZO7UtmwBcBDwA7JCZRw6+pAM/fl1+EnByZt47A/t6LDMX71i2CnAyMCewAHAt8OnM7ImI92TmxTNY3m7H+GFmvmtG9iNJkiSNVH0Gniozc2OAiNgQ+Dyw1VAUJjMnDMV+677vBO4cqv33c+yDZ9GuTgE+mZm/jIg5gEuB1SPiceC9wAwFnm4MO5IkaTR5fupUXurpGbL9T5ny9MuP5557KlOmPDPL9j127FjmnXe+WbY/dTeQwNNuSeBBgIhYFfgm8AIwFdgZ+BTwp8z8bl3nj8AGwG7A7nW9yzLzhIhYDfgW8Fz9tytwMPAYcBpwFrAs8CrgqMy8IiImAdcAmwKLA+/IzL8PpODtvS8RsSNwCPAicHtmHlJ7l7YBlq7lPQRYi9KrdVpmfqf2Fj0PLFbXOQtYHvgPsGc91AIRcQ6wKnBhZh5dy30ApZfpXGBB4J91HwsD36vbjgX2ysy/9vIyFgYWAsjMqcC76mv7MbBWRBwBnNFtfxHxfuAgyntwYmZ+v61u3kp5L7YE7svMxbvVNfAwcE59zbcAu2Tmsr3XuiRJ0tC57qknuPNfsy6AdLXvnv2vM5PGjJmDLbbYmg984MNDdgwNbA5PRMSkiPg5cCJwfF2+BHBgZm4C3AzsQWlo71o3Wgm4h9K43wlYH9gQeE9EvAbYB/hW7T36MvDqtmMuCkzMzI2AXYAvtD33dGZuBlwF7NilvBvV8k6qjfatO17MAsDngE3r/peLiPXq06+pZXyc0vBfnxLYjm7bxROZ+R5gL+CRzFwP+D/gnfX5lYAPA+sCB3aU7VDgJ5m5AXAdsDmwFHB0rcczgI92eU0tRwEXRsTEiDg0Ipaqy78K3JCZR3fbX0SMA46or20rSvhs1cfilIC5W2Z2/sXorOutgXkzcx3geko4lCRJGhZDHnaGWE/PVCZOvHK4i9F4Mzqk7U2UBvdqwD+AL0fE/JSG77mZ+fuIWDgixlN6H86l9JK8Afhp3d84YAXgh8CpEfFG4PuZeXdEtI75JLBmRHyY0iOxWFt5bqw/H+hY3nJDlzk87d5MCTY/qcdbiNJjAfDLzOwB/hMRi0bELZQenfFt2/+i/lydElrIzAvqsTYGfpWZ/66/j+k49uqUIYFk5tfqOssBp0TEF4BFKPOlusrMH0bEaymhZXvg8HrMdo902d+KwN2Z+SzwLLVniBJ4vw98pZeess66XpESbgGupPSQSZIkDYu3vmoBfvOvZxi6AW1Dq9XDo6E1Q0Paaih5FliOMnn+y5l5dUQcSplED3AepTdgM0qvx1bAjzPzI537i4g1KQ33s+o+Wnan9PJsUH/e3vZceyO7M1AMxPPAHZk5zTykOqTt+fp4I8pQro0y84WIeKZje4CX6N5D1lcI6LbN0ZRen9MiYidKfXQVEfNl5lOUkPL9iDgS2AG4oZ/99VbWBYHfAvsBl/TzWsbUfy/V33vqP0mSpGGx2cKLssGCCw/pHJ7V/vdLLz9ebLEFePxx5/CMNjMUeCJiUcqQqQcp8zr+GhHzANsCP6+rnU/pvflzZv47Iu7glZ6gZ4GTgE8DH6QEoXNrT8hqbYdaHLg3M6fW+TZzz+wL7CKBFSNiicx8tPaEnN6xzuLA/TXsvBOYMyI6y/BLSii6MCK2B95CmdfSl9Y2v4yIj1Dm/rTqcQyl52XObhtGxILA7yJincx8uC5eFvgZpRes9V5229/dZRexACXEXE6Zr/NUZn4iIs6KiH0z8//6Kf9fKcMTqdvP6BwwSZKkWWruOYb2W1bGjVvw5ccLLTSO55/3W11GmxmZwzOJMozpgMx8Hvg6cBlwYX28V0Ssmpn/AJ6h9PRQh0qdRGmY/5wy7+VZ4C+UsHAdpUfn3LZjXgy8oz73L+CBOiF/0Opws4OBKyPiZspQrYc6VrsWeENE3AD8D3AFcGrHOhcAr6rrHEy5gUF/TgbeXutye0qvyrcp9XdV3edGEbFll3I/DewPXFzfj5uAKZR6u4tyt7avddsfsB5lDs+1wCTgO3XoXsvBwCF1eF1frgAWrMfegDLXSZIkSRqxxvTM4i7AOgn+amCteicxNUTt4dskMy+OiGWA6zLzTX1tc+We+zjsTZIkjVprnnDKy4/Hjx/H5MlThrE0o99Q1eH48eN6neoyS/vkIuLdlIn8nzLsNNIUYJd6x75LgU8Mc3kkSZKkPs3SORiZeRllmJsaKDNfoN52XJIkSRoNnHUlSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIaa67hLoCabduzz2Ty5CnDXYxRbfz4cdbhIFmHg2cdDp51OHjW4eBYf/pvZQ+PJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqrDE9PT3DXQZJkiRJGhL28EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMaaa7gLoGaIiK8B6wA9wMcz85dtz20OfBF4CbgyM/93eEo5svVTh/MC3wbenJlvG6Yijnj91OEmwJco52ECH8rMqcNS0BGsnzrcF/ggpQ5/A3wsM/1ugw591WHbOl8C1s3MjWdz8UaFfs7D+4D7KechwB6Z+eBsL+QI108dLgecD8wN/Coz9xueUo5svdVhRCwDnNu26uuAT2fmebO/lCNbP+fhx4D3UT7Lt2fmwUNVDnt4NGgRsRHwhsxcl9IYOqVjlVOA9wDrAVtGxEqzuYgj3gDq8KvAnbO7XKPJAOrwdGCnzFwPGAdsPZuLOOL1VYcRMT+wG7BBrcM3AesOS0FHsAGch9S/gRvO7rKNFgOpQ2CbzNy4/jPsdBhAHZ4AnJCZawEvRcRrZncZR7q+6jAzH2ydf8DmwN+BHw1LQUewfv5PWRA4jPJ/yvrAShGxzlCVxcCjWWEz4DKAzLwLWKSeyETE64AnMvP+ejX9yrq+ptVrHVaHA5cOQ7lGk/7qcI3MfKA+ngwsNnuLNyr0WoeZ+e/M3CwzX6jhZyHgkWEr6cjV33kIpbH52dlcrtFkIHWovvX1//IcwAbUBnpmfiwz/z5M5RzJBnoe7g1cnJnPzL6ijRp91eHz9d8CETEXMD/wxFAVxMCjWeHVlAZky+S6rNtzjwJLzaZyjSZ91SGZOWW2l2j06a8OnwaIiKWALSnhW9Pqsw4BIuLTwF+BH2TmPbOxbKNFn3UYEXsDNwD3zdZSjS79nofAaRFxU0QcFxFjZl/RRo2+6nA8MAX4Wq3DL83uwo0SAzkPAT4EfHe2lGj06bUOM/M/wBeAe4C/Abdl5p+GqiAGHg2Fvv7z8T+mgbGeBm+6OoyIJYDLgY9m5uOzv0ijznR1mJnHUcarbx0R683+Io06L9dhRCwK7EPp4dHAdZ6HRwD/D9gYWJkyZFp9G9PxeBngZGAjYLWI2G5YSjW6dPs/ZV3g7tYFNfWr/e/hgpTRK28EXgusHRGrDtWBDTyaFR5i2qseSwMP9/LcMnWZptVXHWpg+qzD+sf1KuBzmTlxNpdttOi1DiNi0YjYECAzn6XUpYFnen2dh5tSrq7fSBmiunqd0Ktp9flZzsyzM/PRzHyR0lO7ymwu32jQVx0+BvwtM/+amS8B1wFvns3lGw0G8v/y9sC1s61Eo09fdbgicE9mPpaZz1P+Lq4xVAUx8GhWmAjsBBARqwMPtYZgZeZ9wIIRsUIdo7l9XV/T6rUONWD91eEJwNcy8+rhKNwo0VcdjgUmRMQC9fe1KHe707T6+nt4UWaulJnrADtQ7o71ieEr6ojVax1GxEIR8ZOImLuuuxHw++Ep5ojW13n4InBPRLyhrrsGfpa7Gcj/y2tS7lip7vqqw/uAFSNivvr724A/D1VBxvT0eEdRDV5EHEe569BU4GPAasA/M/PSelX4y3XVizPz+GEq5ojWTx1eCCxHuQp3B3C6t7+cXm91CPwEeBK4tW318zLz9NleyBGun/Nw77rsRcp/8vt7W+rp9VWHbeusAEzwttTd9XMefhzYC3gW+DVwoOfh9Pqpw9cDEygXvn9H+Sx7m/4O/X2WI+J3wOaZ+Y/hK+XI1s95+BHKMN8XgVsy85NDVQ4DjyRJkqTGckibJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EjSCFK/s6onIvboWH7fEBzr7RHxuvr4pIgYsi99G2q1zuYa7nK0i4hjIuKo+nhSRMzZx7rbRsSi9fEFEbHMLCzH62f1+dNexoh43wxuu1lEXBIRr42IB2ZluQZ4/E9HxHYDXHdCRHxoBvf/vm6PB7jt1yLigzOyjaT+jaj/HCRJAPwJODIifjTEX0C7D/B9yrddHzyEx/mvN4Dv2/kEsD/wRGbuNvQlGpxWGWvo2Q84ZyDb1S+uPQ1YBxg3ZAXsQ2YeN1T7bq+PGnCPYIB1U30K+G1EXJOZfx+KMkr/jQw8kjTyPEz5stTPA9N9EVtEfBFYD5gPuKFtnW9QGpKPAPcDj2Xm5yJif2BP4HngP8CuwCbAzsBaEfEJSsPsGOBLwMcz85Z6rGuBE4A/AN8C5gcWAA7PzGs7yjUBeAxYkfIluZ8G3gG8BbgpM/fvo/xjKA3hNwHzALdl5kH1Czp/VOtjbUojebvMfKhbxUXEq4DTKV/UOxY4OzNPjYh5gbOAFYAHKF90d01mfqdt2xWA64CrgFXr4t0y88GIeBr4LjBnLdeBwC6U/0fvBj6amc9GxLHA9rX+/wXcVffdU8szFjgTeE3d/2eAlYANgHMjYh/gSmAr4KfAmpn5YN3Hn4F31n2c0La/AzLz1x318PZan5MpX1bcWr5IXT4eWAg4ITPPqz1RiwHLAm8AfpqZB0bEyrU+n6O890dn5o9rj9HmtU5WiYizgf8BPpuZk+qxrgK+nplXthVtX+DqzHw8Il4OPBGxZN3XApT3/yvAnZQvq149IsZQzutPZuZZEbEbsD7w/4BvAq+nnBvnZ+YJ9UtytwcWAU7MzB+3HWsCcBNwAXBeXWcscHlmHsv01oqInWrdnFn3P3e349b9teqjB1g+IiZm5pYRsQtwIOVcnwx8qNZD57l1Wn1dB3cpi6SZ4JA2SRqZTgS2i4hoXxgROwPLZOZGmbkWpcG1PbAZsFb9t0v9vWU+YMvM3Ai4D3hf/abwO4FDMvP6tnXPBXaqx1qCEl4mAqdSGsebUhrd3+llCNmSmbkdcBSlQfixWqa9I2LhPsq/CPDbzNwwM9cGtqyNbSiBYEJmbljLvGsf9XYQ8FRdd1PgU3XY3vuAsXXfHwO27GX711EatRsAk4BD6vIFgCtrg3QtYAdgw8xcF3gK+FBEvBHYo77ed1OCQ6dDgfsz8+3AXpRG76mUxvwemfnHut5LwA+A9wDU4Yb/zMy7KO/RfrXX6KPAd5je8cCnMnOzuu+WYyiBY1PKt58fHRHj63OrUd77NYF9ajjaF/hhZm5CCa+LdRznSOB3mbkn8G1g71reRYEAru5Yf+suywCOBm6or+ldlPPtMeBVEbEgsDLwa2Cjuv4mlBD8ceChWr61gd0i4i11nbcC27aHnQ5bUM6JDYC3A89ERLd20dLANpSAdXh9bb0dt70+jgQm17CzHPBZYPPMXJ9ybh1e9//yuVV/v6bWk6RZxB4eSRqBMvO5iDgMOIVytb9lE2DdiJhUf18IeC0wN3BjZr4E/Csi2huVjwNXRsRUSg/Hw30c+gLgZsoV5p2ACzPzpYjYBBgXEUfW9V4AlgA6e1purj8fAO7KzKcAIuLxWtbeyn8lsFxE3ErpTVgKWBx4htJT9Ye6/t+ARfso/9rABIDa43I7sDql8TupLn8kIm7qZfvHM7PVI3Izr1xlH9P22jamBLWf1jz6qlofqwB3ZOZz9TX/rJfynVrL8Wfg/X28lnMpPTmnUELeOTWEBvDdtiy8YETMkZlT27ZdhdKLAXA9JQhCqf81I2Kv+vsLlPqH0gv3EvBsRDxGqeeLgQkRsTxwBfC9Psr7A+CYOmxtB+DcjjJB6Xm7v8u27fXyaJ3bE7Xs61Pq+2zggLr+epQwuj+wbES0gtC8dV2AX7Xei17cTAl8P6Ccf9/pUl6AazOzB3gqIv5CCbKb9HLcJ3o51rqUc/on9X2bB7i3Ptd+bkE5x1foo9ySZpCBR5JGqMy8MiL2j4gd2hY/B5yemce3rxsRnwTaG2sv1eXLUq72v7k2JKfZrssxH4mIe2ovxq6U4NM67o6Z+Vg/xX6xl8dQGna9lX8PSs/CBpn5Yg0qfe2nNz1d1u2hjGiYrn66aL/C39q25fn68zngR5l5QNtz1GFP7cfodpOCVln6lZm/jIglImIpYEdKI/854LkBzAka01aW9nI8Rxl+116/RMS2dKnnzPxZ7WnbjNJ78z5g917K+5+IuIQSdnai9D4NVG/v20RKT1RQeuZ2iIi1KSH4mYh4jjLM7qKO17M3r7xfXdXPw6qUMPIu4PaIWD0zn+1Ytf09bZWrt+Nu3MvhngN+kZnb9/J8n2WVNDgOaZOkke1gyryaeervNwE7toaTRcQREfEGyjySdSJiTETMzyu9QktQGoeP1qE4W7btaypl7kKnc4EPAou29XbcRBkqR0QsHhEnzeTr6a38SwJZw84alKvl8/Sxn978nPra63yeNShzWO6mDFtqDdVbv5ftF4mI1erj9YHfdlnnZmCb2pNBRHw0ItalzNdZPSLmjoixvDL8qt0t1OFKUe7Id11d3tt7cQFlLtefMvMfmflP4L4aUIiIN0bEEV22+yOlIQ9lrk1L+/s4X0R8q5ehidR1DgSWzczLKefE2h2rdJb7dErQGZOZ9zK9+ym9PJ3a37elKb0hSZnHtB6wVJ23dSPwOcpwts7XM0dEnFjP835FxJaU+WA3Z+YnKb2JS3RZddO6/iKUIY9/6uO47fXR/viXlLlAr67b7BwR7+qlaMtThp5KmkUMPJI0gmXmX4GLgFfXRZdQGty31OFfSwL3UIbk3A/cTgkst1Cu2N8J/DkifkGZU3MkZX7G+pS5At+OiB07DnsJ5Sr++W3LDqJcXb+xHut6Zk5v5b+QMtTtBsq8leMpQ7kWmcH9f50y9O5ntYxHZ+Z9lGFui9djnkRpOHf2aAA8SJlvdD2lof21zhVq78g3gUl1aNzGwG/qsLvLgNvq67mzy/5PoYSqGykT3I+py38CXB7lZgPtzgU+zLR3+toT+Ex9jWdR3sdOnwROiogrgQXblh8FvKGW+2fArzOzWz203A2cHxE/BX5MuRFFuz8AS0bENQB1DtKc1GGFXVzNtEM0W44E1q9DHS8BPpyZz9QhkXMAv6vr3QBsR+n5gfI+PFPf159T5m/1NqysUwKHRMSN9bgTM/NvXdZ7KCIuo5wzR9cy9Xbc9vp4CHgkIu4A/kmZ93NFfd8+WLfrZnO6z3OSNJPG9PR09iJLkkabiFiIMlH+7MzsiYgfUe4cdX7fW/53iHK74Ldn5oV1YvqvgP0z89a2dVagzGNZdpiKOerVOrwSWDUzX+jy/AKUmw+sk5mPz+bijXhR7v72G2DrXsKXpJlgD48kNcMUSo/EHRFxM+VGBRcOb5FGlKcod9L6BXArcFV72NHgRcThwA+BfbuFHYDMfIbyPTX/F+VW05rWl4HjDTvSrGUPjyRJkqTGsodHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ11v8HM+JdP/Ul4sUAAAAASUVORK5CYII=\n", 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\n", 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" ] From 0070f9506fdef4e3623e5e0c499849aa938d45f6 Mon Sep 17 00:00:00 2001 From: Marco Gorelli Date: Sat, 2 Oct 2021 14:02:46 +0100 Subject: [PATCH 05/13] move image to docs/source/_static/img/tutorials --- .../tutorials/bayesian_hierarchichal_stacking.jpeg | Bin .../source/bayesian_hierarchical_stacking.ipynb | 2 +- 2 files changed, 1 insertion(+), 1 deletion(-) rename notebooks/source/_static/img/stacking.jpeg => docs/source/_static/img/tutorials/bayesian_hierarchichal_stacking.jpeg (100%) diff --git a/notebooks/source/_static/img/stacking.jpeg b/docs/source/_static/img/tutorials/bayesian_hierarchichal_stacking.jpeg similarity index 100% rename from notebooks/source/_static/img/stacking.jpeg rename to docs/source/_static/img/tutorials/bayesian_hierarchichal_stacking.jpeg diff --git a/notebooks/source/bayesian_hierarchical_stacking.ipynb b/notebooks/source/bayesian_hierarchical_stacking.ipynb index 22ad357da..0e98d580d 100644 --- a/notebooks/source/bayesian_hierarchical_stacking.ipynb +++ b/notebooks/source/bayesian_hierarchical_stacking.ipynb @@ -17,7 +17,7 @@ "# Bayesian Hierarchical Stacking: Well Switching Case Study\n", "\n", "
\n", - " \n", + " \n", "
Photo by Belinda Fewings, https://unsplash.com/photos/6p-KtXCBGNw.
\n", "
\n", "\n", From e75c2cc6d5b686dbcef52a287d7c5d8f93ee0e07 Mon Sep 17 00:00:00 2001 From: Marco Gorelli Date: Sat, 2 Oct 2021 14:19:17 +0100 Subject: [PATCH 06/13] use nested numpyro.plate --- .../bayesian_hierarchical_stacking.ipynb | 21 +++++++++---------- 1 file changed, 10 insertions(+), 11 deletions(-) diff --git a/notebooks/source/bayesian_hierarchical_stacking.ipynb b/notebooks/source/bayesian_hierarchical_stacking.ipynb index 0e98d580d..8c9267ae6 100644 --- a/notebooks/source/bayesian_hierarchical_stacking.ipynb +++ b/notebooks/source/bayesian_hierarchical_stacking.ipynb @@ -574,7 +574,7 @@ "outputs": [], "source": [ "def logistic(x, y=None):\n", - " beta = numpyro.sample(\"beta\", dist.Normal(0, 3), sample_shape=(x.shape[1],))\n", + " beta = numpyro.sample(\"beta\", dist.Normal(0, 3).expand([x.shape[1]]))\n", " logits = numpyro.deterministic(\"logits\", jnp.matmul(x, beta))\n", "\n", " numpyro.sample(\n", @@ -800,18 +800,17 @@ " N_test = X_test.shape[0]\n", " K = lpd_point.shape[1] # number of candidate models\n", "\n", - " # effect of continuous features on stacking weights\n", - " beta_con = numpyro.sample(\n", - " \"beta_con\",\n", - " dist.Normal(0, 1).expand([K - 1, d - d_discrete]),\n", - " )\n", - " # effect of discrete features on stacking weights\n", - " tau = numpyro.sample(\"tau\", dist.Normal(0, 1).expand([K - 1, d_discrete]))\n", - " with numpyro.plate(\"Candidate models\", K - 1):\n", + " with numpyro.plate(\"Candidate models\", K - 1, dim=-2):\n", " # mean effect of discrete features on stacking weights\n", " mu = numpyro.sample(\"mu\", dist.Normal(0, tau_mu))\n", " # standard deviation effect of discrete features on stacking weights\n", " sigma = numpyro.sample(\"sigma\", dist.HalfNormal(scale=tau_sigma))\n", + " with numpyro.plate('Discrete features', d_discrete, dim=-1):\n", + " # effect of discrete features on stacking weights\n", + " tau = numpyro.sample(\"tau\", dist.Normal(0, 1))\n", + " with numpyro.plate('Continuous features', d-d_discrete, dim=-1):\n", + " # effect of continuous features on stacking weights\n", + " beta_con = numpyro.sample( \"beta_con\", dist.Normal(0, 1))\n", "\n", " # effects of features on stacking weights\n", " beta = numpyro.deterministic(\n", @@ -912,7 +911,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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c7vdclplqLdORlv5OpVQTXfeeLf2ZNglTCx1M+zzXwd9Szp/WOmQVJvV27+1XSqUXzuTCfsbvyfA3extT6LlVQyYHdPe+6GG67qOc3sGYptt9kev1nx5kHrB+VvVxe0KMKxKAioPNZp3aJ+0tpdTDmIEQfgMcYTULfQZYggkknwOaMQHrm2nrexlT8nkZZkCC8zG1memDXPwf2UvfawC01s8opWZjSs9Pw/SJuwB4Sil1RoaXLJhag3OsbT+MyWDHMX2ZMhnIMPa7rRrZbpRSvdWegqlJOD/L39IzVynNUZUZeOVXmNLjKzCZmChmUJX0vq7dvo+pKfDmkMb+6HXdygy88RAmyPkiJkgLY/qXXTnQBFhNue4C7rICy5cwfQgzBqBKqY9gak62Y/pKaSCIqTn5XtKidsFHLsfuk5iCiNOBH9O9yWYmvV2PdsFPpgKYXK7lZ4EfKTOQ0YnAy1aNyytYNcaY/p/PWTUn9vfuJXut4vYsn/sHkM6caK2bgE9YzV3PxDwn/hv4V6XUCVrr97N8NZdrtK/3WJ/3yzr2q4EvK6UKMcfsRJL6mPbjXsnUdP0vmMLBT1iFEKdjmmFm1Yft5vIsyWWZno6fg+7XUvp+ZhsRNdfCrKG+9/ryHXtfMha0DpJe38F9lOsxSN+nXPdVRrwV45oEoOKgZ5X8rgXOtoLPxZgS8N9pre0+JHY/xPTvxpVSt2NKV+dg+ko9qK3+mEC19dOVLXhLW18Q04TqcauPzw8x/Vg+ihmgJUEpVYwZTORxrfWXkz73YwYHGU2qMX2i1mWrze3F5ZhaqjOS+98ppQqyf6Xb9lcqpRzJgbz1fZfu+yi06esuUkqVJDfbtJpWe63PLsNkWM7QWtcmLdPnuWetpqQnAE9bAUkKrfXLSqn9mBqSbC7GPN8v1lon5jNVSqU3tbSv3+mYwg17OR9mVMzk43aL1voapdSNwLeUUn/rqQY2R/Y2JyZ/qEzf0NlAUy/ffxb4JaZ57Il0Ndt9GTPgShWmBvir1ud1mBGv83K5XzOkdWKGz+f1cT290lqvx/Rf+y+l1FJMzeK3MIFjJrlc/wO9x3J1L2agqdMwzyk3Xf3lYXDulfsxhXIXYWrJC+ih+W0ft5vL/Z7LMruBU5RSBUnvC7tVSymZawqT1QKlGZp8zujle7nKdu9V0kPLgx7stn5Oy/C3nmpHB6pP7+AhMImurg3QVbNsX2MxzEjb6SYztAG5EKOajIIrDnpWBmM5poYvTlfBS3Xaol+3fqY3kbsdk3H5T8yQ64nmh1YzyU2YQSxSRodUSv2r1ZcLZSbZ/nNyZs9Ki90/KFO/MBemlDQ9nV+y9qGnpnzD7RlMk76UEQeVUkcqpX6jlJqQ+WsJbmBfWsZ4BWakVawarp68ipnC48Sk7zsxmfi/ZvlOruwBW9JH9/wbYPd5dQMdmADH3v4sTJNZ6Nu5Wolpmv0vmf6ozCjME+iaXsiWvI1u17gyAxNdmbZstn27CdO0LLmQ0s5gfgOT4bpDmYG+BmIrph/niWmfn0sOhSzaDCy2F9PkU9FVI/wuJtD8IiaQftpaPoIZsOhUKzhNUEpdqZT6vsoyIjWm+e3hyoz4bH9nKmbU0v6wA0WXtS6PUur/VNqonVrrdZhWGD31Hc3l+h/oPZYTq8/vB5hnwbnA61rrbUmLDPhesQK6BzDN0T8LvJq2jUxy3W4u93suyzyDeX6fnbbMWdbnWftwW96x0pQ+8E22UZf7yu6Tf2La558lN3Houm601rsxTdfPUkkjilv//5RZRO/OtKJM68tVru/gIZQ+yu4nMPtiP58bMQUJieeZMiNxp4/hkPI8EOJgJzWg4mBzqNX0C8yDfBpdUyDYme/NmP5SX1BKbcI0qb0Sk2GtAY5VSp0AvKK1jmmttyul/oEpbd9D90EhvoNp2vWMMqOGhjDNZr+CqQkA05/kPGCOUurX1nYmWH+vz7BOtNaNSql1wEXW9mswGZ4FmCH/lygz995r/TlQg+xGTJPQO5VS38RkCBZhmt7tx7yEe/Ii8BWl1HcwtVcfwcxHdzNwHXC1UurRHr5/A2Yk3jutpoZ1mPM+EzO/5ED8FXOefq2UimGa7n0GU0tpZ9ZexGQM/0+ZgasOwUxHcwOmH+dlysz1mItHMZnr7yulDsGMBrsXM6XHkZjavGpSm5DuBU5UZi7ErVZ6vgL8SpmBpaZgatr/jJk24gKlVLU12NETwL8pM/LsO5jBUy7FDOph9xtL0GZwrlWY6+6PmNE++8Xqx3k75l78OWYKjQWYc78JM7BMb57DnOsWrD6a1nrfstbzQdrAJ/+O6Yf9glLqe5hr82OYpsk3ZWkKD+ZaPAW4Vyn1W8xImd/D3Isfy3mnu9j94i5WZmTUtzC1vncqpf7d2hcnZoCdxfQ8/UYu1/+LDOwe64t7MX1NS+l6BtpeZHDuldsw99+pdE1p05Nct5vL/Z7LMg9gmvv+xnonbcY8E//D+vyBXtJ7J2au5ZuUUt/C1KhdxCDVgGqta5QZHOgS6z34Ombgo3NJCtJ7YF+/31VKbdBaP4xplv8gcI9S6lbMO/gKzCBBmQa66m19ucrlHTxULlNmqqy3MPOUXgLcp7vmWn4CawqXpGfxdzH3d3I/bHv/v6pMF4IHdOZ5oIU4KEgNqDjY3I95uf8TU0r9G8woeidprW8DMwgE5mVYh6lpug1T23M9ZqqGSkwGKrmAxh5Q4+70JqZa60fpKgV9ADN9xgmYSex/bi2zBzOITBMm0/4PzBQvB4DjtdYNZHYxpiT1Zsx8Yz5MIPszTP+texkFgx1YTfyOw2Q+foKpifoRJs0f171PQfLvmAzXv2Je2J/A9IH7X0xA9UvM8cu2/UZr+69gau/+jmkaearW+sX+7pe17jCmlms15rg/a6XvYq21XRv+e+C3mPP1N0wmdBWm/967mMFlesuA2duLYYK6L2Cad92KuZYfwvSx/SNwWNoIl/+GCdb+ApyotX4Ic0yPxxyLb1r/fowJ2D5rrR9MP+RfW39/HlMY81VMjX+2NL6NaT5+gco+mE+uvomZA+8qTIuAMzHHqoXc+mE9g7lnX0vLsL2MuTfSR/h9G3N/VmNaMzyLOW/fxmRYM9Jm+qR/wfQdfwiTifw3umq8+tRvTmv9AV3zqd6KCSwuwcyb+nVrvx7G1FBdmXStZVpXLtf/gO6xProH08TQg3kGJBuse+UlzIBzoQzbyCSn7eZyv+e4TARTYHEf5l55DlP4cy9wSm/PRK31fky/6z2YgqN7MP1Er81hX3P1Wcy1/G+YZ/cRmMAtSu/X8x8xtaj/D2vOYCtoPAtT8PEQJlCfCnzKeib1aX25yuUdPIQuw9RSP4U5jndgCnRst2PusWMwfei/jDmH6YMxrcY8sz6PuRelJlQc1Bzx+KCNnyDEQUuZASwexMyzl3V+NCHE4FBKvY+ZG3HpSKelJ0qpP2AKryp6KEgSQ0AptQbYpLW+eKTTcrCwmqC3YQbuGqzmvgcdpdRtmAA+T2sdGOHkCDHmSA2oEL2w+qR8F3hGgk8hBpdS6itKqTuT+14qMyDYIfQwR+5wU0qdopR6UCk1M+kzN6bmq1qCz+GllDoTWIZp5SL6QSn1Y6tLSLITMK0p1gx/ioQQ44X0ARUiC2uQkoWYJjOHWf+EEIOrDdMU0qGU+hOm3+CPMCNE/mrkktXNHkyTyOlKqR9h+ox/DtPUNWvTXTG4lFLLMc/in2O6RPQ496fo1VesfqwPYZrL/hQzLdmfRjRVQoiDmtSACpHdKZiBKw4HTtdabxzZ5Ahx8NFa34rp/3kopm/inZiBgT5hjag6Klj3/ymYvqm30zVg0ue11r8dybSNM/cBfwAeA64Z4bSMdf8PM73PJzH9hm/AjJx8gtY6ffR1IYQYNNIHVAghhBBCCCHEsJAaUCGEEEIIIYQQw0ICUCGEEEIIIYQQw0ICUCGEEEIIIYQQw0ICUCGEEEIIIYQQw0ICUCGEEEIIIYQQw0ICUCGEEEIIIYQQw0ICUCGEEEIIIYQQw0ICUCGEEEIIIYQQw0ICUCGEEEIIIYQQw0ICUCGEEEIIIYQQw0IC0GGilLpBKbXZ+hdWSu1M+r2oD+v5klLqP3pZZqpSasPAUz1wOaZ3llIqkuVvPqXU5X3c5gqlVLVS6rG+fK+/lFJxpdRW61x+oJR6Sik1Zzi2nZSG55RShw/SujKeD6XUD5VSN1v//2+l1OcHY3t9TNuJSqmtWf7W7zT1tN4evnNtf7ZlfTfbMR41964QYvRJe9/Y//5u/W0w3wM3K6V+OBjrSlrnuUqpW3NYLq6Umpblb/1+7lrf7/N+KaWOso/xYFBKRZRSszJ8/gWl1D6l1PcGa1s9pCHxPu/Dd45TSu0YovTcrpQ6M4flBnT+xejhHukEjBda6+vt/1s38KVa61f6sZ7f5bDMHmBxX9c9FHJJby8OAy4Hbu/Dd04BXtRaXzbAbffFiVrr3WACIeDXQK8P08GitT55uLZlbe+7w7m9XAxnmpRSLuB/gT8N5npH070rhBi1Eu+bZMP9HugrrfVDwEP9/b5SahLwLQb5udsbrfVbwKnDsKnPAN/TWt8yDNsaVbTWvVY0jNT5F0NDAtBRQCl1IvBfwG4grLVepZS6BvgXzDnaC1ymtd5pldxN01pfo5R6EXgU+DQwG/gHcAkwE9iqtXYrpa4AzgBagOOBCHC+1nqjVQL3EFAK/B2YBtyvtb4tKW1XAx/TWl9q/f4+8JDW+ntKKSdQBxwCKOBXQJn12SVa621p6T0cWG2t+k7Mw/YrwA5r3VcBX7PW8S3geSt9xUqpl7XWxyulfgKcDzis43Wp1romKb3nAV8F3EqpJ4GfZTi25wP/zzq2NcC1WusPrbROBKYDRwDPWun9ITDVWu7xHk+m8TxwVlKaup1L63zsAWZrrfdby/3cWubrwA+AVYAfeBj4htY6mpR2FxAGvqK1fjG5UKOHa+cKslwLOexTCqXUbZhr7CdKqUXADcBkIAhcqbV+u4/X9RXWMSsB3tFaf0sp9W3gc1Y6H7e+Z2//e8ClgBe4Rmv9QlqajgBuAoqs7Vyhtd6ulDoa+B1QAMSs4/dsD/vpBm60jpcLWAdcgTknJUqpzcBpVjpuASoAD/ADrfU91jo+CfzC+vwDTIFK+nbuBBqt5Qbl3hVCjC/2ewBYAXxUa32W9fnTwCNa698rpc4GfoJ5Bm7FvKvrlFIVwD3AfOB9oAPz7E5e/8nAj7TWx1m/Pwk0aq1XWb/bz8cAmd8JV2DeUx/P4Rl2ulLqc9Y6fqG1/gXwGjDNeu4uBa4DvojJD7RY20l5n/W0X7m+uzABz82Yd9QrwAStdcRax8PA34A/YwolP4l5H9yktf4va5nTgN9a68pYA6yU+hlwNLBQKTXd+ngqsAy4G/gN8B+YfBPAG8AXtdbtVl7wb8DZwDxMnqUMcy3EgDO01tszbdfa9g7gD8CFwAzgRq31D6y/fR/zHq7D5Dd7pZSKY/JhVwFTgH/XWt9o/e0rwOcxLTA15v1da+3DzVrrO63vXw58A5gE/Exr/UvSzr/WOpRLesToJE1wR4/DMDf9KqXUBEwm+RNa6/mYl8QPsnzvTOATmCDwJOCYDMucDvxBa30I8AImyAP4OfC01no25uH18QzffQHzUEQpVYV5yNvbWALsxDy4HwP+TWs9D1P7d1+Gdd0E/J+1T81Wmm1OwKu1XooJwH5iBWbfBV63gs9DgQuAxda+PJSeZq31/Zhjd7/W+nTr4+RjOwPzMjlHa70AeAL4Y9IqPoV5aC7GBLqnaa0/Avwn8O0M+5RCKeXFPPQftX7PeC611o2YAPfCpK+fC9xrff8C4ChgrvXPrkH/A+ZlshD4AkmBbk/bS1ok27XQL1YhxMPA7dY6Pw88YgVu0Lfr+hTg81bweRxwDebluxg4DjjPWm4asN46BjcA38+QtHuB7yddJ3ZN/E3A/1rn/qeY4LInp2IKdxZgMjAbMffDVUBUa73AerH/HHjcStNVwC1KKY9SqgC4C7jQSstWTCYi+Rh+G5NZ+FqG7Q/k3hVCjE+/AqYqpU6xAs4i4AZluobcAVystZ6DeabYz8BvA7XWM+WLZK7xew1YbD3bXEAVsBBAKVWKCeTW0PM7wdbbM2yW1voIzDvuJ0opD+bZust6fvswz9KjrN//F1Ngly7jfvXl3WWvSGv9PrAPUyCIUiofk+96AFNovgiTLzoUOE8p9SnrON0CfMF6P8QwhZkptNbfAt4CvqW1/qH18enA6VrrX2HyBKdhCscPxQTuX09axQlWuq7EFLzvto7L+9Zx683RmDzHocAXlVLLrAD9G8BHrH9Lc1iPbb7WermVpl8ppSqUUiuBf8XU4C8AdgH/neX7h2qtD8Oc//+yjmPi/EvwOfZJADp6dGqtnwfQWh8AipOa2LwMZOtTeL/WulNr3Y6pXZmRYZn3tdbvWP9/N2mZ4zElg2itH8bUBqbQWm/D1CZOsJZ/Bii3XgbHAc9Zn+/WWj9jfeceYJ4V7AGglMrDPDjvsT76PabU0uagq5nte5ggI10T5oW3SilVprX+rdY6l6a5iWOLCdZf0Frb/f1uBj6W9NJ5TWt9QGtdj6k5e8r6fD2mJC+bF61Suf3AkZjS0N7O5T3AxQBKqaWAS2v9BqZQ4VatdbNVynozppYb4ADweaXUTK31K1rrbyQnIodrJ9u1kM6lUvsYbQa+lGG5BcAErFJdrfWrQC1dhRR9ua4/0Fpvsf5/OvCE1rrVetGcCDxo/a1Fa22XxHa7VpRShwCVWmv73P2OrlLj5XQVjvR0X9lqMZmKc4F8rfUPtNaZ+gKdjckAgSkh92MyY8cC1Vpru1/nt0jKNCilzgAuAi7SWkczrLff964Q4qD1YtrzOaVJovUsuRbTouKnmNY7MUzt3ItJz6MbgbOszP0JWM9GrfUO4KX0jWqtO4G1mOBsGbAZqFdKTcU8616i93eCrbdn2J3Wz/cwz9PKtL8HgDhwtVJqotb6r1rrn2U4Vtn2K+d3V5r76Sr4/STwlta6FvPe/oPWOmjlx27HvLfnA36t9dPWd27LsM5s3tRa11n/PwP4i9a63Tq/f8YU2toes/IL64F8K53Qe97FdrvWOmq9p1/GHIcTgJe01vutbd7Z4xpS2cdVY2o6j7L24X5rG2DyNqdk/jp3WD/fxZz/CX3YthgDpAnu6NFg/8d6GfxYKXUWpqSsCBNcZtKc9P8oGUrWelimLHm7mCahmdi1oCdgmsrMxLyAjgf+Yq1nrhWk2IKYYNFWBsS11k0AWuuwUupA0t+jWuuOnvZDa71HKfVp4JvAb5VS/8DUmFVnSbcteR+rME0d7XU2K6UcdL3cWpPTBLT1lKYkyX1ATwBespocHyD7uXwU+JNSajZwDl2BUSnwTaXUddbvbsyLEcyL7/vAO0qpauBrWutERiGHayeX6wWs2r3kD+zm1GnLlWJedpuUUvZnxZimqI307bpOPk+VJGVI7GvD2kZLL/tQSdJ+Wi9le8CfVcBXlBn4y0VqIUg3Wuu3lFJfBr4M/EWZga2+kGHRU4HvW60EYtZ6nVZampLWF0raDyemZFzTdZ2lG+i9K4Q4+GTsA5pMa/2uUqoF8yy3A85S4IS0d3Uz5nldTurzppHM7PyAA1Mjahe0HY4pkC4l+zshWW/PsBZrP6LWelKe81Ye4mTg34AfWc1/v6C1Xp+2nmz71VM6U95dae7HtKr5Oua9bXcrKgV+qZT6L+t3H6ZGs5zUd1a245pJ1ryL9f/koMzOu0QBtNa55l0ybasRc34gt2si1/VVkVrQkL4PyZoh+/kXY58EoKPThZhA4wRt+mZci8k4D7YWoDDp98lZlrNfOMdi+hbMtP5/FHA1psZvkzZNVVOorlHNWgCHUipfa91h1ThWpS/fG631C8ALVtPGn2NKd/tybPZb+2KnrwwTMNRl/Ubf0/gPpdROTA2xhyznUpu+G49hmvqeh2k6A+YB/ajOMICT1vpD4Eqr+dDlmL4hU5MWGa5rx1aDqZFckP4Hqx9Nsr6krY6kEm+rH0+u6jC19E6tdcyqrZ9KV1+eFVrrNUqp+WQv2EnQpln3/Uqpckyp7r+SNAiCtf6/AhdorZ9USvmAziz7kY/JkNiOw5SIfw34ZR/2Mdd7VwgxDlmtKyKAXyl1utb6Sczz+lmt9XkZlm/E9MG3VQHbMqz6BUyXEA/wI0ztmt009FYgRPZ3whVJvw74Gaa1fg843+r68i1Mje6xaYtl26++vLuSt7lOKRVVSi3DFDzaLVpqgJ/rtHEilFILMYFt8vb7Yz+pQXyF9dlgSa5hLscEkA66H7u+rG9n2vqGeh/EGCJNcEenCcAO3TUwwAWkPqgHy1vWulFKfYrszTRewPTPcFs1mK9b39tjNTV5E5islFphrWuOUuoOq2YRSJTGbbK3h+nUHs8hjWHMIEQOqz/L763Aoh3TFCiXdSR7BlMCbDe9/DymH0rGaWD6w2oCqjDNk3o7l3djatTyk5paPgJcZgUrKKU+p5T6rFKqSin1jFKq2GpO9Qbd93+4rh3bTmC3MoM/oZSqVErdYxUQpOtL2h7FNA0rsworHib3UQi3YAaPsJstX43p+1kFtAObrXVeZ6U56/FRSl2plPoBgNa6AXNO45jr0mnVpBZY/962vvZVTCasENMcd5JS6kjrbz8A/t36f8xqCn4l8D2VVAyfg1zvXSHEOGM9f3+N6TbxZeD31md/B46333/KTC/ya+trr2O6GqCUmospHMvkDbr65m+wfj8OmKi1/oDc3wn9eYaFgUKllFsptUQp9VellNdqWfI2mfMD2farL++udPdjCuPXWN11wLy3r1FKuaz8yveVGYBuKxBJCmqvzJLO3jwOXKqUyrfeX1djxrAYLBcqpZxKqYmYY/Qy5tgdZ+U9XJjxKXJldy9aiGmG/KaV3k8nFSh/jr7tQ+L89+E7YpSSAHR0ugeoUGZewnswTS6nK6V+Mcjb+RbmYbAZOBnzsOn2YNRa78I0L3nL+mg9pqO63bevE1OD91ul1CZM85S/aq3T1/UFTEZ7IybDvifT9tK8gnkx1QCvYprMfGCt40K6MvM5sZotXYMZbGAzplnx5/qyjiwSfXIwtWGfs5oC9XYu/44pHV2dtK6HMYM6vWut7yzg71Y/k78B/1RmNOJ7MS+hZMN17QBgneOLgC9Zaf0H8JxVQJAu57RZfWH/FzOgxfuYfiD3pC/XQ5rOx1xrWzAjQ1+PKbB4ElPr+TrmGL9Bhr5OSR4BjlBKbbGu7UXA/2H6B7+CGURhEWbQh/eUUu8BH2LO4eOYEuTPAHcqpT7ADOLwb2np3QL8GNNnKNdmRjndu0KIcelHmEHR1mszhchzmIH99mL6hj5kPc9+R9e757+BmUqp7ZgRWx/MsF601kHMu3uH1jpmFUr7MM1x+/JO6M8zbB2mJm0fpgZ1O7DRyg/8EFP4ly7jfvXx3ZXuflK7zYAZ12InZqC6zZjBmV7RWocxhZ23Wsc8RvYuF71t80ngHUzgX40ZGXewbMTk8TYCv9Fab9Rar8HUKr9rbbcvUwceUEqtwRzXr2itG61r8afAy9YxLwX6Mudp4vyrpDFGxNjkiMclzzKeKaUcdqColPon5iX1yDBtrxb4uNZ67VBtbyywXp7nazPCnhA5Ge57VwghBpM8w0YHNYC56bOsLw5M762fshjfpAZ0HFNK/S+m1A6l1AJMid07PX5pYNv7K6bUE6XUSZjaoV774B3MlFIXAXsl+BR9Mdz3rhBCDCZ5hgkxvkk76vHt/4A7rCaRUcykxkNZYvXvwJ+VUldj+shdZjXfHZeUUs9gOup3GxBCiF4M970rhBCDSZ5hY5RS6rvAZ7P8+b+yfC5ECmmCK4QQQgghhBBiWEgTXCGEEEIIIYQQw0ICUCGEEEIIIYQQw2LY+4DW1rYOWpvfsrJ8Ghs7Bmt1w0bSPfzGatol3cNvrKZ9PKe7qqrI0ftSoifybpZ0j4SxmnZJ9/Abq2kfz+nu6d08pmtA3e5cp8wbXSTdw2+spl3SPfzGatol3WK0GKvnVNI9/MZq2iXdw2+spl3SndmYDkCFEEIIIYQQQowdEoAKIYQQQgghhBgWEoAKIYQQQgghhBgWEoAKIYQQQgghhBgWEoAKIYQQQgghhBgWEoAKIYQQQgghhBgWEoAKIYQQQgghhBgW7pFOgBBCCGH7zW9+wcaNG3A4HHz1q//CwoWHjnSShBBCiHFtsN/NUgMqhBCiX4LhKAcaOwiGo4Oyvvfee4fdu6v54x//zHe+8wN+9aufD8p6hRBCiPFiLLybpQZUCCFEn0RjMVY/v5X3PqiloSVIebGPww6p4sKT5uFy9r9c8513/snxx58IwKxZs2ltbaG9vY2CgsJBSrkYSrFIjI72EOFAlGAgjMfnIhyMJn7m5Xvp7AyRl9f1MxKNpizT07JD/Z3dOxtwu1392k62ZYfjOzs+rMPv9wz78RqM79RUNw34WhmJ62sg18pwfSfbteL2OMfEMR7ItTKSxzj9O8N5rXh9bu55bgsbdjbQ0BKkrNDHsnkVnHXUTPx57py3gwM8Llfi2T4U72apARVCCNEnq5/fyrNv76a+JUgcqG8J8uzbu1n9/NYBrbe+vp7S0tLE76WlZdTX1w8ssWLYdLSHuOOGN9i1vYE7bnyD3TuaUn62twW544bUn+nL9LTsUH/n1t+82u/tZFt2OL5z+x9eH5HjNRjfGYxrZSSur4FcK8P1nWzXylg5xgO5VkbyGKd/Zzivlbuf/YCX1u9NvJsb2oK8sKaG/76p5/Oevp07bniDttZA4tk+FO9mRzweH9AK+qq2tnXQNlhVVURtbetgrW7YSLqH31hNu6R7+I3VtA9XuoPhKN//0xvUtwS7/a2i2M9Prl2Bz+PK8M3MktP9P//znxxzzLGJktbrr7+a737335kxY2Zv63Dkvgcik4G8m+2aT+IO9u9toaKygPq69pSfDpeDaDiKy+NK+el0OrstW1/XzoRJRcTi8Zy/k239w/WdbPsxXN/p6/Ea78dYjpcc49F2jAd6vKIO+Ol9a2hsC3V7RpfkefjuBcvx+dw97nvtvjaef2ozAGddtIySsjzyC7z87y/+e9DfzVIDKoQQImfNbUEaMgSfAI2tAZrbMv8tF5WVlSmlqnV1dVRWVvZ7fWJ42DWf+/e28PQjG6mva+/2s25/G6v//Ha3n5mWffqRjRzY19qn72Rbdri+k20/hus7fT1e4/0Yy/GSYzzajvFAj9fOXU0Zg0+A5s4wu/Y097rvdvAJ8Oi9a7njhjfoaA8NybtZAlAhhBA5Kyn0UV7sy/i3siI/JYWZ/5aLo45ayYsvPgeA1puprKwkP7+g3+sTQgghxoNCnwdvlr95rb/311C8m6UJ7giQdA+/sZp2SffwG6tpH8503/3sBzz79u5un3/8I9O45OOH9Gld6em+4YbfsnbtezgcDr7xjW8zf37v65MmuAMnTXBHT1M8ae4ox2u0HS85xmPjeD3wyjZeeX9/t2f0kXMquPhj83vd92xNcJ1u56C/m6UGVAghRJ9ceNI8Pv6RaVQU+3E6TN/Pj39kGheeNG/A677++i9z4423csMNt+T0ghMjz+l2UljiB0c8a3O0u296E7fH1e1ntqZl8Xi8T9/JtuxwfaenpnjD8Z2+Hq/xfozleMkxHm3HeDCO17nHzGYCUF7ow4Gp+TxyTgXxbQ057bvb2zV+Q+WEQgpL/DjdJlQc7Hez1ICOAEn38BuraZd0D7+xmvaRSHcwHKW5LUhJoa9PAw8lG4x0Sw3owA3Gu9muCfX5PGNyGpZIJDomp2GJhGNjdhqWWCw+JqdhGci1MpJThETCsTE7DUtfrpXRNA3LSFwrTreLhpZO8t0uCgq9fd4ODigrLyAcHdg8oj29myUAHQGS7uE3VtMu6R5+YzXt4zndEoAOnLybJd0jYaymXdI9/MZq2sdzuqUJrhBCCCGEEEKIEScBqBBCCCGEEEKIYSEBqBBCCCGEEEKIYSEBqBBCCCGEEEKIYSEBqBBCiFFj27atXHDB2TzwwOqRTooQQgghGPx3swSgQggh+iwUDff4e390dnbyy1/+L0cccdSA1yWEEEKMN2Pl3SwBqBBCiD6p7ajjF+/8nse2/R2Ax7b9nV+883tqO+oGtF6Px8PPf/5rKisrByOZQgghxLgxlt7N7kFbkxBCiINeKBrm5g13sruthr3t+6lu2c3mxq1E41Fu3nAn/3LEF/G6PP1at9vtxu2W15IQQgjRF2Pt3Sw1oEIIIXLmdXlYXLkQl8NFNB5lY4MmGo/icrhYXLmw3y84IYQQQvTPWHs3SwAqhBCiT86ccyoLyualfLagbB5nzjl1hFIkhBBCjG9j6d0sAagQQog+eWzb39ncuDXls82NWxP9ToQQQggxvMbSu1kCUCGEEDkLRcNsqNuUaNpzaLlKNPnZULdpQCPubd68iS996Tqeeupx/vrXe/nSl66jpaV5EFMvhBBCHHzG2rtZRnsQQgiRM6/LwzWLL+XmDXeyuHIhZ845lce2/Z0NdZu4ZvGlA+pnsmDBQn73u5sGMbVCCCHEwW+svZslABVCCNEnVfmVKSPqnTnnVE6dedKoG+RACCGEGC/G0rtZmuAKIYTos/QX2mh8wQkhhBDjyVh5N+dUA6qU+iWwEogDX9Va/zPpbzuAaiBqfbRKa71nkNMphBBCCCGEEGKM6zUAVUp9FJivtT5aKbUQuBU4Om2x07TWbUORQCGEEEIIIYQQB4dcmuCeDDwMoLXeBJQppYqHMlFCCCGEEEIIIQ4+jng83uMCSqmbgCe01o9Yv78MXK21/sD6fQfwCjDL+vldrXXWlUYi0bjb7RqUxAshhBCAY6QTMNbJu1kIIcQgy/pu7s8ouOkr+3fgb0ADpqb0M8D92b7c2NjRj01mVlVVRG1t66Ctb7hIuoffWE27pHv4jdW0Hyzp/sMffs3atWuIRqNcdtkVfPSjJ+W0DjEw8m6WdI+EsZp2SffwG6tpP1jSPdjv5lwC0BpgUtLvU4C99i9a69vt/yulngSW0EMAKoQQQmTy7rtvs23bh/zxj3+mubmJK69cldNLTgghhBBDYyjezbkEoE8DPwL+qJQ6HKjRWrcCKKVKgPuAM7XWIeCjSPAphBAHtXgsRvjAgZTPPBMm4HAObGavZcsOY+HCQwEoLCwiEAgQjUZxuaRpqBBCCNGTsfRu7jUA1Vq/ppR6Ryn1GhADvqiUugJo1lo/ZNV6vqGU6gTeQwJQIYQ4qIUPHGDH97+T8tmsn/wU76RJWb6RG5fLRV5eHgCPP/4IRx99jASfQgghRA7G0rs5pz6gWuvvpH20NulvvwZ+PaBUCCGEEJaXX36Rxx9/hF/+8vcjnRQhhBBCMLjv5v4MQiSEEEIMiTfffJ3bb7+VX/zitxQWFo50coQQQohxb7DfzRKACiGEGBXa2tr4wx9+za9+9QeKi0tGOjlCCCHEuDcU72YJQIUQQvSJZ8IEZv3kp90+G6jnnnuapqYmfvCDrl4f3//+j5k0wP4rQgghxMFuLL2bJQAVQgjRJw6nc8CDGmRy9tmf5uyzPz3o6xVCCCEOdmPp3TywcXmFEEIIIYQQQogcSQAqhBBCCCGEEGJYSAAqhBBCCCGEEGJYSAAqhBBCCCGEEGJYSAAqhBBCCCGEEGJYSAAqhBBCCCGEEGJYyDQsQgghRoVAIMB//ucPaWxsIBgMcsUV13DsscePdLKEEEKIcWso3s0SgAohhOizWCxOS1MnAMWleTidjgGv89VX/8GCBQtZteqz7Nu3l6997YsSgAohhBA5GivvZglAhRBC9FlLUyf33PQWABdfdxSl5fkDXufJJ5+S+P/+/fuZMGHCgNcphBBCjBdj5d0sAagQQoic2aWrLU2BxGfJ/x+MEtfPf/4qDhzYz89+9qsBrUcIIYQYD8bau1kCUCGEEDlLLl21PXHfusT/B6PE9cYbb2XLFs1//McPuO22e3A4Bt6ESAghhDhYjbV3s4yCK4QQYlTYvHkT+/fvA2D+fEU0GqWpqXGEUyWEEEKMX0PxbpYaUCGEEDkrLs3j4uuOoqUpkChdPeOCpRSX+hN/76+1a99l3759fPWr/0JDQz0dHR2UlJQORrKFEEKIg9ZYezdLACqEECJnTqejWzOe4lL/oAx0cM45n+G///s/+MIXriEYDPKNb3wbp1Ma6gghhBA9GWvvZglAhRBCjAo+n58f/vA/RzoZQgghhLAMxbtZAlAhhBB9Zjf3sf8vhBBCiJE1Vt7NEoAKIYTos0zNfYQQQggxcsbKu1k61wghhBBCCCGEGBYSgAohhBBCCCGEGBYSgAohhBBCCCGEGBYSgAohhBBCCCGEGBYSgAohhBhVgsEAF1xwNk8++dhIJ0UIIYQQDO67WQJQIYQQ/RaLhQd9nbfddgvFxSWDvl4hhBBiPBjt72YJQIUQQvRLR9Nm9m2+iY6mzYO2zp07d7Bjx3aOPvrYQVunEEIIMV6MhXezBKBCCCH6rKNpMw3VTxAJ1tNQ/cSgveh+97tf8uUvf31Q1iWEEEKMJ2Pl3SwBqBBCiD6xX3CxSDsAsUj7oLzonnrqcQ49dAlTpkwdjGQKIYQQ48ZYeje7B21NQgghDnqxWJimmucSL7jE55F2mmqew188F6fT0691v/76q9TU7OG1116htvYAHo+HqqoJHHnkisFIuhBCCHFQGmvvZglAhRBC5Mzp9FA65eSUUlYAp7uA0ikn9/sFB/DjH/934v+33PJHJk+eIsGnEEII0Yux9m6WJrhCCCH6JL90AeXTz8DpLgDMC658+hnkly4Y4ZQJIYQQ49NYejdLDagQQog+s19oTTXPUTrl5EF/wV199ecGdX1CCCHEwW6svJslABVCCNEv+aULBtSvRAghhBCDayy8m6UJrhBCiH4bzS84IYQQYjwa7e9mCUCFEEIIIYQQQgwLCUCFEEIIIYQQQgwLCUCFEEIIIYQQQgwLCUCFEEIIIYQQQgwLGQVXCCHEqPDuu2/z7//+HWbNmgPA3Lnz+PrXvzXCqRJCCCHGr6F4N0sAKoQQot/CsRge5+A1plm+/HB+8pOfDdr6hBBCiPFmtL+bpQmuEEKIfglGY9y0aTehaGykkyKEEEIIxsa7WQJQIYQQ/fLcnnr2dAR5dk/9oK1zx47tfPvbX+f666/mn/98Y9DWK4QQQowHY+HdLE1whRBC9EkwGuO5PfW8V98CwHv1rQCcPLUCn6v/5ZrTp8/gyiuv5aSTPkFNzR6+/OXPsXr1w3g8o3tCbSGEEGKkjaV3c06pUUr9Uin1ulLqNaXUkVmW+W+l1Iv9TokQQohRLxyLcfPm3byyv4n2iGne0x6J8sr+Jm7evJtwrP9NfqqqJnDyyafgcDiYOnUaFRUV1NYeGKykCyGEEAelsfZu7jUAVUp9FJivtT4auBr4TYZlFgEnDCglQgghRj2P08k1C6Zx3MRSCtwuAArcLo6bWMq1C6YNaNCDp59+irvvvgOA+vo6GhoaqKqaMCjpFkIIIQ5WY+3dnEsT3JOBhwG01puUUmVKqWKtdUvSMr8Avgf8cECpEUIIMer5XE5On1EFwCv7mzisoijx+0Acd9wJ/PCH3+eVV14iHA7zzW9+R5rfCiGEEDkYS+/mXALQScA7Sb/XWp+1ACilrgBeAnYMKCVCCCHGlJOnVrC9tZOPT60YlPXl5xfws5/9clDWJYQQQoxHY+Hd7IjH4z0uoJS6CXhCa/2I9fsrwFVa6w+UUuXAQ8DHganAbVrrE3taXyQSjbutqmHRs6aGDtpaAxQW+Sktzx/09QKDvu6D2VCdDyHGslA0hncAgxsMEsdIJ2Csk3ezEEIcPEb7uzmXGtAaTI2nbQqw1/r/SUAV8DLgA+YqpX6ptf56tpU1NnbksMncVFUVUVvbOmjrGy65prutOcAdN7zBZdevJByNDtr27fUCfVr3WD3eMDhpH6rz0ZOxeszHarph7KZ9PKe7qqpokFIzfsm7WdI9EsZq2iXdw2+spn08p7und3MuAejTwI+APyqlDgdqtNatAFrr+4H7AZRSszA1oFmDT5GbWCRGR3uI5oZOgMRPgPwCL053/0o00tebvO6BrPdgN1TnQ3QdW5BjKYQQQggxHvQagGqtX1NKvaOUeg2IAV+0+n02a60fGuoEjkcd7aFEDSXAo6vXJv5/2fUrKSzxD8p6k9c9kPUe7IbqfIjUYyvHUgghhBDi4JdLDSha6++kfbQ2wzI7gBMHniQxVPILvFx2/UqaGzoTQdRZFy6jpDyP/ALvCKdOCCGEEEIIcbDLKQAVwys9ULSDRPtv/eV0O7vVMJWU50mtUy+G6nyMZ9IcfPywz7WcVyGEEEKABKCjUnqgKEHiyJLzMfikOfj4YZ9rOa9CCCGEAAlARzW75m2wa9ns9dr/F7kZqvMxHklz8IOfDN4lhBBCiEwkAB3FMjWZHc3rPdjJcRs80hz84CeDdwkhhBAiEwlAhRAjRmrjD17Sd1oIIYQQmUgAKoQYMVKrfPCSvtNCCCGEyEQ64QghhBBCCCGEGBYSgAohhBgyMniXEEIIIZJJE1whhBBDRppZCyGEECKZ1IAKIfosFonR1hwgFomNdFKEEEIIIcQYIgGoEKLP7Ck2OtpDI50UIYQQQggxhoybJrj2pOggk6AL0R/J91BzQ2fKz5G4p+SeHnxyTIUQQggx1MZNAJo8KbpMgi5E3yXfQ7ZHV68FRuaeknt68MkxFUIIIcRQO+gDULtE366pgZGttRFirLJHMwVzDz26ei1nXbiMkvI8GeF0jJPnpBBCCCGGy0EfgI62WhshxqpMo5mWlOcN+z0kwdLgk+ekEEIIIYbLQR+ACiEOLhIsCSGEEEKMXQd9AGo3G7SbDAJjttmgXfMjtTxipNn31UjcQwfTPT1apB/Tk05bQNXkItxuJ3l5ckyFEEIIMXgO+ijGbjZYUp6X+MxuNjjWgjiZ+mLoyfyWubHvq5G4hw6me3q0SD+mbq+L1bf+k7tuepPOTnneCCGEEGLwHPQ1oLbkAVSklkRkYwf50pRz9JN7evDZxzQWjY90UoQQQghxkBo3AWimAVTGgtE296IQo8VYvafHgtbmQOL/8rwRQgghxGAaNwHoWCUDrgw9CfJFT8Z63+vk67u3fZDnjRBCCCGGmgSgo5zMvZhqKIKB8Z7pHusB1lAb682yk6/v3vZBBngSQgghxFCTAHSUGy1zL44WQxEMjPcgf6wHWEMlfb7R5HlHx0Kw3p/5UuV5I4QQQoihJgHoGDKSU18czMZjpluaHfcuvWbcrhGEsVEzPpCafRngSQghhBBDRQLQMWS8DroynMHSeAnyx3uz49FsNDSJHq/PGiGEEEIMPQlAxag3nMHSeMl4j/dmx7lI7w9pHx/7b0NlsJpES39OIYQQQoxGEoCKUS+/wMuq61ZQu78Nn8/FY/etk4z0AI3HZsd9lX6Mhvr4DHafUznHQgghhBiNJAAVo57T7cTpcvD0IxtZdd0KQDLSYvgMV7PsoepzKv05hRBCCDGaSAAqRq1MfT+dTierrltBXp5kpAfLeOn32l9jvVn2WE+/EEIIIQ4uEoCKUStT3887bnwdsGqEvP3PVI+GgV5GCwlQRofB6HMq17UQQgghRjsJQMWoNRQD5dgZ9Fg0zl03vSkjvopRYzD6nMqcrkIIIYQY7SQAFSMquZlteq3NUAyiEg5H2V/TSiQUBQY+0MtYJrVlo1Nfm0Tb5zHYEZY5XYUQQggx6kkAKkZUcjPbnmptBtpPsamhg7bmAKFglKcf2Zj4fLAGehmLpLZsdOprk2iZ01UIIYQQY4kEoGJEpE85AT3X2gy0n2Jba4A7bniDk05bwClnH0okFOX5pzZz0mkLmDy9BKfLMW4G4Rns6T7EyLILZzweF3X722ROVyGEEEKMahKAHmTGSrPKkaq1ef6pzQCccvahALi9Lpwux7iqJRqq6T6GWk/Ntcczu3CmqqqIcNg0LZdpioQQQggxWkkAepAZK80q00f8BIa01qawyN9tewBVEwsPqlqiXAogBmO01ZGQa3NtIYQQQggxekkAepAYa80qh2KAoZ6UlucTjkYTv0dCUVZdt4LCYt+oOzYDkUsBxGCMtjqc+tpcezyTOV2FEEIIMdqN6QDUHlgGRn9GNLlmaiikN6tsawkSCESIhKJMnVU6qgOM4ZQ8tctov2b6YqwVQPTFeBlkZzCaz8ucrkIIIYQY7cZ0AGoPLAOjPyOaXDM1FNKbVVZNLmL1rf9k1XUrRnVtSHpAONQO1gx6f/p1jpXasuFurj1Sxkrz+cGQ3J/X43KNcGqEEEIIMZzGZABqZ15am4OJz8Z7kzyn20l+gZdYNM4pZx9KR5s5Nq3NgcQIr6PxuBysAeFolGkQn7Fw7JOvbdtobzbcFwdz7XU2yQUmV33lWHz5nhFOkRBCCCGGy5gMQMdSk7xMmcvdOxsIh6ODnrnsaA9x101vpnw2Wo+LGFy5DCw0lgfx6WgPUbu/baSTMSTG6qjEQgghhBD9MSYDUDuz3doc5OG73wNMk7zKSYWEg1FikdioqTUYqsylTEkhkvU0sFAsEqOtOTDmB/GxB44ajjlbvZ44obBjSLcxHmUaUKqhroOiEt+YuhaFEEII0X9jMgC1M9seT1ffoZLyPMKhKHfcOLr6UGWqmaqcWJioAe2vTLVZyf0p02vCDqa+cuNFLBJj984GPF5XzhnzTP06x1KLgWTJhSzNDZ08/9TmlJrdoRIKNNO09wXKJx9NIJw/pNuCsTstTn9kuhbtQsTRfC0KIYQQYvCMyQA03UmnLSAWjdNqjYg7mvpQZaqZmjaznNra1iHflr09ydQNLafTQSwW733BPurPoDRjpV9nLkYicPZ7gux8/1Fa6jbRWr+FmYsvH/IgdKxNizMQmQaUOueSwxI1oEIIIYQ4+I3pALSwyM9l168kFo2n9H0cjX2o+jLiaE/TMeQ6J+JYGeF0rHO54rhiB3B6iwiEBqdmbrAHpRmro8jmWqNvH6+KCnA44gTC/TsPfk+QfR8+Qkv9ZgCCHQfYueH2YQlCIfs96/UEica8RKMj1yTY6XTgdESIRHMfsTbTcyxTAUl5Zb4MQiSEEEKMI2M6AC0tzyccNX0+R3sTtr7UTKXXfDkcEI+n/i1Zplqhg6kmbLRyueIQ3sPWdbeRVzSV6QsvGpQgdLD7DY+FmvFMfZpzTXdHe4imulpCja8QjbQzfdGqPp8HhwOId9DauDXl82DHAUKdB3B6Zw9qLbfHHScSdSTua8h8nnyeIAd2PEHZxMNw+WYRjTrweSMEQ8P36HY6HbgddXQ07yKvdAnhSG7b7qkGP7lwobDITzgaHfR0CyGEEGJ0yiknoZT6JbASiANf1Vr/M+lv1wJXA1FgLfBFrfXgt0fswWA0YRuMSeAHKlPNl9PpoKS4A6fbRShaPGZrs0ar/p53O/jcvu42iMfobKmmetO9gxaEDoXhnnO1L3oboTdT7aB97gryw3TGX6KtcRsA1RvvYvrCSwhEcq+1jMchFCtnzrKr2Lb2VuKxCADTF12IwzeDaHTwHmled4i2+ncorlxCMFKYEoQm83mC7N/+OC21G2k+sJFZSy4jL7+KvVufYNLcMwiECwYtTdnYwee2924mFg0yeV6U/LLlOQehWdeb9MwuLc8fki4JQgghhBides1xK6U+CszXWh+NCTR/k/S3fOAi4Hit9bHAAuDoIUrrkLIzwHYtzEimwQ4sn318E7FwHTvW38KOdbfic7Xi8piMW/JALHbAPd5HkLRHe41FYjl/p7/n3e8JsWP97RDv2lZnSzX11S/i9XTffl/SZgdbZ124DDAFDJddv3LATartTP9YvFbstCenu6M9xL7qfdRXP05n67bE551tNVRvvge/N5hpVVnFYnGizsnMP/waHE430xddiDt/PtHo4B0rrztEU81L7Nv2DNvX3YrP3WZqX9MkB58ADqeLeLSTHetvp6V+MzvW/xm/p33Q0pVJevAJsHfrk3Q0rsHjjmT9Xvqoy80NnbQ1B/p8bwohhBDi4JRLzupk4GEArfUmoEwpVWz93qG1PllrHbaC0RJg31Altjf96fc4mjJLyYFHfoGXK7+4gOaae4iGOwgHW9i+7hZ8rlYcjq5le9pfh8NBnrcdr8cEV/a+HqwZwZ6CyaaGjpR9H+h5D4R8zFpyGTi6bqG8oilUTD+RULj7bdWXQNcOtuxCBruAYaQCx0wB9WDJNkVMrudh3bt15JcdlXIewEHV9I8SjvY9WI/F4hSWzUat+MaQBJ+NNS9Rt+d1AMKBph6C0BixsDkmDqebGQvOZd+OFwh21AIQ6mwY8iDU5QzTvH9dIvi01VW/itsZNqnMULCSXpD26Oq13HHDGyNewCeEEEKI0cERz9b+y6KUugl4Qmv9iPX7y8DVWusPkpb5DvBV4Fda6//paX2RSDTuduc+kMVQ272zgVt/82rGv131lWOZNrN8mFNk0tTaVE+k5QFCnfUpf8srnMy8I67B6yvudT0dLTVseecmSioXMuWQ0ziwL5LY15Hat6HQ1NBBW2uAhroOHr77Pc655DDKK03zy8IiP6Xl+Snn+aqvHAsw4PMei0Vord/K1jV/Jr9wMnOWXYYvvyJlmZamFuKxADu3h7Kmrbf96m25oRRor2X/rleYPPtjeP2lOX8vGg3jcvU+sMxA7j/7+LS3BfB7DlC38x6Ix5mx6GJ8hfMoLi3KOb3DIdB+gE1v/KZbQDd94blUTjkKpyu1WWuws5EdG+6ls20f09XZ7Np0P7FoOPF3h9PNIUdcR2HZ7CFLczjYSs2HT1O32zSP9vhKmP+R68grmAB0nb/kc5XL/TgEZNLWARpt72YhhBBjXtZ3c3868nRbmdb6p0qpXwNPKqVe0VpnzlECjY0d/dhkZlVVRQPuO+TxurIOYOTxunpcv8sZJ06cWMyJywluRx24igiGfD18J0pJSR4NjdlrAsLhKE89vJ2rvngRO9bdQjRippdxewqYtvACWlqdxFuyp8vhcOB1NbF9zc1Ewu3U732bGHGKJ3wsZRt9PXaDcbyHQltzIGXQHnteQTD9CdMHOLHnYO3veU/mck5l7mHX4vIU09Luhfau77ldUQLN66mveRt3/mk4nY5e05bOnrJnJI6739POzvV/IdhZR7CjgclzzyYQzn5tJ77n7aS1dg0FlUcQCvdcC5l+/0FXn2aP10VdXWvWPpIAvnwP4XCUvz3SyHmXXEE8HsTpn0MwTL+P2VBd505nPrOWXs2OdbckgtBJcz6Jt3Ah9Uk1wF3cTJl/HjUf3E887mDO8qvZtuYWYtEwDqebOcuuJhirotNKa2/pzjTQUy5Kp5xILBantX4zs5ddTXtnHm0dZjvhcDTxM3nbvnwPRSXmWikq8SVGuQ1Huz93BuN4V1WNrsKGsWi0vZtHgqR7+I3VtEu6h99YTft4TndP7+ZcciA1wKSk36cAewGUUuVKqRMAtNadwFPAsf1O6QjoqbkjkLVZpssZJx7aSTy4HY87DuFdbHnnRvZvfQRflr5nbleMSMcHNB3YiMuVvXlhfoGXc1cdRjhazpzl1+By+3F7Cpi9/BpC0VJ6q7X2ezsSwaetce87tNW9xuErzansSzPHXPTWx9HpHP4KipNOW4DH46KtydTG2JobOhMDD/XUzDWXJsvRGEQdk7oNPOR2RQm2bKBmy6ME22uIdTzFpy+Z16/j4HZFcA1Dy9vkc5gcfAK01m9m74eP4Pf03K/S7+1k14bb2bvtGeqrn0k0/07ncDjI9wfw+Mjap9nlceF1NeP39Jwxzi/wcsrZi4m7puDwze5xupL+9BMeiFgkRrAzTFtTgJbGTmr2eCmffglOl4+Js08lv7TnAX0CYT9TDjkfV95swvEJzF52NS5PPnOWXU3UOalPI/PaTWP72hQ2FPZSPu1jzFl+LcFIIdFw132R3ITd3k/7+MpUUEIIIYTIJJca0KeBHwF/VEodDtRore2Q2APcppRaqrVuA44C7hiapA6OvtQCZBuZ0w4+d6y/g7yiKUya7WD7+rshHkvMIThx3tkpNaFuV4xwu6Z6018BmLHoQlxZ+pgljxAZjlcwZ/k14HDlFHwChCNeJsw6mZotjyY+c3nyibsXsnn9TiDz1C0D0dOUC35PO9FwCw7XZIZitoVstZmxaJzdO5t4+pGNKcsn73tPks//lV8+Br87c0Y6PQhwOyMEWzex54NHEp8F22vw8RSf+8YFtLV7E+nuTSTcQWfje/gLJ+FyTyc6hHGTvb9XfuUY3BxIBJ+2tsYPicc6aW+BvHxPt3vHDj4D7fsBU+gBUDH9Eyk1oXYN/da3b2bK/DNx5c/rNkKvWaaRbWtuxu0pYObiz2adi9O+X+KkjAnV4z4O1/zAHe0h9te0plyDxaV+zr/sGt59cz+Lj4hRWNLzOpJrnSOOCcz/yJcJhPyDOi1Mb8z5M+cw21RQp5x9aGI/7eM7mqb6EUIIIcTo0GsAqrV+TSn1jlLqNSAGfFEpdQXQrLV+SCn1Y+AFpVQEMw3Loz2sbkgMRlCZXlofi8SIpU294HLF8XrCBNtq2LH+DiDOtEPOYMu7N6fkfFvqN+MvnERh5XE4nVFcrhCdzbsSwSfArvdX9xiEJvYtFifkqADiOQWfAJGoC3/JEqbMh5otj+Ly5DNrydVU73ImjtNQTN1SUuansjJOOBZL7FOiJi3QwOylV+DyTBv0IDTbNDxtzQEioSirrltBe1so0fw1fd+zTe9h1+6cctYs8n37CYWqcDp7b7oYw4XXX2YGxkm6LtzeChxOd86Zco87Qm31P9n74VPgcDJ76Wf7HIT2Z5qZSDiGo2gmMxZdyK73VwPgcHqYs/xqmlryuf0Pr3UL4FwuB4G26kTwaWvat4aq6cdjBy928LltzZ+IhjvY9f69zFh0EZ78eRS6/UnLmOAzGu4gGu5g54a/9BiE5nockmvsAPLy4nh9TqJxn7UfuQd19jpLSr3EcKY0FU7eXiQU5cKrjsTtdtLS1Mlj962j9oCTxUfM6fP9F49DR8CHmRGrb+lMH+gJen9eetxhPK4QgXAhsVicWCRmmk1/fiU4rJYULUGqJhfR0dZVO57r+oUQQggx/uTUB1Rr/Z20j9Ym/e024LbBS1Lf9TaHYC6Sg5hYJEZbS5C91c2Jv4eDIaIdu2mPttFc+z52BnDf9ueZOu9U9mx5KrGsr3AaLe1z8ZcE6ah/BY+/mPamnd222XRgAxPnzCIa7blfXa6BZzI7CJ22wE1e0XRC0VIKi7syoP2ZKzVdcuDf3hrknAumsPWd3zD1kHNw+efhdXeyc/3tiZq07etuG7IgFExm96qvHks4GE00D3z+qc2cdeEyikq7N/G0pR+H5OvplLNmUZr3DjvWb6Rs6mnklS7BSc/HLRZz4HRPZfbSKxLzhJZNPIySyScTifpx5pAf97gjtNe/y75tfzMfxGNsX/eXPgehvdX4JZ/D9OCsuGQeMxZdSPXmB5mz/GqijgmJ/sjpotE47rw5TJl/JjVbHgOgdOIyJs06kUCka8Asn7uVD98zwadt1/v3MnPxKlz+uUSjkOcL8uG7f0lZJthRy54P7mequoRAKLeu6153mEjMSywW71Zr9+jqtSw/ciKLFtXj88UpmrAS4hBo2UinT+Fw5PXY9xTMsd36/i4WLWqkuPLQlDk9M9USApxy9qHA4Nx/ucpWYwk9Py897jAtB16nrvoV5iy7CpyTactwPQUCEVbfmpgaGofTwWsvbqVuf/uw1TQLIYQQYuwY2GziY0h6LYA/z4PLEaGtOZAopbeXiUXj3HXTm4nvzpxTgte1m13vPwDAjIXnEo/HaWv8kNaGrfjyq5ix6Hx2vf9X8oqmE/edwoH9neR7X6ahxmT8ps4/gzhxWus1AMWVi5g451MEk5rX9XeQkGwiUReewkMJRZ3E4/FuzRwHys7YlpT5OeeCKTRU300sGqJ602rmHf55Dux6PbUZZzzGzg13cchRX6Ojl6C7P5xuJ+H2EHfc2D2zfdJpC1h13QqcLkfO+24Hn+1Npllh456nyMv34s5bTCTa82iRyUFo84G1VEz/BMGwF2eOd5zLEaG5LrXpMPEYrfWakkmTiNL7CLO56C04KSmfz4IVX6e9w0dba6BbkApd12ok6k7UvHe07CK/aArb1t3BrCVXEogVmF3AQ37x9MR9AOD2FuDNqyRkFUoEQj5mHHoR29bcQjwWSSwzZf45BMO5HUCfJ0R99TOUTT4SnBO7/d0OPpv3PQ+Av3Aioc569m17hgM7S5i97OqUgNKWfI+6nSFmTt/Jvm2vU7/nDWYtvYpQtChj4HrSaQtwe11UVBaw6roVg94vMhaJsXtnAx6vK+VZll/g7dZEHXpvAWEHn7U7XwRg29pbmbXkSjrbzXm0z7/H62LazFIu+/xKmhs7eeyv6zj3orlMnBgiwhKcLun/KYQQQohUvU7DMthqa1sHbYMel4vGhvasGavkAC55pFR/nofzL51NNLCW+pZFTJgyMdFk844b3khkFiOhKJvW7+GU0/Op23k/Xc3eHMxYeC4N+9YSi0WYNPc8du8MMGVKGzHKeOFv1Ry5oomG3c+lpHfq/DNobfwQh8PFhNmpwWd6GkdjzUH6iFixSIz21iClJZ3s3HATsWjSwCYOJ4cc8QV2bnqQYHuN9ZHHGjxlArEh6suYXqNn9wmtnFiYyJznso5IJIozsomaLQ93+7ta8XU6Q7mNuul0xnE7w4Qi2eZqJWtNm9/bye5N99LRUg1AxdSjKZvy0azrSk5/pmOQ6b7Iddn0kYaTJV+rDoeZ77KjcT17tjwBgDev3AShYRO8+DxB9n34MK31Gre3gNnLug+u5XQ6cMX3sW3NLbjcPmYvu5ZQtLjXWkmz/hC1O56k6cA6M1rs8msIR6toaw3S3NDJzq01HP6RVg7seBqA8slH4PL4qd3VNXi3x5c5CLWPw9EfncLM6TtprX0943ei4a4Cr0dXr+XCq45k9a3/ZNV1Kygs9g1Ks1SXy0HU6iZgp8s+F+m/Jy8DPT9f3C4ItqxhzwepvSkcTjeTD/kcN/9mfcoxSd5me3MdBJ8m2LabaerTeIsW9lpYM0gj7ck0LAM0mO/m8Tzq40gYq+mGsZt2SffwG6tpH8/p7undPKZrQNtau2eKszUts2sB2pqDFBa007LvXiKhNiqqAhQXn0okadRGMJnxANDRHgZnAU6XO2kOvjgN+9YyTZ1DNOakvs5Be3uMe247QGPDDlwuJ8uPnIvXX0Eo0DWPZzQaZdLcT+Hz+Whu7cqUDaSP1khIDlpamgI01rVRWDKbtoauWi2Pt4T9+wK4Ck7Hx5OEOmupmHEJLe2l5BUMXdrS+4OCae5oT2eS6zq8bifO+DwKypbQ3rg+8bdpCz5DOJr7DsRiDkKxzAGjyxXH42gmSgHhSPcazUAojzlLL+XDdXdSUDKTyqkrCUUyZ+Y97jAuR4RAOK9PTS6zHa/0z3qatsauRXO7onic7bQ1bUsEnwChzgZ2rP8zs5ZeRSCUTzDsY9Lcc3B7nqFy+vEZB9eKxyHmnMTc5dfgcPn7EHwGqd3xFE0H1pn1xCJsW3Mzc5ZfQ3GZmbvS63cRi3Y1JS6ftIxt6+5KWU842ExL3XoKKlYSjnQ9P+3jUFkZZes7D3X7TluDxl92OPF46nF1W/ew0+UYlPvZ5wkSCe7H5ZpMc1O0W810ev/15LTb/88mEoWC0kPw5U8g2HEg8XlR5QrWvVuX9TyUlkZpP2CCT4Dd+sGcg1AhhBBCjB9jOgAtLPLn3LTM6XZSVOqnrDTAzg0m+ARorl1PJByjavZpxMhPyTS27WjiU+cvw+F2MmfZtWxb+ydi0TCFZXOZPO/THDhgMqb2QCOfOGsRHW1BHrtvHc88vofLP38ZO9bfQaiznklzPklBxeEEQm6KSoqgtSsY6m8frZGSKb1Xf+lUiENbo8brLyOv8jP89Y4PiUZinHvJ6VRNivHw6ho+dUH35pDJ0gfN6c8gOraBTgMRifqpmnkqHq+bpv3vMW3BZ/AWLiSSZdAoh8ORc39dlytOLPAhH2y4h6rpx1I86fiMQagvv5zpCy7G4Qizbc3NVE0/AV/JkpQMvccdpq32LVrqNjH90FXECnwpBSnptZrZ9HS8sg30ZDPTzmxkd/VLTFfn4HR5kgpsoLB0DrFY1+MmGPZRMeOThCKebsfM4XDgdTYSiwaJuScRjcZzCj7Nd6N0ttakfBaPRQh2HMBTWEl+gZcFS2dRUjYHh8NB7a6X2LnpQWYvuZjt6+9JzM9ZOe1YCiuOIBRJLbyzj0Mo6ug2p+fEWSeTV7Y0EbDGIjGIw6rrVtDSbALewShY8nmC7N/2GC117zN53pmsecPD+vfqOOm0BQQCEQI1rUSs9szp28v1WRII5zNz8eXs3HA7wY4DTJhxIr6SI5kYCgB7uxVAuN3QUbcuEXzadn/wMAtXziUSzcuwFSGEEEKMR2M6AC0tzyecNppNT4N7OB1xwp37E8GnLdC2DY8rSjBtYJznn9rMZdevJK/QRxgfc5Zfy4GdLzBp7pnU1ZJ1kJGSsjw+9emJ7Hr/XuYsu4y2xp34ihdmne+vP320RkqmUTAfXb2W2to4M2afiS+/lIopx1Lf4Oa0c/N4dPVawpE8Yo58PnVBZa/7kz5ozkCmzehLhjvb92PkUzXzVCqmfIS4a2LW4NPljOF2NBJ3FPXaRNYOPnduuAeIU1v9CkDWIBQibF/7Z0KBJvZseZSp80kEoXbwuX+Hae5dvfEuph+6Crc3PyWwy2XQm1yOV6Yg1Q4+93zwsEmDfoTZSy9l+7o7iUXDlE/+COXTPt7tuITCbtJHc7WDz21rbyYWDTFn2VU4nJNyDkADoXxmLvlsyhymU9W5iYIDp9sMOhWOQcnEYwCIRYM4vVOYs/watq25mYqpR1Iy8ThicSf5vjaCkYJuc4vGYnHa24opm34JjdV3Uzn9WDxFh9NYHyW/wDT17sjSHxn6V7DkdoHL2RV8Auzd+hgrjjmTZUcdzoF9wR6nHMre5DZCHFe3fbSD0PamD/CXHEo44qGk3CyTfj1FIlBUdTiB9v2J2mccTmYvubzbHLlCCCGEGN/GdABqy9S0zOEwI27icCcyQNGYA3f+fKYt+Ay7N5sBhVzuPEqnXsKuHTEKigOJdaRntONxCFPJxLnnEAh5yC+IZaxlmji1GLUAdqy/lVg0yLa1tzNn2VV0po3cmV6zl0szyOGUbUCkbAFhSXkeUfyUTf0EkRhMmBDC4zFTZpSU5ZFf1POgQ92aIccdtDR00tKUfdCb4RIMe3E6p3Rr1minubjEQyywnS0b76F88hEZgy2bz9OJyxFisxV82mqrX6GwbA75BZPpDPoSAVegvY4d624lFGhKLLtny6NMUy78JYq22ncSwSdAZ1sNB3Y8Q/mk5bi8pRQUFqWMDNzfY+d0xvG4wgTxpjbhdTpwxusTwSeYJrfVmx9hzrIraDqwgdLJvfdbhdTg0x4Bd9vaW60RWCfl3G84EC5IBKGV048n7ppPe1uMcDAMjq7rJxTxUDzxaCBOMOzG6azkkCO/jNdXQFt7mEDTWrZtfZKZiy/B5Z/TLUDz+d0Emcj8j3yZ9g4Hf/z5myw7YgInnz6DUKyAgkJvv2qiM/G6w4Q7dxEKtyeCT9verY9xyJFfZ9/uWGKgLXt75646jMJiXw+DDZnRln35Vbj8szIGob7i5YTNWFA91pIHwz6qZp0GQFPtBmYvuRw8M4Z07lohhBBCjD2jq3NhP9kBXGGJH6fbaQZCcbWwbc3NVL9/N35vV/ASiTrxFi5kqvo0Lk8+pVMv4YG7d/LgXe9xxw1vcMcNb9DRHkqsMzmzHo9DMOTptk27KVp5VT75/sZE8AkmM/7hezeZYDiJHcjZQd5oY6fPTqM9ymZyX7O25kD3oCwG4Y4P2PT6/+Jz13D1V4/OKbPd0R7i3lv+maix2b+3hbtuepPH7jO1KY+uXpuSHrCmy2kOmHREhjaXG4t1r4LraA/x8jObiQa2sXOjCSgb9r5Nw+5n8bq7n1e/p5M9m1fT1ryTSbNPTvlb1YzjicVCfPjuDfjcLTisOMDp9lJQOidlWafLh79wMtGYl/ziGTgcXc1x84unUVq1gG3rbmf72lvw+1qJRmLcceMb/b7enM44jsge9m19AL8ndRqWWCwOzjIqpx6d8nlB6UwcngpKJp+YU/AJZvCgmi2Ppky/Eo9F2LXpPnyevqU7EC5g1tKriLvn86dfvsHuHU0Zj0E44iUc8SX2pSOYj8PpItC0lpqtTwBxdm64m1hgW7c5Qp1uJz6/m9paJ3urAyw7YgKLlzSh3/olbhrI8zVTXJb6jLALlpKfKy5nnHxfEIcjc199rztM84HX2bnhLuKxEOWTj0j5e/n0s2lpdfPsE5twuhyJ7c2eX8qMGWHKK5wZCx1M8PkO+7b9jZ0b7iQW2JFxHtRIUsuQTM/FZHYQOv+IL0jwKYQQQoiMDooANJkdfG5fewuRUCudrXsyB6EFC5h72Bdoay+kvS3EWRcu47LrV/arz6BdK+DP9+JwOLtlJB0OJ5A5c+nxJAUP1nr6kobBDsLs9aUPiNTWEuTW37yaCBDtgHBvdXNiWgm3K0a44wOq378Pk3G/E7+nBo+v9wEqS0udfOlbS7nkmsMBKK8qoLS856Z76UHySDj1rOlUb7qX5NrMhr1v09H0Pi5H12d+Tye7N6+mo2UXuzc/jNtXyKTZHwdM8JlfPJWdG1YTDrawbc0tuB3NxKMxvL5iKmacQtkkc1ycLh9zll9NOF5JNAox91RmL7sCh8NFfvE0Jsw4jh0b74N4jEiole1rb6GwoAN/nik4SRQc5Hit2MHn9nW30dqwhZoPugehoYiH0iknJoLQsomHMW3+pwiGvFmaFGcWCHmYqs7Dlz8h8ZnbW8CsJZ8lEOrbPRmLxKithUCng1POPjTRJxKgqYdj4HQ6zH5ufSLpUxOEumkgPUa0r8GdW/eyeEkTTXufZcrcU9i/41m2vP0HXLEanM7sNYcuZxzC1Wx993d4nY3dnh128GlPh7Jny5PkFU5MBKFTDjmP11+BUNDJqs+txON1EYvEKC7xcOoZ+Wx994aMBSJdweffk/YxexDaF8Gwj1CsXIJPIYQQQmR00AWgfm+QHev+TCTUVePY2bqHmi0P4vN2DYoSjbsJhPMpKDa1H3bNRE+l+9nYtQIOp4NwvII5y6/B5TbNFL3+UjP6Z7gwEdzZNYmLllXide7A42gnFol1q8nNxUCCMJcLvGk1S/b67EATTLC5t7qZVZ9byVkXLgNIBOxTZ5VSWOzD7XVBeI8VfNri7Fh/J654XdbaHTCZ4Y6mNXzwz19TVLCHBUsqmTgxyqVXT+WCKw5P2V4uwbnf25lS4DCYkgP+5oZOXntxHxNnn5ayTF7RXPbtK6e5KWilJ5AIPm27Nz+Mx1fEnKWXU1AynZ0bVmMHsV5/CW316/B52gEIhb1UzDiFiqkrE8Gn3UTX6+rE4XAye9kVTFNnsVs/BvGunH8k1Epd9bOsOGEK0FVwkMu1khx82utsa/qwxyB05qEXUTnzFLz+4twPapJAOJ+ZSy7Hlz8haYqWkpz7gJp0Q6AzzB03vMH+vS08/chGnn9qc+Lvj61ey54dTbS1BLsFobFYnILiGRSWz0/5vHzyR4g7us/xmV/g5aqvHMvRx7ut4PNU2pp30FKnicejbFvzZ5zRGtze7jWHdvC5ff3tRELtbFvzp25BqNsZpG7Xyynb3LPlScomLmf6omt44ZkwWzc3cseNr3PXH9/g1l+/SjQSIhbaRvUmc01lqpV3OiK0NWxJO3Jx2pu34SRMX2QqBBvm2b2EEEIIMYYcdAFoMOxl2oLPgCMpo+fOY+Ks0wgGund5zXWkVHeOvWVjsXgiCM0rnJwIPqEruLv1N6+ydfMeDj+8k+pN97Bb34PP07eAKWtNZY61Wy4XEN5N3c4n8XmCic/t42EHmmCCv6mzSqmoLOjWlNDOVMdicdy+KgpKZ6dsp7hyIQ5XcdbRYe0+aPu2/Q2AUOAAp58zjZ3rb2X7+tuoqmxi8tSilO0BWffd7+lg14bbu9V698YErYFel0sO+B9dvZb179byz7fyKJ18CgCFZfOJuk/ksQe2Jb4Tibopnbg0dUUOJ25vCU7/bDy+ikSBRX7xNCqmHEmws4E4DnbvbKCtOUCg003plJNSgk+/N8BufR8fvvcnYpEAOM08lC53V81xfvEMyqeeyj+eMcGvHcjnVsMeN3O7pp27aLST5Bpfp9NBvq+TWNyBM091m9/WvlZjkRgOB+R5OzI2UQZTUxyLdDJryeXMWXZtxuCzp1p/pzOOM7qHstJOPvvFoymryM+4HbfXxV03vZkxEPfmlTJl3rmJILR88pGUTzs5Y1Nip9uJL9+DJ28aVTNPIhxqo6WuazqieDzK9rV/Ji/t2nI6HSa4X397IriPRjrZtuZP+NzNieUCkUJmL7sqpZn1hJkfIxQt544/7WDr5saU9bpcToqKwuza2L1WvrN5U+I5Fgz7maLOozDRvNvB7KWXUzblBMLRvtU2j4aWCEIIIYQYOw66ADQWcxB3T2X20ivA4cTlzmPW0qu55XeattZgt+V769ME4PcE6Kh/IyVQ6zkNJgidcegVieATuoK76//1aI4+NkxjzVMABNtrqNlyb58Cpmw1lblkAu3gc/u622jav44D259I7Jt9PEqSmr/awV9peVdm3uN1dQsAAmE/Uw85PxGEFlcuYuKcMxMBidcdwuvuyoi7XE6igV2J4HPCrI9SVDaHbWv/QjjYDPEYOzbczqcvrqKouCtTnGnfn7h/PcGOBnZtvINA+/6MTa+z8Xs72bXxTmr0/fi9gR4DnORm0naQPnv+FIonHM7MxZcyYdaZVE6AI1ZOJBaN0NYcIBR04i9ZypT5nzIrcTiZeehl4JlOKBwnGC5l1pKrKCidQ8WUI6nWj9C0fy37tj/Pji3ViXMajrgTwViet53dm++lo3knADs23EVn8wfEHCXMWX4tLnce+cUzmLbgQtravcStPqyZ+iCms/c/EgKnfzYzF1+C3YQ8r2gK0xetIhC2ro9YHGesjg/e/i2djesg1v3as89XZ2cYn7uVbWtuomnvy92CUL+nk916NR++eyPhYBOhWOa5P7MFPHaN7ba1f2bb2pspKwtQVOLjlLMP5aTTFgBw0mkLuPCqI/H5TEBnF1xkupanzDuXqYec1S34TA6obU1NTppbZ1NQOht/QepUQ1PVOQTDadNCOWO4PX7cntQA2VdQBXgS22lpDBBhYiIInTDzYxRNWEkcH5++7PCUFglXfeVYLrnuKMIRP1PmnZ6y3qKKQ8gvW0Ak0vVZMJzHFHUeBaVzmbXkcmp3vUK4Y/eAm+D2xu2OdWvKLIQQQojxY8wGoO4e5jWPxRzEHFOYteQKZi29mt3VLtpbg33u/wYm+NzzwV/Zt+1pDuwwtYWZMqDd0xCnM5Ta/80O7oqKYN+2J1L+1tm6h5batTnXtPaX0xlPBJ92zUtz7UYObH8yY4BdVOKnvNzU2EBXABYORjMGu3YQOnH2x7sFnw17nqdu598S24lGY3jyplJcsYCqGceSVzCRut1vmuDTFo9RvWk1eXldzQIz1dJe9/UjiLU9QaB9f+KzztY97N68Gr83e0BuB5+Btr20NW2jRt+P1xPIOmhPpsGnSsrzaGuNsX4t1O99j71b/sIxJ5TiYT07t+wmHI7S1BDB4V3EpDmfonLGBcSoSAzu1NYa5IkHa5gw41iq9SOJ89LesIbK0g2c9Mnpie3HIjG87iBNB96lo3lXStqqNz+I1x0gFCtj7mHXMW3BhV2BYh8kD5AVjTpw+ucwc/El5BVNNcGnNaq00+nA7Wxgx/pbiEUC7P3wcQLN63G7Iom02jXVPr+booJOtq+9hXCwhbrdr6YEoXbw2dG8K1Fr6Iya/pPJ+56t5tsRj6U0F46GO9i25k/k+1t55dktpok4puZz9a3/7HFwK1sg7MdXcli3ms9MA4jlF3gpLK3A6ZnE9AXn4i+cDJBx7lgzDc92PlxzG9MO+RRurymkKiiZwTTVdc7s7bS1hIi5JqNWfI2iCSsJRzzdCopKyvOYNrOcwhI/0bgHf+kypsw7AzDB56R55xIM+azzBh5XGDf1hINNTJ1/Ngd2vkRb0zZ2rM+tH2gsEiPYGaatqW+tMLzuMJ0Nb+NztUoQKoQQQoxTY3IaFo87RKB5I0H/oUDm5mKtLSEev6+GYDBCR5vJKPZ1Dj47+Gxv2g5A84H1AJRPOZU7bnirX3P5AYRCecxa/Fl2bPhLItgomXAYvqKlhAKxnPp/9nfuUAcxIsGWrn6CDiczFpyD21uI0xnB64FQ2EzbcMWXjqGosIWdG25i1uJLga7a3ObG7NOjBMJ+CquOIWjFjHbw2VDzVmLZqlmnEQz7CIZ9TJ5/Ls3732Ln+/czfcHZhAJNdLbWAGbQndnLryIQ8mM3Kcw0bU0w5GbS3NNSAmuHw8Xk2acSjmaeAsbvDVK98S4CbXsTn7U1bYMdj3DKmcfw9KPbsx5He3/t5qxeT5T58w5wYOfLzFh4Lns+eIhgRx2zZqzE753Crb82+64OLWfp4UV0ND1GfukRwEzyC7x87PR5BDt1Sv9NgHi0gUXLJxK2giCvJ8T+7U9SWDKF4kqV1NzTwawllxEI+YnH4wQiJd3Saf+/r6JRBy7/HKYvmkYg5EtMP1NZGWHrWhN82vZ++DjTlJcW59JEAAVw6bUL2bP5NsLBlsSydbtfxenyUjb5GOp2vZQSUMfjUbavu40FK/6F9oA5f8nrs9nX/te+v4Id6+5POX7RcAcHdv6NK790Lp0BM3etx2d+NjemTotiHxt7tGeP18zlGYl0BWLpUwWlX/uFJX4iccBVwIxDVxFq34vTPzsl+HQ4HLjitWxdfxcQp3rzI0xfcDYN+9Ywec7HCcXySZ8bFczo0h3Bgm6fZ+tCEIm68ZcuY9aScjz5U1KCT1d8P0RD7NhwL5PnfoIDO9bR0bLDPvLs3HAns5Zciss7i2gsc5TY0R5if01rn+Yd9brDNO9/jdpdL1G3+zVmL7uaYKQo4/qFEEIIcfAaczWgHneIln2vsueDx9i65i/4e+g72VjfkQg++8rlchAOHkgEn7bmAxtw0EZ+oTdr873etLQEeeDu/VTOvAgcTgrKlrK/YTF/+NlbOfeh6qmpbE8BbDTmwlOomG71k52x4Bxqq98gEu5g96b7qa9+Fq8nhNvrorSkjR3rbiEcaGLbmltob9lNMBBJaf6arQYpbAWfHnewW/DZdGAddTv/Tr6vE5crRmfQQ+nEZfjyyqne/AiV01aQVzQFp8vH3MOuIRKvzDgNSnJzWI/XA56uptcOh4s5y64i7pmEm1pCSYFPIo1RLxNmnUTyCMUOh4vyKcex5p+1QM81OvY5cHtdOGIHOLDzeWYsPJd9218g2FEHQP2eN2irf5Uv/OtRXHb9Sk48dTbxzufpaN5C3a77yPfux+N14vHn4fAqyqZ8smv/SmYwZ+kqwpF8OtpDOIBoaC+tdRvY++HTFJTMpLhSAQ5mLb6EYGRKxoAhl8Gt0gdXSt/3aNRBIJQaCDY2RMkrXpCyHo+vmLaOclpbUq/j99c3kFd6eFq6/BSWL6Sz00nFtI8mag3NiXAyc/GqnEe/bWx0Mmvplbg9XUFaXtFUJs87h5jDjy/PQ2Fp189sfZk72kPc+ptXM96H6U2/s137kUicQCgffPNSgk+AeDyOw1VMcdUiwPT7rN78CCUVC4iTn5ivNdt5SNdTF4JI1I3DN7db8BkNNbNjw71EI1Zf3nhuz670ayQSinLhVUdy5gVd/Zuz9TFODj4BwkEzUnn69FRCCCGEOPg5sg0OM1Rqa1v7vUE7+Kyt7hoV0l84mRmLLk1pauhyxiAWobnZamKaYRL4XGoZ3a4oobbN7N78gPWJg4qZ5/HC0wGqdzSnLNuX2lCPy0VjQzsej4PC/HY2rm+moLC0T2mz2bUyQJ++63ZFcdNgBXxHUl/zLh0t1QBUTD2a8smH8+F7NyfmMwUzmNPsZdfQ1JxPY11Hxhqk9O27XVFCrZvYrR9MfOZwupl32NXs2vQQE2edhCt/HtGokzxvBzvW/4VgZz3zDrsap8tPKFaeMfjMxuWKQ3gPToeLuGcSscAOdqy/k7KJS6mc+cluA+TYzSF3brgLh8NJxcyLeOrRRg7sbUtZLvn8OhzgcMSIxbr21esO0dG4DohTs/WplO86nG4OOfIrxOJu9m55iLbGLcl/ZPaSy8Ezg+bGAO++/iHHHBei6cBaph5yIcVlE9i+tZY9O5qYPL0Ef16MzqZ3ad73AgCT555CQfFM3nqtnXmHTutXjTyYQZ3Saxcz7Tt0XXOxaJya6r1UlW6gvWENHl8xBRMu4P47t7HquhV4vK5EjeGjq9fy2esPxxnbyIEdz+B0+ymbdjEP3bOHc1Ytp7DEj9/Tya737yTQvp9ZSy7D4ZmRElAn10BmqvV3eVx4XU1sX3MzHn8p0xddkmgunG1/7WDJvod6elb05Rj1xucJsn/747TUbqSwdA5TDjmPQNg/oG1UVRVRW5s5oHM6wRmtIdixj8Z9axP3OjiYps6kcd8a2pt3md8XXkIkPg23x5NyP2dL2ylnH5qoCc2WxnxfB1ve/h3RSOpgTJPnnc7EmcfS0JBb//psqqqKpEHvAA3k3Zyup2txNJN0D7+xmnZJ9/Abq2kfz+nu6d08pprgup0h6na/lvJZoG0vHS1b8RYtIRIBlytGtGMr4WAzZRWHEY507aJd29ETrztILO4iEnUTibrwFi5g2oLPsHvzg8w4dBWPP9jcLfjsq9LyfMJRMy9hUws898Q6Lrt+cr+Ch0zNUXPhcsWo+eDvlE85PCX4BGjc9y6lExbidHlTAlCny4vT5SG/yJcICns7ppGoi5hrHmVTz6BxzxM4nB7URz7P9g2rCXYcYNf79zJj0UW48ufRGcpn5uLP0tH8IXFXFcGoO+voudlEow6c7qnEnSSCT4jTuH8t8Xg80fQ3eXmXfzYzF6/C5fLRFqhk5QnlWZs1m1qkA0SCrbj8c4hGzb0VinjJL1tKsPUDJsw4ngPW1BkOp5uZh15JY6OXkpJIyvEEIB4nFg3i9MTIL/By+NFz8RW5mFq6gPp6By0tZsoee9TWk05bwKSpS6ia4aJ217MEg14CjYXMO7SsX81rbcnNdDMFYcnsay4WiTFl+mQ8ngryCoqJcAjtHflccOVHKCzyE45GUwNXvBRXHIHL5cFXMJPb//ghrS1dNX2xAh8zFl1KNNxEzDmpW21upms9+fqLx+OEoqXMXn4tsaiLjg4fzixPuOSmqz017U0OqNKbvacXvvRFMOxj4uxPkV80leLK5QTCqduA3s8DmAIUtytMsJeaYocjSqB9P3s//JtVS99p1dLH2bf9RWYsuoK9Hz5GfvlHePLhFqp3vJ5zUO10OPj6D1bQ0uLE7ck872sgXMCc5dewbc3NiSB0wqyTyC9bhsvlBQYWgAohhBBi7BhTAWgwUsjsZVeyfe2ficdNADdx1sn4ihYQTgo+d71/LwCTgfzyw3KeasXnCVG74ynyi6fjL12WEoQuPPqbdHb6OPG00KBkQG39qYH2uGNEos4BzbUXjniZPPd06na/SnHFvJQANBYNEY3EmLP8aratuYVIqBWPr4T5R1xLeyDztBaZJNdYfbDRy3EfPYfi8hls33APwY7axHImCL2YUGw67S1OiooXE470v0IjEopTkB9AW8GnrenAOvIKJ5FXsTJlNNBo1IHTN4sYTvz5UFLe9Z3kAMcOPretuYV4LMLMxZd0C0Id3jnkucupnOGnfvcLVM68hHtuq6ahTnPZ9SuZtuDCpDlBHcw89CKc/rlEY06cbqxBZKC5PpoSFJ102gJOOftQIqEod9+8hkuuWc7UhfN48el9rDjB0++aT1tvwV227zhdDm77/Xtc+/WV3HvD2yb4tEZMtkvOku+/psYQb/3DS021CT4hNdhzuvNwOvN7rPXuqU9rPB6nocHLHTe+yaWfW5E1/cn7m2vQl36McinQstkD7iTfs8Gwj/yKlQSSpt1M3obT6cDjdWXdjssVJx7czr49bzJ5/rlA9v6U0agLf8kSJs+JsWvTQ4mm4tFIkJmLr6Sx0Uf59HN46qGtHLZiFiee1j3gzXScPnPZ4UyZGuLDd3/L9IXn4/DNwipbSxGLxcFTlAhCK6YdQ1HVCsKRzAGrEEIIIQ5eY6oPaCwGMdcUZi+70gwwM+fjFFYdRTji6RZ8Auz98Ck6Gt7D54/12jfSBJ9P0nRgHTVbnyDQtDYxmmco6GD/fgctLSHyC7xZ+4/1R67Bsc3rDtF64FV87txHkcw0rYg9VUzZ5KMJdjYxafbHrKUdVMy8gEf+WkdDg485y68hv3gas5ddTV7hxEQGOpd0J/eZ27yxnvbABDrb9uPxpWaUHU43Lk8hD921jtv/8AYtzQOrDeloD/HEgx8yTZ2T8nlByWyKKpenBJ+2WMxJLJa6b8n7lxp8hjGDtdxNLLANJ9HEsW1rc3LfnTWsW1vKFHU9j95/gIa6jsR2AuE8pi24kPySGSnBZ2+ef2ozTz+yMTGa6749ATo6i1nx0UPIL+x/zWcmfbkm7WUdDi8XXPmRjN9J7qeYX+DlqBMO4WOnqcTf0/sN9tbkOlOf1uRrvKm+00w7E3fQ0tBJNNTDaNVWIYk9iFD6vZ3pvu7rPet0OvA6G/G6mnGk3bSZrkUwgxWVlXZw/b8spSDD+bWDzx3r76K1YQs1HzxIKNDUYzrsgYkmzTmVA7teZ+biSymefBHVOwEHtLe7qd7RnHXf00eALi71M2VqiB3rbiEaCbBj/Z3Eg5lH0PV5gtTt/BuhzgYOOfJLEnwKIYQQ49iYqgEFE4TimoJa8TV8ecU0NpnidqcjQkvzjm7LtzVto7BiCT3tqtcdpHbHUzQdWJf4rGbrE0yZB/7SZTQ1RxK1UXbGsy8Z0J70pQlt8miyjfveZfayqwhGinqtCU1uYpjcrC4Wi9PeVowrbzmePBcV0/PAWcTzf29n984WYrE4wUgR0xZdRjDkSalf6WvT39POmUW4+Tl27f6QqfPN9BBtjdtwON3MXnole/fmJwI1u0lmLn1aXS4H0Wj3A1BQ6MbpcjF9wdlUb36EgtLZTD3k/ERTx56k71ssEsPpCnKg+iUr+LTF2bftaaYtuoI7bngzcU2c9unFNDd0ctOvMjfjDYTzmHrIRbS1gStExmai9jXm8bio29+WqJWrnFTIZZ9fCY6+9flN5nA4cLsihCOZ5zLqy7lNXrbQ2/djC32rScwmUzPa/XtbePqRjay6bgXF5Zn7gtrf61Mfbm+cEq8np4IDp9OBx9HAtjU343A4mb38GkLRUqLhaCLwTT+HDocDr9N8x+nyJEaLte9zpzNGPLiDHdZIugBtjVvZsX41k+Z/mmAP13gk6sbpW0TcN4nf/s8aiDuIhM0z9JSzD81p/wHyC71c+QXFtjU3JTUrj7Nj/Z3MXvZZnO6ZiYIEE3w+TeP+92jc/x7TF5yPp1BlX7kQQgghDmpjqgbUZk9JkDyJezjipWzqiVRMXZn4rKhCMWnuOT1myGxOV/epOpwuL53tkW7z3GXLOA6l9KlMwsFmtq+9tcea0J7mTbRrQn1+Nw73RIKRCiLM47m/tXP4ytmJYCoeh0DQ06/mvsnzdbY0hckrmgjAni1PUFK5kOIKxeyll/HSs83cf/t7ie/Zo4tmGxHY3i8XHUTa38fjDCXmJGxrDuAkhDqkll3v30tz/VZmL72U2Usuyin4zKSjPcTvf/Ym7eGVFJbNT3zuy6tk5uLLaWrsOgG5jk5cXw/bdBNtLcGUtNvnxV7PtJnlKbVy9iiu/a11N8FNI817X8Lryl7T7HCA3xfuVmM3WmTpaphoqmw3VwZoaeo+imy3e8OqLfX5PVz+haOzFi65XDGinVuJdm7F5ep59Njk4DMa6SQSbmf7mpvxupoIdIYT13hy7S2xeCL4jEY6U0aLdThMugPtIWLR7tuOE8eRYQqXdJ2dDh64awuRUCwRfAJEQlFWXbcip4I1p8uJ05VHXtGUlM89vmI8vvJE1wKvuyv4tFVv/ivhdt3r8RNCCCHEwWnM1YD2JBQ2QShAKNBoBZ+Z54BM+V7ER/m0kwFo2PtPAKYeci4x13xu/mXvg5MMB5cznFJDCyYI7WjZibdwMZEM/a5yGVzF6XaSZzXxi0Ti7NnVwklnDKxGKn1kXrPdPSz912NwOKB+z2vs2fIks5Zey/79fiZN81M5oZTnn9oM9D6faUd7iIb9+wnUv05H8wdUTjuemPsw7vjjGg5fORF1SC0t+18EoKV2I6HORmYsPBunsyrRzLbP4vDY/R/ypW+fDY5HCHc2Mm3R5dTXu2iqT50XMr/Am7GfYvJxSR5Y6LzLllFR5eDJB7dz4mkLux37wapxt4PPbWv+RDTSSTQSoGLGxwmFvWnLgc/dRvXGe5mmziMUK8upr3Ly/nlcmWtXbQOZm9TvDdBy4F2Kq44gYN3f9vpi0Th33fRmyvKP3Wfum+R7Nv3esGtLTzn7UKbNLM0Y3Jtm/lvY9f5qAGYsuhBX/nyi0cwFAT5PkB1r77amOzEi4XZ2b7qPKeqyxGfJafnq91eyc/2dKd8JB1uo3nQf0xdeRl1TjDtueIMZc0o44+yL2fX+PUCcwtI5zFp8IS1tvT/SextMKdeCjUDYz9RDzk/MlezxlVi1tYWJAqt4PEY00r2gIxoJ4opGGaNloEIIIYQYgIMqAAUrCJ1yIg5HLKfgE0zGuaE5RtGEE4nF4jjdE2kPzATH8E5R05NgpJC5y6/hwzU3E7NGkZwy7wx8hQsJZwg+oXtGE3oO7gYa6CRPz2EHAclNlmNxLwUVxxAKRfHmTePJh/exfUsTkNr8L1uTzER/PX+IgNsEnwB1u1+mfEqcz/3LSvy+ONXvv5DyvUBbDc21myioKiMWy/2STx5ECYA47NoeZMbss3A54/z+f99LqUFKD+7tkWLtGvP0oOeS61Zw3mXLKCvZz+737+ekU84jEAzR1pwaCPR3pONk6cEnQOO+t3E4oHx6VxBqB5/b191qzf/6J+YsvzanIDR5/676yrH48jNXUyYfk77W4vq9AWo+eJC2xq20t1Qzee45BMK+lJF5V123gtr9bfh8Lh67b12vBRq5SA8+AXa9vzprEBqLxKhvjTPj0FVsW3sz0bBpXu72FjFFXUD1DnMPNzd0UpR0bpubzPynyfe521tE1cxzqauN0dxozt2ubc00Ns9lxqKLaah5kymHfAZfXhm09T5k+kAGU0pnB6G1O/9O1cyTU4JPgMYGB00dR1JYEqOj2RQwlU09jVdfdnPEMVEKS6QfqBBCCDHeHHQBKJjRSPsiOeN83Enzqd3fid74LiedtoBV162gtTnQYwDn93QSi7v6vN2+iMXihJ0ViSB00qyTyStdTjiavaapr/3tegp0YpEYu3c2EA5HswYO9nFM70uWvN5YxE/ppOOJRJwsObyT7VuaOOvCZSmZ8Gw62kM8/fBGTj87LxF82hpqXqFs4jKaWwqZtvByqjf9hVBnPQCV045l4syP0tSSPYDKFBT1VIN81VeP5eJrjgR6Hjk1uY+h7aTTFuD2unC5YuT7dlOz5SEA6nb+lcqZ5/P8U50Za0IHwumM0tGyK6VmDaClfjMV004gFnHjdDtTgk+AaKQzKQgtzdgUu1ugDjTUdVBU4st4rfSl32XyecnPDyWCT4DWeg08nAhCwbrWin04XY7EAMiZrvn8Ai9XffVY2ltDNNZ34LHS6PO5iERieCKxlHS7nWHq96/tlr6m/WuZOHcW0agvJb12Icxnv3g0c5Zfy7Y1f8LhcFE06UJu+uUGAp1hTjptAYFAhLaWrmmdGmrbgULmLLuGbWtvxun0MG3hFdTWebjv1tRr8d5b32XGnBLOuuBcAmF/D2PgZjZYNeuBsJ+KmZ8iGHF1uz7yC7xUTp5ISfGnqKt24vbPBLfiiGO8g9KHXgghhBBjz0EZgPbE6XTg9wboDPq6jegKJph45fm0iehdXf3g0jOzfm8nuzbeRWHpLEonnzAsQeghH/ky4Yi3x+BzsGUbyAiSml7GHSl97wCakpql2uvJy/MTDIYoKevq25jeJDNTQJhf4OWUcw4l5ghRPOF4Wg68nNhO+fRzefzB3Wz7oJGPn7GQRUs/y+5Nt1NUoSidfDweXyGQvXYoU1DUUw2yx+PCl5dae5N8baQHZc0NnVROKmTVdSsgDk88sJ6Lr5zMrg0PJa0hTt3Ov3LKp64gOshNE6NRJ3gOoXTyKTTtfRoAt7eQ4kkXceMv1nL+FUdQWOInHo8Rj6UOzWo+i9LeGsTv92QNKJM9fLfp8zfQpur2uq/88jF4XfWJ4NPWWv8BE2c24XROSgx6Yxd4tDUHuq3P4XDgcUUI4SLcHmL1rf9M+ftj963jpNMWMHl6CU6XI3H9BcM+Js09mzjQWm9q8ooqFjBp7tmJ4BcgHI6yv6Y1cQ801nUA+cxacjVOp4vGJh/nX1FOc0MngUCEpx/ZmLJ9+zq7/AtHUzbtYmIxF7f89n3OvHBZxuOza1szzc1OCktyP6a2wahZt4XCPQ9oFQXKp53Gi3/fzhHHeIe1+4IQQgghRpdxFYA6nQ5c8X1sefsOZi+9gjCVxOO91xQmRiT1uggHo2ZUVLczEXwG2moItNUA9BqE2jWJHq+rX4PIxGJxOoKZR/TMZiD97ZJrdLJJrvlMz1A/ltQsFeCOG95g1XUruOumN7nqq8cmamDSz0Fbc6BbQNgVWEA4vpDKaW7qdr/A1EMu4Nm/B1l82AyOPdmMrhkMe5m59Episew10+l9MpN/ZkoTdAXLycFxppqk9KDMDizA1J6ecd4SXO4Y+SWz6EgavbmwbD55hRWEI4N/azqcXgrKl+Pzu6nf8w+mLbyCtvYCzr+iPJH2ULSY2cuuYfvaPxEJteN0mal4mluL+MvvXssYUGYK1M+55LBEDSjkdqxtmZatP9COa3IFMxZdmNQM1sHMxZcQdU7IeH2mnxeHw4HX1URjzVuUTT2BWIGXyz6/klgsTktzgMesWuyi0jzu+mP3wpZA2MfkuWcn1j85Kfi00xwKRlPuAft4+PxuLrzqSAqKu4LVglCMS65dQWtzZ6Kfql3A4fd7CAYn4IzDKWfl4fG6EoU7ufaVHg4+T5hw1JNT3+rWVhfvr63jiGPmDX3ChBBCCDFqHdQBaHItmtvrwhXfZ83jGGHbmpuZs/yaRBBqszOtpWVOonFSAtS25gB33GiCospKEsGnrW73azgcLoonHZd1jrv+TPswUAOp6Uiv0YHugUMiwE2qAbUzyWdeuIyqSYUQh/a2EKecfShN9aY/XO3eVkrL81O2l6nm0GZvr7Q0SrT1LbxFxzL/I0toa/ez7YM3OPZklbKfgVDPgXougzTZ200O4NPPYabj29NALx6PC4/HRWNjkLDzJPJLnqejeQd5xfOpmnUWUfIzTs0yUCbI8wOLKZ4yk7b2AvKLUvtJx+N2EHotOzfcwYxFFxGhslvT3fT1pu9/eWV+Sh/QXI91b8te87WVVhB6HzMXX4LTP4doNPNIvcnpsoPP7WtuJhJuJxLpoGrmJ3G6rcINl4OTTltAUYmf9tauQXPSr/VA2MekuWcBpNR8Zmt+bgsGIil9aPMLvLRFg9x105tZ+z/ne33EIjGiET97q5t5/qnNqcuW9dx3M30wMLfXhdcdJBDqe8CaqUWCzxPkwPYnqZx2NDgn9RqEDub0VUIIIYQYuw7qANTOFF7xpaPxe+r40Ao+AWLRENvW3My8I64n7vATDHX1IauodNCw+3nKJn+EMJVEw92Dovx8PyVVi1MCUIfDRVHFIURjnpTMX16el87O7LU/dlrt3wdjehevO0AcJ+FeamOzDQaTrUYHMo+kawfo9kiittLyPMIhE8R2qx3NYXTS5JrDy65fSWUV7N58Px3NO+lsq6Zw8RW43P3L2KY3vc7Wj7M/AXwuA72YvoqVlJWfR2vtuxSUH0444h+U4LOnc+twesFZhD8vcyFJchDa2emhrbWzxwKBXOR6rHtb1uX24vLNZ+HR3yQQ9mcNPlP2Ny34BNN3E6Bq5icJhk1N7eTpJd1G0M0UJPc4z2YomlIIk96cF7rOTavVRDgSinLhVUfidjvJy0s9Fh3toZQ02esH8Ph6boKffC9d+eVj8LkPUP3+40xfcAn1DU7y8nM/f+mFLj5PkP0fPkJL/WZa6jcxZ9lVvQahg9nkVwghhBBj10EXgGZqvtdU30lxsR+Pt5CQNbgKQOnEZXS2VtO4dw1T1HkEQv5uk6bPWX4tHYGijEHR4SsmsvywU9i//WkcDhezl11BzDXVzFOalPmzm5wmezRD01T794Fm0uyaCY+vhNLJx2dtgtpTbaz9N3texZRazQuWUlqRnzXgs+cTtDPd2ebzzKSnmsOKiji7N99HR/NOAEKd9ezYcBuzllyB012Q8zZsfR2kKZfa2f5sPxyFognHEY7Q7+AzPeDs6dzmEgjE49AZ9NLWGuixQCB5PclN1SPhGOHmQCI9fTnWvS0bjUJ7tHvtdrag2+mMEWirSQSfttaGLUyc9XHAlxi86LLrV9LaHEz0Yc21mWv6dWsHiZOnl5iChqT0pBey2PcVWMfUm3ZMP7+SpoYOHrtvHc8/tTmlH3Im6ddpRVU+ed46tq29jXgsws6Nt+MpOQsop6C478+a5OATMC1K1t6aUxCanL7hnktZCCGEEKPDQReAZhwQ5Z41eLwurv/mFVRvvI1QoInyKUdSUDKd6k0PAlCj72fagk+zf/tziUnTY9Ew29b8iVlLrqakzE9zY+qgJu++uZ8jj1vB5Lku8oqmJILPXJ102gJi0TitzQEOXT6R99cdyNovLhu3K4bPE6K9w0dba5Dycjiw/UmaazcklkkPQnsLpAA8XheXfX4lzY2pGWqA0vL8jIFDelPV5MGDps0q5cKrjkyMOPrEA+tNIFue32Ntox14OBxAvJHO1pqUbYY6G4iEGnG6Cvo/x2eOequd7emY9BbAhCM9/jmrrgGgSDQPH8xapt7mjEyW0lS9hwKVno7JQIKTbEG30wGegkOYqs5ljzaDPrk8+cxZfi2BcCH2cLl2+pMDu1ynKEm/bu1CmPTgM3n/c5keyel2Uljqh6SK3t7SlHydlpbn8alPV7Hr/dsSrT+CHQeIxx+hYsIqWpu70pTpeEdDMdrbgrQ0d00bU1bmIdjZkLJcPBYhHGzGlTeB3ub2HIluCEIIIYQYPcZkAGpnUoMd4ZwH8wmHojQ1eZm19Cqa9v4TX2FVIvgEaGvaRqizlvakAWHABKGhzv2c/9nlHNjbPROOw0te2WHE4m5ise7B3UmnLcDjdbHqcytxOvj/7J13mCRVvb/fCl2de3pyjju7szkSlowSJAmiZJAMohiu+lOvV1HM95ojKgISVEBQCSJJyZnNeXZ3cs4znbsr/f7o6d7pybMBWK33eXiWqa5w6tSp7vM535QWdKnSI3+8/U3OPL+aVat6WLhkPn+9fwumYU47OUtdw5dlQw3vpnn3I1Qtu46B7hh6cF2G+OxvfxXTNMkqPAHNTLoZjxdSoUCcWExDS+iUVvkB0hPE1H1qCT15D2Km8BBFAdM0p0zmBIyW9xBRE0l33stvPBoAf+7kQnYyTBNUMztdhsY0VECgavmVIJchiyoJY+q6kzMlfpqNUJyLGBt774dykp16lpffeHR6QSM0Epsx0c9cSZXJmYuFeKrrT9cn48XJbJ7LdAsqOTkCwb63yCpYA97FlNZBd+PTybIyun/G2qaTXWe6vpxqEWYsc7W8T3be2SJM6aFsMtgb4sF7dmOaUy+ghEPxDO+Nxx7cjCSLXHDFucBjxCO9AJQvvhjZNR9NtyyaFhYWFhYWFtNzWArQ6UqCuNzKlIXonS6FmOrAX3o88VAbSbPCvgnoYM8WalZcTePmu0nEhgAoXXAeincxmi6RlZPcb/xkceyka7y4kxWJu3/5Gqeft4TCEm9asKT+PfP8atzyGwx11mN3N/DhS8/gr/dnlpqY7P7feH437ztdpqP+YQCat95JxcLriIeKgG0Z+5tCLtGoiW2K+a2sSGgJndxCT9oiC8mJfEp4PPfkLq799HEZiWVEUUA2exBlJ3HNO2mNyLGkJtFO5+zF3th9DAM0MZ95K6+ncfNdVCy5BFGpRDT66G97LR3PN1l/zWRxmY1QnE1c5zvF+NI3wwMRZEWaVQzjXBjrin35jUdP+8zmkmhoqvvZH/fmqSzTp51ThRHazHDvZoZ7t1O59ErwLmb+mlqiCdeU4tPjdUwq9gw9QVdrF8UVxQc0jvaHuZx3/ELJ3//Wz8UfvTptBVWcedj9H+KhP+yd8p1NPQ9RFDn9vCUTvBYEEUrKPkrL9vsoqHofthnE53RZkG3SO1dOyuLQoUSD6IFhZEVhqKMRu9OBFokiu5zpfwG0cATZ7dr377h9pj1mhn0P9JjBtgj2ubZpf+7jIB8TGHQhRSLv2T6erk1D7VHsh0Ef7+9YOdj99Z4aK+/UMTOMlfdaH085Vt7h/trfYwAESSYwqKA4PSScc60yPjsOq+VqQzMyrDuQnMSERmIYmpGR3OOZR7fj8iTFiHfUkpKaxMbiNkRHNZVLLyfl25ZVsIz8itOJJLxULb8WxZlN6YLzsPuWoo3W25yLleyjNx2TURPTbpfATLq2XvmJY3C5FXJywO98i2igHoB4uAMh/jSf+tIRE66RuvfQSIx4NMFxJ9nS4hOSltqOXXfizFpIVtHJ6e2ldR9m2zYnPq+BTdImbaNNFpEViYfuXscfb38zPYF/7MHNdLWNcPmNRycFhHeMW6MoIJk9NGy6g6bNd2KXg9NYW0aPGZ1ES4qYTl40074TkiMZoAn51B31X2nx2bDpDoZ7NtPT+Dh2W3xCf42d8KbGyoHwbmfzFEUhLbp6ugI88+h2nvjL1nSCmtPPW8L7z1wIJF0796et49+1557cRXAklizJs5/9J4rJtk9G6n5SYy8UiNPTGaSjeXhOMcQpTjunimz3BoZ7k+eLR3pp2XYvshgfLWNkIk4x/FIu5qnxZ2gGWjyGmdhNtvttnA41PbYOZCyl38ODPJZEWcSX7Uwvcg30hokmcqlZcS1OTzHFC67goT/s5eyPLJvy+qnncd9vXueZR7ejjt5nPK6DAG6fg5jmpmrZNTOKz4zzjXnGjz24mft+/Qah4MR6rRaHH3pgmJ1fuYXQrl3s+Po3CdXvYeet38r4N1S/h53f+Hbmv+P2mfaYGfZ9p4454Ps46Mfsfk/38XRt2nHY9PF7o7/eU2PlHe7jqcbKe6+P3xv9tb/H7Lz1W+y45ets/eKX0QPDh+w347CygM5kYQEyPu/rCnL6eUsIDEWQZCEj4YauC0ijInS4dwsFVWemrWcx1U318htQdVtafMLcrGSBwWhG1tdUxleAaz99HJJNRCBMYLA+4/hosB1DG8Bmr0QfU9tw7L3bFIkLrpiHzZGDGtsXi+XwzKNpb5As/1LyK2QUh49ooorlqwbYs/5nFFSeitO/EmTbhDZOVT7iuSd3pa1X/hwXfX3BtPhs3HTHaOxXgKbNd1K94roMS6gogiIn9qvsw3QYBkTidmz0jXHHhUD/DgAKaz7IwIi539a4mXg3s3naJB1T68LnS5rjp8q6mmJ/rLSKTWUkPPf+G295e/+ZC8kv9uL2KjgcEqLeiSjZ0cQ8DMOc9tj8Yi8P3vX2jFbXyY790KUrqaqBvRt2ZewXj/QSj3QiO2uRCZCIDSDZq2bMpGvoCaIj2xnqeCK9LaQezZN/azqgsXQg42h8iZWxCzWSaCIaXeTmZaW/FxW7DV0sonzpVQz0GeiaMaexMXacjSWamOhxkMJuiyMKKjHVM21mY4/XgarrU57HwsLCwsLC4t+Lw0qAzpXnntxF3ZJcjjlexOevQDX2TbaSFp4EvqxK8ivLiKuZk9xoYv8Fht2m4/HaufzGowkMRzPcgIH0hEszc6ledhVNW+8BM2lhKF90EYJShjZGfBqagTHmbzWh8/AfGrjgig/D4F9Ro4N4cxczEj0Sm+JDsjnYuCELQZRYsXqAwdY/Yegq3Y1PUlQD7pxVqLqcYY0aW95BS+ise72Zaz6xjEhUQpQy+8ahxNm7/o/ppCYAgmijc+/fKZl/IbGEjCiCZPbQUf8spQs+QkydvibnXBEFg0R0MC0+U8TCPQiCjsvtmHLCe7jWIbRJOtHhTXTufYLswlXc/KVTaGuO89iDm7n42iOBfVlXgQzLlsOuklCVCcJvPHZbnL7mJ8krO56rP3Usg73hGRPlpBgvqGRF4sG73uaaTx+DRB9Nm3+PIMrUrLx+gghNJwBSJE4/bwmRUNKSHRyJIUrJcTrbmEqv34FqOqhZcS2Nm+9Kj9PSuvORnTVIBGjcfCdaIkTl0kuRHPOmFKGyqGPoezPEZ2RkF/5ckZu/dCaa/u6MpanCECTRBLWNhq334nAXUbHk8nQ9XMOAWFzB6TLmHO/s8dlnjHceSypTbiTYRvWK60mQNWXca2phy8LCwsLCwuI/g8PKBTc1KTr34hXpbWNdDMd/fvkNqznpFIG+5r/Qtv1uHLZ9ZRhSE7jAiDplmZL9wWGLMdD2JC5XFF+OE3+uC9g32UpNuAB0A7CVU73sKhBEyhdfjMO3YII7WyScyHCFPffiFagJnWjURcXiq8grO5a8irN48m9Nyev47Cw/ch4nn16aFp8puhufJBGqR5bA5dnXX889uQuHQ6awxEtZdTbnX1JK46ZfIplNKOOMHLGEnerlVyHKyQml219Fcc2plC34YIb4bNx0J+HhRtp2PYDDFuVgohsisms+5YsuTG9TnLlULb+aWMKVFiWeLEdG3O1Mrr/vVcaKT4Chno2MdP2L8qrkw3F7k88ylXV1rAuzwxambfs92ITBKV1gISkauhseYbh3C42b7yTLGyCnYF95m9n2n9OpcPnH1mK3SxQUe3DYkuLTNHUMPU7jpjuQ6Z+0LfGoxjOPbk97DKTcNO/79RszuuKOdY02DNDFImpWXIsgypTWnY/DtwSJ0Kj4DAImLdvux4g1IEmTC3NTEBDEiTGKoiSj2CVkZd9niu3QW/GmC0MIDIVAbaNp671gJkvPtG7/Iw4l892byr19sn3Gvzuzef5jy7RoiTBNm+9AkUbSLvrvtgu7hYWFhYWFxbuLMJcskAeDvr7gAV9wpjIPoZEYb720h5NOEeio35fpVnFkU7X8WmKqO32OmVzoFJtBQp2dYHHYYnTsfojwcBOKM5uqZdcyMCBx722Z18nP92as+EsiOJQYhmEw3LsJX/6ajGQ649s6/m+bzSARA01VkWRbeoKoyAkG259jsOutfffjzKFq2TXEVPek5/dlO5Hpp3HTHRh60gpVvuhCbO46snOy0u0WRQGbMEBX4zP48xfRXv8YTm8x5UuuQE+M0LjpzgwLqdNXTvnCSw66JVSWDNRwPT3Nz42Kz4n1QFP3d+1njsPunDxT7qHGoUTB1IlrnhmTNY0lP99Lf38QuzzM7rd+PuHz8kUXopq1yLbJM/y6lCCNW+4mER1Ckp3UrLwe1cyZYAlNic/gwD6XcFGyU7X8Wu75TQOB4dis3U3Hvp8XXbUIdeRhEtGBjH3cWVWULryUWCLzeYwt+/H4GKu102kiyY5kTZU5IIrgVGLEVRuiCAOt/2Coe2PGPpLsZP6RnyYSS75zqfcz5ebqcIBkNNG26yEAsgqWU1h9JrFgE3ZXAaqZiyJH6G16moKq0zLerYPN2L4dz+e/tpb6t3+c8d4B5JYcSXbZGSTUufUdzL0sjmLTGGh9iqHuDRnbZcVD7epPEIlPHD/jvw/3h/x879xvziKDA/1tHpuESI+EkQ7DJETvxQQmszvGhXaYJiHSI1Gkw6KP3xv99Z4aK+9wH081Vt57ffze6K8DTUIk2RXMA0xCNN1v82EpQFOTIptNwqZI2OwCdjlBNGHHNJOfu1xx9q77GYaeaTXJKz8Oh/94utoik5bSGDvJstviDHe9SnbxWmKqa9o2jRWfKRRnNpVLr2FwUMbp2nfuySZcDiVK244/Eg12UjL/bHy5i+jrlzANc4ILqdOpEI3umxQKAtilAOGRJhxZS1C1fZ7VNjHOUOfzDHa9Nan4HNufLreC2xliz/pfp8Vnisoll5FbvJz+gUh6myybGNG9NG97gFQ24az8peSWHEHjlnvTbsUAdlc+lUuvmrEf9wdZMrDJKtH45PFohmZgkxPo8WbsnuoMcW+3xRHQD0m7UqSeraZGqF5+7ZxEaGqsyJJObGQbnXseTX+WU3wkOWWnTGnBd9mDyYzO0aH0tpQITRg5GVlgHUqEps13oMaGM85RueQyYloZqjr7Ui6GZqAmdPp7Qjz1yDZu+MwyOnbdgxpPFp10eIqpWHzFtIsRYxdFsnNFQn1v4c1dhMbE+FG7LY6ISkzzzlhWxWGL0bn3b4QG94z2h4OalTdkiPJUn48Vezd8di2S0URgsJ7CqjOJBvbStusviDYXC1bfSMvOvxANtGUsch0KphOgN37ueOy2Hpo2341pJq2xrqwKyuouIaa+MzHLgiCgiEM0br4DXd33XVG++CJsroneHWAJ0PcKB+O3OcXBeKbvBla733kO17Zb7X7nOVzb/p/c7ul+mw8/X0T2uYeVVeZgswuY8Wb2brgNRQogCMnP42pyoi1K+ywsWQXL8OQdw29/+PqETIzjXfzstjg9TX+nr+0VWrbdg8MWmdCOlDucqRuYZpRosD3j80R0GC0xhNfvnHbiPlZ8+guXoathGjbejtsZ4s+/XzehrdFoIu0KlxKfjZvvpGP3o4QHNmCT91lAVMNOTtn7Kaw+dVLxObY/RVnEwI4nuzbjc5s9C7u7aIIrol2O07L9z4wtZTPSt41ouIea5VeCkLznpPi88pCJPE0XpxSfAA6HTqj/FVp3/Jne5n+kM+XabXF6m54Yfb7hKY+fCkWOocjTu4WOfbZqbJimLXdhl0MzZgxOMTwYITQSY3hQJZqoJrv0TACyi48gp/T9U4pPhxIjER3E0DOtYaapjYqTzLlmXHVRvfxabA5/elvF4ksQnTXYXbNzvUwhyiJllTlk5ThJxHWCISfVK67DZs+alfgci9tjEOh+lZ7m5yZ13U09w70bfo0iDiHM0LEx1UFJ7fl4cuZPKj5hX5+PdXPt6Yyii9UUjBGfCCKltR+gZcdDRANtACRiQzRvuWu/xtNsmC4MweG0Y0ilVK+4GkGQ3nHxCWCaJgkjm5oV1yPZku/7dOLTwsLCwsLC4j+Pw3pGYOgaZryZ5q1/QEsER2ONkiLUNEE186hZeQOiZCOrYBkFVWehaY6MCVxq8jY2JiklPgN9yQyx8UjfpCI0FUcaDiVI6MlJ1z7BK1C17AqwlU6b+EUUBeLhjrT4tDtz6Wl+ATUeoGv3fXzsc8v50GUrM9qaaudY8ZmMaYPuxqcmiNCEpuDJO2ZWVpm4aqew5hx8ecmERDZ71mh2W8+YNif/jSbsVC+/Oi00ATzZtXhzlmHKFVQvuxK7q2BUfB46t8TpUGSV4c4X6Gt7DYCR3q30Nv8Dlz1Kb9MTjPRtG32+985JNNhtMXoaH2Wo88UpRahDUemof5hosDO9TY0N07z1HhzK7EqLhIKx9ALJH27fwIb1TooXXE1HVx2Dg5OPK4ctRmf9w7Rsf5CyBWcjK0n3CVGyjbrg5k2wwJomxDUP1cuvRXH4qVh8CZKrFv0giAbTNJPnXnHdrMWny61w0xeOIjb0Jn1tLwNMiB9Nic+Rvm3oWpTGTb+bkwidt/qmSd2RU32eWviB5OLP737yBqap0930LACSpCDLTuKR3ozjE/ERtMTIrBcZ5sL42EzITOZjGGBIpcxbfeM7Lj5FUcDlSCAIpEVo5ZJLLfFpYWFhYWFhkcFhOysQRZPAQD3NW/9Ayppj6HE69zyKXQ4B+0Ro7ZqbKag6i7hqn1VyDcGMZcTCQVKEJqLdiKIwIRHIyGCU4HCMkaBvVITaqVp2BYK9csYJvGGY6XIwTncRPc0vpD9T4wFat91FZbWc0dZUO2XJYKRvS1p8puhrfRGblJkdVtVmPxtOidDc0rVp8ZkSLA5bGFFrR5JMDEPAkEuoWX4NCCKe7FpK5n+YmOoYTbBUQdXyya2us0UQmPVEXpHjGYsEgiAgGMP0d7yesZ/d4aen6WlG+rbtu+eUCFVmrklot8XobniU4EA9Ax2vTylCE5pC8byzEKV91llBkCir+xBxdf9iUXds7ufBezt5/um2qXcSTDQ1jK7FaNv1CGULzsbuzKVmxVXowkTxmSItQld+DNE+j5HBxAHVuhybbMY0IaZ6Zm35FGURl1NguHdLxnZDjxMebkCxqQx2vJDxDFMi1KnMnPAqpjqIqb5JF4c8XseUVsZ43DFqzfWhazE69jxJ1dJL9i08CSLVy67ElErmFOs7V6arIWoYoJoFh1R8OpRI2pMARusCG13sXf9LZAaIBOPE1CxER60lPi0sLCwsLCwyOGxnBrZoBElwJROTkLTulC/8MLklaxCEfTGQyYmvLyPuD6bPxJgw/NSsvA5B3Hee8kUXItorMQwzbfkc7xp79y9fZyToY8FRn5mV+Eyh6RKysxq3vzKdWTaFN2cBYJu0raom4s0/irzSY9LbUjF+B+ruGlftZJeemiE+Y+E+WrbeQ+Pm32PGmzNEaO3qm9LiM4VuMK1r7EyIIsj0ItOLKAqIooBTCU4q9uy2OAOtz2RYqk3TRBdyKav7cMa+NkceuaXHZDxfgIKKk9D0TGFoG6cTx4rPFCkRahvXLsMw0cgbdQW3IwgS1SuuxpBKMIzZqeqUGBoriN53Rt20WURjCScVSz+Kw104KkIfpWr5FRhScUa5EUkyJixUmGbymQVG1Flnn52K2WRbnY6Yus91N0Vh1am4clYRT8jklByTtu6mKKk9i4R2YImm/DmuKa2MgiQS17xULU+KUKe3FFUrIKfickTZQeXSKzHEsuQCzH4iSSbyuOcynrFZnifr30MZ2++whWnecic9jY8n429HxWfj5rvQEiGaNt+BqfYSi6josxznFhYWFhYWFv85HLYCVBseZOfnv0VZ/pnYFB/lCz9MV8MztO54mGiwFUmafgY4fnIsSXp60mcYJrpQlBahySywC9D0ZAzk+DissW68doeNSMwxQXwqcmJCOYSxqJqIKRVRu+ratAjNKT6CnPJTSej2SSeaoiiQ0BT8JSeRV3rMtFlO94eEKmZYPvduuIt4tB8wGeh8E1HvTotQ1cw/qBaXZCmXXho33Zl0uxQGkIwudr/9CwY7nssQoXZbnP6WZxjq2TjBXVrTRRTvYioWXwBAUc0ZOLIWoY15vgDlCy/A5qlLP+PUeUN9r2ZYRQ1Txp1VPaG9bn8VhjmxrO5YEVq94po5iU/YJ4bmWk4mlnCNitAiyhZ+hITuQ9PGik8TM95CoOfljL6crszH/lpC95e0RXZUhBZWnYon/0hUzYZpQkL3Ub3iurQILV/4EWyehRnP8FC1a3BIwVt0KQPBNfzmx2/zyIOd5FVdz98e6CMY2D/BDsnnYsQaCfW/iU2eXoS+GzhsYZq33kUiOkSgfwcDbf9CNrsz6q3qWoyh9j/hcQUJB+PvytixsLCwsLCweO8yccZ8GKGOjND8s3uo+94XaN75IIlYMttn644H5hTDJks68eB2dDWCO/cIVE1OCjixiLqjP0dCtWVMascXvk8JgqlIxiG+SGi4kYqlHwUmT2msaiK6mM+8ldcz1LMBf/GJJNTJrVw2WUPQ+0HOTYvQ3PLjiKvugyI+M9pvM+hve2FUfIIvtw63v5LgwE5ySv1EdOdBtbiMFZ+moWJ35aNGemjd9TdMQ2OwM1lWJqf0/YDAQPtzDPXsK62REqFVy64hmnCg6SI5RStxeErQTc9oluDk861ZeR2J6GDGAgNkliUJDzVRUncBsYQDVZNx566miGS8LUDFkksRlRpGBpPCY3y2WMMw0cQ8kEyMA5iHz7V+YizhonLpVSR0ZZzl00zHToOJaZr4i08goSlp6/5YUpb+2ZZhOZikRGjNyhvRDBl1jHVzrAiNR7qRnfP2S3wKAkm3fUEmlth3f6n+Tv3/WJxOGxEji4KSLM692MdjD25moF/g1A8u2e/6linx2bLtT4AJpom3YG3GPb+bOO1xmjbflZFVebhvG9mFy5BtLtR4IL1dsnnp643z8H3b0XXjXRk7FhYWFhYWFu9NDlsLaIqsI1bQ3/5mWnymaK//G3bbzJaIlPjsqH+E7sZnCA+sSyfwMQyTSMwxYVIrCExauD5lPRq72p9KgtPf8TqxcA+t2+4jFhmYcGz6HIaJauaSVXTytOIzPLCBvRtuZ6T3NRRZJaEpROOuAxafoijgtIUy4rsSqkhe+Sm4/dVp8dnV8Ay9ra8w3LM5I+HRwUCxJejY/SimkbQAlS88Ly0+Uwx2vkVoYAOmYCO7aPUEd9q8smNRx7jTSrKduObPKFGTsnTLromWz7E1MUPDjXTWP5y2hKZF6LwzqFhyKZJz3owuq4ZxYOIT9s+lNZqwT3C7HSs+AfrbX2W4K2kJnS7L6v4KqwPFNCGacE4qxFIiVHIs2G/xqUgBGjf9LuMZw/RurmM/m4tleiomiE+gt+V5gr1vzMoSKks6anzqdOmSdOCusKpmo7Dq1MyNpo4gudJxsQCKMx/Ffx4P/2Ev+oH4IltYWFhYWFj8W3LYC9DeJ/+J0uvB493nFilKCjUrryM6SdHzsYwVnylSIlSeQlSlJqxmrAmfLzM2M2U9SgkQm6wy0v1yRhKcWLiHhk1347RH09lkx2MYZoZQGktKfKasb30tL6ZFqBINIvW0ZfynRGdfw0cUBWzCAHs23EZfy1MZIjSmOqhaejGenBq6Gp6ZdX/tD7G4QsXiy7A78wAY6HibgooTMvaxuwrw5S1HVclwlwYoXXAedt/SCYJkMiOtYZjoxr4HIYoCpjZMcGB3xn6h4Ua0+EC6BIiqybiyVyHakpbP94LLKsyctEnAIBbuYXwZllioC0HQp82yur+xnCkmW6A5GJgm+xVzmXqXm0azSKcWGuLRoZkPHsNcLdOTIaIRCXYw/rlEgu2Igj7tsbKsExvZQmfDs1PGR2vhbSizWJCbDk0XsbnrKF90YbLNko2aFdejmrnpuFhPdi3FCy7n4T/s5eyPLJsyUZKFhYWFhYXFfy6HrQuu5POz7PvfQ1OTwseXt4KujmcJDzdNWWpiPIKgEw/3TtgeC/fiydUZ3z37Jqy/Q0tEqFhyCT5fDYHRmK+xWXEBPD4FX+4i+ttfTxeGByiuOZVA3xZcvkoQi2ZtGRMEAUEfSIvPFH0tL+LJqkKMOdj5lVsyPlv0nW+Bc3KX37GkxGfDpjswtBjDPUm3y/zKM9IJnCRJIREdmXBsNNQ1aX8dCDHVTeWyq2jZeg+RQDsF1aciyS469z4xprRLMtFSyl26ZuV1xMO9KN7F+x0HaBgmulRA5dLLadn2R1KCoGLxJZhyMYa+b1Bpuo1QIHbIXFZlWZvWqjWe5PhMPp+E7p/ULVrTZdw5aygyzXQ5EY+/htLKs0m095PqNVHJ3e92T0VqgeZA+kUUhYPmYu5U4jRsvCsji3RouJG2XY9RUH0ucXV243m8S/7+oOo2sgqOAUz6Wl4EwJMzn5LaDxNTp07kJcs6seEtdO55HEgmH8ouOTldH9Zui9PX8jTDPZvILlpNbsXpU3pWzIaUCK1YfDGKIweV/PT3bEL3UrLgIgb6NXTNmDE0wcLCwsLCwuI/k1nNsOrq6n4CrCU5G/9MfX3922M+ex/wPUAH6oHr6+vrD7npJ+H0kl9RQl9fcvKoA8XzPgRmjLieNasSCKqm4C8+EYD+9mSdSH/hSvIrPzAha26m+EzWi2zd/gDliy7mlX9GaNoznN53rADxZRdTs+LaZJIOU6dq6eXEwj10NTyLIMrUrLh21iLUNE1MOYeCyvfR2/J8ente6TFI9mL0RM/MJ5kChxJl99tJ8ZliuGczNsWLr/hkVFXEZvdO6K9UfdXx/XUwSIlQgGjcjdO/gvJFLpzeyglZflMiVPHmzUp82m1xROLEdd+Evtd1IV0ap2XbH6lYfPGU8cQp69fIYDT93M+9eAVZOc4DsvokLd3rCPVE8RYeP2McYEp8Nm2+A9M0qVl5w5QiVNVtuHOPoAgIDTVQWnk2m2/6PGM7Yv5Pfzlp/KMkmgiCjqbPTpwZmkEiriKK5oQFmvGxsjMhSzpoXdiU/IMy3uKaQsn8czMWGiTZScm8U4gkbIy3Rh5qDFMkt/hIAKLBzpnFp5QpPgEGOpKLIdklJyMIZlp8Agx1bwA4IBFqt8UQMDGd81FNMeN71jQhlpBxukTL6mlhYWFhYWExJTPO/urq6k4C5tfX1x8DXAf8fNwutwMX1NfXH0cyu84ZB72VsySm2olpsxOfKRKjIjSv7NgpxSeATdbpb3spLT6TmHTufYwTTymb8vyGAbqUFKFVy64gFu6lqyFpeTINjcbNdyEZ3VO6445H1Wx4C9ZSUPk+ICk+/SUnpS0e+0tCtVE878yMbTZ7FtnFR6JpIoIAuhbP6K9DKT5TxFR3uo6oqsvI7sVTlpgxDHPW4rOv5Wl2r/sVktk7ad/ruoDoqGbRMV+YNpnVoXBZTYnP7sZn6G19mUD3y9PGAY4Vn1oijK5GaNz0OxRpGGEKf9yUCC1ecAGJvhDjVbgcHpoQ/yiJJqhtRAbXp8u3OJTotG1LxFWMRCeJcD07Nydrl6bKFs2lvIss6cQD22ncdBe9zf/IcA/fX1LPuHLp5YCQziLt8pUd0jImkyFLOongTpq23ENu8REU154/rfhMYmLoE/veMFQEUUBP9KfFZ4qh7g2Y6j5X8rlgt8Xo3vs32usfxCbFp/yePdDyOxYWFhYWFhb/3sxmhnAK8AhAfX39TiC7rq7ON+bzNfX19e2j/98HHHzfvUNMQlPIKj6RvIrJxSdAQpXIqzgVb+6C9DbJ5qJm2bWIonvSsiwpC0BKhNpdRQyNuramMA2NwMAuJGH2JRdSIrR6xdUHRXxCshap215D2fxzgaT4rF58BUYwOVG1y0E69j6N3RZP91d+1ZmHVHxOhq4fmDAY65JoGiqNm+6cVoSGJympcyiRJTUtPlP0tb0yKkInF2wOJUHbjgcyFkd0NULr9j/iUKYWeapuIz7L0jkp8dm09V66G58mPLQRpxKiZevdUybKEUXwuAYZaL2fwbZHOflUifkLc+ac1CglPjt2PwLASO/W/RKhk2nxlAitWvZRalZeT8LImdM5DwYp8dle/1fikT6attyLwMwuEZo+mgyrZt+aX3bxGnLLTyOesIFcROno+5yitO5DmFLBnN2YU+IzOLiHyEgr7fUP4rBNXVbKwsLCwsLCwmIqZuNHVwSsH/N33+i2AEB9fX0AoK6urhg4Hbhl/AnGkp3tQpYPXp2+/PyZ4xsPHl6k8jNoT6hEYz2U5Z3Brs/dysKvfBlf3QLaWwYByCv0UFY52UTWS+3qa9i78W7i4aS7bEHFCRTVvA+b4tmP9mReI2bms+z738vYpmRn45hlHwXquxh45FVKPngGcsLB9k/fwuJvfh13tsie9XeixgNoiRBlC85BcRx26wzkZNvpangpwyqUEqGLj/08Dtf+35NNkrj208cB4PE68OdMbqWdCS0RJjo4iTgQwO1SsNknf5bVyy9jz7rb0dSkCJVsLmqWX4HLl8NMIyswOPFrQLbJ5IyOG8PQCAzsoWHrvWAaCKKM3e6leeu9xCP99LY8jyBAYdVJ2JSktdo0DRShhz1bfp/OXty55y+sPe5c3NluCopn39fRYDeNo+IzxUjvVnw5teSXHY0gzvx9oqkRYuE+nO5CJNtE0W0aizPO8059r+hanKHuzbTX/zW9LVVGqHb1tThceTOew+M5BlEUiEf6KJ1/ZjobLYDuPRJRFGirf5TyRR8mt3g1kjy3RaNELEDLjscIDu5Jb4uMtNKx+yFqll+B4sia0/km4539HreYjMP7t/ngYbX7nedwbbvV7neew7XtVrsnsj9ZYybYEerq6gqAx4FP1NfXT11jBBgaiuzHJScnP9+bjgF9p5B6g3iCFeSVHUnD/96GOhJAUzX6+oLYFImPfnwtNkWapl12alddzd4Nv8ebOx9f4fEMj5jA/t+HEg2iB4Yz2+nzk3B6iQPB0bbIkoEix0ho9kldVSVVY+i1t1EHhom2dQAg+GX2rL89XeNvqHsjpmlO6ar8XiU/38vgUJysojUM9W4lEd03TEvmn0M0JhEMB6fty5mwu5JxmqquH9C4dOUeSaFp0tP0TwDyyo4jq/B4hgMw1TgRBB/VK6+nadMdmJjUrLieSCKL8CzaoTg9yWRVYzCdnvQ92GSVQP9uMJNWufKFH6K7+Xnikf70/j3Nz4Mg4c49Ck2X8fugt/X1jNI5AKGB18kuXDCn/pElB2ULP0L7rr+kt2UXrsLhq6N/YObvE5usEup7i57mf1Ey/4M4/MvRtKkn2uO/V2yShk1WiSZcB901VxRBduQgiHJGXzk9xSQSEAzPrp+c/lXklkgMBwTGjxGbdyl1R1WjGm4GhxLA3LLhSiLklqwlMLBvDIBAXumxhMKgBw/sO/hgfI8frj/u7yUO99/mg4HV7neew7XtVrvfeQ7Xtv8nt3u63+bZCNBOkhbPFCVAV+qPUXfcJ4Gv1NfXP8N/AM2/+j2CLGNqmZPr2WbDdLjyqFx6FbopkzgIReb1wPCM2W9lyUCL7KFxx58pX3QBNvfUdRND9UlLh6duPrFod0aBeYDAwC4Kq94PHLgAFYSkC2lcVQ64TuZsiCXcVC2/muYtd5OIDlBadz72MVlzU33pqqwk0tYGhjHrTMIHC1WT8eQdBYChx8gqPH5GN2vTNEnofqpXXg+mScLInrVYSji9E+5vbOEPVbORVXQ8pmnS3/4qkZE2vDm1GQJUEGU8/nnoZjJ5j83uJb/qTAxDJ9C/HUiWzimru5xE0MAuBmcl6iHpHq54FqZFaHbhKvIqP0B8Fol0xopPgM49j1MynxlFaPp4SSM6vJnmlueTLrr67Pt1NhgG6QzOjZvuxDQ0/AXL5+zeruoyisMLk4hBTZfQdN8kR80O3RCQbOVUL7uSpq33gmlSueRSREdNRgkjCwsLCwsLC4vZMBsB+gzwDeC3dXV1q4HO+vr6sbOcHwE/qa+vf2rSo/9NGS8+50pMdc6800EiJT5bdzwIQNvOhyhfdOG0IhSSQlTR8ymt+1C6VqooO5i38nrimpcDzRIqCMnY0qbN9yZrC4oF76gIjYc6kJzzJvRB7knHkn3WkRjdURp/dsehb9AkqJqMJ/dI3G7bqOVzZpIiNCv9/2OZzrKbio2cTlclk08la7FGAm1ULL4IQXLQ1/LCaDbn69DFoozYwrhqp7DmHDAN4pE+CmxHsePjn8NU1TmL+pQInbf6RkQ5Z1biU5IEjHhHWnym6NzzOLVrShGEQmyRwIR+iZn5IDjS4rNz7xMANG664xCJ0H1lhAY73yav4rT99i4QRRPTFOaUiG02jBWhhpFAtFvi08LCwsLCwmL/mFGA1tfXv1ZXV7e+rq7uNcAAbq6rq7saGAGeBq4E5tfV1V0/esif6uvrbz9UDX63kXz+Ce6Kks+fYTF6LyGKAoLRmxafKdp2PsS8VdcjiqVp0TDZvSE5sXuWUFoHXQ1PMW/l9RC1Iwy1Mla2zdZNNcU+8ZmMLW3cdCc1K697R0Wo5KxDG5fUSPI4cL9/Pu2tj+Nyl1HzmeunOMOhR9VtozGfs3eBmEp4TGUlF1w+FGkYgMQM5YtSIjS7REcb1vC7FiFWCnizajAGTWRnYMIYiKt2ikpOIdLSxN4f/BpTnX2yrfFouoQoFqOqs1NXum6iOErILl7DUNe+MPb88hNAzMbUzEn7Zdn3v4eUX0Q8uCMtPoHR7MJ3ULvmE0Tj+xfjK0s6hilPSAKUEqG5FR8gru6fV4RhaAhqK7LsQhXyD5kIFTEt8WlhYWFhYWGx38wqBrS+vv6/x20am8r18AkEPAjM5K74XsMwTGy2bHz5Swj0bU9v9+UuRLLlZkzmp7o3JRTEaRRRt/oTxLuDmNEhdt6aKVTnatEaKz5hXzKgeSuvQxUKDvrkeSyyDJo2MaOuLGlEtGZ6e18GIBJuB59EWV4d9LTNWWS/1xEkCUUapnHT7xAEgeoV189KhAJIgTZ2fuUWct9/PD27/kGss2vSMaBEg6gDQ+z93i8OSpvnmr01oSrklp8GwFDXevLLTyCr6PgZXd8NQ8Tpq0RW3BnZhbPyl6LPsgYqjNabFTT0gAl6hKjRjstTgjFkIjg9GePJMEwSxv6JT0k0CfTX07TlXkRJpmbF9YdMhE6SBsDCwsLCwsLCYtbsTxIii/cYM1ll46qdwupzAAj0bceXu5CieefNos5gkvFWourrrjkIrRYRxUw3SlGUEEQZDIEDde+dCocSJdi/BXfuKhLj3DgVOU5jY6YneSTQQmBgB0MPv03JBRe+o7Gg4zmQBEnjkb1e5FyFhk2/Q1eTyUeaNt8xKxE6loHnXpn2cz0wTKytfdp9DjUpEerLXYjNWTGruOt0TO2K69P1VXNKjiKn9P2zLntkt8XpbniEWKibmmVXMdy2nZ6elxElO2VFZ2OLclDGkySamGorDVvuJVUbtHHzHYdMhB4o48dxYFBGGSfGLSwsLCwsLP59sQTovwGzscqagQRFxe/D4y3H46lFbe9FeRctejHVTeWyq2jZeg/xaD+S7KBm5fWoZu6E+DpBAIctgmFKB5R516FEadvxR6LBTnIiA+SUn5ohQuOqi6plV9C89Q+kBLDfvwRtxzAjG7ckBei7yGySTc2WqpuuomX3Q2nxCckSMG07HqBy2TVE4wdeWzaFHo9nLFo4yssmdVsXRWHOFk5JEmZVGzahKkiO+SS02ft3jxWhIz0byfIuQ+voSbueTyf+U+IzOFCPv3A5w/1b6elJWtYNPU579xPMW3bVft3zeBRbguYdf2fsoo2hq3Q3/5Pi+Rcka4K+hziY49jCwsLCwsLi8OM/RoCKooBDiRJPKO9q/JISDRKo70JS9yUxmq0VS5KSWTP3x6KhB4bZ9pVb8K9eSeOG24B3f9KXEqHtOx+ktO5DqGbuhMl4MlY0ROPmu3D7KsivOmvSBDQzWQfjkYG0+AQY7FoHkCFCdUNAUqrSItTvX4zcotD+h79wuDPeSi5IEpUFF9Ow5a60CJVtbsoXX0IsYedgWqBb//CnjL8XfedbE8a7wxYjEenA5qhEnaWLq0OJEg00objno+oziyxdnyg+J/MeULKziY/+f0qEZjmXsvUTn59wH5O9P4pNpa/5SYID9QD485fQsffJjH0MPc5Q31aySvIwjAP7Go7G7VQuu5rmrXenywu5siopmX8+sfeY+LSwsLCwsLCw+I8QoKIoYBMG2fP2HZQtPB/pXczguL+r/5JkYMSasLvyiWu+/XarG96waf8OHIMej7Po1lvAtk8I7m8ippjqpmzxR0loypTis2nLXaixYYZjwwCTitDp+lWSBEIjrWnxmWKwewN55ccB+86VEqELjvgExEB1RVj0nZUHdI/vBSa1kpsCNSuup3HzHQgIVK+8noTunzLD61iRL9vtLPrm1xEEEVNMvkv72z8OW4zOPX8lNLSX4tqzcPlXzihCHUqUtp0PEA20UVRzOu6cNbMSoeOZrF8c+d507VxIilAtGJ31OTVdIb/iRAKDuzG0GK07/0rFovPp2PsU6ugY9vuXkONfTUw7OF/BMdXN/NXXsWfDHciKl7KFFxNLzFwSajKms8rO1Q18/P6H8ztkYWFhYWFhcXD4txegKfHZuOl36FqMlm33U7n00ndVhI6l4orLQE0g9bQBICsKeiyWntQD2PJyiMXbad3xILLipWbldQckQudKykok22S0Ucvt+EnngUwqk1aaiTfjUGI0brorPWkHGO7dgijbySk7jYQ6u+Gr6ybZeQspqT17X1ZTQaRm2VXofTGkeABZUdDCIQRJxhRFNFFE9PjQC3MPyj2+FzFH64XWrLgeBGFa8Qn7RL7s9VLzxY+BaSDZctHzS5OfT3LMdPHJSjSIaFfp3PMkoaEGALr2/oPiWqYVoWPFJ0B34zMU6Tpe5wK0QOxdTxZlGCaqmMu85dfSsOUuDC0GBtQsvoLGHX/A659HXu5aDP3guTkDONz5VC2/FhD3W3zaJBU92oxTyiXRvy/5kuTzA6AP9E6agEyBSYXp+IWh9FgQRYrPO4uefzyLEY9jYWFhYWFh8Z/Dv70AVaQRGjYkxWcSk5Zt91O17ApEpfodKfkxHZLdnjGhq77uGpru/H3676xVyyi89kxadz0MgJYIpkuW7I8IrbjiMiT7aBzlqPCdacKeshLl5HvpG7UMvRNiTNVsFFS+j476v6W3iZKdnOIj0fSkaE1bWNTElOdRokEigyFc9gpKas6ks+lpapZdhRBU2P7/vgRM7Hc4eC7KByt50KEoAZQUof70/89ESnx2DjyNIMpUL/4ohjC1W/i08clqjGBoT1p8puja+yQLj1qAqvsmXl8SCA/tSovPFN2tz+OuLWfnLbey6FvfyLjmwUzeNFsMw0QfUCkrOAtdiNL5u8cI1+9l6S//F11yEZtlIqPZkLq/wOC+BaL9ie+2SSrhgXV0Nz2Lx1uNJ1hB8213g2mmx91UCaXGC82KKy7DXTtv0n0ln58Vv/kRvd0vsezs/8UYimM63P92CzwWFhYWFhYWk3PYC9CZJ5cKLl85wcE96c9tdi+KM4+4xnuGlDC0F+RnbC+56Fxa9z6SsU1LBOlve5mc8jNIqBKzIS1e1MR+l1CJ9fYh9fZlbLN5PKih0IRrHYzJvRiK4DQKKZt/Lu17HkOU7NSsvA6N/LSLYGriO11m3tQ+FVdchrOqlIWrbkbtC2PEQlMeMx1zFTQHK+nKXEoAzaWNs13EECQpLT41NWkda9pxH9UrriOueea8GKJHYyS29ZKzaA2DPak6nQKlJWeg9kcha6IA1XQTZ9YS8soG6W9/dfQQkbKSs2n++V1MtqJ0MPp/rPhPW8sNI+25MFnfmppG84/uwpabTXhPUmQnuoPohf5ZX3c2HIz7Gys+AULBJvBC1SeuTorQOZJaWBv7Xqa9Pewa7U2PEQ60EB5pZf6aGwhG9s9ia2FhYWFhYXH4cdgL0JkmXzHVQXHt+bD3bwQH92Cz+0YnzN6MCfM7ZSWRfH6Wff97aUtFynIn2e003fn7CUJq7/d/xcLv/w+N2+5B15JxaN7cOvLKT8UIRJBmaHPqvuZiXZiyL6KhiX196y1zcsmbS3+mnm32MUdQfM6puPNrMsRnxr5jMq06ysvApkywDkp2O/Xf/kH677mUkxnbJ/oBiPh3irGiO2XxdpSXIdmGp3wOM70DSr6H9p1/S4tPADU+QtvOByhfchWx+NxjMDvuf4RF370FIzvB8NA2SkvOoPf+5yi79DLImvyYhKbgLz4BgP6O1ykrOZuuOx4l3Ng85+vPlgzx39M26+efGBwkMTh4yNp1sJClKN1N/8zYFgo24StfgLdu/kG5hmS3Ew/00h15gWi4A4BEbIg96++gavk1xFT3QbmOhYWFhYWFxXubw16ATkdqQq0CxeVnICseCspOIDZOfMI7Vxog4fSSX1GSdmVNWVDGM1Y46D1RapZeReO2e3BlVVA870PEVDtSoHfGNu9PDc+p+kK2zX64zKY/Zyv6h15fhx6O4LqiGiNncjPb2Eyri77zLfTC8jm79MkeD7VfvpnQrgba73t4yvs5OHVQp2esW6U0RdztbEgtbAD4j1hJ2RUfwYyFJx3XMz0zPS5RWXcBDVvvxtCTcXuSzUXZwguJJxT2N3NurKEdKSJQfdRltN/5MMFtO2c8JiVCc4tWs/dbP5uT+Bwfdw2H3iX3vU5C91C5+CJadvyZ1HPMyVlJdF0bwV270/tNWVJn3Hs82f6OinJMR4J4R2/mtWNDaPEhRNn9rodEWFhYWFhYWBx6/q0FaMaEWhAo+tCZqHIYM9//rrZrLGNdY2HfhM1ekM+u730/vZ8t28/iH34NU3YTO4BamO8l5iL6A1t2YKgH12d6bDZf2eFg8U++TuOO+/AumM/yX/8IQ1MmiNiKKy6b4CZ9KDiYAh6S4jP7Q0fTsPdeqpd+FFGc6K0qSBKCLGNqk/dzXHEjih5qVl1P48Y7EESJmpU3zJi8yBA1NFFF0ZwAqLYosm7PGPtNt/6e7seeRQ+HpzzPeBKaghKLU3HddRP6YLrFh/Fx13Bgi01TCVrmELP7bsSpjkXXRZS4n5KS0+nsfIa84iPxCrWwVMC/6uh0EiL3okWTtlGBzHsd/T7LWBi69RaafnQnlf91Je3df8fQVUBg3sqrMKRSS3xaWFhYWFj8h/BvLUBTjLUmmvFYOvEOjHETnSaJzaEk5dqXmrymJmzjY6cku51E+zDIYeypTLn63AXZwSyhsr/MJnHQjMeOIisKi7/1jYyswRNcb1Nuz5FIxrla//AnFn3nWxhF5SAFaNx8B1oixFD3RhBEcstPAzXz+pLdTnxcHOxMHIrkQTB7AZ8Sn11dyfi+pm33Ub3iahgz6RdFkHIl5v2/m2j44W+mFKGGYaKJedSsugFBkGYlPjcNbOGl1jf5xJqr0E2DH7/6Wy5eei7zPPMQnF6UaHDG/plWoDmmj4ud0P8H+V2fStDqheWzjtk9EA+MqbJUz3V86dEE/X9+mZqrL2Po1Y3sfPjbE70Jprif8fHJkz1TwTCI9/bR8tN7R0XoP6hceAG+vDoGBmZf5sbCwsLCwsLi8OawF6CzmdyPdUNMkTpmvFtlSuw5y0sxE3Gk9oZ0aY5DaZGYbpI8vv2pjK374wqaEl16YXl622wnqkp29oS+tnk8k/f/FC55MLvEQanzjD33ZGUdgBnvJ+X2PNLaOWlbFSVKw4ak+Ewx1LUeSXbgLzqZhJaZ6GlKN8Qp7mMuyYMOFqm+E0WQ6/y0tTya/sw0dZo2303tmo9jxhSMSBAxy2TvtntQ7DmzEqGqkAuYM2bO1QSV19rWs2egiZ+9eQcRLUZvuJ83OzZStbACGfus+udABNr480/l9j5bpnpX9yfD9MFgNlmqZ2thDWzeRv1Xm1Bysln0va8giPv3EzHZMx0rSgVJpm71zehRAXE/r2FhYWFhYWFxeHLY//IfrMl9SlQ4ykrZ+Y1v71dZjrm40Y3fVx+372wmybNKvLMf1repjnEU5BMUMrNV6gDu7AnbJrjkzeK64xn/bHWYkHRpOsb2cWBQRle1SeuXyrpOQeX76Nzz+L62yk6yi9aQ0GXAnDaL8LIf/B9aYDijbbMVHlONmen6aTYW5LRlPRrE5fDgGCgmFupKf+7NXQiiGyMyiKb307bt75iGSjzaQ79nI8tv+z8SXSPpTK/j72c2JVsAFN3Jjauv4Bdv30XjUAsAa4qXc9Gic5G1Q+tKvj99OxumErRTLnS9g7GlU97zHAS8kpNN2ccvpLX7b1QvuQJhmjI7c2F8v2kaYIP/3MhbCwsLCwuL/0wOewE6HePjK6cj5fq66NZbZthzHxNE5Byyo840IUy3XQASmRaWVAzibBLv7I9An80xM4ntWVm1ZiGgD4TZTro1TcLhX07JfOjc8ziS7KRm1Q0k9Oy00Erdz2SuhXosxs5bvj7jdWD2Y2Y6t8rZWpDT7QYqllxB6/Y/Egt14stdRFHJ+1Dbe3GU+GnZdB+msc/XOBbqoqv9OeRdNjr//Mi09zMbdFMnlNgX2zkSD2CYhz7gb6rnf6hcot8LTDnmR5nOSiv5/Cz5wf+CN0HjtvswTZ2GrfckSx8JBbMSoe92LKuFhYWFhYXFe59/awE6Pr7yYLM/GWZnS8LpxeGzARpa1wgwdamWd4O5ukRmTEwnS1AyhYCeMKGdYTFBiQYRYhG0cGhOZpuUCC2rk3H6yjPE51gmE9ZzGV+zHTOzcauci4CPJZxULLmc4a43ERp1tnzzcwDU/tenKCk8nfbOJzDN5JGKM5cscz4Nj9w26/uaCs0W48ev/pbecD9HlCwnGA9TP9DAnZvv52MrP4qkKTOf5CBzsF2i57LQNeM5xm072KJ4Oiut5vYhOSM0brovPRZMQ6Vx053UrrqRBLkzvlKTfS8s+8H/zVguysLCwsLCwuI/h39rAZpiqskdTHQTFd4jqRgdthgd9Q8Rj/Yxb9m1LP7f72DGYsDBsRzO1lIhiJCQo2mhoEoxdHSmqtg3GxfAiisuS7o7j7Y9vc8k5xhvIay44jIW3XoLstuTFJmQ4SaqB4aJNTbul1DXNAmbZwkJXZq1i+k7wVQifK6lZ2IJJ1nOZWz97efTljDZ6aT1t/dT9rGP0N75BDaHn+qFl7L1E/+NMcbyPtuyJePLx0jAF5Zcxl+6XuGChR/ExODuzX/mvIUfQDaUjMItk40dm8eDGgohK0ryubucaJFkwpqp3IMPJePbmL72mIWu8VZG+1BPMmnYaKKssQnQZEVBC4fQYUKs+Vzf50B915TxqLPBMEwUxYPN4ScRHUhvtztzEWQn5n7qay0ces/XzbWwsLCwsLB45/iPEKDTWjymSJSRmvBC5sQwQyQdosy5KfEZHmkCoGHrXVSvuB69O/n5flkOyRQNs7FgCoJJZ6KT/3v+Nq5fdSmKaxF/2vFXukK9fLn8/EnbPpML4Nj2j00eNLb909XcTCVR0hJTuDsfILohMl09y4MVDzcXDqalXQsmMwGnLGEVV1xG4amnYvbqzFt2FbLiI94VSIvP1L4H6lp+Yd2+mM/rVlyWFJ/GLI699ZaMa+9PbPbBZHwbJ3WbH7doMr7NYxOgTXY/+2MxHO+WPd7SmVq4mYlYwk3V8qtp3nI3iegADncRFUuvIJZwzXishYWFhYWFhcVs+I8QoOOZrJRHykKREkKmw4WeXZhx3HiRFGtrBzIz5y76+ldBECYVrWOZyior2zR6Gv+eFp8AWiJE0+Y7qV12/azv8UCyhqYQBAHTTGY6/fW6e8l35dAXGaTEW4iY5Ztz9tt3mrGWYmdFOaZsOyC3RrstBkYU1czOqFl4IO6T+1MW52CW0hm7mLH4/75HJNeH4hWmzMictqyNsYjOxgIp6/sSDkmaMo3EP3i807GeB8vl/0AshmPrCI8ltXAzG1IitKfxSQprzrLEp4WFhYWFhcVB5T9KgKaE53i3zv21qoyd7O363vcnHD+dS+RUVllBEyioOpXQcBO6lqqNJ1BW+0GMYGLGmpezRZD2lRYZKyroaUZCQszyMeDSKXYW8bljbuT7r95GX2QQp+zgC8d+HF11QeHE7LdzyVJ7qBkrrpZ9/3vEc4oPSHx27/0boeEmalZcC2JRWoTOJaZwKlE0PjPvdBxIKZ3p4hVTZVemK1vyXsj0CtMn00m/52P2n8mtdXzGZGmSjMmTtWEy1+R3M5nRZHWExzJbUR5LuCmoOZ9YQmIuTHb+90pYg4WFhYWFhcV7g387ATqd6+lcsofOhpkme/uDaZokjGxqVt5A46bfoWsxSkvPov0Xfya0a/d+C4+xKLYEQp5I1urlZC1eiqu8bIKArvjGl/nya3fylRM/xQvNr6W3R7UYuwcaWeJfhGDsm5zOVBpkf61R6fI44+NFpxC6ks+PZ+HCCe7TSnY28RmuNRUp8Rkc3ANA4+a7JojQ2XIoaoKm+j4VTwjJ+xb9ORME1KFOzDVXBAEcikosMbdkRNMJ4f2x/k91jDL6WRp1Fq7J72HmMv7icxSfU51/sszR77ZQt7CwsLCwsHj3OOwE6FSWCmBS6ya8ewkvphIGgUEFxemZ0rqSFqFLryba3073PU8S2rV7VtcUBBCEqVWRYksw0PYsQ13rqbjmApRYFuFdeyfs1xvu50tLLsffHeJ9QiUfqJxPrsvPzkQ3v153Lz/6wNdwGJ70/qkJfCrBEGQmSDqYVkKdqeuMpq8zzn3ake8lOJpNdk71Wm0Ggx0vp8UngGloNG6+i4VHf45wbF9d1Kme99jEMvvDTOJ97MLKhFjDKa45lwWBjH1niHuernzMeAQBFGmElq33U774UvDnTGiTzePJ2CYrStILQNembceBkrJu6gO9kybBwqbMerEl3eZxSYimijXfH4uh5POz7PvfS/f5+Gum9pks0dfYz8eO0YNVUkVze8DtwTCE9DZLfFpYWFhYWPznctgJ0OmS3BxM6+ZMzGZSPpUwgJlFsWma6AMqHbf9hehorOmk+4k6CSmKorsQTRFZ6EWNB3DkFk+YzCuF2fSOik+A1l0PU7HwAmx5/knPXWS4aL71OwDEgACw5Nu38LEjrsBuOCc9ZroESbOd0M5GrB6IJXEuFrKEKpJbehyhoQbikd7RrQIViy6aYLUb/7zHuok6ysuQbMMzZo8dS1KoeA+J1XS6c6pSFMlUEA0JRIOwz4bNmbS6j7ecjndD1Ufb7asombJ8DOwTn02b70BLhGnadAfVK6/HcFRkZCDWAdzZmX9P0o6DTcq6OVUSLL2wfMo2pK3MkoCum0nX+tHcVqaZmQBNhwmLJftjMUw4veTP0OdTJfpKMf4dOBhx5JJkgtoBpoFkq0C3vHEtLCwsLCz+4znsBOjBYHwZE9ntmXNs5dgJ/JQTxgOMhzR1fVrxaQg6O4Z38pt19/HZtdez0JNF06Y7MXSNiqWXIBXPG83qCrIsEA5sTovPFK27HqZu1c0INhumqmZ81h8ZnHBNRVBYmlWFoM/dPe9gTGjfDWKqi8qlV9Ky7V7ikT4ql1yK6KhJ9+1UjHUTTYnRlBCFWWYlpuSg3890JOQIv15/LydVruUoZw3hwV4GIkMUewsQTXGCRXJ8xtfZtHu8+ATQ1H0iNKFnHbJMw4IApmDCGGvcXNHQiElBPNPsk5Aj7BjYw9LsRcjYaI42k+3wkyXkzFjiJ/XdklGOKDCMPRbJKOcCB1ZPMyOOFkBNoESDB62kTUp8Nm25G4DqZVdaItTCwsLCwsLi8BagrqpKqj95DSY29MTMJVGmcjuMT1ZOYg7tmMqadKAJeWZykxQR8TuzKPLmkytqo+IzKSJbtz1A5dJLkexJoaRpJq6sOny5CwkM7Eqfr2TeWUT3tlN15RXpbfbyUrocKvHBiQIUQDTnLj6n42C5+u0Ps83qmhKhaqwfbGUzis/xvFeS90yHIEBIC9M03MbugUYq5l1G/7d+CiSt35BZOgfmZolMPWdBFBHy7ROEmJkyEc6CydxcwYT2BmSXc182alkiqMcw/R5EUWDEHKJhqIXl2UsQDXnS88k2GS0SmfLaHYFuft/8MLeuvH7S91OVNf647a+s69zCeXUfoMpfxs/fuguf3cs3Tvo8NnVy74HxTFZ+52COodmOyekSPk157rHic7TeTtPWey0RamFhYWFhYXH4ClBXVSWlN55PU+v9VC66lMFIMuZuvHUzFYOoc2gSwBwIoigQEIaxY8emO9CkBHGieMwsTGMW7TUFyu3lfO6ojxJpeSEtPkc/pKvhKapX3EA0npw8xlQ7RfPOAyAwsIuS+R/E45qPGh1C8uaioWKaJrI/n1y3gp6QaJnlvRxQKZJ30TI6F2EYU12ItkoM4x0uBDoD6bjLcfGE4hwSvaTqm+aK+Xz5+Jv55os/JRQPH9R2jn3Oss/HvC/eSHv/U+hqBMnmombF9SSM7BkthDDJu9HTRqyxccKzrP7WV/l/9XdR0JbLTUd+lJ+9cScj8SBfP/mzFEol6WuNPV9OvpfBbTuSbR7zfSKUFNAZH6TfpnLavBNRnV5E+ySZoHWBjyw6i/r+Bh6tfzp5rCBw/apLsI0pR/NOMNXizly+9/Zn8cQmqbTveY6MYq+mQU/zvyhbdBl64p3tBwsLCwsLC4v3DoedAJWy/NT94DuY7jhtO+7HNHWat/+R0iWXkvvD70JCx2YbTQIzWmpEDwyjwH5Z1CZM4ASQvMnVf1MwEBEnGG3GJqNZdOstSYvMGGEg2RVMl4deo5/vvPxzFucv4OqVF/LErmd4vvk1/vv4T1KilE4QOqoYQ0RCMmyIooAqxVANjZ+/9Sc+OO848vQE8eFk/VDFmU3VsmvS4jNFSoTmlh6NoJQS02UoTDoTSmKy7mfCBFkH17g4UtkmYzo9k05eD7W4P5hW0pnid81R70xBBE2OI6v29DOeTnxOEILTCKkJJTxmSO4zHam+1wHF4UIPDGOSHPdSYOq40xRRKUhcT5Aj5qELCQLx4IzXNEUDHZ2ULXy8lSy4twE5Es1wFx2bXEcLBGj4/u0s/tHXaNn9EBVLLiGhZ5MQI9gjMYThUMb19vdZ2yWFEyuP5qWWN/nmiz8F4Oz5p5Aj52IaJqaoo6FiM5LJpHRbIn299BgRBMJqmF1qD79r/zu1OVV8dsHHYIossaZp4pdz+GDd6fxp698AqMutoSarChLTW84zxvnomEj1baq251QWSZjEk2OKxR3J508u0E3DdCV7ZiKWUCiru5C2XQ8QDSTHuNNbStnCS4hZ4tPCwsLCwuI/msNOgGouHzZnlIaNd2OaSYljmjod2++natW1PNi4ngvdq6k/SJlwJ5vALfzuN8HtZk9wD36Hj0K5OENrTDXpS7kuZud76esL4pBC5Dj9rOvczNbeXcS1ONmOLDyKe4IVSJPiPLb3aYo8BRxXcjR9iX7ebtuEqmu0BbrY0NvIR5d+kJ7dj2PEhqlccTXxhHvSe4qpdiSlCk3PvMZ4cZWwe6FwX5/ljLZ7f5nSSjoLV+WDaSUdK5YncyENJoK4bTrdsV5+8/p9fP6Yj+Fl5rjEsUKQ7MLM2OBxk/jxJTwysqum9hnNljoX5tpPcTnCD1/7LSPxALec+F9E1Ag/e/MuBEEg2+mna5JjTNFgd3A3feFB3udfQt13v4ERi7Hnm99L7zOpu+itme3SAgEi/SHCpcfzSm8jq4tc3Lnhfs5zLiH4vV/P+h6mQzAFzpp/Ci+1vMkNNeeQk5CotJchdvUgKwqJaIiIGibb6UfI8vLTzQ9w9aoL8fq8yO5yBAT69G6+8/IfiGvJQj57B5tZ372JVXkrk4maxiOaNAQbuX/bIwgISKLErv4Gnml6kfeXn4BsTF1yZuzzS1leUxbI8X9P6J85xAsnnN50LPJ0+xxIyZ6Y6qR84SW07XoATIPyRZcRm6X7sYWFhYWFhcW/L4edADUME9Huwe4uIBbaNz22uwvojoV5qeVNTq6sOKRtGIgO0TY0zO3r/4jDZud7p3wZW2LuEyuH7uELx97EZ576enpy+9/H34zXnCh2VCHB623riWox2gKdrOvYTFSL8bWT/4s8Vw7LCxfxTPM6zqg7D9E0ebNnL2W+UvKlgkmFk66/826khypW9mAzEBnioa0PsLlnB1dVfgBbew+iFEh/Pltr3LSJqsYJ0rHZVVO8E+7hsqFwctUxPLDtUf7nX//LRUvPYVXREk6qWkueVIz7219jMDpMvjsP0RSQfH5iUpw7NtxPRI0SXhBma289F3lW7df1BcPktg0PEdViPKQ8TjgR4cNVyw/a/enofO/lXwCQrymEv/8b6kc/GyuSewDfl2+mYbCFoegI9+76CxcuOYciVz7P7X2NuBbniuUfpia7kv995Zc8tvtZlhUuQjFcE66pobJnqBmAzx1zA/muXL7z8s/Z1b+XkyqOQWZ2NU/TNXDLSjP+TllCD5QDcZuXFQV62mYsOZQSoan/t7CwsLCwsLA47ASoZovRGBogUXw0js7XSYR7UNyFRIuPxu/MptxXQkSNHtI2BOMhfrv+USRB5DNHXYeiOdgfOadJcZ7Y/a+MbQ/teIIrlnwEm+7I2O42fHz5hE/yrZd+xsstbwJw8ZJzybPlU1CSz23r72ZH3x6WKUVkxUVyIhES/Y0Ivhg2XzZBj4hsKki6DV3U0MQ4smlDE1UcWtJSGpVCSKZtxjg1QTIx9VE/VdFEMIUprYOzcZ09kImwpkSxaQ5MQyAhRTExsesTRcFUZF5bQENla6yDtxs2A1BnK6Dla9/NOGa8NS4hRZGQkXQbggiqFEu2aUyfjBffs7EqKdEggfoupNHajqZgIvv8JBw+BAE0KYGkzU7MTIVkyJxQtpa3OzbRMNTCn7f9nS+f8EkqXBXEVZBKvGSLcUzNjk5SFNt1gS8f/0m++/IveGz3swC4co4lNtO1PC4Wfveb2Gz2faLFEPn+gqvZEmvnd41/xy4pFHkKGJ7rffj8eBYuzLCyCpKM6nMR0+KcPf8UKhyl7JzmHAk9wclVxwBQP9DA/73yK06pOZ5cl59PHHUlFb5Sssjmf074NG7ZiaJOPs5kQ+GU8hM4tnwNHtOHYEp89cT/QhEVFG32IixV0ih1T6m/U5bQ8a64gfrd09YXnnC/s3Sbn+z91GMxdt7y9VklRrKEp4WFhYWFhcVYDisBmpCi3L7+D5y54GQ29zfxkSUXMdzyMtmVJ/Lw7pc4J7uWYs/BsQ7MhjJfCaXeYhKaiigKSIYNQRCSZR5mQBAERrQRnml8iWxHFp895gZuX/9H1nVu5oTKo6jz1KGPSxUpIIz7e/TfhI1rVlzC91+7DXVomPbv/y69zy5gwXdv5Vsb/8ipNcdzfOVRvN66gb5IP1l2H0/s/hdfPuGTOGUH333plywrqOMjCz6IYmQK4BRRKciW3p2sKViJiMS2we1U+SvIEvyTW1qncQk15ASSbt/v+NGEqfLFf36Xz669nhJPMX/a8ldieoJrl1+Cos9u0jv22oIIvWoXd778j/Tnhjl9S1Q5xh+2/oWa7ApOLj+OjkgXt6//A//v2I/Pym13Oibru+pvfQV7hY++eC8PbHmU61dePifBPR5T1NjYu5WGoX3ppn76xh38z/GfJk/KxzBMJCNzQcIwTDw2D167h6iWlJ0Oaea4vqb+Fv4e38XH8t7H7nEu8jlfvAGApYV16KY+5xIh6ec4rqamKMB3T/nvpNtrV8+MbYxrCeZlV3Ljmsu5ff0feWrvCwB89cRP48WPYUCBVIQ5QyIqSVfwjFo6TUxsooxqJLALTkzRIGgGcOFCmsYddyZmkxxoNos7My0SjX1HRFHAMHWk7o45tzcuRRARsemO5EKNHMU2B0FuYWFhYWFh8e/BYSVAVTNBZ7CbH7/2Oy5ddh7ffvUuVhctZHk4yDnzT+Xvu5/l9fYNrFlQSfaXbyahJ3ApLvJduUjeuWV+TDE2sUwiHETVVXTB5Naqi+kQw2zs2Up/dBCX7OSEkmMY0QP0aj0s+M6tSEgZ59FJiuiuYBTZdJIj5/Cpo6+hzFuC1/Tz2aNvZNfgXqrdVRPEZ1gM8N0XfoGqq5xQcRTrOrfwwPbHcNvdrMlZiVNwcXTZKpikeoSqa8S1BA9tf4LX2tbTEejm6LJVlPqKiesJvvPyL5AFiagWw6t4EBAQRYGIGExbRDUpTmcwwq/X3UvDUAsjdUF8dg/3bfkL+e5cvnr8fyGrs0suYorJyeh9Wx/mwkXn4BdyMU1z2olw6jkYgoGAiGBCyC2S0BL84NVfU+wppD3YRZmvGGP0SatiHAkpXW5DtyWQ1Kkn/GExwP++8ks0Q+MD807ilda3GYgMT7m/IELciLOzfw/ru7bQFuhgXedWNEOjI9jFQm8WU5nGpxIG0iRJaMbSHexjR0szr7Ss4+Kl59AR6qLWM4+EmcDAwDNHa7Iqqfx15z9QJBtfPO4T7B1s5oFtj/J886ucX3sWIrb0vqIEhg4xKcwv3/o9veF+KrJK6YsMsFcfYMGtX8Jj82AKJqIsUffNW2gJdSMIQjKWUk6QTxEjwYn35ZDtfOPkz7O1dyc74l0sr61h563fzthnf+JATRMc2nQVO/dhk2RebXmbSn8pOU7/uE+T92BCOj47mRRMRDKUdFIwWbNPWHSIS2F+9vadDMcC/M/xn6JtpJNfvXU3Fy45m+OLj0Ey9vXxZONibO3VqBEDSWLerf+DwiTxp+OYzeLObOOGRVFg0OinO9zHEiaPL4d9Qz4mhdBNHY+ZRVyKctfG+3EpTj667ALag1387M07+MKxHyfHnD/jfVhYWFhYWFj8+3BYCVCPmcWXT/gUtzz/A7pDQ/RE+qnKqabUUYZpmCzKX8Cmnh1UVy5DEASe3PsvFuRmk5NbBKqCKWmIuowqx7HpdkwDdElFN3Xs2FFR0wlCDFlD0uX0BM7saaN+3IS46pbPoWcXcv+2R4mqMXpC/azr2sKx5WsYtMNRBWsQTBGNBJKhIMWHCHY1o+oqpTllJBwST+z+F6dUn8CynCU4dDerc1ZgTKIWbKbCMeVrKHLnc1zpWk6bdyK/Xf8H6nLmoaPxds9G/r77nywrP3/CsX3hfj559NV8/5Vf0xHoBuCc+aeSq+QyMH+Itzo2ku/JRxYEzp53GrJho0/r5bsv/IITK4/mgwtO55GdT7GjfzefPOoqfvjq7enyEnZJ4RNHXIlNs8/aDTmSk8tbXVvZ2LUNSZC4aulFiJpt2olwwukl5hH46Vt3sLZ0Ne+vPJ6ekWYuWXYu9299lPZgFz67l8+tvRG75kaTEjzb/AL57lyOLlpD81Abv3n7D3z8iKtw6fsm1qKYdLsVDRnFtPP+6uMo9RWzKn8p768+jp72Buq++w0EREwMYloc0e/DEA1iwW68YZXvL7iGzmAX5UuPYW3WIsJ2mO+dn1GBYjzpBC+SgK6bSJJAQjeRetonJKEZz78aX+XqVRfy8PZ/8Ikjr8QQNV5sfY3B6BDnLvgAeHJwGB4EIZlkyKbZky7XugKmgCnqmJKOqCrYNSdfPu6TRLQYHpubI0tWUuYrpsxbTII4DlMGQyAuRdjSt4NV+cuRBImq7DI8dhfXr7ycQCLA/716G5886mo87hIe2fsUzzS8yAWLz0b1qDy66xkA1patYb5wPMOh4Qn3VOjJx7Bnoxoat+39B/9T8eFZjqbZM17cSYrCgm98lQE1SL4rF3welkQXUOIr5Eev3o4kiKwtX8OrrW/zf6/8iq+f9DlyxDxMM+k+/4/Gf5Fl93Jy+XEMqEO82vI276s6Do/hA0AXdERDQjJlFufN58m9z9PYtAV/XORL5edRbBaidHVPaW1MoQO4s5Nu10KA/33tVwxEhvhS2XmZNyhkekhMRmoRIbm7iSDMvp5tQo7yf8/fRiAe5KcrP42Skz3pfiE1iE2J8uPXbieSiPKVEz6DYMJgdJhtffV0BnvoCvZgmCaBeBBdfzeLYVlYWFhYWFi80xxWAtQUTAYiQxS681hTdjIO2UnTUBsLsmqRdIWFvjq+fuJnGYyN0B8Z5MTqU0noEfYMNlLmL+aJ+n9xxvyT+fErv+PjR1xJoaOAXYO7KfTkEVVj7B5o4viKIwH4y85/cM78U8mWctB1E9E70fLikO20hIe4dvXF3LH+AZ5vfo1Llp1L+0g3C6vmYXM4aB1pYkvPTk4pPxFxJMjAt38GgoDzO9/FVAQah1o5s9aGMFr7Y6z4FAQBQ9QQdAlZt3Pu/NORDBlUkQK5kC8cdxOK5kQzNRBM7LKdEm8Re8e102P34PRVsaRgIdt7d+FR3GimSsgIgmDjk2s/iSjYuHvDHQS0ESJqDI/ioiankqcbXiTLkU1fpJ+bjrwCu+Dj88d9hq89l5zILy2oo8BRgKkyI5LbjXNeDZuG4+S4q1hWsJDLl56PqNmmPEbNycO0iWhmkLgeZyAyxNMNL3JC9QkMxwNs792d3jecCNMb6afC4UITEvyz8WV002B58Soe3v40jUOtbO3dydqCIzH1pJW3X+9le189R5cejyAo1OZUUuWv4NmWlziieDm1NSsZig0zHB/hyT3Ps713N18+8ZPY9AgObAy/8DwjzzxLzoUXcpfRzoeq59HevwFTMGAGC5Up6jRG2ij1FCPYvKiJETQzPn0nClCRVUJ/eIieUB/fe/mXLC9cxFsdmzh34Wk81fAcDYMt3Hz0zWhGjJ+9+mtuOuqjPFv/MqdUH0uW08dILIJd9GKTg2CKeIwsJEXiB6/+Go/i4rPH3Mj6zi38ftOf+cza65mXVcm9mx9iU/d2+uYPUOkvw2lzsKp4CQgmeVIB33n/l7BpdlQSnDHvZDqD3RR587ln40MUuvOoyq5idclinFKMYmU+/atWEtq4acxtCbzdvYlTq09iWeFK1Ib6qftgjgjCaHkhpxfB7UWVYii6k4QAccGL2zQxdDeCAJ+efwFGIMAtVReQ68rGLtr50BFruaflGdyym5RHtiaovNr6NmE1QlgN47F7MEyDsBrG7/DRFeuhYaiVIwpWIut2zq49jZ39e/HHRWKjLvKNgC3LR+0XvwAeN+iTi0FdVJGQQZbxaEl3/a/+6/sZ+/g/eA620jIMwUAXteT3xDhUOcqWvp2sKlwOkkJ3oBW7pJA/i5ABQ9QAky8d/19s7NrBiD8X/7e+jhAYYtGtXyVZn0qkJdzDXmOI+voGOgLdHFmyAgkZRXfwheM/w50b7mHPQBOGafKxNZezwDsfm2yDGSOILSwsLCwsLP5dOKwEaEQM8vO37uL6Nddz79YePlK3nOcb/sZGz1aOyluDoYuYwE/f+B2fPeYGNvUGyXVAtX8eb3eupzPUw57BJvrCA/zvK7/kvIWnoxk6LsXB79bfz0gswEB0kL7wIDv6dpPr9LO0YCGFniKCYhau+bVE9uyTd73hfn7f9E+uXnURIgKXL78Ir93OA1sfoyJ7HmFdwFT3ku30kRCiKKNRm1mnnMJTIzqr3R6uXXUxi/0LEQwJc4wNURQFhowBtnXXs7ZwDSbwavvbHFG8HJ/oZ8Qc5vsv3Ma1qy6hyluB1+7lv0/4BErCyaLvfIuYEUcQku63Ykklv93YxmnzzuTY8tU4bXa6Qn0oksqRZSewvX+YnnCAC5aey+6BJnwODwYGHz/qY7zY/AqlWcsp8hXwj13/4gN1H2ZjT4hlBYvZO9jI9r7dPNfyMieWHTtpeQnJ52fhd7+JburoReUETJF/rG8kz6lwwaIPYxMVDHscaZz7rqu2Fvcxx9CkmhihCA9t+S1Hla7kKyd+il0DXfxiXRsX1FWypedP1OZUceGSc/i/l2/jB6/9hh+e/lVcupsvn/Ap1nft4p6tnZxYfgLFnjyOKFiVTqCUkGL8/PW7kAQRl2MpTlng8fpn+ciSs3l019M8s/dFbjzicu5Yfz+KZOPTa69lVfFSHtr+d0biIS5f+gncJ76P3Lx82ucvZnd3lOe7ZMp9Bewe3sMS/+JJrdkAkiTQHG3n+6/exueO/TwP7urgI3V2XMF9cYrpLKjlZcQkk55QH/02FZfmpHW4nbMXvJ++8CCn157EUHSE48qP5N5ND+NSPDzb3E1NlsJHV36ESCLCuYs+RMdII99+6ed88cSv8uiufhZnd/NS8yt85qjrEU2JHFc2DYPNDCc0dvY3YZNksuxeFNPOJUvOQzd0ntiTTJolCSL/79iPY9McGIaJojmJCEFue+turl11KRcuPZsHtz5OMBHm5rWfxGv3850Xvkl5VhlHlF7EkptuQmtYT5bDS44jm04xzP3bHmV+/kr2DJksdPnmLElMUUcT1HQCL80WRzHsyE4FNZoA06Qj3s5t6+7hf074Ehoyj2x/lEJPPu+vPhWbLmAOB9n1la8BMDJ63kXf+RbXrbwcZUxiMJfh5X9O+BR/3Po3Tqg6ke5gG0eWHsFtb97BOQtP5fZ1fyKuxVl4Sg1ZUja7BvfQMtwOntXpc9iyfMz/8Y8wBnp5pft11hYdmbRSj0GXVF7teoNqfxWGUEShG3716j3Jz7xOyr/x3wQSIShbRk9cIxxrpqXnbdYUL0MyZVwOH1o8nizjtOtZtvfWU52zlK2dvRS6QvQO9bE86pu0P1PC3RA1Ng1s4R97n+PaNZ9hUeFKHm/ooypLZlGOQpG9CNGQEUQQohK9A+0ckXMyzYNNXLXiQhKaSlwO0x2WOGXeWZw2L8hgdJgN3dtYkDuPpqEAXtE/rceAhYWFhYWFxb8Pwvh6k4eavr7gfl9Qt5l0RMP8fe8Q7cEYLpvEhxcUMD/HjUOyEYoOoQkGgiDRHU5w77ZBTqsqYM9QiONKnbzR+g8uW/JhNvZu45m9L3Lz2qv5V8PLrO/cxsePvIpnG15hQ9cmAE6oOIpjK46gLKuS/micX61v5/PFduhoo/u3twPg+OINqBUF/G79/XhsLi5e8QmcUhhVjxJQs3hwZy8fX13Bnt43WFG8EE93kOhAmEZ/IQ93BvEoMufP91Kb7WckNkCOko3L4SUQGcQQTb7/ym30hPs5b+EHiKtxnmp4gUp/KV9Y+wmaAq38+LXbEQSBpQV1bOnZicvm5GsnfRaHbOd//vk9Pn/cTTQN96NSylONgyzIcfOBag/NgzvYPdDEBxZcREcwxqN7utAMk9OrvazI93HbW7/mmtVX8/e9Uc5bUMjP1zXzuSPLiesRnmyM0DQS5QtHz0MSNLpDfZimRqW7AMVwgk1H1CV0OYGsO1ClOHdvfoBLll/I+u4ETzX2pGW2IgrcuKqSWKKDXJeXXMPLjutvBKD4f7+HnlfArze3AnDV0lyy7AKhhMGbXSHe6IywutDLUcUyeU4bj9U/y2nzTiChJdg72EJd7jw8jjze7urn6aYQNX4759bmUKC4EAwBUxeQZJGgGaQzHOVPO0ewSxIX1Lko93h5u3MTW3p28IHak9g90IhTdnJcxZHs7N+NXXLhdxZx77Z+/uvIWv64vZX6wXB6nHoVmS+unQ96GJuWFC2GYSKKAiFhBFEQMQCbZCOq2fhLfQd7hmIsyrVzXmU+gR/9mMjuPenz1Xz7q2xQBnmjfSOL8mvJc2ZTnlVK41AzgXiYx3Y9w38dcwOlvnKGowH6YgL37xgk22HjmuWF6IbOHVv6+OTqcjqCvTzfqtIeTHB6lYcce4iFOWUomhNdifNqxxY29xVwapWdUo8Nt+hl70gj83MXEtI0vv6vr5PQVRbm1fKpI64lqsewiRJBNUxfpI+q7Fp29+/ijg0PcM2qC/HZs2gc8dIWTHD+fB89kSj3bRuhNtvO6oI48/3FOHQ3MSlEQFN5sS3K1r4IXz56HkoiRnfjZhTJRoE7DznLT8htw2YoiIaMLmog60gJO6aos3VoO5t6dnDpkgsx0egMdVDoKef3W3u4emkZkhDilda3Wde5hdPmX83bXUHWFA6xt7+eI8rPptDtwN/RPmUNX11KoAkqsmnDEEziZpRQIkJbyEFdjofH9g6wJCeAR4Gn977EJcsuxCfbQTT46nM/IKbF+fHC62n8atJ7IO/mm/mTo4gr52Xxg/W/5GNrLqfMVY5pmGhCApvuJCoH+cYLP+aaNdfzpx1RLl1cxGM7f8+87AouXHo+T+15hoX5K3h0T5SRuMZNq4pxSAmebXiF6uwqOiNFHF3s4Mev/YT/PuFmoprAs81h6gejXLc8j4aBrRztrsQWiqPkl2ALBNG0OHKWn3Y5Qq6Sg2mavNjxGqtLjmIwprB7MMQr7QPIosAHa3OozXagiAAJ/rD5bxxRfhZPNYY5txbyHDb+uvNprl1zNb9c386iXDc2czt7BnZz9erL+Ef9M7zS+hZfOv5mypTy/U7alZ/vndn/2GJaDuS3eTz5B1gz+t3Cavc7z+Hadqvd7zyHa9v/k9s93W/z7AOA3guIMh1Bg+5w0k0xoups6B5B1UWeaupBRcat5LClz+ChXSN8aEEJummydyjMEw0Bzl54MZKoYBgG1665At308L7q41hWWIdTyeN9NR9gQW4NR5au4NjKIyj2VrF3SOVP23tRDZPO7Hzalqxi3q9+guOLN2Dk5hJOqBxRsoJPHfMpnmkaIMtRwMZeJw/u7AXghdYhjqt6P0EVXGXVbMyv4OHO5AMNJTQe3DnMQAxebH6bYU3n1xubGFLj3LPxIT5+1JW4bS4e3fU0TzW8QJbdy01rrkI27NS4avjayf8PwzTY0rMTSZT4nxM+RRbZKJqTzx97E/meQnYO5fFU4yAAuwfD/HXXCKtKj+Okmo8wEtf4R0M32mhGz+daQvRETD559KeI617WFOdw55Z21hT5iRk27to6TMNwFIcs0RqI0xM26Y/5sMkF2BUbCVuY59tfISSOYEo2QkIYTbBzzsIz6YtoeBSZs+YVAeCUJS5dnAfmED9743Y2de9lXVCl9AffpPrO39DiyuZH6xoJJjSCCY17t/WT5czjofoAb3QmMy1t6AnyfIuKw+Ynz1VIf2QIzTR4q2MTpf4KHtqVFJ8AjcNxfrOpB1Wy0RxpJS6HGTID1A/D77cOEdMMRuIqd28doTUkcVL1SZxYuZYfvXY7/ZEhjqlYw6bubQxGYxhiGb/Z1MNgTOWX6xs5uiSXk8pyAKjwOvjkmir29u8kbkJIHKFL7SQqBRkWBvjJ67fTE+kjpAoospvfb21nz1DS1rdzIM4f9gxQfevXqf3tbSz60fep+8kP2BHv4r5Nf+UTR91InjOXYl8huwcaea1tA1kOL36HH7+zBElysnVA4k87BjGBCp8TEwcvt0eo9DkRRYU/74rSPpoE6JnmENsHffic2SAbDMTiRLRSusIJ3ujUyXGX0BxsJ6rrtIci3Lu1k7PrzkaRbNT3N9AV7ebXb99Na7CDrz3/QyTRywM7+8l1leJ3+KjKXkxfLJ/nW4c4sSKfjb06924bRjdN6gdjPNUsEzPdiA6RuOnhwZ0BNvaEEYCWUIL6mEDB0iPRK4r40p57aJWDfOvln7CpfwsOn51etYfXO9YRlQNoUoLH659lW+8uGgNBIrpIXyTCG51DtAejPNHYTcJUOK7iRM5ZdAOP7emjJRBlOF7Kh5ZcxEO7unlsTxd6Xh6iMtGSr4kJnmt7heeaX2XXSCthI04gYeJUChmKCTSOqOzoDxHWC+gKBrh0+eV0hhVeb1/Hk3ue58snfJIvHvdx7IKCLctH3iduZlNWEZ2hGDuCJt897et47B72BhvYMrSN2zbcg2pLYJPcfOyoL/D3Bg3VMLl/Rzcn1VzJWXUfYs9glMWFJ3PPtiBd4TgRTefn6ztoDsicWnsWWc5qXmkf5O3uES5dfjGqmcW920bY3h9BM0wahwUWFRxLr13i7sHX2KtLdOf6+EnXP3gz2sA3X/wJr3a+jeL0UpWzlvagRH80wVudye8TzTB5szOMaSq0hwTiuoMjyz/EEw0hwqrOa50yiq2QcxZezm83djAUU3mtY5i+xHzOW3whA1EZBBt+RxZ+e9bB/KWwsLCwsLCweA9zWAlQKa5zXG4Wnz1iHgJw4cJiTq1ysr67j7e7AvTFRO7b1kZdtsh/H7OA5uEwzzQlhWB/NMEv17cQ1AWOKFuDari5c3M3guDmpKrjeLktwCsdMS5a+mE+uOBURmIJojq81jFAbyTO8gIfgzGVB3d2EHVn82h0G1n586nJXcSqklO4c3M3feE4Mc2gNsdDll1GAI4vy+UvuzrIcXjpGGimyOPg46uqkQQo8Tj47FEVZNtjrC5ZzRudQfYMhWkc0Tlv8QfZ1ltPbW5l+v5XFi0hy+YjKgsYiokgZrO6eCVumwvDNBiJBTEwMA3Idebw41dvY2X+CKdWJeNXF+d6uGFlJZqu83JbP0829HDJ4nIK3XZcssTnjiinNtvBU41DxHST/micqKqxsWeEXf1BLltcRm22m0sWl9EViqGbAv9o6OGR3X1EDIWIDtt76wkk4DcbOwhpCvWDYQZjHn67qYuHdnWk+/K8BcUUuiQ6Rlo4a/778TurWd8zQiK3nL81DzMSVzm/rhRJEJAEOKc2j8bBFs6f7+LUylwAPlCTx1UrKoioMeoKjuK11nX84NXf8NGVVxCIhTiuVOfc2gIAqrIcfHJ1KcPRTjx2J/dtfZhXW17FJfXzoQVZiELSIntBnZ8Sj8DDu9oo8lWT4/Tzett6/l7/LM3D7ZR4C3BIEkeX5IyOqzihaJSTy3PIcShcUlfIw9v+RL6nnAd2DFA/0E5PpI8fv347r7a+TV1+LTbJy7ruGO2BGEeX5HBKVbJ00Dm1+Vy8yEfDSC+bwjEGcrLp8XrR/R6+dOInea5lkNq8Zfz6rfuYl1OZtETm1vLtU7/Km10BfrGukbWlPq5dUU6eQ+GSJeU8sruT9d0jbO8P8sSeLr6wdgE1WcmyLWfWeDi10k4sHMHucvBMc5iX2pOW3BWF2fzojT1UZC+gyLuQP+/soTMUp8S3ku+d/h2qsysIxEPIksRAZIjLVlxMb9TBroEQ9UMaXzrh80RUkZfbBjBMeLKhm2KPg+NKk8/OKUucVuVBkRKs71oHQpSjShzkOxUuWVzOc819PLqni6gKncEAkMw+G1FjhHW4c3MLI/EE9299lD2DzcSNGJcsO4+bjriBZ5qD+J1uNvRl82xz0pF2Y0+Q51sCRHWJpxv7SBgmZ9QUkuty8JO3GggmNLb3h/nNngF8t34Tz9q1Gd89JqAZGoWePCQpG1n0MRx3IAoynaEYf97ZCcCTDf2I8gJ2DWg8vKuTsuw6dMPAITqpsFdAjo+Fv/k1f3AU8c+B5MJDttvBT99uxOvIJ89dzIstb7BnoIn2UIBgQiWo6kTUpC+3bph4FIUd/UGeaOjBZZM5u7YQWUwuMp5a6WNRno9/NQ9wx+ZkqZSX2sKs63HjkiVOrfLglEVcskSp18FQLEHXSCsn15zK/Ts62NgToCKrgqrscvwOH3mecp5t6qHAJRNMBNnQPcRVyytxyhK1fhefOqIaBJPnWwaQJQfb+5PfgQCdwQQjcROXTcEu71sEzXM6cNk83LG5jaWFR/GVkz6Fx/QdUMkiCwsLCwsLi8OHw8oFN40ksGk4xMJcH3/Z3U6e00GZ18lje7oIJjQ+c+Q8XLJIezCKLIr8fksrNX4XFy0qwCnbaA+q/K2+E7ssctHCUjb1jPB8az8Ap1dlc3pNKT9f10B7MMoHqgpYkOfl9Y5B3u4cwgR8isRNq6t5dE8Xqwr9eBUbG7qGWF7o55W2frrCca5cWk4wofN21yCtgSg3rqygOxTlz7u6qfW7qchyMj/bTuvgJlaWHslvNnYyEN1XnmKe38XVy4v50jO3sqpoFTEtwo6+XXz9fV/h7q29XLm0nB+9tZcbVuRSnpXL/3vyqyQMle+e8iUUwc7tG+9jV38D+e5cTqw8iZ1DJVy0qIAcSeSVzjcZiUeRbMvY2hvjiqWldAZHWJSXjaFrtAXbGIx72DtkclxZDvdsbePa5YVE4h24HPMQEWgNRNLi/rTqAnYNBDl/QTFuG+wdiuCyKTzZ0ENvJM5FC0so8SrcvqkNwzD57FHziKoj6KYDj93Gtt4QTzb2Uui285G6UjZ2D/NK+wDVfjfVWS5kUUBVt/K3nY/xqaOupsxfyx2bu7liSRFPNg6wpiiLv+3u5mMrC/jtW7/lQ0tvRJFEugMbOaL0KO7e0sNH6vJwK7Cu/W2eaXiJm4++mkA8zraeLegG5PlOJssuE4vvpDpnJb/a0MLJ5dkcX+7jq//8JqtLVnNS9en8fe8wbcEox5flMhRTKfM6KPUMowgGZf5amof3EIgb7B7ysKk3yIULC7ELPQTjg7zc+jbXrL4OUXTyYmt/ejxduLCUdV1DXLqkmOahPTQHcpBFibiuMxJLcGaNk6iu8NuNXawpyqLM08Pjux7nutWXkuOu5l/NfbzdNUyBy86xZTnMy3YzEE3wZEMPywuykASBpxp7uHlNDU/u7eLcBfk80dBPnrKTZ/b+kx9/4GvYNCdDZoiBmExINekMxjBNkxMr8vj5ugbCqo4kCFyxtJyIqnNUSRaRaBBJFgipBg/XD7J3KGmZXlWYxRHF2TzT2MOxZbm82TlIXyTBR5f4yHF6+P2WHo4qceCV+3lk5zP4nT5WFC4mrKosyD+GP21vI5DQWJDjodBtp9znZEG2jGTqGIKDDT1DPLqnn4sXFeMQe9nasxmH7GN16Un8eWcnvZE42Q4bH15QQtNIiOdaBlic6+b0ai8RVSCkymzpHcYEzqjJ46nGXrb3Jy2vp1XmsCbbjl+SiPZ2YCssQYhHCIp+TCVExNDpj7nw2mSCqk7DUIjFeT5eaesnphucPa+I1zoG2NKbFM1OWeLc+Xm44yIFeTq/fOsOrlx5IRFNojPkoMDjZlPPMNv6gnz6iBq6QjGKXSPs6GugN15LvstOPLae+fkreKoxzuVLy3imsZtCj4tcp8Lf93SR57KzOM+HaRosL/CwvS9EntvJK2397B0K47fbOG+BH7sYpmOkmXzvchyyk4d3dXB0SQ4lXjsP7+pkKJbMJHZ0iZ8PVBZiCnFeahvhxbYhblpZhCzE2DZgYpcUvIrJ/Bw/jcMxnmjoRjcMLllcTtNwGLdN5snGbq5emk193zoKPXnIkocX2pycVVuAQxJ5eFc3/dFE0iuiJovFuX6UxP6vh1ouuAeO5YJrtfvddAcxXgAAxdJJREFU4HBtu9Xud57Dte3/ye2e7rf5sEpClEY3WVPgJ2bGOaHMh01ycuemZiKaztqSHF5vH2QwluDSxeVI6Kwp8nJSRS5bOjewsnQtj+zupD+aYG1JNgnDZHt/soMFoDo7i55wmKuXlfNqRz9vdA2xpMCH325DFATqcj0cU5rDo7u7qB8MMxzTOLUqn48sKuO+ba3sGQqzOM+L36Hw+y17iGoG584vpjOU4K/1PRgm7B4Kc2JFPqJgoCESjA1y7YoK/ryjnZZAjGV5Dk4od/FC44u4ZAdnLDgXuyTQNtJJR9Dk1OoC7tnWhm5CwvDwu03tfOOUr/FC4z9RJAXNVMl2+lmYV8sNR1zGcGSEo8vzCEQHsUlFLC2o4xdv3sX/O/4U5vlVfLYEOQV+/tU0TLnPwdO7/8HR5WsxzXLynSanV+dS5JZ5c7CbE/IW0x6Ko0gily8pQzOgJxwjpukUuB38bVcnp1QX8JsNjQQSGgB/3tXJsaVZXLiwlJim8fiOhzh38Xn8bnM3Vy8rx2mTkQSBQFxjIBpHFODUqgI29gyzqtBJe6CDlzq2U+TJ5xdv3c3nj7mJm1bPpy0QoTLLzYM7O1ENk9c6onzymM/zq/WNSKLIx1evJRjr42OrKhmJjfB0U5STy1dR4a8mlABZKsLvaOWoshV0BkJU55TybFMNv9rQAsALbUPUD0X4ysn/Q5bdwe6BdiqyHLQFo7zaPsBNq6txyyZdwQ76YgF6w0MsK17NA282ElKTY6orpHFkSS2LCiRWlR7Fq22D9EeDrCj00xuO0zwS4Y2OQT65pob+aJS9w9nU5fpoGA7xZucwN6+pYUNvgJdauzCBdd0jNDt93Lz2M9ilZJ/FNIOjSrJZlOvloZ3tnFJVQKHHQUzTebaplw8tKOaqpRXs6A/QOBIllIBrllXRGTBZmleNTXOCIVCg+Mh3KfxmYyMri/yohsk9W1s4b0EJu/oDLMzz8XJbP12hOHU5TmyCwQvNb7Egbz7nzi/mib1Ji9wpVfn8fF0DCd2gfWcHVywtRzNMavxegrEhLl1czNaeTdy9/iEA8t05HFG8AgMdU1D4QE0BI3GNbIfCQ7vaccoSX1o7H0GEuze30jSSFLoP7uxiQbabS5ecy3B0AEMAn12mNxJnKKaypW+IE8qz2DUQ5sx52QzHTR7c2UM4ofGxVdX0RmK81vIvPlx3MsMxjSX5HiLR9dy7q43T5l9CdmE+DcMJoondLMldQkS1Y5MUukNB/tTSjlMWuXRxOX/a3sYnj6jhvm2tZDtkyjwyO/oFNMMkxyEjCREkl05YFfA7/YTUMFX+Whbkufjea7uJqBqnVhWwrnuY5uEw166owpTsbOkdRCDEGTUrKfZmcXx5HIdsclyZH0lUuG9bGyFVJzQSYW1pDguyPWzpG+Gppj50w+TypeV0BmNctbyCFxoeQzVifGTxeXRHJO7a3EzCMAmpGhHVhk0U09+BpR4FQ4Q7N3XTFU5aaWOGnYgqcXy5i0gigttmJ6yZxDWdY0tzyHPZeXR3F4OxBFcvq+DseUV0B3dRl1fDXRseRDcNPnPsl8lxOnizc4ihWHKxLZzQaBiKUe3XcMkONM3KRGRhYWFhYfHvzmHlgjsWI67SMFDP6y1PohtxPrqsnBtXVSEI8FbXEHuHwjzf3ENE1TitKgu3TaY1XMZP3mrguLJczqguYFGejycbujmlKp8qn5P3VeaxrmuY7lCMlkCQFQVObKKISIL3VWRz+ZJSZFEg16lgIlDqdXLu/GL+Ut/J47s7OK0qn8uXFLOjP0hbIMQnVldS4nbw2J4ufIrIF46eh1eRybLbyHWY/GXb3azrWIckefnpWw1cvLgMryKzIDvML9/4OVEtxpdO+CyP7unGJinsHXHgsSvs6g+S0A0uXlTG+u5hmkci1A8mOKnyVP609VG+9twP+ciSC7huzdXcv+Xv7O5vwiGaFCuFgEi+VMgtJ3yWLGwszHLjkNw0D2m80TnEo3t6uGjpjSzOWsqlC0ppax3mmFIvTkPhw4vPQEmYLPA4kASThblemkbCvNDaz2A0QetIhCX5Pl5vH+CMeYWsKkzGdX1qTSWnVOaC0c2iXDcn157DH7f3MhiN0xdJ8HbnIJ89qpaz5hXx2J5uXmwboCbbxWVLymge2Mnu3i1ctfpKPrP2BtaULGNeXh0P72xHEkRaAxFUw+TDdSVUZnn44Zt7CKk6I3GVH77ZzGAii45gF40jUdZ1jRDT7US0PEJaFg/s7GFh/nI6AkP0hVv54+YHmOePsyg3mTgo2yFzQV0uhilw77ZuesNdRKJvcmJ5DlVZLvIcBr956xfIoosSXzG/3/QALzQ+x81rqqjKcqBIIovzvLza1kdHMErTUJTh8OucXJHNH7a1cOa8AuySyPkLCvjN279jMNrLojwvggB7BpOxq4/v6WJ+tocji/0AeBSZSxcX4rI5uH1TL7/e0MRJFXnU+N3cs7WViGbw+N5unmro5saV1VT4nBxRnM3fG7p5viVp5b9jcyv372inKnseFf4qImKChE0lasTY09LP5YvLKPU6GIjE6QrFaRgKc2xZLk/s7aZxOEJU0/n+Gw3sHDIoy6rEa8/nl+saObu2gJ0DATQ9yEV1NqqzXOimSY7dRp3fTSKkYtc8+BWTZ/Y+zbLChbgVF2fUnozdcKLoLlyawRHFfmRR4MGd7RgmLMrz8WxTH1HN5KTKfCp8TgBq/E7Wloi0DreA4OWerW2sKc6mxOPghLIc0Nbzizd+yqePqEGR7DzT1E8ooWECL7X1U+Kxc2rtB1A1kw/XFZBtH+KIsqWcVnsWL7UOEdKcPLa3j2JfLTFjmLg2yM7+EYZiCa5eXklCN3mrc5Arl1VglxJ8fHUNTQPbeLP1Ac6pzcJtk7hiST73bfgtMdOkP5bg0uUXEdME7tnaQzgR53NHzePjq2toHA7zWvsgKwv97BkM8Vp70nXYBOoHEwxHTfKdUb77wvcQ6Ecz4pw1r5Cl+V5EAbLtKpo+hFPS+MyRNUiiQGcgwiePqMIhhji+cg1vtG3kz9sfIRxv5aNLy5FFgZda+4lrIa5aVojbJvGhBYX0h9aR0MKcOa+QPKfC2bVFbO0d4fE9XYTiQUq8fh5vGODHbzWwvT/AkcXZbO4ZYXBUVD6+t5t52W7m5dYSUaNcueoCPn7kRylwSEiYdASi3LSqBoCrlpVzTKmAB8ESnxYWFhYWFv8hHJ4uuIAkiTi9Eq1DHdgkN3FDwUDiwZ0ddIWSq/Y5DoUzyvMoyzZ4vX09y4vW8uDObmqzvRxXlsPP1jUkrRROG9cur6JhOMzTDT1cuqScP21v5Zx5+RxRkssj2x9jffcWPnX0JwhrDuyiiMduY3tfgCcaulFHk/hcuLCUedlO/tHQy+lVXnQjgCjm89DOLi5fWkZ/JI5hgiTCHzf+kprceawtfx9PNo7QHoxzVLGfs2uLCMb68SpuWoJBXmiN0jgcRRTgS2sX0B9N0DAU4n2VBfzgjd1pKyNATZaL61eW88NXf87RFRfiUwSy7HY8ikiu6MIQdHYO1VOXU4uiuxhhELvNzZa+BI/s7kpnp5VFgcvqSmnZM8ArGzr51g1rwTDS5nhNibFzoJMibxECJoLgpD+q8mJrP80jEa5eVsnje7u4YWUFT+zp5IQKP80jMda1PcQpNacgiKXsGQqzJD+LF1r6kEWBDy0o4U/b2+gcfXZFbjunVxdQl+tC04Ns7o3gVTSKPXbaRjoJqdAZysYuO3HbJN7qGuKmVdU0j4R5cGcHAgKXL85jXk4Of61vZ3NvmJPKc1lV5GdD9wivtCfF2LXLKzFM8ClB7tpwH20jnVy35jqeblb49JpqTEHg+f/P3lsGRnZc6d+/i82tFrNG0mikYWbj2GNmjh0ncZzEiePAUpay8H8Xk90sBB12yI7tMdPENKZhD6NGzCw146X3w221pJkxBBac1fPFnu4+91Y996mrOnVOneoaZddAkA8tqKDWL6CIHlKGiVdO8dMjjzG36FIa8lVCiV7KfBWMJB2Ue1VCaZHtvWNsqCzkhfYh4prBH62di2Cl2TUQY02Zn4wpEM8M89TJZ9lQvYoybzndUZUil4/XukdJaAZ3L6sgnonySHOU6+YVc2TwdWRRZV31Jn52tIeJlM6frG8gpZl8/1AXFvDJZRX4FJ3hhEqd38lEOs7W9hAtwTgrS30sL4Eidz7hVBpLkJFEgYl4N6XuPN7cEWPTeVXsGowzv9DHY6cG+MLqOjpDCbY0D6CbFhsqPGyoyiehyTx6coCJVIYav4u7ls5BxCSWGUYUStjWPcqN9WWQ3cOYkuJ8fe8Pqc2v4pqmqxiM9vLIsWe5d81HaB5tZ2nhCr7z8AnuvXMZcd2ieSLKwsI82oIxXu4aQTNMPrJkDr883ssfrKmnM3gCtzqXnx7txQJUSeT2hVXkOxWK3DL94W46JjpRJIVibyXtIQdv9Ua4b1U1ljnORDqftG6ytFhhNBkhoTkwcdAbSfJGzxiGZVHmcXDHogpE0qS0CLsHRYrcKgIiTYUeRqNtzMkrJyDmE7XC/OjgL/nQwo8S1QVUYYye6AB9iUoqvW6aCv20BWM83TrM3ICLS+ucFLqLOTwS4cX2YTKmxaW1RaytLOBb+zrxyAIfWVpFT6idaGqcl9vf4i8u+BKRVIiY7sCvqBwcjrKiVADRxzfe7qIx38vcAg/zC5w8feJxlpQ18nL7W1TnzWHz3Ev5j53/xpfOvZdDwwbhjMnm2mIkwaQjFCffYTGWGCJjldI2obG5roQtzf30RJIAuGWJDy2swK/qHB+L8nJXjHOr8llaEiCc1njweB93Liqmc+Jtqv0lbOvcycV151DoLiZlOHitJ0l7KMG5VQW4FJlzKgoo9zsZH5uqIv2bYDYF97fHbArubLv/J/BBbftsu//78UFt+//ldv/+VMEFMoZF50iMZ3d2sfPQCG6zmDw8FDgkdu7s4eMLq5kb8FDkUrmsMMDjT59AN1KIgs72rhe4st7BvsEgAkn+cE0D+U6FqxvKaZ2IEUlrXNdYztMtAyR1k8dODfNG9wgXzr2Ue1Z9mELVR4FT5Zcn+/jp0W7mF9mOLNhOmygYpLUIH1tcQ4HoJE/1Uygp3LOijufbhnnwRD/Vfje1ARcryhdzVeMVHBnR6IvaVX33DoZ4o3uMPGchGRMKnAGs7NmhS4rzeLlrhAKnwlgiRSwd46NLapgbsKNB51fns87v42T7OLcs/gjbumMIgo+n28KMJGQUSebI+HHu3/dzfnjwIYLWKP+8/Vt86cW/YWGByB+tnotDEil0qdxeU8YTT5/kkRdb+NiVCxBOW6RQNCdVPj+jkS4KFImAU6ZlIkp3NjXyxc5h/nBtA15F4sb5lbzaFealziC3Lr4TWTCY61K4dl4Fh4fDdIUTtAXjfHt/O7cvrOL86kJ7L16ti2ODL6FnYmD5eKkzyoFhg67QCEPRUUZi3VxaX0ZfNMmGygCfWDaHB4/3cmQ4zEVzirloTh4+h0nbeBuX1pXw2ZX1iKJAOG1X1VVEkRubKnmzd5zHmvtxqwHimQTnzdnIax2v8NkVlbhUhW/t62DXQBCAh08O8HhLiIBTxSNrPHFyKxfWXc5rPVF29CXwOwuxhDxag2kkwUlHMM7aigIeOdHHcDyNV5HZPxhmOCFwQU0RLsGiWFaocBRzx5IbqPLPQRIDLC/JJ+CUuLw+jxubCjgyEsfEy4cWFFHulTi39lIunXsREymNOxdXU+hS8csCJS64obGC6xrKKHeJ+EQnjX43Dh3KFTe3NFXiU2Uuqc1HJMmRkSiW4OLJljFe7QriVGvIWA6u2VTNSF+aG5sqKJYlLp5TjEswWJgvcfXcUublu5CsZiYSY0wkNdKG7Vz2RpKcHItgmuCTytj2VhcbiwI8+nILCc2ObllYuBUXF9aex7buMLGMwHXzL+VrO77HL448QV+0j/FIim/87CAFisJEQuPEeBS3IuOSJQwLdveN8afr5xHPTNBUWI1bjvHZVbU4ZRHDtHBJGpFkH1vbRxHFAFuOP09d3lxcShmriws5t6KAPEVEkkp44tQgz7YN0R1NEnAUMJpIk9QM3IqUK+xzcW0J3eE0Q9EhTg6f4vyKQuY4Xawry6dYdrAgfy4+Kw9dN3EZPj6/9pMcPT5OfDwOkoe4WU1nKM35c0p5vn2Yp1vts17bQ0keOBpGEWBduZcbmorJcygsLfUSSiW4samEmxeU8HjzIBYF1AQquGbBDfzH3m5GEzHKXBLb3uphfVkB7SGZr+3uIG2YHB2LEHAopHSRGxZdTSQd47KGzayuPI8fHB7ilsW38o9vfIO1FYVcUlvM/sEY/TEDyxxBEiWOjQd4/NQ4PdEkSd1kZWkASbC5qPKr+B2wv383XmmEuQE3K8t8TCRaqfJanFNZSEOeh6bCOezpPUgsk+DFtjdI6AbdkUzOkd3RN8HiIj+6aWLOFh/6vYKoSgBIDnuHj6BKiKKAJYsgCliigCkJCKIAioggCDkb0SEhCFM2pizYNtLpNvZvZ9go2ftI9j0m7yOK9ndns0EREbK/syQBzTAxZQFRFBDU02xUCUEQpmyy9xCyfZu0md53MdsP5Kn7TPZj0ubd+BIm+yGenS/JISMIkNSNKY6ld+D4rHyBKQkznosoCu+LL7J2p3M8ve8z+JLsfvAefOVsss/EkmbanM6XeLq+sjaClOVdeHeOfx1NCgI5TaZ1431r0sw+k7Px9a6aFG2eT9fkO3J8Fk2e3vfpWpmu/XezEd9Bk+K7aHLGGJZ+nTFMru+na3Lyt+82hhF/Db6mPZf3pclp76JfR5Mp3ZjS5Fn4et+afI8xzPvk+PS+v5Mm/6vxgYqAZkyLHz57nH3ZI04AAj4Hf/ep9fidMm8eHeTBX53i83etQrMsXnqlnY/cWMnPjj3ElY0Xcf/en3PenI1cOu9anj7xS5rH2/js2j9jV3+YDzVWkMSidSLOi53DBFMaAnBedSHnVxUi6RZjus79hzpzE6ZFRT421xbzQvswy0vyqPJGCSgBFMMJgoAuQNSyePDEVGTPo0jc0lRJfZ4DTdPoiRkIAvzkeC9XVBdTLIKSl6Y/JiJb7SwqWUJbEByKyEPH+yhxq/zh2gYS6TBeNcBIPMFPjvdzS00RTkWhO5Pm2GiMc6oL2TcY5NhoBFUUuGV+JQ0BJz85+ABHRppz/G2qvgBreC4n2qJced0CAqrCa9vaSWV0briwgcpCd26VYvpqiCCAIeiIpowoChgOkcF4mm/t7+SGxnJWlroJpwV+cLiLcNqO0koCXFpbQqEm4Han0Z0eREHkh4d7uW5eCeOxA2yo3sD+4SSSeRy/s4A8Vz1bmu3iUi5Z4r5V9ehGEpekky/6EVwqfZEk3z/URVK3HaGPLK6h3KPyVt848wsUHjz8Xf74nD+hdSLN1o4hLq8vpdTj5IlT/bkjfbyqzDVz/ZR6Azgkg5F4guYJjfmFebzaNUJPJMkF1YVcUF3IiZH9LChdwr7BCC93BREFgSvnliIJAls7hkloBktL/FxWV0J/LEU0Y9A+EWNjVSE/P9aD36Hw2eV1uAwTMysmURQY1HV+fLSHP13bgGxaaKLOWMri2/s7yHMofH5VHSDwwJFurm2s4Fv7O/irjU1IooAzY2BZoCkiumkxMZpAkUXyfSpK1nkQJAHBoZDQdHqiCTKmneIrCnDz/CoeOdHLomI/19aXIWkGsixhGAaoMkZSQ1fSNAcHcCteNCNOVPPxek+MWxZU8sNDXdy2oJKlAS8j8TTHQzFO7h3gePs48aRGRaGHv757LQ5JQFPSBDMy/7mvgwuqvRh6M291v8Xn1n2avftCPPu6Xb31Q5fXsnZFFd1RjefbhrljUTU/OtzNx5dWcWzoNarzylhVuoRjwTRHhqMsKvYTSessK5YIZxS+faCbhYVerpybRyIlc/+Rbj7ZWEVZwE17NMFDJ/tmvF9ubCxjaYmDSFrkoRMD3NBYwaGRMCVulefahvnCqnJGEkO4tTw6u9NcsKyS01/TgiRgqDJmQiNipBhIZ4hkBJyyxFu9o6yrKCSlG7zUOcK8fA/XzSvAq5i82PY6lzRcRlI3eaNnjImUyS3zyzgyEub59nEaAm6ubSzh9e4xDgzHWFTkZFmxidtS+MmWXj5x01LSTomfHulGkUQ+sWQOFW6Vvlg7iuzDJMCjJ/sZS2ZYWZrH5tp8AoqT/kSa7x7sxK3I3LuyFqw4/dEEL3UmGE1qVHkd3L6ohI6Qzlu9E1wzV6R9vJnz56xHsERkxY9oGOhCAofhRHI60OIZkA0yosBoMsJ/7vwPAFaULebqBTfzr7vbuKSuhPNK8xF08798lXUW7w+/iwioIAp0pTXq8z20B2NUe5wMJNKUuFRCGR2vLGFYFrpp4VUkxlIapS6VvniKao+T3niKSo+ToUSaYpdKJPvetyyLjGnhV2VGkhnKXSq9023cDoZTGkVOhWjGwCGLCFgkdZOAKjGc0qhwOeiJp6jJ2TgZSWUocCjEdQNFFHAqEqGURr4qM5zMUOFx0BtLUeVx0hdPUeF2MJrSyHcoJHW7MJsqCUQ0g0KHwmAiTaXbvk+1xx5fZS6VibRGniqTNkws7OJkobRGkVNlIJGmKmtT5XEymEhT6lIJpnV8ioRuWuhYeGWJ8ZRGsUtlIJGiyu3M3WcolaHIoRDO6HhkCTPLl0+VGEtqlE3ja/I+Q8k0xQ6ViGZzDJDSTfIcEiNJ7UyOPQ6GkxqFDoWYbqCKArIoENcM8lWZoWSGcrcjZzOdrwKHTEI3kUQBVZzJV13ATVswTo3bSW8iTbl7ki+FlG4gCAJOSSSU0SjO8lXhdtCX7cdAluPxtIZfldEMCxMLtywxkdYocaj0JdJUe+y2VbmdDCTfS5MKffH0FF/uLF/TNClJAomM8d6adChENVuTogAJ3SCgyAynMlS4HGfYjKS0GZqURYFYluNJTfbEZnI8ltIInK7JjEGh80xNDiQzlDoVJrJ8Zd5Dk9UeBwOJDKVOlaCm45OzmrRmjuH+0zQ5mEhT7FQJa2fX5Jnj3sFQMkOxQyGiGTM1qYoMpzRq8+z3yuR4fDdNBib5cs8c9xVuJ6OpDPkOmeRpmixyKAxk+erN6utsYximNHkmX7Ym7TGs4VNkLFEgoxtTmnTO5Gty3Je41NwYfrf35Dtp0rIs0qZF3ntocpIvh3SaJqfpa47LQUm+ZzYCOomhiWTO+fR7VG64cC43XzSPnqEoCLB+YSl/fMdKUpE0JU4Hi+oKMDIyAUceTsnJR5bdxGUN53B4cCc3LricWxdeQ6XHyQ2NFZAxcOsWIhafXVmPUxa5sbGCK6qKmBiJc+9XtvHciy3cXltOgVMBYG1ZPkWKwi1NlTTmedHDeYQjImOxDN99+hj//uABgsEka8rykbKPoM7nRo9rtHaEiWQEfnGyF1EQWFuWjxlK09Eboyui8nJnmBJvPYalMZRI8dBxe7I8ksjw/946SSTjYP/xQXbs6efzK+oYmkiTUUC0erh2XjGj8TQt47ZwMqbFaz1jpAyBO5bekuPTIamsLd3Ar3YM0D0UxQylGe4Nc9fNS/jcbcupLnQjCQJydhVxOiwLRNNeuTFNCyFpUK6qnFtVwPJCP3JaxC9L3NpUiVO2ZbauNB9vGh7e2sy/PXCSUoeC34J15fmsKAmwee5aCmUHl9WWcE7lKpYWN1DqdlGb3fN3WX0JPz3aTdoQ+PHBBxnVRjETGYpUmY8ursYhiciiQMAhM57S2NUf5Nm2EPeu/Tx5qsj8Qi+fWlbL9r4xCpwKK8oCTPZqUaGXxsJinmgeRBQcnBjT2NUf4idHurm4toQCp8KGSj/bu1/lRwcf5qcHH2RFaQHLS/zIooBHsV9MGcOO9J0Yi9IejFPidtBU4KWhwMuPDneRNkxGE2n+efcpujMagiphyCK9GY2fHOslmtF5tHkAFJkdAzG+sa8Dw4L6gIf+WIauSJJFJXl8/1AXAP+xt43ReApNsle7xscS/P13d/HX39/Fn39nB1/5+f6p6KNhgaaTNDSOjYYRBbhtQRWX1JXy6Mk+YprBnoEgPz7WQxCLtGFgGBZG0q6OqhgOSt0eKn0B2sI+nmixi3293DnCdY3lzMlzY4rQHk7wYvcoF5wzh+JshH5gPM5oKAlOmTf6E3x9XwcAb/TG6Es08Ofn/wWjSS+j40ZOY2UlDn6w73sYWgfVfic+VeCORWWUuQU21a1ncfFy2sMmjzcPcWQ0SsChcl5NEW/0pfj2gW5UUaAu4KUnAj9v7scCHusZ5uRIhCqngz9Z24BLllAlkT9cU8+yYhcOwU1wJMHFc4rwqzJJzeDp1iFMyyKcUTCsCkryCjl3SQWKKJDSTUYjaSIpHQSIYvGV3S2YikiR6qLJ52RNWR5+VcYtyzzTaqe61+a5uampkmLZhZpxc3XjpQzHw7zeM87ewRhXzi3nzd4Qz7ePk+dQ+OjSWh48PsiBYXtv8PGxFC93Q0PZHCqLvSQiadaUBzivupAb5pVT61IZTfayq+8AAVcxjzXbhdcADgyHMSyZ7QNBvn2gE8OCaEbnX3e3EUqrTCQ6uHVBIbIocNP8QiYSvSwodPORRdXUeIq4qPp8nLoXh+FG1UxiMZ3RYQjGDDJxWyuiKdMX03ijJ8G9a+/l1sW3MRAdwi1oXNNQztqs8zmL3x8IAiRFgcdP2dtgnmsbojuWYkffGEfGIrRMRHmle5ThRJrHWvoJZnQePdlHWDd4/FQ/I2mN59uH6Ywm2TUwwf6RMG2hOL/qHGY0rbGluZ9Q1iao6TzRMsBwWmNrxzDtkSRvD06wZyhIZyTO1o4hxlIaW04NENZNtjT3E9R0nmoZYDD7zmoJxzkwHGLXYJCeaJLn2ocYTmR4pLmfiG7waLPdxidbBhlMptnWPUpzKM6R0TBv9Y/TH0/xdNsgE5P90HS2NPcxoek80zpIXyLNGz2jnJiIcWwswht94wzE0zzZMkgwrfNIcx8RTWdLcz9jGZ3n2obojafY3jvG4bEozcEor/aMMphM88SpAYIZPde2x5oHGM3y1RVNsqN3nIMjYVpDcV7sGmE4meGxU/2EMgaPNPcR0g2eODXASDrDrzqG6Ygk2DswwdsjYTrDCbZ2DjOWyrDlVB+hjJHl2ODxUwMMpTK81DlCazjB/qEge4aCdEcSPJ/l+JHmfkJZvkKazddQMsOrXaOcCsU5PBJi+0CQ3liSZ9uGmEhrWb4MtjTbi8BPtw7Sl0zzes8IJ4Mxjo5GeLNvjIFEiqdaB5nI2EfghTTD5jij80yWrzd7Rjk6HuXkeIxtPaMMJdI80Zrl62Q/YcPW11hG49m2IbriKXb0j3N4LELLhL21YziZ4bEWu/2PnuwjpE3ypbG1fZjOWILdAxPsHw7TntXkYDzNlua+MzWZyvCrzhHaIkneHgxmNZnghQ678veW5n7Ck/rSdJ7MavKVrhFawgkODIfYOThBbzTJM+2DjKf1GZqcyOg81TLIQFaTJ0/T5FOTmmye5LiP8WmafL17hGMTUY6PR3m9d5zBRJonWwYIZWxNTj6XSU32xNO2JsejnJqI8krPKEPJNE+02Bw/mu3PpCZfmBzD/RMcHLXH8ItdI4ykpjT5cLPN8eOTHHcM0xFJ8vZAMKfJFzomNdlPWDPZctI+xu+JUzbHk5o8MBRk91k0GZnBsc2XrckYh0dC7OgP0hdL8kzrlCZD2b5PaDpPtQ7Sn0jzWvdoTpNv9GU5bh0kmMneJ2szntF5dlKTvWMcHY9yYjzGtt5R+qLJGZqc7PtYRuP59iG6Y0l29o9zaDRCS3a70cjkGNbsZxnS9ClNdtia3DM4wb7hMO1hO3A2ltLeU5P7sprsiiR4vn3Q5nhSk6fsd94PDnUxpunv/dL/bf9mfFAioKIo8OrBfn6+tZnGmnwuWVvDk6+3MTAWp6LIwyevW8ycYg+iCDuPj/CDp4/lbO+8tpbFtaWU+d1gQlpKEw/LaKaGU1HJc8uYht0sQ5GQsWiL2Ss/sgH//ssDnOiy0zA9LoVPfHg5rdEE5xcHKPY6aB+K8oMnjzIeSfEHH1rJNx89iG5MdfOuaxZiFTk5Nh5lkaXgcatkPBKv9I2RNkwkQeDLGxtJaAZPnhqgPZvKqkoi1zQUMy/gpD0cY0vzOAVOhavnOkinIuzZk+bCZbXsPj5E/ZIS3hoOcu/SKkKpYcYzAeryvXz97TZWlOZxXX0Z0cw4ugD/8PrX0C0DwzRoKpjHGu+l/PDxdmRJ5OJ1NWQq3VxaW4LPhJPdQZq7giyoK2BpQxGS+e6TRsWjoic0JnUligIn4km2945TFjF54pXWmb+XRX70t5diTLM5HYYLOkMZmsej7OyfoMApc0W9m4DDolAsoqM/RjpjIJe4mZPvZkffOG/1jk9pR4A/WjuPUlUhrRuMZDQqHQqmKPJGv31O5fx8L8912MWKJAHuXFSNJIr8+Eg3962so8Sj8Dev/h2RdBSn7ODL532RIqkYXRL51uFOLqsrpVJRiGDxrYMdfHFVPWWKjCnYKRUZ06I1GOOXJ/pwSCIfX1JDpcuBYlnERYEHjnbTF7Wj5AJw0ZxiLqwpoi+a4mfHuvnk8jqOj4Qp9thnN77WPYpmWrmFkvn5HoyUwZ984y3iqZkvjnWLyvj0tYvAsjBljV+efIIL6y5g54BFU2Ee+U6VVzpHaA3aR5FcVlfC2rJ83KbJ6Y9bECGYjJMSHcRNkx8f6abErfKJxTUEYxmOhGPs7J/AAhRR4ILyQvw6/GjLEb581xry81zEMXm+a5jWYByfKvOZ5ZV0R5NsOTnCH6+t51s/OUjXYASfR+ELH2lElQXKCsuRLQNd0BB1UCQH47rJDw935Y4P8SoSNzRWUB/wsHtggj0DQW5dUMnJsSjb+8axslo4v7KQC6qLcFsWRyMJkprBSGsQn1fBXemjwe+hbyBCQjMwfDLbeke5rL6M46MRusJxvrSuEY9h0jEc4+uPHCIUTbN2cRlXXdzA1t5RusIJVpflcXldKR4TsKAnk6HQ7eC7Bzs5t6qA9ZWFmCkdsgsWSAJBy+CplkFagwkEYHNdMY0FXr6zv5MFhT5uml/O7v4gL3eNck55PhfOyWfvgWGGxhOsX1JOY02AiGYgAQ7DJCGbvD04zo6+KJtqSxiJp9k9MMGnV9Qyx6liIjCYyvDdQ3YE9Pp5btrHDnP9wis5OdqM31WNTASv7MZtedEFYYbTaAL7W8b40TPHyOgmogBXnVvH1efXE9Q1fnikF48icU5VAZZlsrP7IQQLPr/+s0hpKxf9n42A/u/AbxMBNWWR4YzGUDyNJIAgCGiGgUtRiGbs6MxE0h4D48k0eQ6VmKbjliU0w7TTywTIGCZuRSKS1sh3OZhIpCl0O5hIpvE7FOKagVOS0C0TAZBFkaSm41WVrI3KWNYmlMzgc8hZGxHDsrLvJZGkbtuEUhkKXQ5GE2kKXSrhtIZXkUkaBqooYlkWZtYmrun4HQqhpEahW2U8kSZ/0kaVSekmiihgAYZh4pAl4ppOnkNhInuf6TYeRSJjWDm+MoaJS5GIpXUCzrPz5ZJFNMOy0/6AjG7iViWiaZ2AS7VtXCrjyQwBh0JM03N8idhpiSndwKvIhLN8jWf5CqYy+FWZhG7gEG0bLFAkkZSm43HYfBW47DYVOFXC6QxeRSFp2NEUwwQTC1UUSWgGfodMMMvXWM7GjgolJjmexlcsy1cw2/dJm0haw6PKpHQDWRBBAN0wccoSUU0j36EyMflckmkCTpVoWsetiDbHooAAWU3KRDM6Aafd96KcvlTimoZLltFMEyHLV0Y3Zmgyx9c7aFISRFJZfYVzmsxQ5FYJJjP4HTKJbETUMO1tKZOa9KnT+p5IU+Ca4itpGCiiiGlZWNnnktB0fA6FYFKj6D00OcnXpI6D03QccKlEMxpu+UxNuhWZaFp7R016ZIm0YZ6hySm+MhS6VYLTbKb4EpAEgZQxpcmC9xjDWCBnNel1KASzY2uGvrI6tsewrcmzjeHpHE8f96ZlYZgWznfR5NQYNpGmadKlSLa+HArjk8/lLJrM8WUYNsc5m0xWk5msvmxNZgwTUZjSpEeRiWS0s+h4piYnx3DydL7OoklJFHixY4RwWsOtSNy2oIo6rxNFN3/jc7p/6whoU1PTfzQ1Ne1qamra2dTUtOa075xNTU0/bWpq2vebNe/9wTQtKoq8CAJcsaGW+x8/zEC2cMXAWJx/+PEexmMZIkmDB547McP2F8908W8/O0IyA4kM/OCxdv7oG2/yZ9/axR9/400Od0yQMS0000I1TSzNZK7XhaxbtA+EGQklc9eKJzV6OkOsCPjoGYgSTmj880/eZiycYkFtAQeah2c4nwGfg8oiL560xeaKQh7e2kxL9wQBWabY7QBAEgUO94dIJ3WWFPpQJfuxVHoVyjwiR0cOMRY7yuqyALc0lfHQ4Z+g6QZaBgSHRMOqcl7sGyOa0TkeTFHir2FRkZ882Z6QXzKnhGOto8QzFq/3ZPj06nv4l81/w5y8agZiA+Tny/g9KrdftYCyhnxOjEd56GQvvbEUe04O88rbPdz/+GGe2d6Ri6a9E7R4ZoYjaZoWDT43NzdV8sxrbWf83jBMQsHkOzqfAA5R5cRYhJ39EwBMpHSeb0+S76rgZ1tb+NqDB/jmlsOEh2Ik4xqXVBXxyaVzAChyqfz5ukbqAm60lIaom1Q4VQzNxMoYNHhcLC700ROMM5qN9BkW7OgdJyBJrCvPp9ghc3hgHy7FyY0Lr0eVVFyyA9O0kAyDOxZUM9YX4Qtfe51de3u4dm4ZhYqCZVgIuomcMXBpBksCHjZU5HNjYwW1DhVJNzENC5dm8pklc9g8pxiAe5bOIRA1GByIUOVUWVrop3c0xuDRMUjpnByLctcSu3+fX1lPjSTz/GsdtPSGz3A+AfaeGCKeTYMWdYVb5l+LbiS5uLYAiTQBh32kTolb5Yr6Ypb63Mjamc4ngGWCpLh5qn2I3kiCdeX5XFRWyN9+aydd/WHq8ty5iLdflclXZYLBJBuWltM1FOXzX3uNf/zOTq5vKKLS6+S+VXW8PRRny8kRLODbB7q48pom/uqe9dxx6Xy27Zjgjd0hwuNJrAyoGQXJUDAzJgFJ5POr5rK4yIcsCnx+ZT0LfS4cGYNzy/PxqhIOUWRzeQEfXVgNwCcWzcEdzNDXFyapmXh0yIyn2XlkkJIyP0+1DnJ4LEJRnpNHt55ksGWCu5bU8kbPGCfHoyR1k6/ubuFwOEF/MEEomqamzMcdVy3gsY5BurKLR/uGwjza3I/sVgGLcpcDF/CRRdUsK8qDpDblfGZFV2CJfHxRNavLAhS6VM6vLKDaqXJBTRHri/P44j9uo8QUqfA62VhewJ/8y3Z+vrWZl/f28Pc/2sODW0+hGiaO7PtHtmQK3V50y+KZ1kEaC7ysKgtQ6XaCbiHqJvmIbCzL5/LqIoxUlFUlG/jl8QGKnHMw9QkCUgCH7sHIankSoigwEk5z/xNHyGQ/Ny1IaQbjmsH9B7pYUuznsvpSnm8b5vn2UW5b8gnuWHoLQlrPOZ+z+P2AIcBEMoNbkYhl9KxjYKJI2f1PAIL9/05ZIpF1PmMZ3Xa6MhouWSKe3Z+fMUwsy0IQBBLZdLyEZqewxTR7ohzN6DhkkYRmIov2ZFk3bWcjqRnZybY9UYtm75OzydgLv7ppoZkmqmTbuGSJuG7gkbNtUmSiadsmmT0L2cBEM82sA2C3KZ5NgYtN/lczUGWRpGY715YFacPEIYvEMzpuRSaumTkbZ/YaqiSSyqZEWpDjK6nr2fvYzlA8reXuo4iindpr2VZJ3cAli8Qn26bbbYpkNJySSDxj2HyZBqY1xZcre32XZDspbkUimtHsNmdTO3XTxDAtFFHI3see6HtkKTu5th1ohyzaew0FAcPK8iWK056hjke2HRuXLNnpk7JIWrcn2SYWGcPEkW2vW5Ht/8oyUU2bwXFaN0EQsLBIGyZOKasvxX7+dptsm6hmtyOlGzl9pXQDR06T8rRnqeGSxJwmtSzHOb4U+ayadMoi8awmtRxfnNYmmVhax6WIOU3GM2aWLyunr+manGzTpLMyybGU7btmmijyNI4z08ZYdiyoskhStzVpZvmyta3jkqc0GZ2mSUUScppEmNJkIqvJaEafocl4VpMZw8KyLETBytnknkeOLw2nIpLIadLEsGaO4SmOjRljOD6pL9NOVZWziyuT2pgaw9K0MWyP+0lNqtPHcPb5R9M2x3F9ii9xGl/OnCalLF8yMW1Kx4okkspqkkkb+UxNxjOTOrY1mdZtjoUcx2L23Sdn3xlZG8l2pOXJfchZvhLTxnCuP4o91hyTmszyNV2TrmltmkhqxLORz5Ru0B9NYlickQH5u8J7OqBNTU0XAPNOnTq1AfgE8I3TfvKvwKHffdPORE2pl3WLyjjWMX5G4QpJEukciBCOZ9CNM2fOo6Ekum6y9+QQ+04O5z6/5rx6hicS/N2P9/K3P9rDG0eGSBsWaAadQzGeeauTJXOLZ1zrudfb+OWzJ5g/J0D/aCz3eb7PyUjQdlYDPgefuXEpf3z7SuJJjS1bm3nlrU4yusmru3v45o/f5rqaEtyyxFVVxWx97hRf/s+3IBTjpqZi/KrM7QvLCCgGGSNJpb+YTVUFnDoxwV0LPsmLLyUIx3WcLoWeSALDslCzRYRag3FcgoCimyzM9zI+GudA6xgDUZl9Q2ESWgFv7Jvgzvkf5q4Fn+R7v+zkLz+xjnGPyK+y1WFHEhkebB/gxsubOHd5BVecV8/qlZV0Dkbsjee/BhTDxGOBz62e8d3GZRV4s5uwNdNiMJSiYzhGOKXnqvLq8QzX1JbyuZX20Q2rywLct6yWZ15uYffRody1tmxt5nuPHCIYTFLvdtjOXkM5P3/qGA88fZxgQrNfvBk7zTOS1PjuLw/xy2dO8OiWY9y7ZA4uWWJNcR5FIYO//sZ2NpUXsG9wDw8ceoTrF9xEsXchLsXJv+z4Dik5zkRM45FnjvPwC/a+2q3bu3BEdZrbx3OD1jTtFUs0k81zSpgf8OQm4FL2ZRWLplldEmBdWT6vvN7Jt7cc5m++v5uWriCNLheRkTiv7evl5IlRyj0OHJrFhxZUYSZ0/ujrb/H0Wx0k02dPmZDEqRRqURTQUw6KxRoCgoN5+Xls39PH9x45ws2NFRRZEv/0wNuc6gnaK3TiVAq2KQkEBYuH2wfoiSZ5qWuUdZUFFPuc1Fbm0dsXZnmBj7uXzEEWBW6oKUWO66RTOucvr+SB544DEE1ofPcXx/jIomokwd4fqWQ15ZQlCj0ODMPkB08dZdfRQbbt6+NPv7WdY13BnPYEAUbTOv+xt5WrG8q5qr4MP4KdZgxImsndS2spdSgoQI3XxUXVRezd18ePnznBP/7kbToGo/zrA3tRZIFLr2rkl52D6KbF1s5hXh6Z4G/uO4cr1s2hwKlwQU1RrijRitI8yl0O3txnp8X3DEX58je2s0J0srE0H4A7FlTx0flVaLE0lgWybiJoJsWqgieridNhWUDa5LLaEj60oAo5YxKOajQ6nLy1uxfdsPjRY0f53Ip6nnjxFGnNmGH/q91dBKNprMkVct1kidfNZ7NHnlR6HNy+oAorrZM2LARRoG8kRqWkMtoXpa1FYTAGB0fC7O4LU+yuJJOSCCY0NNPKaUgQYCCYZOfRgTP68PLuHo4dGuBvz1tAtd/Fz4725FLTv7Gvi4G4G0k98z0wiw82FM1ksc9NmdvByYkYsigwEk8Tz+hohkVvJIlLljg+ahfIOjgUosClcmgoiF+VaZmwsy9GkxkiaQ3Tgq5QAo8qcWw0TMCpsn/SZjiMV5XpCMWxLJhIZwgmMyBARyiGT1U4MhKiwKWwfyhEvlPh6GgYtyzTFU5gmBbhjMZYIo0kCLRN2DaHhkPku1QODE4QcKocG43ilER6IkkyhklcMxiJp1BEkVPjMfIcCgeH7TYdGLTvc3wsgiqJ9MeSpDSDpGEwEE2iSiLNYxHyHCoHh0MUOhUODE2Q51Q4ORFDEQWGEmkSGYOMYdIfSeJSJE6ORchzKOwfDFPgsm39DplTEzFEAUaTaWIZHd206Aon8CgyR0dsvg4MBbMch/CpMm1Be8F+IpUhlMpgWQKdoRheRebISIh8h5KzOTwSwqPIdIWTmKZFMKUzkUwjCiLtE1G8qsKR4TD5TpX9g8EsXxFcsn00mm6YRNIao4l0lq8oeQ6ZQ8N2P/YPhQg4FY6PRXFIIr2RJGndJKbpDMaSqJLEyfEoeQ77uRRk+Qo4FU6O2XwNxlIkNIOUbtIfTeCUJY6PhslzKhzIauXgUIg8h0LzRAxpuiZNi55wArds6yvfoU6zCeJTZTsjSICxZIZwWsOY1KQi25p0KOyf5Hg4jGdSk0BwUpNAezA2jS+7bflOhSMjYTyTmjQsIllNioJA63gMv0PO9l1l/+AE+ZOalEV6o0kyukksYzAcT6KIgs2xOlOTgbNpUjcYjCZxylOa3D8UotClcmAwSMBp8yVnNRnP6PaZ3pEkLlnmxOQYHgxTeJomBQFGkmmiGR3DsjXpPl2TTpXD2THcHoyDNaVJYKYmXQr7ss/lyEgIryLTGU7kNDmeSCMIAm0T0ZljeGDaGJbtMawZJlEtq0nJ1qTfoUxpMjuGT2Q12ZfVZGKaJpvHIlmbEIVO9UxNRlMkMgYpw6A/kpzSpEPhwFA4p0m/Q6Z5PDuGE/YY1kyTnvA0fTlVDgwHKXSpHBq2x3BLdgyPJTXCufdkPDfu850qB4cnNWnz1RGKY5oQSmeYSGYQspr0ZTVZkNOkSttElHuW1wHwqaW1XN9YgUM3/8sWjOX38ZuLgacATp06dbKpqSm/qanJf+rUqUj2+78ECoEP/5e0cBpcssgnrlnEA8/PjHAum1fM+Ssq2XG4nwtXViMI9mQuz6ty+fpa/B4VRZaQFZGX9vTk7BbPLSSZNnjy9fbcZz9+9jhdA2E+duV8XtzTzfGOcS6+rZpj7WP2Hjbgyo11lBV5+Majh7l0/ZycbXt/iHOXVXKqe4K7r17EnuODHG0bo6rEiwDsPz5Mnlflio11+N0q0WCKTyybg0+QKLhiPj63SoFPxXIIlC3z4jdFLEtlfcVKRGQefK6VXUcHMbJicDlkfILIh+aV05jvwedUebFjmGAqQ+XSOryCwKOvtHDVpgaUOj+Pd9jO2pbWQdaVBSgIFBHrDlPgd3L/o4f42LWLWVGaxw+PdFPldXJBYYAfPnyI8XCKj922lJ+e7OXO+nIkScQ0Z05+3w2iJOIEvnzXWv7toQMMjtuDaHljMbdvbkQUIJI2+eaWQ7T2hmwbAT553WLWNhUjiQKSZVHmUFhTGmCe6mTHvj52HRmccZ9oQiOa0BgcT+B3q6wI+Nl3aJC3j9sLDr/a3c0/37uRQq89AY6ndPpGYvSNxAj4HBw5PsJl1UU4dfjPbccoL/IwNByj1FfB5Q2bCWcKeL1nnE+t/hSHB95GsRQO9QTZP60olmlaPLy1mesvnGunQcjijFUet2mnkGRMi3BCo3c4xs+2nmDjkgomIimu2TSXvzp4BLAj4+ORFE8/104sG519ZVcXf7/yHL7z8EH+/rPn8Fff3oFpgVOVyPc6KMl35RZBJnH5+ho8Dom0bvLmgX4ef72NdMagusTLp29cypaX7cj02kVleB0y5y2vIpHWCSZ1TnSM094fZllDEY21+dm0kakFiNe6RliW5+PyjXOIRjUeeOEkm9bW8KlltUhxnX965BCmaVHgd+ZSOERRYG5tPiORFM91j6BIIjfNr2RLcz93NlYy0h/lm1sOnbHI9ONnj/OVezeiOmUGUhkePNFLVDM4OBzinKpC0EwiKfv5y5JAVYkXWRYxRYEnX25hzZJyHt7VDYAqi2i6QSJlcKxljNUrKyhxqfTGUqiiQK3HxdBojBK3g4AksKbIh2WVs28oyDW1pZxoG6elO5hrWzyp8bOnj/MHH1vNeIGXBQEP4rSIoW5aDIWS7G8eoa7Cz7yqfBAsUmkDpyrhUaXcS94LOFUFTJOuwQj3P3GEVHbRJBRNs+dwP3uOTy28TKKqxIthgoGF26FgGCa6blIgS3xscQ1uQWD/sSEeebmF+io/5y2vQpZFHnzyKH/80dW8OjjOY532dd8aCtIZT3FTfRnf23KYZFrnc7cso6bIw3gsw7cfO8KahaUz7l9T6uPGTQ0cbR/jW784yIdvXMS9K+p44Gg3lgX3rqijSJYx0+//3TGLDw4s0yIgiSwt9lOb52EwlmJhgY9jZpT5hV4GoimuqC9FNyyuqC8lX5U4r6aYYqfKwiIfc3wuRhJpFhf6OTkRpbHMw1A8zZX1pWDB5XUl5Ksy51YVUuJUacz3UudzMZZIs7TYbx8xVZLHWCLDVfVlSKLApbXFFKgy6ysKKXMpNAQ81PvdhFIZlhfn0RqKs7TITzCd4aq5ZXhUmc21pRQ4ZNaU51PudlAXcDMvz0MsrbO02E9HOMElc4qJZjSuqi/Dq0p2nQCHzMrSAJVuBzV+N035XlK6weIiP92RJJfVlRLXdK6sLyNPkdlUU0KRQ2FZsd8upuNzMb/Ai26aLCjw0h9LcXldKRnD5Mq5dt8vqC6iyKGwqMhPjdfFUDzNwkIfJydizAt4GIqnuGpuGYZpzeCr2KmyoNBLrc/FaCLNkmI/pybirC7NYySR5qr6MkQRLqsvJV+V2VBRSKlTZV6+hzq/m4nkFF/Liv1MpDJcObcUhyRyaZ3d97Xl+ZS5HdQFPDTkeQindZYX+2kPJ7hkTgmRtMZV9fZ5w5vnlFDokFldnk+N301tXpLGgId4xua4K5Lk8toSYprGlXNL8SsSm2rs+6wozbP58rtYkO9FM0wWFfroiSS5oq6UlGFyZX0peYrEBdVFFDoUFhf57cI4PicLCr0cH48xv8DW5JX1ZbYm60oJqHJOkwsKfczxuhiJp1mS1eS8Mi/DcdtGkgQuqys9qybHE2mWFedxKhib0uTcMhRR4JJJTVYWUuJSbU3muQmlbY7bspoMZTXplKWZmnQ5qM1zMy/gIZblq3OS44zGlfWl+FSZi2uLz6rJtGGysMBHT9TWZEIzuKq+jDxFYtOcYgqzmqz2Ohn0uVhY4OOoGWFBgZeBWJor6m1NXlFfQiCnSZVFRX7m+FwMx9MsKvRxYjxKU76XoSxflmVxWVaT51QVUuJUmH8WTa4qCTCSSGXHMFxea9usryik3OOkId8ewxPJDCtKZmryqvoyHLLIJXWl5E9q0uWgPuCmIc9D5HRNZmxNuhWJzbUlFDgUVpXlU+F2MCfPTWPAQyKjsySrydwYnluKX5G5qMbW8fLpmizwopm2JnujtiY1y+LKGXzZmpwaw1lN5nsZiE9p8vJaW5PnVhWdMYYXF/poDsZYE8i3+Zpr/z2+NKvJc7LjvjHfS73fxUQyzbLse3JFSR5jyTM1ua6ygDKXyjUNZVS5HSjSf22ZoPfjgJYB+6f9ezT7WQTg1KlT0aampsL3e8P8fDey/NuV+L1oVTU7s85Hnldl45JyvvnoIQAcqsz5yytp7g5y+6VNPPRiMyNB+xzNe29ahssx1eUNi8vPSNcFeO1AH7df2oScJf8HTx3jtksaUWUJhyLSNxrj+08eBUDXTbwuhVhSY151Pisai4klMuw8OsjiuYX8+NnjeF0Kn7h2MY9va+Gmixr5xdaTOWf27usWsXFROeuXVMxoQ0E2ZcGGD4BPXOvl3GWV7D0xRE2pjzULS6kp85PI6JR4XTxwpDtXCfbrBzu4fl45a5dV0N4dZEnAy2gyzXAyw6qyPK5vquSxV1rYebCfKzbUsnZxGcm0nYKwtjzA6uIAX71/F1dvaqCowssL/WMkdINtoxPkBVyUuFUCHse7PqdURqejP8wre3tonJNPUcDFn9y5ys6Td8iU5LuxsDjYMsrR1rGc8wl2ZLBnOMb82gL6R2K8caCP81ZUsrEkwI+fPEpdeR4l+W6iifAZ9y3MczIaTvEfvzxAJJ7Jfa4bJlu2tfGnH1lFPKXjdZuoskhGN0ln7DSxyGCcFw/1Iwpw+yVNPPF6GzdeMR9NWM7WjlEAfn4sxK0LLsDl8iEIM++/fnE5C+sKeHxbGz946hjz5+Rzzw1LaKgK5CJIwUiKh545ztJ5RXxzyyEAKku8bN3VNcOxkESB0kI34+FU7t9rF5VxrGWMa8+bSzqlMzAWx6FI3HvTMp54vZU7L1/A8zs7OdUdRBIFLllbw42b5lGU7+al3V089NKp3PV7R2J0D9nrSJvX1nC8fYzth+yo1udvXc7/+8EuwjGbv4lICkEUONQ6yjmLyzAtC48icdWcUoy0wb89tJ/+UXth4Y0DfXz5E+v49pbDOadKkadeZHkelfNXV7F9OMhIwq5CHExp3LmoGtECw7LOejRHJJ5BViQyosCzbUO56sovdY6QMU0uqCjkT7+9nUw2TdzjlPnqfefidiscah3llbd7c2357M3LELKO9Jv7+9h5aIB//oPz+N6JHi4uL+DFra10DUZQZJGvfeF86gu9rJIk5uV7iUTSlBd7kCUB3bCoKfOxeU0NoihQ5nHwmfmleNWp90wirbHllVZe2NnJp65bwvBEgkTK4NFXWgjF0nhdCndfu5hzlpaj6SYjwQSCCB6HSjSp5ZzPqecWp6rER9eg/exqSn3cdfVCWntDnOyaQJUlTnSNs3p+CfWVAXyyxKJCH/uODfGtLYf41PVLONo2xld/9jZ3Xb0ITTf55a+aueS8OpK6QVs4QZFL5bziAK/t7qFnOIppWnznscN8/rYVdA2E6R+NcVNZA6Jgp97KksjNF83jG9P2vxe87mTTmmpumFdBMqPz0OPHCMXS3La5keXzivF7p94fxcW+Mx/4LP5b8bv42wxwvteBV5XZXFuCR5XxuxTcikzApaJKdpVuy7JwyBJ5Lgc+VeZCl4pXlbnYpdo2bgWXLBNwO3L73gzLrmya51LxORQuyv520ibPpeKSJfLdjly2QonXiVuR8GdtLnY5cr+d/K9TlijQHUiCgCgI5LtUPIps26gKmyfb5FLxKFLWRiStOxAEu+pmgdvuc55LxXuajXuGjf1uUiWRfI9t48/2fXOuTVm+3I4sX/b+K4cs2n1XZfwuxwwbv0vBLcvku9UZfLmm8eU/jeM8p4pLmclXqXl2jvNO47jAPckXFHmcuBUZv9O22ey0fzv5TPNcKg5ZojCbMikLAgUeBx5FxjfJcU4rp3FsOHJ7ffM9znfg2OYrL6cvO5XRIYnkux1ZvtTT+FJxy1lNiiK6NV2T6tk16VJwKTM5LnY7ZvA1ydNF021O02TxGZqcapP3HTRZlOXrvTRZ9L40OakvFYck5gonOmSbrxmadJ5u4zhtDE/X5Jk29hh+Z01uyo7HMzWpThvDMzV5cVYr07U5U5NCTpN5zjM59mS5d8oSRdkqy7IgUOiZ5Es5YwzP1OTUvsqZY/j9aTLwjmM4q0n3lCZNy96HGninMexSp2lSwLSg7LT35OmanP6elAQBQXhnTcJ/7d/m9+OAno7fKhk4GEz8NuYAVBV7uHRdDS/t6eHeW5bzs2eP577bdXSQGzc18NnV1fzzT9+emrwJAgsaCsnzqPzTT9/O/f5s6bqWBWPhJFdsmMPuY4Mk0zo/ee4Efo/CH9+xivufOJL77ZZtrdxz/RJGQwn6RuL87Q928+cfXc03txxi8Vz7TMtIPMNPnz/BFz+0gq/9Yh/RhJaz//HTx+nuj/DhSxs5fdYdkUXSpkVXTwhBEKgo8jC/2s/CmgCmaYfFR0ejpHSTwd4wN80r55FT/WimxabKQopFifufOsLNFzfynZ/u5/MfXcXDPUNcVFPCtw+0U59NiS0t9PC3359yNv7pi+fhV2XqKwPMn1vIS/32/lKAjlCC/YNB1pfl09odpCTgwqPaG71FUUC37Fx8y4S2wQj//suD3HvjUn629QRjIduRyvc5+Mu71pCMp+kaidHeG2LvCdvxUmSR686vZ9X8Ug6cGuHxbW3sODLARaurOdkV5BuPHMIwLfpHYnz86kV8+7HDMzirLPZQkufiQOsowez5qtNRXODizYP9PPRSMwV+J7de0sgvtjaTTOu4HDKPbT1JPKmxvLGY3ccHiSY0EkkNNRv3swCnJCKZAn0jUSqLvblJuMshs6KxeIY+mruD/OV3dvDV+87Flz1bqWcswXgkyYHmqchpMJKirNDN0Lg9PlwOmc/cuJQTHeNcd/5cth/u52NXLuSNg30881YH1SVeGqrzKCt0s2p+Kc+82U57f5jOgUNcsLKKC1ZU4VQlls4tBN1gYDjCY9vO3IOryhKSCE01+Tku51bl0doTzOmhttzHucsq+PeHDgDw5oF+vnj3avxuFb8isa9jIud8AuiGRf9wbEYkdjycYk6Zj7FQko9dtZAX3+zE5ZK5ZVE5W9oHcZkCmfEUf/Hz/dx741IkUchF+iexfnEZ7X1hdh0d4Prz6jkUjPLW4ASfWFRDmVPli//yWs75dDlkPnbVQl7d34coQHWJn7FQCpdD5osfWs5Tr7eT73eyaVU1r+3vxetSaGkd5+a55fT3hHPOnaabvHmwjwKvQjyu8dz2Dl7Z08OcMh+fvXkZ+08O01Cdzy9fOkUyrdNYHeCGCxtorPYjmGDJIinL4rFtrdx9zSIe/NVJ7rh8Pt945FCuX7Gkxre3HGJOmY/vPHaY81ZUMh5O8dYh+5mfjjcO9PH5W5bz1Z+/zS0XNVJe7Gbrzi4K8pyMhZL0Dkf58OUL2HN8EEmSeHVfD8sainh+Rxfrl5RzsGWUvdmFji2vtvCp65bwyt4e/u1He/niR1fTH09zdXUJ//mjvaQy9jFRV59bxzlLK/jKz97m1osbAfjVrm7uuWEpj7x8ioV1hby6r3fG/vdXdvfgUWUa6gsw4hpH2uz0/n/9xX7uuX4xGxeWYprW76oI0W9lP4vfzd/mSXiLfSTCSSavOPkmmP5GTp322eRvEu/w/fT/T2W/TfwObcDWUWw08Y42Z+vH6fdJvg+b9+r7r2szfQy9W99/lxxPx3vx9W42vmLlPbVyus3vguOz9f3XsZnk/HepyffD12+ryXfSyu9ak2f7/t368X5sTtfKb6PJ372+3tlmkvPfBV//nWP4v/pv8/uJrw5gRzwnUQEMvsNv/1ugigK3bGrgW3+2CXehk5rymR184rU2hsYTMyIH99y0lOe7R5DdMh+6tAmvSyGa1CgKOM+4fnmRB4cq0zsS5cOXz8flkJElgXuuX8rgeGLGJCsUTfPdJw5TnO/mtf296IbJzqODlBd5OHhqhPWLywE7gjQwGpvhfE7i9QN9JE5LSxMEGEvrHBwK8dMXTvLVn+/jS998i76xRM75NICJeIZQIsP9jxxCH0uyqaKQxQU+kv0x9ITOcNBO+7v5onkcPjbEl9bN47nWQfqiKaQiB3/wkdU88sqpnLMB8J1fHqS5fZy7rl5Iy6lR1ns8XFpj74P97LI6OvcP8dUf7WVoIsGxjnG6RxNE0wZb9/byzz/fzy9eaiGS1vnhM8e5dN0cHtvWmnM+AYLRNP/6i/2YwNZdXSRSOl6XgigK3HvTUlRF4kfPHKck382OIwMsbShiXnUApyrlnJJ1i8rxuRW+fNdaljQUUV7k4eaL5vEXH12DIkJlkecMngv8TqqKvXzj0UOMhVK09IRo6w3xxdtWcM159UTjGf72k+tZ2VRCaYGbvpEYg2NxvvGz/Wi9Ma6qsyNbH2qo4MD+AR56oZkHX2zmk9ctwetSuOHCubxxYOpsSY9L4dJ1NVy+oZbhiYR9ILIkcrJrAkUWyUzbw/fqvl6uv6Ah9++PXbWAh186xdNvdjAwFuOPbl/J/U8cYX/zCPGkRktviLdPDHP3NYuoLPHS3m9HYjO6yct7e/j+U0f5xqOHiCY1MoZFUjPP2DMI8ObBfu66aiETkannU1Pqy11vzcJS7r5mMQ+9OBU5dagSI4NR+rpDjEZSHGwZmXHNedUBfG4Vj0vJffbEa21cdU4dX7htBT99/gRvHOjjVzu6GOwKsb4in/BQjH//uZ1osf3wAFefW5ezXVhXwG0XN3LVOXX858MHWdZYwpe/uZ0SS2RDeT5KxuRIyyjpaeP9jsua2LKtlSdfb+PpN9vZtKoKhyLymRuXEk9oNHcH2XV0EK9b4ZPXLmbjsgr6RqPs29fPE9kocVHAyeduWYYsiRxoHeNrD+7nlWwKf/dQlIdfOsUla+fw0+dP4HLIfOG25cytCrD72CDdw3Fimsm4rnN0LEpDVR6iKODzqDR3TaXuTuKcZRX8fOtJqkp9HO8Y59m3Oux02+ND3HDhXKbXAKgp9TGn1Mu/f/F84skMGc3k7ZPDNFQFcmP9/scPs3ZhGd/acogjrWOoikQommLx3CLePjEVZY8mNL7x6CHy85x87Qvns6Dcxx+vbeDEiRFSGYN51QH+4qNrKC/y0DkYIRzLIEsiDkWipSfI49tauWJjLZvX1NA7fOYfqopiL9/55SEefPY4TlXi8vVz+OR1i/G5VZK6aefaz2IWs5jFLGYxi/9TeD8O6EvAzQBNTU0rgYFTp079di7x7wCyIGCpEvcf7GTz+fXkeWcWtjCyG84EAW65pJH8Ci8HR8IcC8Xx+lRuuXge1SVePnfLcmRJpLTAzSeuXcQ91y/hDz+0gv/3g9388Onj7Dg8wIcuaeRPP7KaV9/uIZ7UzrhXSYGHY9nVfYAdRwa4bF0tB1tGWNpQxIrGmUWMToeQDYNP/3daFnmqbZBX+se5++al1JT6yOgmX3/kEAnNJJTS+enWZv7km9vZd3KE8iIP8aSOK2WyriiPYr+LvceHuGh1NbuPDdI3GuWWy+fzjX3tnAzahZNeG5zgxeFx/vpTG3AodnSupszHDRc2sGVbG3/89Tc5cGqE8oAbX8biwuoidr/dR+dAmOsvmMtPnzvBd588St9IjH94YC+PvNJCeaGHpjkFhOMZhicSlBa46TltYupyyKxeUEpSM9AMk51HB7hk7RzWLixl15FBfG6Vtr5QzmG6YGUV33vyKNWlPhRZ5NbNjSTTGl/52T6+9uB+Al4HH71yAVesr8Gt2JIuyXexsqlkxn0vWl3NM292zPhs97EhvvnoQc5ZWs6lq6so8ijcd+MSbrqwnmUNU8+tJOBCjevcPr+S//zZPqpKvBxpG+NUd5Bnt3dw3y3LqCjyEs3u1dy4pJw7L59Pe1+YHUcG6BgIkzIs+sYTuBwyJzsnWD5NF7JkpzP99d3r+NKdq/C51dxe2bbeEEc7xmcUGfrktYs5cGqUJ19vp6rYe1ZdLawrYGAsTnNviB88fZRzlk2leZcWuLlpUwNLG4pY2VRCbbk/993geJzqUh9+j8rKphJ6hqM5B/XKc+r40CWNHDw5Qr7Pwb89uJ+qEl+O8z/40ArqKvwcah3hQ5c05q6pGyYpy8LtVWZEpp/Z1sa5Rfm5wlAAR9vHiMQzfP7W5fzN3euoKvHRMWincq9dVMZr++xU2sd/dYqLqoq4f8thJHHqVVZb7sOpSoxmI7C6YfHYa6385cfX8ubBvlzVVoBn3+rgwRebmQglqa3I45Xd3cRTOqIo8NErFvKjZ47zyCstxFM63UNn6nj3MXst7qNXLuCHTx8jlTGoKfOz5dVWusZjPHyij+c7hrjlmgXZhSwRbdr9z19RyX03LeXKjXUcahllYW0Bb5+YKpK2+9ggXQMR7rt5GX/xsTX8070b+YPbluGQBLtk+p6e3PXSmoHPrRCOZygv8tDcNZH77mTXBMsbS8Aitxc3z6vy4cvmc/c1i5g/Jx9RAAUBvyBQnOfE71G5bP0cBsfjPPSrZsTsS+qpN9r59I1LKA64GA0lefjlFgbHYyyoLThDg7pukkzrOFWZz960jOFgAp9bZe+JYf7fD/fw/WeO09Yb+i3zamYxi1nMYhazmMUHCe/pgJ46dWonsL+pqWkndgXc+5qamu5qamq6AaCpqWkL8LD9v02vNzU13fFf2mLAkEW60hm+tb8dC9jSOcidH1rGrZfPz+01K8t343Mp/MeXNhErUnngmB252DkSZJ+WZNniMhIpjce3tfAHH1rOp65bzC9fOsUjr5zicNtYbu9g12CEB547wUgwycGWUV7a080dl85HFAUK/E4+csUCrjt/LuXTIm7pjMHWXV184dYVHDg1wtzKPP7mE+torMk/w3kF2LymGrcqgSBgSCLDpsF/7u+gM5IgqRs82DXIZVc18qmbl3L+ikqeerOd/SdH2H7Y3q/3yt4ebr5oHrIs8sgLzaQjaX749DFe2tuDYVp87pZl1JbbVUr/cPVcGgN2W88tzefq6mL+8ptv5Zy9a86t5/7HDzM8YQfrT/WEaO4O8sSvWjivvIDn3uzgyo11PPDccdKagceloBkmo6Ek150/F0EQ+PZjh9l7fIg5Zb4ZjjXYUcjP3LiU1t4Q+06OcMGKKsKxDK19IS7fUMv+5uFc9VuHIuFySIRjtsPy5Ott/OGHVuBxyuw+Zkdx0prBW4f6+erP9jEWSRPLGLQPRekfjfPxqxbyZx9ZzcVrqvnszUs4d1kF4fiZiRemZUeojdxZVhYyApvXVOeelygIPPJCM2LCYGg8MSOaOB5KEo5l+OVLp1i9oJTCPCcL6gr43pNHae8Pk9EMKoq8HO+c4O9+vAdVlXCoEn0jMS5bP4eNS8q59ry5PPpqC6/u62HX0SHC0/au+twqoWkRyroKPwNjMVp6gpzsmmDHkQGa5uSf0a8rz6njsW2ttPSGON4xQXHAxfLGYq46p46L11Tz5sF+nnqznV/t6aaiyEN5oRuA5q4gSxuK2LS6mq27uojEMxQHXCybV4xlWvzomeN09ocZHEswPJGkwO+k0O/kjsvmc/8TR3hpTw+v7eujpSfEfTcvY9m8ItYvKiNQ7iUtCbidU5n/Gd3kT/7jDZyqxE2bGlCz47d3OEZDZR4/evYYL+3pxu9WSWV08rxqbk/s0HiCIydHGBpP0D0UYWFdAdWlPm7d3ETHQGQGFz1DUXqHYxw4NUL3YITGmim+kmmd3ceH0DSDpQ1FAKxZUMpbh/pzTv/Z/CNBsM9Xa6rJ51jHOA5Forbcx2g4yQ3XLODxgVEG4mk00+InLf0k8mSuuXAuC2rte9+6uRFdNzEsGBqPI4oC2rQtAS6HzDXn1bN6QSnpjEFViYcCn4Nk2iBtWBiGZW8hyKZ/OxQJp0MmkdLI8zpyPAHsOTbEhSurGAslaagKEPA6uPuaxWzd1cX3nzrK9560I+ZxzUTPGKxuKuGjVy7gqTfakSSReEonFLXTxAfH4/zshZNcvKaaT123mD/7yGo2LCrjpk0NM/bYA+T7HciSwM0Xz+N7Tx5hw+JyfvDUUd461M/wRILdx4b40jffIhg/MzNkFrOYxSxmMYtZ/H7ife0BPXXq1J+f9tHhad/d8jtt0XtAEAQMATrCidy+xGhGJ2jorFpUilMUaKwOUFbg4ksfWc3ERIJV+X7SusGJiRhFToVLKooYGIxy/+NHMC1Ys7CcR145SiKl8/GrFzERSZ5x33TGwOOUGZ5I8PLeHv7w9hW4HQrf3GIfRP/5W5fnCtoAtPQE6egP8a+fPw+fU7b3RVrw1x9fx7//8gADY3aJ7w1Lyrn+/HpGwmm2bGslGElx25ULuLyuhMdaBtBNi9UleTTkexlIhPGW+TjUMpbbMwn2HtMnX2/j41cvYkl9IZG4ltvb+saBPt440Icqi1hYfP0PLuSmpgoeONqNM6rz9sAAfo9KMJom4HMwHk7OSDEG2Nc8zPw5+RxuHkEU7IIjiex5kwGvg5GJBG6nTGGek6fftCsKN3cFufOKBew83M/KphIOnLLTNG++aB7ff/II11/YwJuH+mmqyeeKDbW8uKebhbUFyJLI4Gicugo/e48PsWl1DWq2MEbfSIy3Tw7nnOPpKMxzEoyk+OuHDuSegVOV+H+fWs9dl88nlND46fMnWDXfdixOR2WRh9FomtbeED63Sm25n4Bb5u/v2UBzdxC3U8apyoyMxREFchFjgMY5+RxpHaV/NEa+z8GNmxp46o2pysrXnFvPT54/wc0XzyOdMXj4pVPcfc0iDp4aweWUOWd5Jf/6c/sY3Rs3FfHDp44ytyoPv0clEs8wMBbnynOmUlKXzStmx5GpIzBefbuX+25ehigInOyyz0q96+qF9AxFqCzx0tEfAuCB545z2+ZGJEnkwV81U13q4+aL56FpJs3dQf7so2t461A/u44OcrBlhOsvaOCVPd28sreH2zY3YloWP3j6WG4cThYY+vkL9v7mXUcHZ6TBvnWon7dPDPEP927E6XPw7/va8CgSn71jJQ8/d4K+kakjjCJxjevOreXClZXohoXXITMYTNA/GmdBbQEN1QEsy2Lbvj6WzSvKRYcFwY4E/mpXF5+8fgnFeS7+8+GD3H5Z0xnPOKMZuB0yr+6z+bIsK1f46qZNDdRW5FFR7OWKDbVIksB3Hpvay9szFGVedYDW3hCSKLBucRkL6wqpLPaSSuv0DEU5d3klL+3pYTSYwONRuaamhOf6RkjpJjfMK6fB7+b1Xd1MRNPcefl8AMYjKdr7QoRiadYvKkM3TDwuBUUSufuaRTz+WivPDkVZVFeAx6Xwi1+dZCyUosDv5Et3rmJOmY8X93Rz5+Xzae0JUl+RR0WRl1ff7uX6C+bydvbIKUEQONQywsallaxbXEZbX4gHnjtOaFo0unMgwo+ePc7nblqCQxKYX5NP30gM07RwOWSefrODe29cmity9eirrVy4spIVjcVYhkmRX+WfP7uRQy1jDIzGWDW/lNpyL/feuJRkxsChyoyHU7mKzpPQDZMX93Tz4c2NGGfZkz+LWcxiFrOYxSx+v/CbFCH6H4VlWaiaxUVlAeYGPHz3UCc31Zbx+hudvDAUZU6pj3ULSxEtqC3x8OqBfh566RT/8IVz6Y4muayiiOHuME+92Z6r+SNLIvGkxuUbajnRNc6yeWemzL55sI/rL2zgwV8109YXYiKc4nuvHs1Nph7b1sp9tyxn685OWnqCVJXYlSn9ThmBqXP/Cr0KX/3cuQyNxXE5ZFyqzEQszV/evyO3v/GffrCbu69byKU1xbSG4ixyufizf3uD+bV2JVnLtPfhTUffSIy///Ee/v7TG86Y4IEdafK4FAQB/ILAH66dR2g8QVo32LSymp88f4Le4Shp7cwJ4JHWMf74w6voHAyzfnE50rR9W5FEmsaafEZDSQ612FViN62qpqLIwxOvtXLJujnk+5y4nTK7s4VPTMt24Dr6w3T0h1neWMw91y/B61a4fEMtL+7u5rM3L+PJ19vI8zmorfDjccrEUzrRhHZGlAXgig21fPfJozPSK1MZg3976AD//JkNPL+ji33NI3zhtuW09YUYHJt0YOBPP7Kafc0j/Hxrc87W7ZT5u09toNCr2kfBSAJFtyzj6TfbuWhNDcc6xjl/RSVvHuzHMKxc5P0nzx3nL+5ay3hoahHD7VJm7LGMxDP858MHWdpQxPLGYp56fao4kGXaFWCf297B3dcs4oHnjhOOZegZjnLusgp2HBmgvsLPoZZRRplMMTX59mOH2bSqig9f1oTXrXCiY4KhuMbgWJx5VQGau4J2JUVVZsurLRQHXFx3fj3ffeJobrFCkUX+8TMbuXxdDZIggABrFpbx+oE+Xj/Qx00XNeR0HEtq5PsdiIJ9nM3eE8N0nhZ1BPjw1QvpzmR4Ync3hmWR0Ay29A3zoZsX09Y8xlPb2igrcLNpVRWGbuJRJMhuHU1m90VvXlvDt7Yc4sqNdcwp9zG3KkB50RiDY3HePjHEhauqePXtXn7w1FHuvXEp8ZRGLJGhqSafUz1T+y0Pnhrhxk3z+PnWk3znscNcvKaGi1ZXU1Lg5kjrKH/13Z2AfUTLtefXM6fcR6jVdtBeebuHz960jNf293LRajt6/KNnjrF2YSnnLa/kROcEbodMNJEho5s8/nIL5UUerr9hIe2RBPpokm3HRrlkTQ3JtI5pwU+eP8HqBSU8/WYHiZTGPdcvoXMgzMeuXEBKM/jhM8eIxDMIAmxeO4evP3Iwlz47EUnxDz/ew1/dvY5/eGAvbxzs55K1NQR89pFTm9fWoBsmC+sKyGgmV59bx+sH+vjRs8fYsLiM5Y0lM5zPSTR3TaAZFsm0jmFCdYmXbft6ufHCBh58sZlvbZkqclVe6KG21AOWRTChs3VbF219ITYuLefGTQ04JXuRYtncQo52BQn4HLnq36ejZziKaVln/W4Ws5jFLGYxi1n8fuED54DmYMFIX4SLqovobpvgaKu9BzMUTdMzHKOp0o9pWkiSgKabbH+7jy+cN5cnX2qhoSKPaGIqxXHycPu5lXl8+7Euygs9rJpfwv5pVUoN02L9ojJcqsyWbS2oijTD0Rsci/Odxw5z/opKPnvTUpyKiJKNes5otgUBn5NILJ2L5sWS2oyKn5dvqEXXLBb4PSws8vMX//YGALGEfdTLy3u6uevqRRxrH59xbVkS8DgVivxOCvzOGU4PwM2bGnAqIqGYhh5O43RIFLucWJbFfTcuIZbSSWZ0nnz9zGqpqbTGzRfOYyQYp2coxtzKPMbDKe6+dhHRRIbSAhehaAa/R6W+0s+PnrErE5/sClJR7GHdwjL+9XPn0j8ao7TAPaNgyaGW0Zzzet/Ny9i8tprvP3mEi9fUUF+Zh1OR+P/u2cCPnz3O4dZR7r1p6YxnA+D3qLkJtSjAqgWlLG0oIpUxyBgWrb22I/K9J45y00UN5Hkd6LpJeZGHgNfBv2QjkJP2V2yopXckRmuvTlmhm/JCDw5F5MZN89B0g+GJBOFYhuWNxbT2BFk5v5Q3DvZjWnbkb/HcolzVTyF3XWFGlPxI2xhzyvzEphWmGgsnqSrx0jcS42cvnOS68+fiVGUUWWRRXQE3XtjAlm2tXLymOscx2E7ojiMDXHNuHamMwQ+eOcZ9Ny/jV7u6uPqcerYfHiCW1FBlO3p906Z5/GJr84wq0Jpu8pWf7eMfP70BSQIsuPHCuRxpG+Nk1wRD4wkcqpSLcr68p4e7r13MQy820zsUpaE6kKseO4nHX2rhrz6znpubKnikuR9ZFLh9QRVlDpVEvpu/vGsNlUUeXPKZuwGKA04K85wMjtkHzj+/o5P1i8sQBLj3xiUk0gbxpEZ9hZ+qYi/PbO/IjaNHX2nh1kuaOHd5Bd1DUcoK3KxZWIpDFpFEgS3bWnlxt10V9pryep6etjc4o5s8/WYHX7pzNcfaxzFMC023nfw//9hqHnjmOP3ZBYw9x4cZGk9w383L2fJqC2sWlvJq9rgXn1ulRFHIC/j46vd3Y1nw3PZOPnvTUtYuKMGlSmQ0E6cqEU9qfP+po2xYXI7TIVOQ58xtA5hbGeB45/gZ75J4Smf3sSH+5b5z7awAAYrynPicEnNKagnGMixrKCKjm/zt93flFtyeeL2d8tP2DYsC3HJxI/NqAjz1Zgcv7enG61K4K1tpunwgzH03L+PgqRGiiQxlhW4qC11YpkU4qfMX9+/I6aJzIMKzb3XyD5/egFeVEIE5pV4Gx2JctLqabdk9vNOxcUlFrsr0LGYxi1nMYhaz+P3GB9YB1QyL515v546rFvC1t2YWlhkYi7GgOg/TtFhUV4go2MVGLAvmVeZRFHCxan4p+7LpaWOhJHPK/bn9Xk+90c4159az7qYyxkIpAj4HSxoK8cgi5y0pZfX8YkbDZxYyTmsGr+3v5brz6u0iSe8wmxoLJfmXXxygeyjCBSurckdvgL2/z+dS+NkLJynY3sknb1icKyTSNxLjpk3zMEyLY+1j3Hn5fJ55q4NItujIZ29cSr7bfqR/ffdafvTMcY51jONUJa6/YC5rF5Xy2OvtbN3VlTs25N4bl7JoTgDBsvA5JDwOiXtvXMoPnj6Wc04uXFnF4rpCfB6VVCLNkrp8aitW0D8a4zuPHSae1Ljl4kZWNpXicSlnTDAHRuM8+UY79ZV5VBV7mYgkKSusPCs3XQNhbr2ogcvXzcEwLbxOObdR+Q9vW04qYyDLAl+6cxU/euY4E5EUt26eR1mhva/VPhNzKbuPDfLAcyfYvKaaI21jNFQHaO8Pk9YMHnrxFA5V4ppz66ko9jISTMx4Vrdd0sShllEef812xO+5fglPvdnO4ewih9+r8ie3r2RFg3387ep5RWiGyR/evoIfPXOcnUcG+MPbV9I5EKa61Ed1qY/yIg9Pv9nOp29cyi+2niQYTdtVcUW4cFUVv8xWXn1pTw+fvn4JP3zmGBORFD974SRup8xffXwtHlXiZJddvdWpSnz48vk8t72DcCzD/DkFfPLaRfidMu39YSwL9hwf4o7Lmvjli818/JpFdA1G0AyD+XPycagSodiZEbCJSMre8+m3z2j0OST+/p71DI4nMAyLT1yziO88bqemnuoJEk9p/PXd67BMC4dDZu/xoRlnr5YWunALAssDXnorCyhxO5jvdWIaFmsaixFE0HQLQRSwTjt2xe9UuPXieYxOq6C8+9hQbv9vY02AP//wSiRRZPOqKjYsLiOVdehS2VRnl0OmtMBNXbmfPKeMaVpcuKyctQtLsSwLlyJxtHPiDB403eTJ11r5yn3n8tKebgbG4py7rAKHIuWcz0l0D0X5l5+/zV/dvY5ESqetN0T3UJQLVlTyjZ/vx+dRZ+jrgedOsKiugGvPr+cHTx/jkrU1PPxyC5YFO48OsvPoIJ+5cUnu96oikppWgGo6hifi+F0yrhJPrmS6ZQKYBFwyCAr3P33sjHNVRyeSlBd5cpkAN1/UyKnuID63you7uwG7Qu7WnV184VY7a+Bo+xjXnldPScCZOzJKkgReO9A3I/Ua7Ch/e3+IhqoAIxNJHKrEJ69bwshEnCVzizjaPlW0rabMx8rG4lx0fRazmMUsZjGLWfx+4wPrgCqSwLLGYr7y471nfDe3MpCbzOR7FP78o2v4zuNHeG57B6osctsl87jz8vl09IeZiKR49q0O7r1p6YzU0me3d9jHJrgVqkt8rJ1vp+UahoUqChT5nbkqkNOxeU0NHod0xmR6OnqGonQP2ZGitt4QaxeV0tobosDv5O5rFvFPP7HPKZ2IpIhOOx4F7HP7Pn/Lcl7c083A6AAfvWIB1WU+Ah4VVRSwsjPdPKfMH9y2nERKRxIFvE6ZfS1jPL+zK3etZFrnPx4+wL9+7jwKPHbeowisaSpmwRfOIxRL43YqBDzKjGpVlmnhVUQcspQ7VuaRV1pYOb+Ya8+by+HW0bP2O5nWyXPLfPLaJUQTGYrzXblKpWA7xJvX1tipmOqZB6JLkPt8UU2Af/z0Bkxg/8lhXt7bw5qFpcytCvDoKy0MjMWRJYGGqgDfefwIn791OXuODRGKpZElkXtvXMpj21p5bFsr9960NHcPr0vBoUq5vZRNc/LpGgznnE+ASCzD3/14L//2hfPwOSRMLARgeX0B/3zvRlIZA7dT5l8/dy4tfWH+6Sd7+cwNS3l2ewcPvdjMVefUUZzvpqrYQ8CjktIMDpwa5lR3iHhS44Hnj/NHt68EwY7OF3gdeFT7Cbxx0D7m5bX9fZQXebj6nHpcThmHKlKSZ0d1/R67cNLbJ4YJRtJcd8FckmmdpXMLaawJsHRuEe39YQSBMxZJRGFmerdlgUsWqS+1I2YmPr563znsbx5BlkSWNxZT6FURsPcZ/sOnN3CsY5yuwShLG4qor/DhlEQsw+TimiJEBEzdLvYUTGhs3dXFya4gTTUBrjqnjny3khu7ogCrGosZj2V4/LXWM9p62+Z5jITT/Gp3NxORFJtWVbOwNsDffGIdX3/kEMMTCTKawcK6ghkOjmlaOCUBsAk4W2EwsCOhAY/CnZc22ve2LDqn7VudjvFICkmAinwnX75rDSPBFJpuEIymzziPNpnWiSU1aoq93LRpHsMTca47fy4v7u6yjz6pCtBYnY9DkUhrBq29Ie6+ZlGu6Nh0XLS6Gu0sx+tMQs+emXs6nt3ewZc/vpZfbD1JR3+YgM+BKApnHKnT1hfiPx8+yB2XNXHH5nmkUvpp5xULdGSP7JkOO7PAyZe+uT13HNaCunw+fvUiVs0vJZrQ6B+JUl7kYW5VAPR37sMsZjGLWcxiFrP4/cIH1gG1TIsrN9ay/VD/jAne2oWllBW4pv0QGiv9/NNnNhBL6bhUCa9TBsviH+5Zz0goSVozKcl34XLILGko4mg2ddI0LaIJjTsuazqjXLBTFvjLu9bwnceO0NoXQhTg/JVVXHte/bs6n4JgR0An0T8aoyS/jpoyHzdfNI/+0diM4zZGg0nqKvy5/XUDY3G+ueUQf/GxNZQXuFEkIdc267QZumhZeB22M6GZFi/s6jyTRwtOdE1w/pKyqQhE1s7rcL9jPwAyp00aDzSPomkmF66s4pFXWs74fX2FHyxYXBsgnjForMnncOsoB06N0FAVYNOqKgIu+R0jx9NhmhYOSSCpmzz8Sku2gNRCivLdDGSjOnUVeZzMnrn4wLPHufOKBYRiafzZKO1kEZyh8XiuwExtuZ+W7ql9g2sXlvHYttYz7q8bJiPBBL6yqTNoDcPCJYu5dNKUbvLjZ46TSOm5PZqbVlUjCtBQlYdLsh0glyzyR7etYCySJpHSKcxzkOdSEJg6CNiyAAFK8qeeyeBYnAdftPet3nn5/NzzLy9w5xZH2vpCtPWFADsqbmoG+W6VxXWFXLiyitf2T51bCvZ+S59LOdMzzUIEin0Orlo/B7ArsU7Csiy8qsTGhaVcc95cxsaiMy7jMkHEwgRCCZ0vf3dnrphV73CUHUcG+ed7N+KfViVXBIq9Kn9652q+/dhhYkkNWRK4bXMjgiDyF/fvyN3jSNsY6xeX8cmrFvJ3n1xPJJFBVSR8LpkzQoDTUJrvprLYQ//ozMjmnZfPRxbAmLavuMjvnJGGPIlV80twO+wIq4ztiMbSxoyU6xwPDhmPU0ESYG1TEfF0PqYFm9dUYRoWboeMkn2/fO3B/UQTGp0DYa7aWMcLuzqxLPs9cvU5dcwpOfsRPJNQJYE1C0tnpBiD7QRjmfzJ7StIagZvHRogoxvkeRxnvU48paGdZX+4ZVmsWVjKsY6p7QAbl5Zz2bo5fGvL4RlnMZ/sDPKVn9op3kVelbllXkzTojjf/Vsfdj2LWcxiFrOYxSw+OPjAOqAAVSU+/v6e9bT2RRgYtc+hqyh0o552uLlpWjhlEWc20jHpIDplkZppx6cA3HvDYpq7Q7xxsJ+yAjeb11ZT6FXP2JxkWXaU8U8/vJJoUkOSRHxZx/bdYFlQedqk8cfPHueLt63gzYP9lBS4qC335/bSPfVGG5+6fgntfWH2nhjC61K4bXMjVUVu5NPPOHkXCJA7x+90yNJvdghfaYEbUZg5tz/aPs61589lacPUHkhJFLjn+sUE3NlIkwUeRcKjSFyyqorNK6sQBNuZ+XXrkOiGmXNiHnjuBPfdvCz3naabqNlzQWNJje8+cYQCv5OPXrEg1zaAp9+0C/4srCukZyhCaaF7xvUVWSR5ZrbqjLMnz4ZE2siluaY1g19lUxsB/uHTG3DlTy2UKKJAecD5rtczdJNL19WwbV/PDM5VWWRVU0nOGXQpIn9991qe29HFnuODFPqdfPjy+dQUe7P82s77rRfNo6rEy/M7ugC45tw61i8qQ3gfD+HdqpVOLmSccRnTdj4lSeTtk/255zaJyeNQrlhbc8b1F1Tn8dX7zskVoXKpEv/fj/eecY/dx4a4/vy5lPgd9rjN3vfd4JAE/uKja3jtQB87jgxQHHBxy8XzqChwn3F9r0PmT+9cxb/8fH/uKJ7SAjcfvWLBGbz5XDJ3XjGfHz97YsbnH796IV6HhGnamndO3/+aLcBkGhY1RW6+8tlzCEbTqIpEwKty8ZoqInF7r7XfpbznOVqmabF5dTU7jgwwNi2V+fwVlRTnuRABrypRXerjsdfauO/mZTMqLIPt7J6zpOKsz9w0LVY1lfDirm4GxuOUFriZV21Xzz1bwaGJSIpwPEOJ3zGbcjuLWcxiFrOYxf9RfKAdUAC3IrG8Pp+VDQUzojG/KZySyIq5haxuLAIEdN1418oYkgABd3bW+D69p6oSL+cuq8il1Gm6HU073jHGsQ749A1L+e4TR0imdXTD4rtPHOHLd63lxgvqEQUhW9zo1+urCFx3Xj1fe+jAzM9Fgaaa/N9oMpjnkvmjO1bx9UcO5vapNtXkU1Ho5nM3LWUiliaZ0inwO/E5zkyphXd3ZN4P3KrM3Ko82vvsNEDTtJAlEd0w6RqMcO359by0p3tG9dBYSkMShVzBGtO0+OHTx6gp9fEHH1qBIMALO7tIZwx2HBng4jXVPPl6+4z7epwyJdMcyLPBqUq4nfIZjpYogMel/Eb9LfI5+Lt7NvDTF07SPRihaU4+H7liAQGPkltYsSzbqbj94gZuPL8eSRKQz5Ju65AELl5RyTlLysECpyL+tzgFoiictWIuQHt/GFEUME7LyDTNbHQ5uzc1qZv0j549HTaasB2cXwduReSaDXO4dE01gTw38ejZq7ValkV9qY9//fy5jIdTKLJIod+JUz5LwTHTYsPCUmrL/Gw70IcsCly4soqyfNf74nky/Xn6QkXApRD4NbXjdUj8f59cT89wjJGJBPWVeZQEnCjZhTrLgrpyP8V5TrYf6ueT1y3m8W2tBKNpigMu7rl+CUW+MxfhJuFWRL788TV0DkZwqDLffuxwNkJ9puYEARzKex4/PYtZzGIWs5jFLH6P8YF3QMGe5PwunM+p61no+n/dRDzP6+DOS5u4eHU1R9vHKCv0sKiugN3HhmjpCfKLrSf52FUL0XUTzTCZPyefEr8jV03113U+J23mVeVxx6VNPLatlYxuku9zcN/Ny8j3qO/beZ55UVhYk8e/feE8xsMpnKpMod+BnG1oic8Bvl/PEfh1IYvwmRuW8Lc/2E0ipbN1Vxcfv3ohDzx3HN2weGVvD5+5YSmPvNLCRCSF36NSWezhotXVvLy3Z8a1TMvC7ZBwSAL/9JmNPPFGO6e6J6gu9XHNuXVs3dWFblhUl3j5/K3Lc1Gsd4LXIfHRKxbw3SePzvj8+gsayHPJv1nJT8uissDFn96xEs0wUWUREc6a9m2ZFqo05WScDaZp5TIG/rsiUrpusnpBKTuPDp7x3bpFZe9rUUKVROZW5tF+lv2HAe9vpjnTtFBEAbdTJv4uGaGTqcbeYs+0z87+W0kQqCp084krF2BZ2Ata/82YdGSbKv254mynw62I/NXda9l9bIgjbaN88rrFlOa78bpknPJ7L0y4ZJFFNQHiGZNQNM3h1jE2LCln55GZz/icpRX43b/h+2YWs5jFLGYxi1n8XkD4TZyZ3wajo9Hf2Q0n98d90DC93ZI0Obmz6J9I8tff35Wbm8mSSGN1Hl+4ZXnOkfhtIYgC0ZROOmPgccm4lXd3ot6p3f+bIGb71D8WJ6MZzCn3g2UxGkqhyiKlBW5UVSYYSeJU7Eq/iYzJk2+08+q+XgzTYtm8Ij5xzSK804sfiQIZ3USVRAQBoikdTTfxuRQU8f3NoQ0L+sbjbN3ZRUY3uWzdHOrLfbno03vhfyvn74X3andKN/n3hw/S1jflQNZX5vHHt68465Esp0MQYDCU4m++vwt92uLTlRtrueG8en6b4fL7yvn7gSgKGJZdndn8DRb1DAu+8uB+2vvCfOyqhYyFkrx+oA8si8s31rJ5VTWO0x7O76LdxcW+380L8v8wZv82z7b7fwIf1LbPtvu/Hx/Utv9fbve7/W2edUD/B/Bu7R6OpHn2rQ6GgwkuWF7Jqvkl72tC/t+BDyrf8A5tFwXiKf2M417+KyDJIlhgmuavFfz5oHL+ftqdNiz6RmN0DkaoLfNTXeI9wzl5NwgCBBMa+5pHmIikWLewjIpC9/t27n+btv9vxP+GdgsCjETS/M0PdpPOGMytzGP9knLmVQWYU+I5a6R+1gH934HZv82z7f6fwAe17bPt/u/HB7Xt/5fb/W5/m38vUnB/n1Dqd3DPtQsxTAtZFH6nqcWzOA2mddbjXv4rYOi/3V7X30c4JIG5ZT7mVfh/o/Rfy7L3RF62ugpBENBnOf4fh2VBid/Bv9x3Lm39YeKJDI1z8in0qu9aHXwWvz9wqlruv2lNQVU0dF1GEjVMSwQsBCxMZCRRRzdUVFkjo6uocmaGjShqWJM2goVpykjSmTYZXUWRMuimjChM2oAgmJiWgizqaIZymo2CLGUwDBlR1LEsAV1LosoZDFNBlnUymoJDmWmTuw969gAuEVEwcjaabt9HM1RkKYNuZPtuSggYgIBliYhS1ibbH0XKTNnoCpKYwbBsGwGwsnxp2b5rWZu0pqClo0ii9b45nuqH8i58TXE7xXEafRpfIEyz0XJtO4PjGXwJiIKZ48uyLJzqVH8yuowiarm+Z08cRhQNDENFlrWz8yVlshybIFhYloQkGGimgirrM/j6jTVpSIiCjmWJ6FoCRc5gmjKypJ+l72fTZFbH78XXDI5n6uudNGmYMkKWYwsRaYYm7d9qhmprRcpqxZAQBHtbiGVJ76FJmy/7uZgIWO+qyZkcS4D5HmP4dE2eri8dyzJxqmexOasmZWTJOCtf76XJSZuzalIwwLI5fr+a1DNxFCmDxe9Ok2cfw1PvSVuTjrOM4Xd7T05pMq39ZnVKfh387witzWIGTMNC+B3va53FLP634rfde2oY1qzz+b8IlgU+h8TKuQWcv7ScEp8D6deo2D2LDy6capLB9ieJh3sZan8GVRxhou81BK2bRPAImehxzHQvkeHtyIwx2vUCDinEYNsTOKRxhjueRRWGCfa/AZlOUqFjpMOHsTL9hAffQBEmGO18DocUYqjtSdum8zlka4DQ0HasdDvpSDPJ0EHQBwj1b0MRJhjpeBqHHGSo7Skc4jgjnS8gWwNEhndjptvIxFpJTOwnFupiou8VFDHIcPvTOJUQQ+1PoYqjjHS/iGT2ERnZi5E4hZboID6+F8EcZrznJVQpyFD7UzikEMPtT6EwynjPywh6H7GxA2jxZvRUF9HRnYjWKGPdv0IV7d+qYpDhjqeRGWa8bxuC3k184hBa9DhmqofoyA4ka4yR7q04pCCDbU+iihMMdzyDKoww0PEyaF0kQ8dIR45iZfoID72JzHiOr8HWSY6fR7aGCA1ux0p3kAqfJBU6hKUNEBp4HYVxRjqfxSEFGco+l0m+wsO7bI6jLSSDBxD0IYJ9r6IIEwx3PI0z+1xU0W6rZPYTHdmDkWghE28jMb4PwRhhvO9lFCnIcPtTJCJ9DLc/jSKMMtr9EpLRT3R0H3q8GS3ZSXxsL6I5ynj3i6hSkOG2p3J9VxhhvPdVBL2H2PhBtNhJjFQ30eGdiNYYIz1bcUjhHF9D7U/nNElWk+noMax0H+Hht7KafP6dNZnuymryCNGJjpwmR95Nk6msJoMHQRuapslncMjT+Op6AdnMajLVmtXkPgRjiIm+V1HECYbbn5qhSZuvPiIjb6NPanJsD6I5cpomgzlN9rVsRdB7bU0mJjW529Zk19asJp88iyZ7iAcP5zQZGd6OhN3uKU1O8TXR/7qtyfDkGO4jPPgmsjDOaOfpHE/XZHtWk4ftMTzwWpbjZ0hE+k/T5CDh4V2Y6bazaNLus1Oe5Gu6JvdiJFrQ4m0kxt+2Ndk7qcknccqhaZp8GcnoIzq6Dy3ejJboJDq2G9EcZSynySeymnz6LJo8QXi8lejITnsM92zNaWXSRhVGmOh/DbSuaZrsJTz8FgrjWU0Gs3xNMNzxLArDBAfegnQnqfBxUrn35Oso4qQmgzlNTo5hW5NtpKOnSAYPgDY4U5NSiP7mh1ClM+tr/K4xm4L7P4DZdv/344Pa9tl2//fjg9r2/8vtnk3B/e3x2/5tdqpJ+k9tobhqPcPd2ympOYexvj0UlC8nMt6Ky1eOoSUwjDQuTwnRiXYCpUsZ69tDSc05Uzb9e8kvXUIs2InDXYRl6miZKG5/JZGxUxSUrWC0bw8lNRuzNhsYG9hPfvEi4uEeVGcABMgkQ3gCNYSGj1NYuYrR3t32fXp2UFK1jvGhw+QVNZKMDiIrbkRJIRUfw5dfz8TwEYoq1zLau4OSmnMZ6dlJUdUagkNH8BU0kE6MIkoKsuIhER3AX9jExOBBiqvXMdyzk9Kacxjp3UVRxSpCI8fxBmrJpOzzpRVngHioh0DJQsYH9lNcvYGRHrvvI717KCxfQWTsFG5/JVomhmXqONyFRIOd5JcuZqz/bUqqNzLc/RYlNecy1r+HgrJlRCfacXpKMIw0hpbE5S0nMn6KgrLlWb7OYbhnOyXVGxjr309+6WLioS5UVz6WZaGlw3j81YRGT1JYsXIaX9spqdrA+OBB8ornk4j0oag+BFEmnRjHm19LaOQYhRWrGe3dmeVrB0VV6wgOHcZf2EAyNoIkO5FkJ8nYMP7CBiaGDmc53mn3vWcnRZVrCI4cw5dfSzo5gSBIKA4f8XAfecXzbY6r1jHSs5OSmo2M9O6msGIl4dFmPHnVaOkIlmXgcBUQDXWTX7yIsYF9lFRvOLsmvWUYegpDT+HylhCdaCO/dBlj/Xsprp7U10bG+t8+Q5N6JobLX0lkrPndNRnpQXHkIQgCmWQQT6CW0Mjx0zjOanLwEHlFTSRjg0iKC0lykIqP4iuoZ2LonTR5FF9BPenEOIIoo6heEpF+/EXvrklPYA5aKgSA6swnFup+d02On8Ltq0DX4piGhsNdTDTYTn7pEsb63p7W93NsTZYuIxpsx+kpxjQ0dC2R1WQLBWXLzqLJfVlNdqO68sGCTCqEJ6+G0OiJd9FkE4lI/7tocldWX6dpMj6CJDmQZNdZNJnluHcnRRWrs5qsI50MIggiisNPPNxLoHgB44MH3kWTVWjpaWM41HWaJmeO4ch422maLCUy3kp+2TLGz9CkzVcs1InDVYhlGmiZKB5/FeHRZgrKVzDaZ/M10r2D4ur1jA3uJ794IfFIH4rDjyCIpJMTeHOaXMVgx6tkkuPIqod5qz5NIu39rWoGvtvf5tkI6CxmMYtZzGIWs/iN4VST9Dc/mnU+36Kk5hxG+3ZnJ/otWeczjmGkcbqLieScz+yEMmsz1r8nO9HvyE70tZzzGc5N9HdnJ7tv2RP9/n3kFy8iFu5GdQawsKY5n8ds57Nn15STm5voN5KI9CMrbgRRtif6+fVnTEKHu3dQVLWGicHD+AoaSCVGECUFSXaTiPbjL2yyJ6HV6xju2UFpzTkM9+ykqGIVwZFjeAO1pFMTACjOvCnns3+fPdHP9n2kZzeF5SsIjzVnnc/o1MR1oiPrfO6lpHojQ11v2hPXvt25iavTU2JPXLUkLm8Z4azzOdI7jeNpE/1YqNN2Pk1zmvM5OdHfNWVTtYGxwf1Z57M3O9GXSCfG7In+8FEKK1YzkuNrO0VV65gYPJR1PoezzqeDZGwoO9E/ZHPcs2PKOahcQ3D4qO18JsZt51P1Eg/3klc8n/EBe6I/3L3Dnuj37LIn+iMnbOczFbadT2cB0eDkRP/taRP96Zo8lZ3oJzH0FE5PCZGs8znatyc70X+LkpqNjPbtPUOTtvNZQXjs5LtqMh7uRnHkAWSdzzm2JitWnkWTB23nMzqApLgQRZVUfMR2PgcPT+Nr0sGfXBCpJ50YQxBlZNVDItKHv+jdNekJzJmxIJJzPt9Nk74KtEws63wWZZ31JYz17aWkZiNDXdkx3LebgtJlRCbacHqKMfRM1vmc1OSys2jy7awmpxZEbOezmtDo8XfRZNO0BZGzaXJnjuMzNCk5sgsip2tyu63jnh228zl81HY+ExO286n6cs7n2MD+s2ty9GTW+cyOYVeBvYA0TZOTY3g0N4ZbZmjS5S0hnHU+x87QZJavYEfW+ZxcpKsiNHoy63xO6au4ej1jA/ts5zPcazufCFPO5/CxGc4ngJ6J07r/e6hSmP+qBKZZB3QWs5jFLGYxi1n85rAMDCOd+6dpZpAkB3omjqx60VIhZNWHlgojKx70dAxRVDBNHXvfkoBppPn/27vv4DjONM/z36wsB++9JUAgSTga0FN0ImVJUW3VUk+P61ZPxO7MxWzsze7t3satm3W3ezcbN7MbO90z7aTuVneL8oakJIqi9wRJOCZAeO+9KZd5f2QCKNBJLQOI088nQkEIRFY9+eTvreSLerNSdXoI+ietbXxj9p/jOJ0RBP3TKKoTI+S3bkWmOAgFfThdEQT8E7jcMfhnR3G5o/H7xlCdEYSCsyiKk5AZxDRDKA6VUHDW2mZ23N7Geh6/bwzV5SUU8qEoDoxQCNMI4nA4CQVmcLmjCPjGwraJIuCbRHV6MEI+wIFpGBhGAFV1WtcI2o/rcsfg91n7HghM4lDdhEJ+q3UmGKEAqtNNMDCFyx21sB+zozhdkQQDkzgcboygdX2t1S8/qtNDwD9l/+xCbaorklBgGsXhwjStHoMDI+jH6fQS8E0s2vfA7DiqK4JQYAbF4SQUCmCaxny/XK5IAr7xhf1wR1nHxRVBMDiLoqiYoRCmEbL6FZzB5Y7EP7fN7Ki9zRiq00soMGv12AxhGEEUh8vuVxT+2fFFWQn4JlFVD0bQh3X9rIERClg99E/j9Nh98ljbqO5Ign6rx4bd4zszGROWrzGrx74pFPXOTDpdXjuTMXaOrWPqdEZamXQ4MUKB2zIZScA/Mb8fVg7GUZ2RhIIzYZm0ehwMzlrb+Mbm98PljlrIccjul2FlUrEz6XRbx8Xaj1H7MSbukUnXfCYXHUtXFAH/hNVPI3CPTC7Ol5XJKSuToblMYo9hLwH/JC5PjL2NdXxuz+QdY9gXPobtff/YTNrb+EbDjmV4JoO3ZdLK11xtczlWnV5CQXvcmwaGEUR1uAgGZuz6x3HN5cwdOd+vu2UyuGg82q8rd8mkoihWJp0ee5vw/bD75Z97nQzYY3guk56wTIbl2BlBMDBjv05aPVYUB6HQ7EImPdHzObbGWISdSZVQcPH9z0NBP6bhR/mCZqAyARVCCCHEpzZuqnjz99HXdpq0vIcY7q4iPrWU6Ylu3J5YHKob/8wwsUlFjPRXk5K7lf72M6Tn76av7QwpOdsZ7r1OXNIqZqcGcLoicLoimZ3sIy6lhOHe66TlPkR/2xnSV+yx3m3L2cpIXw0xCYX4Z0ZwqE7cEfFMj3eRkFbOUPcVUvN20N9xhoz83fR3nCclaxOjgzeJis8jGJgCTLxRyUyNtpOUvp6Brouk5e2kv/006St2MdB5kaSsSsaHGomMzcQI+TFCfiJjMpkYbiIpcwODnRdIz99lbZO/k8GuSySmr2VypAVvVAqYBsHANNFx+YwN3iQlaxMDnedJX7Gb/vYzpOXvYLD7KvFpZUyPdeKOSMChOvHPjhGTWMhIf631rlTHGdJX7Kav7ZTV494q4lJKrCXE7ihUl5fZ6UHiklcx0nuN1JxtDHQs9Dg1dyvDfdXEJBXhmxnCobpxeWKZmewhPrWM4e4q6921ttNkrNhDf/tZUrI2MzpQT3R8PgHfOCgOPBGJTI11WO/MdF0mLW+H3a/dDHSeJzlrA2MDOpGx2YQCsxhmkIjodCaGW6wlkZ0XSF+xi/72U6Tn72Kw8yJJmeuYGGnGG52GaQYJBWeJjMtmfKiR5OyNC/1qO016/g4Gu6+QmF7B5Fg7nogkFMVBwDdOdEIBY/11pGRvZqDjnL3v4ZksYXqiG5edSd/MELFJxYz2V5OSu42B9rOk5+8Ky+QNYpOK7Ux6cbqjwzJZZWWy/cz8sUzN2WIt10wswD87gsNxeyYvW5lsP21n8hwpWZsYG9SJis8lGJgG08AblcrkaJudyQuk5dn9mstk5np7uWZ4JrOZGL5FUtZGBjvOW/sxn8nLJKavsTIZmQKmSdA/RVRcHmMD9WH92mVn8qHFmfTG25kcvWcmU3MfYrj3GnEpq5id6sPpirTG8PQAcSmr5zNpjZPd9hjeYo3hxCL8M8N2JuOYnugmIbWcoe6rpOaFZbJjIZNR8fkEfROAgifCGsMJ6WsZ7LoUNoYXMjk+2EBkbCah0CxGKEhETIadyUork/n2Nvm7GOy6SGLG4kwGAzNExeUyNthActbGRWM4PX+nteQ6vZypsQ7cEYkoigO/b4yYhAJGB+pJyd6ykMn2sEymlDA90YPTE4uqehcy2XfDetd+0RgOy+T0AKozPJOldia326+TuxloP0tKzmZG+muJSSjAPzuKoqi4IxKZHl8Yw3OZzNEOoroiAVAcLuJWfZUxxcsXdammTECFEEII8akFDD8/qjtKsnaA/vZzZBQ+wuhAHQkZ6/HNjuGKTMIdmcLszCiJmRsY7q8jY+Wj9LWfI1s7YP1jrmAvY0MNxKWVEwjMoHpi8cZkMTPVT1L2Zob6bpBZ9Dj9HefILt7PQOdF0lfsYXy4idiU1YRCQRTVS2R8HlPj3aTkbmeo+yqZK5+gr+McWcVPWtde5e1kcqSV6MQiwIGhqEQnFjI+1kFa3i4Guy+TWfwk/e1nySx6gqHuKlJytzM13k1kXD6K6iFohIhNWc3YcBOpK/Yw0HmJrOL99HWcJXPl4wz33iApezMzkwN4Y7JwuqIJBGeIT1vDyGAD6Sv20t95nqzi/Qx0nCNz5aOM9tWQkFmJb2YEd2Qq7ohEfL4JEjPWM9JfT0bho/R3nCfb7nF6wSOMDtwkIWOt9S6oJx5vVBozM0MkZW1muK+ajMLH6O84a/f4IukrHmZ86BZxKaWEQn4crkgiY3OYmuwlOWcbQ73XyCx6gr72s1ZtXZdIzd/JxEgrMUma9Q9R1UV0QgGT412k5D7EYM9VsoqepL/jLJlFTzLYfZXUvB1MjncSlbACRXFiADHJGuMjraTl76a/8zKZxQfsHj9uLTHN2crMZB8RsTnWO2zBAHFppYwN3SJtxcP0d14gSztAv92vkb5qkrI24JsexBOdjssTh88/RULGOkYGbpJeuHdRv6xM1pOQsc56BzAiCU9kKjMzIyRkbmSkv3ZRjwc6z5NRsJfxoUY7k7OonhgiYucyuYWh3htkFj1mZVI7wEDnJdLz9zAx3Exs8mpCZuiOTA72VJFZ9CR9HWfDMrmDydF2ohNXWplEISaxiPGx9rBM7g/L5DVScrcxM9FDRFweDtVD0AgSm1JqZbJgDwMdF8ku3m8dl5WPLWRyagBvTKb1Tmtglvj0NYwM6qQX7AvL5HkyCx9ZyOTsCK7IFNwRSfOZHO6vI6PwUfo6zpGtPWVNrgr2MTqgE5+2hoB/CtUThzc6g5npIZKytjDcV03mysfp7zhLVvGBhTE8dIvYRZnMZWqyl5Sc7Qz1hGfygDVhyrfHcFKx9QLkcBKdWMDEWCcpuTsY7LlCVvHiTKbkPsTUeDdR8StQHC4M0yB2USYvkVm0387X49ZS/OwtYZmMIhj0EZ9WzthgWCaL9zNg93i0r5akzA34ZobwRKXh8ibg80+SmL6WkcGbpBfus/JVbGdy5e2ZTLQzOUpC5kaG+2rsMXyObG2/NVGey2RqOaHQLKo7+i6ZfJz+9rNkafsZ6LxEWv4eJkasTJqmgaK6iYxfETaGFzKZV/EdXJ44Yoqf5n/ceJdx/6S8AyqEEEKIL59oM44/Wfdt/urSr0nUDvJaWxUxK/ZyYqgDJW0NTYaTQVcs0/FFVE8MEZGzgw+660jUDnCo+QKJxU/xRtt1ovL3cGakDyOphFYlkl7Viy9xNVWj/UTm7ea9jmoSi5/iUNMFEosP8GZHNZF5Ozk/PkQgoYguZxydpotgSgWXhruIWrGPw+3XSSp+ileaL5JQtJ93OuuIyH2IK5OjzMTl0+9JpjVkQupazg20ElPwCO+0VZGkHeSV1ovEFz3Oke5G3FlbuDE7zWR0NsMRGdzy+VEzN3Kmr5nYwsd5o/UyScUHeaX1MnGFj/F+XwvOjA3U+YOMRqYxFp3LzZlJXFlbONHbQPzKJ3m1+RIJxU/xSssVYgoe4aPBDpS0tTSEFIbcCUzFFVIzOYonZzvHuutJKNrPqy0XSdQO8nprFTErHubUUA9mShnNeOhzRjOboHFtfICI3F2811VLQtFTHGo6T2LxAd5ov05U3i7OjQ0QTNTodMTQpXgIJJdyeaSbqPyHOdxxgyTtIC+3XCSx+ABvd9QSkfsQlydH8cUX0utKpD2kYKRWcGGog5j8fbzTfo2k4oMcarlIfNGTHO6+iTd7G9enp5mOzWXQm0JLIIiSvp4zAy3EFT7KW61XSNSe5lDLJeIKH+O9nkZcmZuo9fkZi0xnNCoLfWYGNXMzp/qaiF/5BK+3XCap+Gleab1KTMGjfNjfjiO9Ej1gMuJNZjImn9qpcdw52znerRNf9CSvNV9clMmTQ52YKRU0m04GnLHMxBdRPTGIN2cHH3TXklC8n1earEy+NpfJ0T6MpNW0KZF0K158iSVcHe0jMn83R27L5FudNUTk7uDC+DCB+JV0OePpNJ0EUyq4ONxJdP5eDrdfI7n4IK80W/16p7MOb852rkxOWJn0ptAcMiBtHWcHWokpeJR32q6SqB3k0HwmG3BlbaZmdpaJ6CyGIzJo9M2iZm7kdF8LsSsf542WyySGZfKD/lacGRuo9wcZ9aYyHpPLzelJXFlbFzLZconE4qd4tbXKzmQ7StpaGkMOhtzx85n05jzEse56EosOcMju8ettViZPj1iZbMVLrxppZ7KfiNxdHO2qIaHoKV6xx/2bHdVE5e3i/NiglUk1hi7cViZHu4nK38sRO5OHmi8QX7yfd+xMXpkaYzaugF53Im0hBTN1jZXJFft4q61qPpMJdiY9WVu4Pj3DVEwOgxFpNAUCKOmVdiYf4622KyQWH+TVuTHc24QzYyN1voCdyWz0mWmcWZs51Wtl8rXmSyQUH+TV1qvEFDzCsYE2HGnraQjBsCeJyZgVViazt3G856Y1hucy2Xr17plMKOLGxBDe3J2831VLQvEBO5MHeKPtBlH5ezg72kcocTXtjii6FC/+xBKujPYSmb+box03rKzY27zdUT2fSV/8Srqd8XQYDkKpd2by72rewyx4nL++8TbfrfwW6a6Mz3yngnuRCagQQgghPjVTMeme7CMtJoX326+gqk5+ffND3E4PP6s5TAD41c0PGPRP837rZW5N9FM32MqlvkYmg7Mcab2Iy+XmV/Uf4HK6eaH2MH7T4Df6R/T7pviw4yoN433oo52c79WZMYK83XwOj8vDL+vex6la28wYIV5p+Ije2QlOdd6gfqyb5rFuzvTU4TcN3mw6g8fl5ed1R1FVNy/WHmEyFOD1xlN0zY5xrqeO2pEu2icGONFVQ8hUeK3xFB63hxdrj2A6nPy87gjjIT9vNZ2hY2qUi303uTHcRs/UMMc7r4Pi4JXGE3hdHl6oPYLhUPll/VFGArO823yetqlhrvY3UjXYwpBvnA/ar6KqKr/Rj+N2eXix9jBB4KX6DxjyT3O07SLNE4PUDLZweeAWY/4ZjrZdwuly8VL9B7hcHl6oOYwfk1/rHzLgm+JY+1UaJvqpH27nYn8jUyE/77ZcwO3y8Mv693E63fys5jCzpsEh/Th9s5N81HmNm2M9NI11c7annoAR5K3ms3jdXn5eexSH6uKF2sNMhYK8eusk3TPjnO6upm60i7bxXk511xI0Td64dQqPy8uLtUfAofLzuqOMhwK80XSazukxLvTUUT3cQdfUECe6boDi4NVbJ/G4vLxQexhTUflF3XuMBn283XyW9qlhrvTpXBtspX9mlGMdVTgcKocarH69UHuYkKLwy/r3GQ7McKTlAi2Tg1wfbOLqQDPD/ineawvPpJcXat/Fb8Kv9WOLMlk71Mal/ltMhGY53HoRt51Jt2odS59p8HLDRwz4JjneXkXDWC+No12c773JjBHg7eZzuJ1ufrEok0FeaTixOJPjPZzuqSNgGrzVZPX4F3VHcahOXrAz+UbjKbpm5jLZScfEICe7qjHsTHrdEXYm53q8kMlLvfXcGG6nd2aE453XURSVQ40f4XHa/XKo/LL+PSuTLedpnRqaz+Tw7ATvt1/Foar8Rv8Qt8vLCzWHCaHcM5MTgWmOtl3C5fTwUv0HOJ0eflbzLj4MXr5pZfKD9is0TPSjD3dwoa+B6Xtl0jA41PCRlcmOa9wc657PpN8I8lbTWTx2JhWHkxfqjjBlBHmt8STds+Oc6aqhbqSLjvE+TnbXEMLk9Vun8LgieLHuCKh2v4J+3mg8Tef0KBd666ke7qB7aoiPOq9joPBK4wk8biuThuIIy+Q52qaGudLfwLXBVgZ94xzrqEJxODjUcByvneMgCr+q/8DO5EUrkwNNXBloYsQ/xXttl1FVN7+6eWwhk8Cv9GMM+qZ5v/WK9To53Ga9Tob8HG69iMvl4qW693HZr62zpsGhhuP0+Sb5qP0aDWO9NIx2ca73JrOm9TrpdnnDMnmEaSPEq7dO0TMzzqkuK5Mt472c6q7jcm8N//Hsj+ibGqRxsIWgEvjCzhsyARVCCCHEpzaljPNS9euszSilZaQDt+omyh1J03AblZllvHfrJAe0ffz8+qs8U36Qn19/jf2r9nGs+QylKcV0T/QBkBARR/3ALTZnr+Odhg95etUjvHDtFZ4tP8hLN97g8aLdnGy7wMqkfIamR/CH/KTHpHK9t46H8jbxxs33+FrJ4/y06mWeKT/Ib2reZu/Kh7jQWUVOXCYTvikm/ZPkxmVxses6uwu28WrtYb5e+iQ/vfoy3yx7ildq32VX/maqempIi04mYAQYnB6mKCmfs+1XeKRwB7+peZtvlO3nZ1Uv8/XSJ3jj5ntsy91AbX8DCV7rlhtdE32UphbxUcs5Hl+5m5eq3+CZ8qf4WdXLfLXkcd5tPM6GzApuDbcS6YogwuWhZaSdNemlfNB0mv3aw/zixmt8q+wgL15/ladWPcIHt05TlraKjrFunIpKnDeGhsEmNmSv4XDDcQ6u2seL117hW+VP8cvrr7O/eA/HW86yKrmQ/qlBQkaIlKgkavp0tudu4E39fb5S8hg/q3qZZ8uf5lfVb/FI4Q7OdlwmPyGHsdkJJv3TZMdlcLW7mp35m3mt/ghfK3mCn159mW+VHeRQ7TvsLtjGpa7rZMWmMRPwMTI7RkFCLuc7q3h4xXYO1b7LN0r385Orv+GbZQd4vf4oD+Vt5EZvPUmRCRimQd/UIKuSV3Ky7QKPFu3k19Vv8kzZU/y06hBfLXmCtxo+YFP2Wm4ONhHjjsKlumgf66IibRXHms/wZPHD/PLG63yr/CleqHqFp1c/xtHGE6zNKKF1tAOP6ibaE0njUCuVmeUcvXWCp7R9vHj9Vb5VcZBfXH+NA9pePmw6Q0lKET0TfWCaJEbGU9vfwOactbzTcIyvrHqUn147xLMVB3mp+k0eK9rFybaLrEzMZ3hmFF/QT2ZsKtd6a9mRt4nXbx7lqyWP85Oq3/Ct8qd5ufot9hZamcyOy2TSP8X47AS5cVlc6rrGnoJtvFL77nwmnyl7ilfqDrMzfzNVPbWkRScTNIL0Tw1RlLSCM+2XebRwJ7+ueYtnyg7w06rf8PWyJ3nz5vtsyVlPbX8Dcd4YVMVB53gPpanFfNRylseLFjL5YtUr85lcn1nGreE2Il1eIlxeWkbaWZdRyntNJ9m/ai+/uB6eyX1hmezBoTiIj4hFH2hiU/ZaDjcc56nVj/CiPYZ/ef11nijew4nW8xQnFdA/NUQgFCQ1OokbvfWLMvlTO5O/rnmbfYU7ONtxhfz4HMZ9E0z5p8mJz+RKVzW78jfzWt0RvlZqZfKZ8qc4VPsOuwq2cqW7moyYNGaDPoZnRilMzOdc+xX2Fm7nUM07fLP8AD+teplvlu7n9fqjbM/dQE3/TRIj4gHomehndUoRJ9su8FjRLn5V/SbPlB3gZ9cO8dWSx3m74Rgbs9agDzYT7Y7ErbpoHe0My+QeawyXH+CFqlc4uOpRjt46ydr0ElpHO3GrTmI90TQMtbAhs4IjjSc4aGfy2Yqn+MX119iv7eV48zlWpaykZ6If0zRJjkqgtq+BrbnreVs/xldWPcbP5jP5Bo8V7eJ02yUKE/IYnhllNjhLZmwqVT017MzfxOv1R/na6rkeH+Tlmrd5uGA7v655E5fDyTNlB4h0RfCrmjdpmWxFVb+YqaJMQIUQQgjxqXnNCHbmbSEzOp20yGQ2Zq1hyj/NAW0fHWM9/MHar9M60sH3N3ybgalBnik7gIJCZWYFuXFZxHqi2Zq9nnHfBF9Z/Rjto1380bpv0jbayfOVzzI4PcJXVz+Gy6FSkbaKgvhcIlwRbM/dxPD0CF8veZLW4Q6+u/5btI9183zls4zMjHKgeC+RTi9aUgFaUgEuh8ruFVsZmBrimbIDtAy3873KZ+kc6+aP1z/DhG+Cx4p2EeuJoSAhl9LUYkwDHinYQe/EAM+VH6R5uIPnK5+le7yXP1j3TWb8szy8YhuJEfFkx6ZTkb6aQDDA4yt30zXey3fWfJWW4U6+X/kcPeN9fGfN1/EHA2zP2UBadAppUclUZlYw7Z/lQPE+Oka7+YO1X6dlpJPnK5+jb2KAZ8sOYmCwIbuCnNgM4j1xbMpex4R/ioOrHqVjtIs/WvcMrSNdPF/5HINTI3y99ElUh8q6jFLyEnKIckWwPW8DIzNjfHX147SOdPDddc/QPtrN85XPMTw9wsFVj+B1eihJKaYocQVuh5NdK7YwOD3MN0sPzPe4Y7SH71U+y9jsOI8X7SHaHcnKpHxWJxfhwMHDK7bRPznIt8oO0jLSwfPrn6VrrNfu8RT7Ch8i3htLblwm5WmrCBkhHi3cSc9EH9+u+Aqtwx08X/lteib6+IO1X2M26GNX3hZSIpPIiE5hXUYpvoCPJ4sepnOsh99f8zVahtv5/oZv0zc5wLcrniZkhNiSs57M6HSSIhLYkLWGSf80T62ay+Q3rExWPsfA5CDfLDsAKKzPLCc3LptYTzRbcioZnRnnqyWP0T7abfV41NpmyM6k2+GiPE2jMDEXr9PDjrxNDNmZbBnu4Hvrn6VjtJvn1z/H6MwY+7V9RDoj0JIKWJVUgKqo7F6xzc7kU7QOt/O9yucWMumf4NHCHcR6Y1iRkENpajGGafBI4Q56J/t5rvxpmkfa+X7lc3SP981ncveKrSRHJJAdk8Ha9FL8wQBPFO2xM/m1+Xz1TvTz7TVfxR+yMpkek0pqZNJ8JvcX76VjrJs/XPsNWkc6eX7Dc/axfQoT2Ji9hpzYDOI8sWzJXseEb5KnVz0yn8m28EyWPIHqUFmTXsKKeCuTD+VuYGR6jK+VPEHrSAd/vO4Zq1+VzzE8PcpT2j47k0UUJVmZ3LliC4NTw3yzbD8tYZn87vpvMTY7zhNFe4hxR1OYkEdJchGYCnsLt9M30c+z5QdpGe7g+crn6Brr5Y/WfZNJ3zQPF2wnISKO7NgMKtJXEzSCPLZy13wmW4at494z0cd3Kr6GL+RnZ95mUqKSyIhOZX1GGTMBH/uL99I51mtlcqSD71cuZNIwDbZkryMzJo2kiAQ2Zq21x/AjtM/3eCGT3yjdjwOFtZkl5MVlEeuOYltOJaOzE3y15DHaRrv443XfpHW0k+fXP8vQ9AhfWf0YbtVFWVoxBXYmd+ZtZmh6hG+U7qd1qIPvVn7LGvfrn2VkZoz9xQ8T5Y7g8ZW7+OcP/SOCwSD/cuefsTt/K3kxOYRCxhdy3lC+qE83upfPerPrcL/LN15fDg9q3fDg1i51L70Htfbf5brvd7Nr8cl81nNz0BHAiZOQEiQ9MZH+sSHUoJug04/TcOFX/DhCKqYSwsRExUnIEcQd8hJw+nCHIgiqs6ghNwHVh8tw48OPigPDNEExcZpOgkoAl+Eh6PTjCkYQdM7iDLkJqH7UoJOgI4CCA0wTExMnLoIOP27DS1D14wp5CaizOIMuAqpVW0Dxg+kgOsrDxPQMbtNDQPXjCVl/ukIeAqrPeh6HD4ehElSCOEwFBQeGErK2cfhwhbwEXX5cQWsb1d7GaToJmkEUQEElpARxmV5CDh+ukIeQ07/Qr6ALv+rHYTgwMEABh2lt4zG9BFQf7pCXoOpDDbpxRIQI+RwEFB+qoRKyt1FNJ6E7+uXDGbL2XQ05CSp+FFQwDAyHidNwEVID8/1yBr0LPXb45vulmA5AwSCEG2vfF3q80C+/w65JCaGYCgoKobB+pccl0z8xfEe/VFO1PsRHAcV0WNvgJahY/bL6ZPVrfhtDJUQIFAXVdMz3OBjWr/ms2Psxn0kF6zk/YSa9ES6mZ3yohpOQI4DbvEu/5jO50C8T4y6ZtPtlH3fVcBIiCFj9ms+X6scd8tzR4/lMEsJh98tQQrhMD8HbMqlEBAnNqHaPrdvBzGXSUII4TS+h2/IVdPpxhlz4HWGZxMRhj2GPsTiTzpAbv+rHZbjxM2v19XPIZFpsEgMTIx+TSTAUYz5fd8vkXL8WZdIRwm1Y23gMLwHnnWN4PpOAwv0zOZd9h+HAE+FkdjaA4xNl0ofDcGKykMmgYvfYzmRAncvXXCZ9qKjzr5NWJoO4Tc/dM2n32GE6MO+SyZAjiBpy4YlWmBn/bJPP+52bZQK6DKTupfeg1i51L70Htfbf5bplAvrZyblZ6l4OD2rtUvfSe1Br/12u+37nZlmCK4QQQgghhBBiScgEVAghhBBCCCHEkpAJqBBCCCGEEEKIJSETUCGEEEIIIYQQS0ImoEIIIYQQQgghloRMQIUQQgghhBBCLAmZgAohhBBCCCGEWBIyARVCCCGEEEIIsSRkAiqEEEIIIYQQYknIBFQIIYQQQgghxJKQCagQQgghhBBCiCUhE1AhhBBCCCGEEEtCJqBCCCGEEEIIIZaETECFEEIIIYQQQiwJmYAKIYQQQgghhFgSMgEVQgghhBBCCLEkZAIqhBBCCCGEEGJJyARUCCGEEEIIIcSSkAmoEEIIIYQQQoglIRNQIYQQQgghhBBLQiagQgghhBBCCCGWhExAhRBCCCGEEEIsCedyFyCEEEKIB5viUJjyhfAFQox1jmIYBqYJDoeCYRioDpVQyMCpKgQNE9WhEAoZqKqDkGHiUBTAxDBBdSgEQwZO1TH/ZyjsMRwOBRMTUFAAwzTDtlEJhkLWNrc9vmmaVq0KhAxwqgqhkImqKoQMg4muMfyBIE5VJRQK4XA4FrZx2Ns4HASDBk7nwrbzNYaM+W1M5vbdRFWsfXY6FULB27aZ23cTTEyrNtN+HrtfoUX9UjFMw95zq1/jnaMEQyFUh2Nhf+b2PWTgUB2YhgmKgmJv47Afz6U6CIQMXKpKIBjE6VTnn88wTTCtYxsKmTgdVp+cqoOAYeB0hPU6aD+PufA8d+ux6lh8TOeyggmKYvdLVQiGzEXbLvTYxOFQwO6xMtdjx122MQycigPDNFEUKzOLM2k9ntN+vvm+ORyEzMWZnOvXXCYnA6P4Aws9v1smHQqEDBOXUyUQDFm9DYZ+q0wu9MvO5NyxDMuX42MyqTgc8/2ysmIsymQwaPfAMHA6Pp9Mqo7w+ueOS1gmHQ5M0wAcKMqdPZ7fj6CB02nVNN45Ssgw7H4p88du7nGDn0MmDbtf81m5PZP3HcN2Aub7ZW0z6R/FHzB+q0yq4TXa+2fcYwzPZdKlqgTm9n0uX2GZtI6ZncmwMRwK2Zm0czzrDxLldRIfDH2h54xPNAHVNO2/A1sAE/hzXdcvhf3dPuA/ASHgXV3X//KLKFQIIYQQXz4mUNM6QvWtQWKj3KgOhYHRWYpz47l6s4/ta7L48HIH+zbmcuxSOzvWZXHlZh9aXiK9Q1N43U4iPE66BiYpXZHExfpedq7N5oOL7ezblMvxK+1sr8jiWkM/BVnxDI3NoKoO4qLctPaMU7EymfM1Pexen8P7l9rYuyGXE1UdbCnLpKZpkNz0WManfIQMSI7zcqtzlHXFqZy90c2eyhzeu9jKvo15nKzqZGNJOjfbhslIjmZmNojPHyQjOYr61hE2lqRxsqqTvRtyef9iGw9vyOXMjS7WFafS1DlKckIkwZDBxJSf3PQYqpuG2FKWzokrnezdaG2zZ0MO56t7qFiZQmvvGPHRXhQFhsZmKcyKo6qhn4fC+vXBpTZ2rc/hUl0Pq/OT6B6cItLrxONS6RmaZnVeApfq+9mxNpMPL7ezb2Mexy638dCabK7q/RTnJtA/PIXLqRIT6aKtb4LywmQu1PSya302xy62sXdTHh9d6WBreQY3bg2wIjOekYlZABJiPDR3j7G2KJUzN7p5uDKHDy618/CGHE5WdbKpNIO65kGy02KYmgngDxikJUaitw+zYXU6p6518nCltR8Pb8jl1LUuKlen0dA2TFpiFP5giKmZINmp0dQ2D7GpNJ2TVV3s3ZjD+xesfp290c3a4lRausdIjPVimiYjE34KMmO53jjA1vJMjl9Z3K+Ltb2UFiTR2T9BdKQbl+qgf2Sa4twErtzsW9TjY5fb2bHWymRxbiJ9w1N4XE4ivSpdA1NWJut62bnu3pkcHp/BoTiIi3bT0j3OmqKwTF5sY9+mPD662s6W0kxqmwfJmctkyCQlPoLGzlHWa6mcuX5nJjeUpKPbmZz1BZn13ZbJqwv5enhDLmeud7FOS6Wpa5TkuEhChsH4XCZvDbK1PJOPrnSwd1MuH1xoZ1dlNhdqeihfmUxb7wRx9hgeHJtlZXY8VQ19bK9YnMmd67K5XN/H6vxEuganiArPZH4il+r62LE2k2OX2nlkUx4fXm5n+5osqvR+inIT6B+ZxqU6FmVyrl/hmdxSnkH1rQHyM+IYm/RhmJAU66Wpa5S1xffJZMsQ2anRTM0E8AUM0pMi0dvuzOSeylxOX++iclUajR0jpCZE2pkMkJMWQ82tITaXp/PRlU72bcpdnMmiVFp7xoiP8QIwMjFLQWYc1xoG2FZh9/gemYyKcON23j+TD63J4urNPorzEukfnsbtchAV4aKz33qdvFBrj+FL7ezdaGVyW3kmN24NsiIzjuHxGRRFISHGY2cyhXPV3exen8MHF9t5eGOO9TpZmklN8yC5abEc+rARXyCEU1X41j6NnWsycDmUL+S88bFLcDVN2wUU6bq+Ffge8Ne3/chfA18HtgOPappW8rlXKYQQQogvpZEpP//z5WuszI7nZFUXTqeDgZFpGjtGSYj1cuR8KxUrk/npO3VsW5PJD16rZsPqdF56TycvPZZz1T0Yhsn4lJ/aliHSEiJ561Qz61el8uO3athWnskPX7/B+lVpHPqwkayUaK7e7GfWH2LWH+JawwDZqTG8+tEtNqxK40dv1rCtPIu/f72atcWpvH6iiZT4SGqaBhmb9GMYJhfresnPjOM3xxrYXJrB371ezdbyTH70Zg3lhcm8e6aFhFgPjR2jDIzO4FQVzlzvpjg3gZfe09lSlsEPX69mS1kGP32nltUrknjvQhvRES7aeifo6p8k0uPkoyudrC5I4udH6tlWYe375rIMXjhcR1FOAsevdOB2qfQOTdHcPU58jJf3LrRRXpjMz96tY3tFFn/76g02lmTwy6M6KzLjOHO92+r7+Cw320ZISYjgnTMtrClK5cdv17K9IosfvHaDDavT+PX7OjlpsVyq78MXMJieCVJ9a5CslGjeONnE+tV2vyoy+eHr1azT0njleCPpiVFcbxxkciZIIGhy5WYf+RmxHDreyIbVafzdGzVsLc/k79+opqIohbdONZMUF0F96zDD47MoisLZG92szE7gV+/rbCrN4AevVbO1PIOfvFlDaUEyR863EhvloaV7zP5FhMrJqi5W5SXwiyM32VqRyQ9fs47Lz96pQ8tN4NilDrxuJ10DE7T1jhMd6ebYpXbKCpN44XAd2yqy+MGrN9hUms7PD9dTmBXPqaouHA6FgdEZGtpHSYyN4PC5VtYUpfCTt2vZVpHJ375qZfJX7+vkpsdyobaHkAETU35qmodIS4rizVNN85ncXpG1KJOZydFUNfQz4wviC4SoahggJy2GV443srEknb9/o5pt5Vn83RvVrAnLZG3zEKOTfgwDLtT2siLLyuSWUut4bKvI5Mdv1lBWYGUyPsbKZP/IDE6nwunrXRTnWZncWm5ts7Ui08pkfhLvXWwj0mtlsrN/kqgIFx9e7rAyebierRUZ/NDO5IuH6ynKieejq524nFYmm7qsX5IcPd9GuT2GrXxVs7Ek3cpkRixnb/RgmtYkrL51mFQ7k+u0VH78Vq2d/RtUrk7jNx80kJMaM5/JmdkgNxoHyU6J4fUTt6gMy+Tf2Zl87aNbpCVGcePWIBMzfoIhk8v1fazItCZNG0usTG6rsDO5Mpm3TjWTGOtFbxtmaGwWh+K4I5NzPf7JWzWUrEji6Pk2O5PjdA9M4fWonLjaxer8xPlM/mAuk+/WUZybwIeXO/C6VboHpmjtGSc22s0Hl9opvUcmC7LiOX3dyuTg6CwN7SMkxUVw+OziTP7gtWo2lKRbYzg9hgu1vQSD5nwmM5KjePNkE+u0VH705lwmq1mnpXLow0YykqO51jDA1GwQnz/EVb1/PpMbStL4+zdqFjJZlMIvjt7EF7De9QyGTH5x9Cbt/VNf2Hnjk1wDuhd4HUDX9XogQdO0WABN0wqAYV3XO3RdN4B37Z8XQgghxD9wDodCbcswWl4iVQ0DVK5O4/T1bjaWpHHqWhf5mXHcbB0hMsLFyMQswaBBUpyX9t5xSlckceVmP5tK0q13xlZZ70pmp8Vwq3MUr1u138EIkZYYRVPXGOUrk7lU3zf/buTa4hTO1/aSnhxFa884LpeKP2gwORMgKzUGvW2ENUXJXKztnX+e8sJkrtT3kZIQQWf/JKpq/VNobNJHfkYcdS3DrCtO4XxNDxvtd+RKViRR1dBPQqyXnqEpFIeCy+lgcGyWwux4qpsGWa+lcvZGD5tL0zlR1UVxbgI37HeF+0dmMIEor4uewSmKcxO43jBA5ao0zlzvZlNpOqevdVGQZT1/VKSLobFZQoZJQoyHjr4JSlYkclXvZ0NJOqevd7PB7nVuegyNHaNEeJ2MT/nxBw1SEyJp6R6jrDCZy/V9bLKPx3otlXPVPWSkRNHcNYbbpTLjCzI9GyAzJZrG9hEqVqZwsa7X3qaTipVW/1ITI2nvncDpdMz/wiAvPZabbSOssfs19w5mWUEyV/V+EuO8dA9O4XAoOFWF4fFZVmTFU9s8ZPerm00lVr+0/ESuNw4QF+Ohb3gaAK/HSd/QNEU58dy4NWhlpLqHzaUZnKjqYmVOPDXNQ0RHuhkcncUwTeKiPXQNTLJqRSJVDf1sWG33uCSd09e7yM+MRW8bIdLrZGzSRzBokBIfQVvPOGUFSVyp72Pj6rlMpnGuupvs1GiaOsfwuFWmZoLM+IJWJjtHqQjP5LUu1hancKG2l7SkKNrsfgXsTGanxqC3DbO2KMXKZGk6J6s6KS+0njc53sqkQ7WWTY5O+FiRuZDJc9U989uU5CdxrWFgPpMo4HZZv/xZmZ0Q1q9uNtvHpSg3geqm2zIZYWVSy03kesOAnasuNpWmc6qqkxVZcdS3DhNlj+GQYZIY66W9NyyTdhY3rErjzPUucuxMej1Oxqf99jvjVubKCpK4VL8wHtcVp3K+xspkS7c1hmd9QaZmA2TNZbLI6ummkjROVnVZPa/rJSUhkva+ifklqmOTVibrW0dYW5zK+RrreU5WdVJakHRHJl1OB4OjMxRkWTlaN5dJu8da3p2ZjLQzWZybwPXGQTastt6J3VSazslrXRRmW/mOCc9kjIfO/klWr0iiSu9nw6qF18nT17vJy4hFbx8h4rZMtvaMUzqXSbtf6+3XyazUaJq6rExOz1qZzEiO5lbHKGuKkrlUZ29T1cWau2QyGLIymZNmvU7ezZHzrajOL+bjgj7JEtx04ErY/w/Y3xu3/xwI+7t+oPB+D5aQEInTqf6WZd5bSkrM5/ZYS0nqXnoPau1S99J7UGuXusWn9VnOzU7VYV/HBKY5d+2Rdf3U3OKt+T8VZf6aJxPr+jXDtK+hs68DDF/wZZrWFUymCap9zZwj7DEwwaGw+Hns75lhj+uwl5E5HNaSYW6rzZyrDWubQJD567rmrtVTWPw8pn2d39y1YvP7ZT+v/TR32cau22E988K+L+y3EvbF/PWk5p013bHvYfsz/zNhPZi79mxxTda+317TwvNxl23M+ceb35+wx7hbvwxz7vibYdcvWj1X79Ev7FxxWw+M+euGb+sX3FHTQg8Wb0PYcQ/PoKou1HS3fmFfF7lQU1gm55/3zuMxv81djst9Mzl3vZ9hXVsZvj93ZnJxjs3benDXHtvfu6Mm+8/bH5/wn8WuibAxdpdxf/s2i3pg9/Pu+eWOPs39eedxsfcDUB0s9CDs+e7I5Py1krf1Kew14261hffLCMv87fmaY9rXqS+uiTu2WfQ6yUKuVDV8bN1n3xfVBHNjGZM7szJf28K+3s6pKsTFRsz/ku7z9Gk+hOh+i4E/dqHwyMj0p3jKu0tJiWFgYOJze7ylInUvvQe1dql76T2otf8u1y0T2M/us5ybtbwEfvZOLd//SgUvvaezf/sKzlX3sLsym4b2UcoLkxmf8pMcH4HDoTA66SM7NYZ3zrTwvYNlvHysgcc253Oxtped67Jo6R5jdX4i07NB4qI9uOx3dfIzY3n/Uht/+GQJr59oYvf6bC7f7GN7RSYdfRMU5cQz6w8R4bGuKe0enOLgzkL+/o0avvP4Kt4928ru9TlU6f1sKUunZ3CK/IxY/AHrgztio9x09I7z5LYV/PjNGp59VOP9i+3srsymummQjSXp9I/MkJMWQzBkYJiQEOOlqWuMRzbl8sK79Xx9z0pOVnXxcGUOdS3Wu3zD47NkJEdhGCaz/hBpSZG8fqKR73+lgl8cvcnTOwvtfuXQ0DZCRVEyY5M+0hIjUbCWgWalRPPO6Wa+d7CMX3/QwONb8+evAWvqGqNkRSKT0wESYz04VQdDozPkZcRy9EIb3z1QyivHG3l4Yy6X661r89p6JyjOTWB6NkhMpAuPW6VnaIqndxXy4evV/MH+Et461czu9Tlc1fvZWpFB18AkhVlx+AIh3C6V6AgXnf0THHiogB+9WcO3H1vFkXOt7K7M5vqtQTaVZtA3PE1eutUvBYiP9tDaPcbjW/P56du1fHNvMR9e7mD3+mxqmgapXJXG0NgsWSnRhAwTfzBEcnwEjR2j7KnM4edH6vnKrpXWtZIbcrjZar0zODrhIz0pEoDp2eD88sTnny7jV+83WJms6WHX+mxudYxSVpjExLSf5Dg7kxM+ctJiOHy2he8+VcahDxt5ZHMuF+t62bE2i5bucVblJzA1EyA2yoPbpdI3PM2KzDg+uNTOHz5ZwhsnFzK5rSKTjv5JVmbbmXQ7ifK66BqY5KkdBYsyuacyh2sNA2wpS6d3yMpkIGigOhRio9y09YzxxLZ8fvxWLc8+UswHF9vZvT6H6qYhNtiZzE6NJhQyCYWsFQa3OsfYt3FxJvdUZlPXMsS64oVMmibM+IKkJ0Xxxolb85k8uKNgIZPtI1SsTGZsyk9qQgQORWFsyk92ajTvnLEy+Rs7k+dreti5PpvmuUzOBEiI8eBSrXca8zNiee9CG398oJTXPrrFng05XKq3rn+cy+SML0hUhMta1jpoZfL4GzX8/hOreet0M7vXZ1Ol97O1PIPugSkKsuLwB0K4nA5iIt109I2zf7s1hp97dBVHL7SxuzKHG7cG2VSaTv/INLnpMQSC1gcaJcR6aOka5bEtefOZPH6lgz2VOdQ03yWTgRCpiZE0frQ4k9Y15dnorcOsLU6ZH8MAk9OBu2byfE0vu9Zn0dQ5SlmBlckkO5Mj4z5y02M4cs7O5PFG9m3Mta9HzqK1ZxwtzxrDsVFuPHYmC7LsTO4v4c2TTexan82Vm31sX5NJZ/8khdlxzPpDeN0qUV5rOftTOwo4er7tjtf2x7bkMzz86Zfh3u/crMx9Ate9aJr2b4EeXdd/YP9/M7BG1/UJTdPygZfs60PRNO3fAEO6rv+Pez3ewMDE/Z/wt/C7/A+u5fCg1g0Pbu1S99J7UGv/Xa47JSXmi/mUhN8hn+ncrEBj9wQX6npJT4xk1hdi1m/9o7ahfcRaalndzc512Ry/0sHOtdlcqLU+iKele4ykOK/14T3TAXLTYqhrGWLD6nTO3Ohi59psPrrawUNrs7hS38fq/CQ6+iaIjXbjUKwlnQWZcdy4NcDmsgxOXeti17psTlZ1srUik6t6H1puIr2DU0R4nXjc1j/SinMSrIloeQYnq7rYvd7aZnNZBjeaBinIjGNodAan0/qgFGv5XCJX6vrYtiaLE1c72LU+h9PXuthYkkZtyxC5abGMTfoA+x+13eNUFCZzoa6XHWuyOH61g13rsjl7o5vKVWno7SNkJEUxPRuwl81GcKtjjLWa9WEhO9dl89GVDnauy+Z8dTcV9ocdpSREEpxbZpwSxc22kfnly3PbPLQ2i0t1vZQVWB8sEx/jAdNkdNJPfkYM1c1DbFptLUndtd7aZvsa64N4VuUl0j0wSXSkG6fqYGB0hqKcOK41DLKlzFpmuHtdNieqOthansm1xgFWZsfTPzyDx60S6XXSMziJlpfI1Zv9bKvI5MTVTnatz+b0NetDYqqbBsnPiGV0fBbFoRAb7aGjd5zSgmRr0rcmi4+udrJzXRZnblhLO2+2DZOVEs3EdICQYZAcH0Fz5xgVRcmcr+ll59osjl/pYNf6bM5V97C2OIVbnaOkhWcyOYqGtrlM9rBzXdaiTJYXJtPaM05irBfDMJmY9pOTFkNt8xAb7SW8u9ZZmbT61UtJfvL8hx05VYWhsdsyWWX1+GRVJ1vKM7jWMEBxbgI9dia9bpVee0nntYZ+tpQtZPJEVSdbyqwPhyrIiv+YTNo9vt7JxtXp1LYMk5sWw9iUD9OExPtk8lx1N+u0NBrmMmlfy5qeGElj++iiTB6/3M7OdTnWGC5KoblrlOT4hUxmp0ZR3zJC5eo7M3m5ro+SgiTae8eJj/YCJqOTPvIzYqluHmKzvcx0l52vbRXWB/FoYZl0OR30j9iZ1AfsMdzJ7vU5d2RyYGQGt8tBpNdFz+Akq/ISuXKzj20VWZy82slOO5MbS9KpbR4iz84kikJ8jIe23nHKCqzlrA+tyeREVSc71t6ZycmZAMGQtWy2yc7khRrrlxcfXbXHcE0Pa4pSaOwcJS0hEn8gZE3+k6PQ58dwDzvtbXaszeZibQ9lhcm09VrXh5umOf+BUrXNQ2y8yxi+erOPVfmJdPVPzmdy0P6QsxuNViYXxnAnW+1MFuXE85tjjUzNBPC6VX7/ydVs0lJRP8PZ9X7n5k8yAd0G/Dtd1x/RNG098Ne6rj8U9ve1wH6gEzgH/J6u6w33ejyZgErdy+FBrV3qXnoPau2/y3XLBPSz+6znZodDYdofwhdYuPWBaS9fnLtNhmHYt0sIGqj2dYTzt6Kwj+D8UlH7lgAh+9YHwblbEczfJgF7aaiJYczd9mHx7QuMkInDvmVE+G0SHIpCyLRujxIyzfnbJbhdqn1rjbmll2E1KdbjOB0KQXPh9hKuuVt4hC3XxL61wty+Ox3W7RdU+xYXqrqwhNTAZG4x3dzyufDbLzjn+6ViGMZt/bK+dqnWNYaOsNukBMNu3eBQrOWvKAoOTEJhy1jnbkEydzsLh30LB9Veljh/DO0lhHM9CNxr3+/aYwNVcRA0wraZv5WHdTuOuSXIhsHifZ+rba5f8z2+rV9zt/0Iu/1OeL4WlrPeI5Pztwgx55e5zmVy/rYiYbfHsLIStG/ZYuBQwjPJ/OP/Vpmc28a0b5cRYuEWMbdnEnBgHw9VWVz/XG+VOzPpdDoIBIyFTIZtY4T3GMXaj7v0eP52LE6V0D0yuTCG524v47BuFRR2XAz7oM9lUlXC92euXwuZdNrbzi1bne+tsTCG53t9l0zO5/hjMulQwscwYa8v98jk3Bg2F5b9ztUQNAw8LufC7Z3u1a+w4x+eybnnUx32EnYWbvMSfouYhdsJGYsyOff6NXcs1bC+ze3H7Zn0B0JEuFVy0mM/07ufcP9z88cuwdV1/aymaVc0TTsLGMCfapr2R8CYruuvAf8IeMn+8V/fb/IphBBCiH94DMPE63TgdTru80sF+xpT96e51lS97c/P3yf/Zchnqf9TbDPfr7tfh7W47s/Spy+qt/d+3I/Nyqd6nt9m20/Xr7v3fDl9sho+e9239+u3uTbw01xHuFDj5/tL1qUbw4vr/iQ9+DzG8GfIpMfa9ou47jPcJ7oGVNf1f3Hbt66H/d1JYOvnWZQQQgghhBBCiH94vtjprRBCCCGEEEIIYZMJqBBCCCGEEEKIJSETUCGEEEIIIYQQS0ImoEIIIYQQQgghloRMQIUQQgghhBBCLAmZgAohhBBCCCGEWBIyARVCCCGEEEIIsSRkAiqEEEIIIYQQYknIBFQIIYQQQgghxJJQTNNc7hqEEEIIIYQQQvwOkHdAhRBCCCGEEEIsCZmACiGEEEIIIYRYEjIBFUIIIYQQQgixJGQCKoQQQgghhBBiScgEVAghhBBCCCHEkpAJqBBCCCGEEEKIJSETUCGEEEIIIYQQS8K53AV8Gpqm/XdgC2ACf67r+qVlLum+NE37r8AOrH7/Z+AgUAkM2T/y33Rdf2eZyrsrTdN2Ay8Dtfa3qoH/CrwIqEAP8Pu6rvuWpcD70DTte8Dvh31rA3AZiAKm7O/977quX1nq2u5G07Qy4A3gv+u6/j80TcvhLn3WNO33gH8CGMAPdV3/0XLVPOcetf8EcAEB4Du6rvdqmhYAzoRtulfX9dDSV2y5S90/5S5j8svW87vU/TKQYv91InAe+E9Y43Uu3wO6rn9zyYu9zV1eBy/xgORcfDJybv7iybl56ci5eenJuXnpLde5+YGbgGqatgso0nV9q6Zpq4EfA1uXuax70jRtD1Bm15sEVAEfAv9S1/W3l7e6j3VC1/VvzP2Ppmk/Af6nrusva5r2n4DvAv9r2aq7B3tQ/Ajm8/IMUAr8sa7rNctZ2+00TYsC/gY4Fvbtf89tfdY07QXgXwObAD9wSdO013RdH17yom33qP0/YL0w/UbTtD8F/inwz4ExXdd3L32Vd7pH3XDbmLR/7kvT87vVHX7y0jTtx8DfL/zVl6PfcM/XwWM8ADkXn4ycm5eUnJu/YHJuXnpybl56y3lufhCX4O4FXgfQdb0eSNA0LXZZK7q/k8BcEEexftOnLls1n81u4E3767eAfctXyif2r4G/XO4i7sMHPAl0h31vN3f2eTNwSdf1MV3XZ7B+Y7l9Ceu8m7vV/o+BV+yvB4CkpS7qE7hb3XfzZev5PevWNE0D4nVdv7jkVX0yd3sd3M2DkXPxyci5efnsRs7Nnzc5Ny89OTcvvWU7Nz9w74AC6Sy8fQ3WQEoHxpennPuzlzLMLS35HvAuEAL+TNO0fwr0A3+m6/rgMpV4PyWapr2JtXzg3wFRYct6+oGMZavsE9A0bSPQYS8zAfj3mqYlA/XAP7EH0bLSdT0IBO365tytz+lYWee27y+bu9Wu6/oUgKZpKvCnWL8xBvBqmvZLIA94Rdf1v1ricufdo+dw25jkS9bz+9QN8OdYv4Gdk65p2iEgE+s3mb9YghLv6R6vg489CDkXn5icm5eOnJu/YHJuXnpybl56y3lufhDfAb2dstwFfBKapj2NdXD/DGtt9b/Qdf1h4Brwb5evsntqxDqxPQ38IdaymfBfWDwIfX8e+Kn99f8H/DNd13dirV//0+Uq6rd0rz5/aftvn+BeBD7UdX1uScpfAH8CPAr8nqZpG5arvnv4JGPyS9lzTdPcwEO6rh+3vzUE/F/Ac1jXtP2lpmlfin+Q3vY6GO6By7n4WA/EsZNz87KQc/MykHPz0pJz8/09iO+AdmPNxOdkYl0k+6WladpjwL8CHtd1fYzF69vf5Mt5rUYX8Gv7f5s0TesFNmqaFmH/djKLj18msdx2A/8bgK7rr4V9/y3gW8tR0Cc0eZc+3577LKyL2r+MfgI06rr+7+a+oev63859rWnaMaAc68MnvhTCTsawMCYP8WD0fBcwv7xH1/UJrGMAMKhp2mVgFcv8Onn766CmaQ96zsVicm5eAnJuXlYP+muWnJuXlpyb7+NBfAf0PeAbAJqmrQe67YP6paRpWhzw34ADcxfrapr2iqZpBfaP7Aa+VBffA2ia9nuapv2F/XU6kIY1cL5u/8jXgSPLVN7H0jQtE5jUdd2vaZqiadoHmqbF23+9my9hz8N8wJ19voD1j4x4TdOisdben1qm+u7J/pQ0v67r/ybse5qmab+0j4MTq/baez7IMrjHmHwgeg5sBK7P/Y+maXs0Tfsr++soYC3QsDylzdd0x+sgD3DOxV3JuXkJyLl5WT2wr1lybl4Wcm6+D8U0zc+y/bLQNO2/APPLNXRdv/4xmywbTdP+BGvJQHjIfoL1Nvc0MIn1CXD9S1/dvWmaFgP8EogH3FhLfqqAFwAv0IZVd2C5arwfTdMqgf+g6/oT9v8/A/wfWGvdu4Dv6bo+vYwlAvN1/r9APtZHo3cBv4e1PGlRnzVN+wbwz7BucfA3y33twD1qTwVmWbjuq07X9X+sadr/DTyMNWbf1HX9Py59xZZ71P03wL/gtjH5Zer5Per+GtbYPK3r+q/tn3NifeKehvWhKv9L1/Wf3O0xl8o9Xgf/EKvOL3XOxScn5+Yvnpybl4acm5eenJuX3nKemx/ICagQQgghhBBCiAfPg7gEVwghhBBCCCHEA0gmoEIIIYQQQgghloRMQIUQQgghhBBCLAmZgAohhBBCCCGEWBIyARVCCCGEEEIIsSRkAirEEtE0zbQ/hvuT/vx/0DTt336BJQkhhBC/0+TcLMTSkwmoEEIIIYQQQogl8Yl/4yOE+HxomrYb68bKnUAp1o2LH9d1fVrTtP8IHAA6sG7MXW9vswf4N4Bi//z3sW4cfQzYqOv6iKZpHwJ/pev620u7R0IIIcSDTc7NQiwdeQdUiOWxFfg/dV3fCoSAxzRNKwZ+D9gEfAUoAtA0LRL4W+Bruq7vAv4G+H90XW8D/ivwXzRN+yOgRU5wQgghxKcm52YhloC8AyrE8qjXdb3f/roNSATKgSu6rvsANE07af99GZABvKppGoAKmAC6rv9Q07TDwDZg+9KVL4QQQvyDI+dmIZaATECFWB7B2/5fsf8zwr6n2n/6gHZd13ff/iD2ByfE29vGAeOfd6FCCCHE7wg5NwuxBGQJrhBfHvXAek3T3JqmuYBd9vcbgGRN08oANE3bqWnan9h/96+AI8BfAD/WNE1Z6qKFEEKIf8Dk3CzE50wmoEJ8Sei6Xgu8DlwAXgau2d+fAb4D/EjTtBPAXwInNE1bA3wN+M+6rh8B+oE/XfrKhRBCiH+Y5NwsxOdPMU1zuWsQQgghhBBCCPE7QN4BFUIIIYQQQgixJGQCKoQQQgghhBBiScgEVAghhBBCCCHEkpAJqBBCCCGEEEKIJSETUCGEEEIIIYQQS0ImoEIIIYQQQgghloRMQIUQQgghhBBCLIn/H+q5byFw035GAAAAAElFTkSuQmCC\n", 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baRvOU4cd3UWZmD5Xx3EPiXJHICJitYg4o70BX8vSmnvQbf7I7JQrr53l3K++ht6GYI2EayjD0Ka641VErB4RJ0fEYt03e9kclG+Abw87a1ImU7duXdyXmylj8zds2342yqT0C3vZZqBaN1HYvmP51UBrztIclNshP9Z2/OV4ZQL09LxXa1GGJx3U7ckodwlcjFdut97SfoxpzvEoNzLYq2Pd3l7baZQ5R+0XMFuN/P9H6c37fpQbgwzGXym3Ht6wY/l2DDzUz860vYCbUcLaPQP9jE6PzHwAuBt4d7Td3a/+vm1ZJR/obfvBmMG/Je2Wioi3t+1vDCUk/amGl9spFx92jY47vkXEsRGxU/19s4g4pX2d+vm9oqMcPcy8v1UDKtsQbi9NxR4eSSPlrRExX/19dsoV2Nath1uNvbspY8U/HhF3Ua4A70X5Lp6HgHUiYn3gpsyckpn31km9u1Cu2rbf8QvKXKBLgWui3NXqecowtAMot+CFMpdhB+ANEXFSPc5i9fnHu+yTzHwyIn4H7FKP/xClYfoWym2RV4qITSm31h5pp1KGWJ0TEQdTGpgrUG7n+09KI6MvE4EDIuKzlGGE7wA+TrnT1UeBD0fEj3vfnFMod4o7pw6Pe4zyvi9L+X6XwbiQ8j6dFBFTKMPE3kfphWnd6WkiZW7NCVFudPFmyq1+T6EMn/lgRJwxwOP9mHKHwM9HxJspdyt7mHIL49Upt5Buffloy8PAhrXB9tdangOAE6PciGJJytX/Myi3gN4pIu6vN0f4CXBYlDuj3UH5HqQPUCb5Px8dNwGpN/PYjXLefYdyy+QZkpkv1B7Uj0fEcZTvcHkL5b2/i/J9TP15inInwMUon+3tKTcs+EpbgB7IZ3R6HUq5Icr5EXE65e/NnpQbJHS7YcTMMt1/SzrcSwmrX6J8Nnej3EXu4/DyHKHDKXNzLomIb/DKa3s/5e8glM/0R4DXRsT3KJ+5ZSg9TX/hlRsoPAysHxEfo9xdsfOGIwM2HWUbku2lTvbwSBopF1HmUfyKcvX6ZMp3W2ycmWcC1LsxvY/yH/QPKDcm+AelwfwlypXJC5j64k3r1r7ndQ7ZynJL1lbPxsWU2wmvD+yRmcfVdR6kTDp/itJI/DnlltePAutl5hN0937KlfzvUr6McC5KY+erlDkuF1AmZo+oOmRsXUoD8GjK3JIvUsq86QAmAR9O+f6UQyiN3s0od237GqUB/3X6uINSZj5Zj38TpXfip5RG3Bb1rlEzrJZ9U8q58lXK/KnNKMPFWr1936I0ot5P6fnZg9KQ/DLle0g+wwAbwfX82pnSAH0t5S59N1Ma7DtSzp9VMrN93slhlHBwFrBhZl5KqdP1KHVxcP13FGXuwh51/1DmfpxUn7+eEv5bX/zZWxlvpzRsd6oT1wfjYOD/KMH0R5T3/X2UHpqBzON5jvJ6PkiZA/ZBynywl4erDuQzOr0y8zJKyF2W8t5cSBnOtm2t/yExiL8lLfdSvgfpYMqcrK0oX7r58h0aM/OblNC7DOXz+CPK63xX1i88rufAFpTbYJ9FCdlfpfzt3agtbB5Xj/kNykWRQRlI2YZye6ndmJ6ewcyblaTRpU5Kv4TyPS99fdGipJkgIv4EvJiZb+tjnYnAWzKzr/lMkjQkHNImqTHq/JFDgWsMO9LMFREHAGsAH2zdcKLeQOTNvPLlvpI06hh4JM3yImI8ZTz+/pS7uq0ysiWSGukZyvC/MRHxf5Tvzfki5fbAJ45csSSpb87hkdQEm1PGpa8KbJ2ZfxzZ4kjNk5mnU+bvvJUyp+IcyoT4zTLz1yNZNknqi3N4JEmSJDWWPTySJEmSGss5PBpSL774Us+TT/5npIsxy1pooXmx/gbHOhw863BwrL/Bsw4HzzocHOtv8Ia6DsePHzemt+fs4dGQmmOO0fQF87Me62/wrMPBsw4Hx/obPOtw8KzDwbH+Bm8k69DAI0mSJKmxDDySJEmSGsvAI0mSJKmxDDySJEmSGsvAI0mSJKmxDDySJEmSGsvAI0mSJKmxDDySJEmSGsvAI0mSJKmx5hjpAqjZdv30uSNdBEmSpFedkw5590gXYdSwh0eSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4pkNELBcRPRGxVsfyX0XEmQPcx3wRcV8fz28YERcNooxnRsS207nN2yLizfX3CyJinhk9viRJkjSazDHSBZgF3QO8H/gFQES8EVhoREs0eNsDtwN/zsxdRrowkiRJTTLlpReg56VhPebkyU8P6/EAxo4dy9xzj77r5gae6fcLYLOImD0zXwJ2ASYA80LpoQG+BLwAPAB8CJgLuBiYG7iptaOIWK9t3fuBvbsdMCIWAH5Y9zMX8InM/HVEHAOsB8wOfDMzz2/bZnbgNOANwFjg8My8PiJWAb4NTAFuAc4G9gEmRcSj9TgrAgsCpwNz1nU/DPQAZwF/A1YGfpOZH5mBOpQkSXpVePoft/LspLuG/bh7733esB9zzJjZ2GyzLfnQhz467Mfui0Papt8LwG3ARvXxe4Ar254/Fdg5MzcAngR2BT4A/CEz1wPubFv3ZOA9mbkx8E9gx16OuQnwQGZuCOwGLFbD0rKZuT6wMfD5jqFouwIPZ+ZGwHuBE9uO+bHMXAdYHHgauBo4NDN/2bb9UcD36jG/DRxZl68GHAasDmwdEQv2UmZJkqRXvZEIOyOlp2cKEyZc2f+Kw8zAM2MuBN4fESsCDwLPAETEwkBPZt5f1/sZsAqwAqU3BWBiXXdx4E3AJRExkRKglurleLcCa0fEqcAbM/Nq4J3AWnXbn1LeyyXatnkn8N76/EXAPBExJxCZ+TuAzNw9M//eyzHf0Spr2+sA+GtmPpKZU4CHgAV62V6SJOlVb57xywNjRroYw2LMmNnYfPOtR7oY03BI24y5Fvgm8DAlTLT0MPUZ3RoONnv9Ca+EzOeBB2sPysvqkLipZObDEbEyJRTtW2+aMJnSA/Plju1bvz4PHNM+zK0+P4WBaX8trdcB8GLHeq+OT7AkSdIMmP91azPfUu8Y9jk8X9pvy2E9HjiHp1Ey8/mI+DllXstbqL0fmflkvYvb6zLzH8AGlDk7C1N6TC6mDoWr6xIRK2TmnyJif+CGbseLiE2BsZl5VUT8iTLE7FjguIj4CiWQfC0z92/b7DbKcLvzI2Ix4MDMPAz4U0SsmZm3RcT3gOMoYabzXPhVLev59XXcPogqkyRJetWabfaxlCnVw2fcuPmH9XijmUPaZtyFwK8z818dy/cGzqtDycYCF1BuDLBWRFwHBKX3BEpgOiMibgTWBbKXY/0V+Fzd59mUcHMLZajZrcDPgTs6tvkh8ExE3AJcDtxYl38SOD4ibgKezMy76nMnR8QmbdsfDuweEdcDewJH9FsjkiRJ0igzpqenp/+1pBm066fP9QSTJEkaZicd8u6RLsJUxo8fx6RJk4dy/71Os7CHR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjjenp6RnpMqjZeiZNmjzSZZhljR8/DutvcKzDwbMOB8f6GzzrcPCsw8Gx/gZvqOtw/PhxY3p7zh4eSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY01x0gXQM225xmfHOkiSJIkDauvbXv0SBdBbezhkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYs1zgiYjlImJyRExs+3diRLw9Ir44iP3OFxH3DXDdHWZg/xMjYsWOZSdGxOund1+DEREXRMQ8fTz/WJdl80fE5kNbMkmSJGnmm2OkCzCDMjM37LL8zmE6/meBiwa7k8w8cPBFme5j7jIDm60KbA5MmMnFkSRJkobUrBp4phERGwL7AYcC5wBrA68HflB/fxdwEPAicHtmHhQR8wMXA3MDN3XZ59i6ryWAuYAjgJWAlSPiEmAn4CxgaeA1wJGZeUVErAJ8G5gC3JKZh7Ttc37gGuBDwLdqmXcAFgAC+B/gwMy8KiI+A7wfuAcYCxyfmRPrfjYF3peZ+0bErsChmblSRCwBnAe8GzgDWIjyPu+fmb+rvVgrAm+oZX8KuB0Yn5l71n0fRQk4j9d6+xYwf0T8GbgPOBp4FvgnsFtmvjCAt0iSJGlUmPLCS/RM6Rmy/U+e/PSQ7Rtg7NixzD13rwN21KExgaclM/8SEVdRAsUWwCcpYeXzwNqZ+VxE/DAi1gFWBv6QmZ+KiJ0p4aLdSsCimbl+RCwIbJ2ZX4uIz2Tm9hGxGDAhM8+KiDcAFwJXACcDH6sB4+yIWLbubwwlZByZmX+MiPZjLZOZW0fElsA+EXEbJQy9GZgf+AtwfNv6twDH1N/XAR6NiAXq7z8DDgSuzszvRsQKwEnAZm3bHwEclZmXRsQPgf/U5QsDF2Xm4RFxK/A24GvAipl5WkT8GDgoM2+MiO2BRYBH+nlbJEmSRoUnf/kQz/z5iSE9xt4X7j6k+x8zZjY222xLPvShjw7pcZpiVg08ERET2x5fA9zc9vjL9fFvM/PmiFgTeB3w0xoyFgCWBVYAbqjbtO+v5W5gXER8H7gUuKDj+SeB1SPio5TenEVa5cvM3wFk5u61wFBCxv2ZeVWXY7V6mB6o5Xsj8PvMfBZ4NiJ+2b5yZv4nIp6LiHnra7kUWJMSeC6l9HSNj4gP1E3m7Tje8rxSZz8GNq2/P90qO/BgLUu7C4FTI+Jc4PzMNOxIkqRZxlCHneHQ0zOFCROuNPAM0KwaeKaZw1OHtLXMS+lNWbw+fh64IzO36NhmHUpQgS43cKihYi3gncCewLaUnqOWXSk9IuvVn7fX5VPo7klgs4hYJDMf73juxbbfx9R/7fvp1u96E7AJMBn4BbANZb7NZyivef/MvLWXsrTvv33fL3ZZ72WZ+f2I+CnwXuDyiNghM+/u5RiSJEmjynxvXphn/vJE95bVLKLVw6OBmVUDT3++TOlN2aoOVbscWD4iFsvMR+vd3E4DEngHZR7PRp07iYhVgRUy85w6xOzG+lQrHC0K3JuZU+rwrjnr8j9FxJqZeVtEfA84ri4/iTIU7WRgt35ew33AinUe0YK1nJ1uAA4BfgL8FjgK+E9mPl/L+17g1jqkbcvMPKFt27/VfV4NbMW0QafdFOq5EhFfAL5Zh7ctRuklM/BIkqRZwkJrLMkCqyw+pHN4vrj5YUO2b3AOz/RqXOCpw9eWrTcPuJUSCq6izGm5MiKeA34DPAScDVwaEddReks6z/x7gS9FxMeAlyhzWQB+U4eY7QT8uPYCnQ48EBGHU+YNnVKHsf0iM+9qzdfJzDMiYqeIeHdfryMz/xkR5wG/BO6qP1/qWO1mSpj7fGa+EBHz8cqd1L4BnBkRNwKzAwd0bHs08N2I+BTwR6Ydutbu18BXIuIB4B/AtRHxJKXH6oQ+tpMkSRp1Zhs7+5Duf9y4+Yd0/5o+Y3p6ZuH+vIaLiD0pd1x7Efg9sEVmPjCT9r0WpTfodxFxKDAmM780M/bdbs8zPukJJkmSXlW+tu3RI12EUWf8+HFMmjR5KPc/prfnGtfD0zCvBW4DngPOnVlhp3oO+F5EPEu5Q9uuM3HfkiRJ0qhg4BnFMvNY4Ngh2vdvgNWHYt+SJEnSaDHNnckkSZIkqSkMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIaa0xPT89Il0HN1jNp0uSRLsMsa/z4cVh/g2MdDp51ODjW3+BZh4NnHQ6O9Td4Q12H48ePG9Pbc/bwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWosA48kSZKkxjLwSJIkSWqsOUa6AGq2K3ffa6SLIEmSNF1WP/7kkS6CZiJ7eCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ1loFHkiRJUmMZeCRJkiQ11hx9PRkRywG/B+4AeoC5gUMy86ahKExE7An8KzMvncHtNwT2y8wd2padCVwEPABsl5lHDL6kAz9+XX4icFJm3jsd+3osMxftWLYScBIwOzAfcC3w2czsiYj3ZebF01nebsf4UWa+Z3r2I0mSJI1WfQaeKjNzQ4CIWB/4ArDFUBQmM88civ3Wfd8J3DlU++/n2AfOpF2dDHw6M38VEbMBlwKrRsTjwPuB6Qo83Rh2JEnSrOL5KVN4qadnpu938uSnp3o855xTmDz5mZl6jLFjxzL33PPM1H2qu4EEnnaLAw8CRMTKwLeAF4ApwI7AZ4A/Z+b36jp/AtYDdgF2retdlpnHR8QqwLeB5+q/nYEDgceAU4GzgKWB1wBHZuYVETERuAbYGFgUeFdm/mMgBW/vfYmI7YGDgBeB2zPzoNq7tBWwZC3vQcAalF6tUzPzu7W36HlgkbrOWcCywH+B3euh5ouIc4CVgQsz86ha7v0ovUznAvMD/6r7WBD4ft12LLBHZv6tl5exILAAQGZOAd5TX9tPgDUi4nDg9G77i4gPAgdQ3oMTMvMHbXXzdsp7sTlwX2Yu2q2ugYeBc+prvgXYKTOX7r3WJUmShsZ1Tz3Bnf+euSHkZXvv3v86gzRmzGxsttmWfOhDHx3yY73aDWQOT0TExIj4BXACcFxdvhiwf2ZuBNwM7EZpaO9cN1oBuIfSuN8BWBdYH3hfRLwO2Av4du09+grw2rZjLgxMyMwNgJ2AL7Y993RmbgJcBWzfpbwb1PJOrI32LTtezHzA54GN6/6XiYh16tOvq2V8nNLwX5cS2I5q28UTmfk+YA/gkcxcB/g/4N31+RWAjwJrA/t3lO1g4KeZuR5wHbApsARwVK3H04GPd3lNLUcCF0bEhIg4OCKWqMu/BtyQmUd1219EjAMOr69tC0r4bNXHopSAuUtmdv7V6KzrLYG5M3Mt4HpKOJQkSRp2QxZ2hklPzxQmTLhypIvxqjC9Q9reQmlwrwL8E/hKRMxLafiem5l/iIgFI2I8pffhXEovyZuAn9X9jQOWA34EnBIRbwZ+kJl3R0TrmE8Cq0fERyk9Eou0lefG+vOBjuUtN3SZw9PurZRg89N6vAUoPRYAv8rMHuC/EbFwRNxC6dEZ37b9L+vPVSmhhcy8oB5rQ+DXmfmf+nhMx7FXpQwJJDO/XtdZBjg5Ir4ILESZL9VVZv4oIl5PCS3bAofVY7Z7pMv+lgfuzsxngWepPUOUwPsD4Ku99JR11vXylHALcCWlh0ySJGnYvf018/Hbfz/DzB/QNjxaPTwaetM1pK2GkmeBZSiT57+SmVdHxMGUSfQA51F6Azah9HpsAfwkMz/Wub+IWJ3ScD+r7qNlV0ovz3r15+1tz7U3sjsDxUA8D9yRmVPNQ6pD2p6vv29AGcq1QWa+EBHPdGwP8BLde8j6CgHdtjmK0utzakTsQKmPriJinsx8ihJSfhARRwDbATf0s7/eyjo/8DtgH+CSfl7LmPrvpfq4p/6TJEkadpssuDDrzb/gkMzhWeV/vzzV40UWmY/HH3cOz6xqugJPRCxMGTL1IGVex98iYi5ga+AXdbXzKb03f8nM/0TEHbzSE/QscCLwWeDDlCB0bu0JWaXtUIsC92bmlDrfZs4ZfYFdJLB8RCyWmY/WnpDTOtZZFLi/hp13A7NHRGcZfkUJRRdGxLbA2yjzWvrS2uZXEfExytyfVj2OofS8zN5tw4iYH/h9RKyVmQ/XxUsDP6f0grXey277u7vsIuajhJjLKfN1nsrMT0XEWRGxd2b+Xz/l/xtleCJ1++mdAyZJkjTTzDnb0HzDyrhx80/1eIEFxvH8836by6xqeubwTKQMY9ovM58HvgFcBlxYf98jIlbOzH8Cz1B6eqhDpU6kNMx/QZn38izwV0pYuI7So3Nu2zEvBt5Vn/s38ECdkD9odbjZgcCVEXEzZajWQx2rXQu8KSJuAP4HuAI4pWOdC4DX1HUOpNzAoD8nAe+sdbktpVflO5T6u6ruc4OI2LxLuZ8G9gUuru/HTcBkSr3dRblb29e77Q9YhzKH51pgIvDdOnSv5UDgoDq8ri9XAPPXY69HmeskSZIkjVpjemZyN2CdBH81sEa9k5gaovbwbZSZF0fEUsB1mfmWvra5cve9HPYmSZJmKasff/JUj8ePH8ekSZNHqDTNMNR1OH78uF6nuszUvrmIeC9lIv9nDDuNNBnYqd6x71LgUyNcHkmSJKlPM3UORmZeRhnmpgbKzBeotx2XJEmSZgXOvpIkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY1l4JEkSZLUWAYeSZIkSY01x0gXQM229dlnMGnS5JEuxixr/Phx1t8gWYeDZx0OjvU3eNbh4FmHejWzh0eSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDXWmJ6enpEugyRJkiQNCXt4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSY80x0gVQM0TE14G1gB7gk5n5q7bnNgW+BLwEXJmZ/zsypRzd+qnDuYHvAG/NzHeMUBFHtX7qbyPgy5RzMIGPZOaUESnoKNZPHe4NfJhSh78FPpGZfq9Bh77qsG2dLwNrZ+aGw1y8Ua+fc/A+4H7KOQiwW2Y+OOyFHOX6qcNlgPOBOYFfZ+Y+I1PK0a23OoyIpYBz21Z9A/DZzDxv+Es5evVzDn4C+ADlc3x7Zh44HGWyh0eDFhEbAG/KzLUpDaKTO1Y5GXgfsA6weUSsMMxFHPUGUIdfA+4c7nLNKgZQf6cBO2TmOsA4YMthLuKo11cdRsS8wC7AerUO3wKsPSIFHcUGcB5S//6tP9xlmxUMpP6ArTJzw/rPsNNhAHV4PHB8Zq4BvBQRrxvuMo52fdVhZj7YOv+ATYF/AD8ekYKOUv38XzI/cAjl/5J1gRUiYq3hKJeBRzPDJsBlAJl5F7BQPamJiDcAT2Tm/fWK+pV1fU2t1zqsDgMuHYFyzSr6q7/VMvOB+vskYJHhLd4sodc6zMz/ZOYmmflCDT8LAI+MWElHr/7OQygNzs8Nc7lmFQOpP/Wtr/+PZwPWozbQM/MTmfmPESrnaDbQ83BP4OLMfGb4ijZL6Kv+nq//5ouIOYB5gSeGo1AGHs0Mr6U0Ilsm1WXdnnsUWGKYyjUr6asOyczJw16iWUt/9fc0QEQsAWxOCd6aWp91CBARnwX+BvwwM+8ZxrLNKvqsw4jYE7gBuG9YSzXr6PccBE6NiJsi4tiIGDN8RZtl9FWH44HJwNdrHX55uAs3ixjIeQjwEeB7w1KiWUuv9ZeZ/wW+CNwD/B24LTP/PByFMvBoKPT1n5D/QQ2M9TQ409RfRCwGXA58PDMfH/4izXKmqcPMPJYyZn3LiFhn+Is0y3m5DiNiYWAvSg+PBqbzHDwc+H/AhsCKlKHS6tuYjt+XAk4CNgBWiYhtRqRUs5Zu/5+sDdzdupimPrX/HZyfMmLlzcDrgTUjYuXhKISBRzPDQ0x99WNJ4OFenluqLtPU+qpD9a/P+qt/ZK8CPp+ZE4a5bLOKXuswIhaOiPUBMvNZSl0aeKbV13m4MeUK+42U4amr1om9ekWfn+PMPDszH83MFym9tCsNc/lmBX3V4WPA3zPzb5n5EnAd8NZhLt+sYCD/H28LXDtsJZq19FV/ywP3ZOZjmfk85e/hasNRKAOPZoYJwA4AEbEq8FBrCFZm3gfMHxHL1fGa29b1NbVe61AD0l/9HQ98PTOvHonCzSL6qsOxwJkRMV99vAblbneaWl9/Cy/KzBUycy1gO8odsj41ckUdlXqtv4hYICJ+GhFz1nU3AP4wMsUc1fo6B18E7omIN9V1V8PPcTcD+f94dcrdKjWtvurvPmD5iJinPn4H8JfhKNSYnh7vKqrBi4hjKXcemgJ8AlgF+FdmXlqvDH+lrnpxZh43QsUc1fqpwwuBZShX4+4ATvM2mFPrrf6AnwJPAre2rX5eZp427IUc5fo5B/esy16k/Ee/r7elnlZfddi2znLAmd6Welr9nIOfBPYAngV+A+zvOTitfurwjcCZlAvev6d8jr1Ff4f+PscR8Xtg08z858iVcvTq5xz8GGV474vALZn56eEok4FHkiRJUmM5pE2SJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JGkUqd9Z1RMRu3Usv28IjvXOiHhD/f3EiBiWL4AbCrXO5hjpcrSLiKMj4sj6+8SImL2PdbeOiIXr7xdExFIzsRxvnNnnT3sZI+ID07ntJhFxSUS8PiIemJnlGuDxPxsR2wxw3TMj4iPTuf8PdPt9gNt+PSI+PD3bSOrfqPrPQZIEwJ+BIyLix0P8BbR7AT+gfPP1gUN4nFe9AXznzqeAfYEnMnOXoS/R4LTKWEPPPsA5A9mufnntqcBawLghK2AfMvPYodp3e33UgHs4A6yb6jPA7yLimsz8x1CUUXo1MvBI0ujzMOULU78ATPOlbBHxJWAdYB7ghrZ1vklpSD4C3A88lpmfj4h9gd2B54H/AjsDGwE7AmtExKcoDbOjgS8Dn8zMW+qxrgWOB/4IfBuYF5gPOCwzr+0o15nAY8DylC/J/SzwLuBtwE2ZuW8f5R9DaQi/BZgLuC0zD6hf0vnjWh9rUhrJ22TmQ90qLiJeA5xG+aLescDZmXlKRMwNnAUsBzxA+dK7azLzu23bLgdcB1wFrFwX75KZD0bE08D3gNlrufYHdqL8P3o38PHMfDYijgG2rfX/b+Cuuu+eWp6xwBnA6+r+DwVWANYDzo2IvYArgS2AnwGrZ+aDdR9/Ad5d93F82/72y8zfdNTDO2t9TqJ8WXFr+UJ1+XhgAeD4zDyv9kQtAiwNvAn4WWbuHxEr1vp8jvLeH5WZP6k9RpvWOlkpIs4G/gf4XGZOrMe6CvhGZl7ZVrS9gasz8/GIeDnwRMTidV/zUd7/rwJ3Ur6setWIGEM5rz+dmWdFxC7AusD/A74FvJFybpyfmcfXL8rdFlgIOCEzf9J2rDOBm4ALgPPqOmOByzPzGKa1RkTsUOvmjLr/Obsdt+6vVR89wLIRMSEzN4+InYD9Kef6JOAjtR46z61T6+s6sEtZJM0Ah7RJ0uh0ArBNRET7wojYEVgqMzfIzDUoDa5tgU2ANeq/nerjlnmAzTNzA+A+4AP1G8PvBA7KzOvb1j0X2KEeazFKeJkAnEJpHG9MaXR/t5chZItn5jbAkZQG4SdqmfaMiAX7KP9CwO8yc/3MXBPYvDa2oQSCMzNz/VrmnfuotwOAp+q6GwOfqcP2PgCMrfv+BLB5L9u/gdKoXQ+YCBxUl88HXFkbpGsA2wHrZ+bawFPARyLizcBu9fW+lxIcOh0M3J+Z7wT2oDR6T6E05nfLzD/V9V4Cfgi8D6AON/xXZt5FeY/2qb1GHwe+y7SOAz6TmZvUfbccTQkcG1O+Cf2oiBhfn1uF8t6vDuxVw9HewI8ycyNKeF2k4zhHAL/PzN2B7wB71vIuDARwdcf6W3ZZBnAUcEN9Te+hnG+PAa+JiPmBFYHfABvU9TeihOBPAg/V8q0J7BIRb6vrvB3Yuj3sdNiMck6sB7wTeCYiurWLlgS2ogSsw+pr6+247fVxBDCphp1lgM8Bm2bmupRz67C6/5fPrfr4mlpPkmYSe3gkaRTKzOci4hDgZMrV/paNgLUjYmJ9vADwemBO4MbMfAn4d0S0NyofB66MiCmUHo6H+zj0BcDNlCvMOwAXZuZLEbERMC4ijqjrvQAsBnT2tNxcfz4A3JWZTwFExOO1rL2V/0pgmYi4ldKbsASwKPAMpafqj3X9vwML91H+NYEzAWqPy+3AqpTG78S6/JGIuKmX7R/PzFaPyM28cpV9TNtr25AS1H5W8+hran2sBNyRmc/V1/zzXsp3Si3HX4AP9vFazqX05JxMCXnn1BAawPfasvD8ETFbZk5p23YlSi8GwPWUIAil/lePiD3q4xco9Q+lF+4l4NmIeIxSzxcDZ0bEssAVwPf7KO8PgaPrsLXtgHM7ygSl5+3+Ltu218ujdW5P1LKvS6nvs4H96vrrUMLovsDSEdEKQnPXdQF+3XovenEzJfD9kHL+fbdLeQGuzcwe4KmI+CslyG7Uy3Gf6OVYa1PO6Z/W920u4N76XPu5BeUcX66PckuaTgYeSRqlMvPKiNg3IrZrW/wccFpmHte+bkR8GmhvrL1Uly9Nudr/1tqQnGq7Lsd8JCLuqb0YO1OCT+u422fmY/0U+8VefofSsOut/LtRehbWy8wXa1Dpaz+96emybg9lRMM09dNF+xX+1rYtz9efzwE/zsz92p6jDntqP0a3mxS0ytKvzPxVRCwWEUsA21Ma+c8Bzw1gTtCYtrK0l+M5yvC79volIramSz1n5s9rT9smlN6bDwC79lLe/0bEJZSwswOl92mgenvfJlB6ooLSM7ddRKxJCcHPRMRzlGF2F3W8nj155f3qqn4eVqaEkfcAt0fEqpn5bMeq7e9pq1y9HXfDXg73HPDLzNy2l+f7LKukwXFImySNbgdS5tXMVR/fBGzfGk4WEYdHxJso80jWiogxETEvr/QKLUZpHD5ah+Js3ravKZS5C53OBT4MLNzW23ETZagcEbFoRJw4g6+nt/IvDmQNO6tRrpbP1cd+evML6muv83lWo8xhuZsybKk1VG/dXrZfKCJWqb+vC/yuyzo3A1vVngwi4uMRsTZlvs6qETFnRIzlleFX7W6hDleKcke+6+ry3t6LCyhzuf6cmf/MzH8B99WAQkS8OSIO77LdnygNeShzbVra38d5IuLbvQxNpK6zP7B0Zl5OOSfW7Fils9ynUYLOmMy8l2ndT+nl6dT+vi1J6Q1JyjymdYAl6rytG4HPU4azdb6e2SLihHqe9ysiNqfMB7s5Mz9N6U1crMuqG9f1F6IMefxzH8dtr4/2339FmQv02rrNjhHxnl6Ktixl6KmkmcTAI0mjWGb+DbgIeG1ddAmlwX1LHf61OHAPZUjO/cDtlMByC+WK/Z3AXyLil5Q5NUdQ5mesS5kr8J2I2L7jsJdQruKf37bsAMrV9Rvrsa5nxvRW/gspQ91uoMxbOY4ylGuh6dz/NyhD735ey3hUZt5HGea2aD3miZSGc2ePBsCDlPlG11Ma2l/vXKH2jnwLmFiHxm0I/LYOu7sMuK2+nju77P9kSqi6kTLB/ei6/KfA5VFuNtDuXOCjTH2nr92BQ+trPIvyPnb6NHBiRFwJzN+2/EjgTbXcPwd+k5nd6qHlbuD8iPgZ8BPKjSja/RFYPCKuAahzkGanDivs4mqmHqLZcgSwbh3qeAnw0cx8pg6JnA34fV3vBmAbSs8PlPfhmfq+/oIyf6u3YWWdEjgoIm6sx52QmX/vst5DEXEZ5Zw5qpapt+O218dDwCMRcQfwL8q8nyvq+/bhul03m9J9npOkGTSmp6ezF1mSNKuJiAUoE+XPzsyeiPgx5c5R5/e95atDlNsFvzMzL6wT038N7JuZt7atsxxlHsvSI1TMWV6twyuBlTPzhS7Pz0e5+cBamfn4MBdv1Ity97ffAlv2Er4kzQB7eCSpGSZTeiTuiIibKTcquHBkizSqPEW5k9YvgVuBq9rDjgYvIg4DfgTs3S3sAGTmM5Tvqfm/KLea1tS+Ahxn2JFmLnt4JEmSJDWWPTySJEmSGsvAI0mSJKmxDDySJEmSGsvAI0mSJKmxDDySJEmSGsvAI0mSJKmx/j+SOV0/31113AAAAABJRU5ErkJggg==\n", 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B3kzbcJ467OhOysT0uTqOe0iUOwIREatFxBntDfhaltbcg27zR2anXHntLOd+9TX0NgRrOFxNGYY2zR2vImL1iDg5IhbrvtlL5qB8A3x72FmTMpm6devivtxEGZu/Ydv2s1EmpV/QyzYD1bqJwvYdy68CWnOW5qDcDvnRtuMvx8sToKfnvVqLMjzpoG5PRrlL4GK8fLv1lvZjvOIcj3Ijg7061u3ttZ1GmXPUfgGz1cj/f5TevO9HuTHIYPyVcuvhDTuWb8fAQ/3svLIXcDNKWLt7oJ/R6ZGZ9wN3Ae+Otrv71d+3Lavk/b1tPxgz+Lek3VIR8fa2/Y2hhKQ/1fByG+Xiw67Rcce3iDg2Inaqv28WEae0r1M/v5d3lKOHmfe3akBlm4XbS9Owh0fScHlrRMxXf5+dcgW2devhVmPvLspY8Y9HxJ2UK8B7Ub6L50FgnYhYH7gxM6dm5j11Uu8ulKu27Xf8gjIX6BLg6ih3tXqOMgztAMoteKHMZdgBeENEnFSPs1h9/rEu+yQzn4iI3wG71OM/SGmYvoVyW+SVImJTyq21h9uplCFWZ0fEwZQG5gqU2/n+k9LI6Msk4ICI+CxlGOE7gI9T7nT1UeDDEfHj3jfnFMqd4s6uw+Mepbzvy1K+32UwLqC8TydFxFTKMLH3UXphWnd6mkSZW3NClBtdvJlyq99TKMNnPhgRZwzweD+m3CHw8xHxZsrdyh6i3MJ4dcotpFtfPtryELBhbbD9tZbnAODEKDeiWJJy9f8Myi2gd4qI++rNEX4CHBblzmi3U74H6QOUSf7PRcdNQOrNPHajnHffodwyeYZk5vO1B/XjEXEc5Ttc3kJ57++kfB9Tf56k3AlwMcpne3vKDQu+0hagB/IZnV6HUm6Icl5EnE75e7Mn5QYJ3W4YMbNM99+SDvdQwuqXKJ/N3Sh3kfs4vDRH6HDK3JyLI+IbvPza3k/5OwjlM/0R4LUR8T3KZ24ZSk/TX3j5BgoPAetHxMcod1fsvOHIgE1H2WbJ9lIne3gkDZcLKfMofkW5en0y5bstNs7MCQD1bkzvo/wH/QPKjQn+QWkwf4lyZfJ8pr1407q177mdQ7ay3JK11bNxEeV2wusDe2TmcXWdByiTzp+kNBJ/Trnl9SPAepn5ON29n3Il/7uULyOci9LY+Spljsv5lInZw6oOGVuX0gA8mjK35IuUMm86gEnAh1O+P+UQSqN3M8pd275GacB/nT7uoJSZT9Tj30jpnfgppRG3Rb1r1AyrZd+Ucq58lTJ/ajPKcLFWb9+3KI2o91N6fvagNCS/TPkeks8wwEZwPb92pjRAX0u5S99NlAb7jpTzZ5XMbJ93chglHJwJbJiZl1DqdD1KXRxc/x1FmbuwR90/lLkfJ9Xnr6OE/9YXf/ZWxtsoDdud6sT1wTgY+D9KMP0R5X1/H6WHZiDzeJ6lvJ4PUuaAfZAyH+yl4aoD+YxOr8y8lBJyl6W8NxdQhrNtW+t/lhjE35KWeyjfg3QwZU7WVpQv3XzpDo2Z+U1K6F2G8nn8EeV1vivrFx7Xc2ALym2wz6SE7K9S/vZu1BY2j6vH/AblosigDKRss3J7qd2Ynp7BzJuVpJGlTkq/mPI9L3190aKkmSAi/gS8kJlv62OdScBbMrOv+UySNEs4pE1SY9T5I4cCVxt2pJkrIg4A1gA+2LrhRL2ByJt5+ct9JWnEMfBIGvUiYjxlPP7+lLu6rTK8JZIa6WnK8L8xEfF/lO/N+SLl9sAnDl+xJKlvzuGR1ASbU8alrwpsnZl/HN7iSM2TmadT5u+8lTKn4mzKhPjNMvPXw1k2SeqLc3gkSZIkNZY9PJIkSZIayzk8mqVeeOHFniee+M9wF2PUWmihebH+Bsc6HBzrb/Csw8Gx/gbPOhwc62/whqIOx48fN6a35+zh0Sw1xxwj6QvmRx/rb/Csw8Gx/gbPOhwc62/wrMPBsf4Gb7jr0MAjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbHmGO4CqNl2/fQ5w10ESZKkV5WTDnn3cBdhRLGHR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXimQ0QsFxE9EbFWx/JfRcSEAe5jvoi4t4/nN4yICwdRxgkRse10bvO2iHhz/f38iJhnRo8vSZIkjSRzDHcBRqG7gfcDvwCIiDcCCw1riQZve+A24M+ZuctwF0aSJKlJpr74PPS8OGTHmzLlqSE7VruxY8cy99wj77q5gWf6/QLYLCJmz8wXgV2AicC8UHpogC8BzwP3Ax8C5gIuAuYGbmztKCLWa1v3PmDvbgeMiAWAH9b9zAV8IjN/HRHHAOsBswPfzMzz2raZHTgNeAMwFjg8M6+LiFWAbwNTgZuBs4B9gMkR8Ug9zorAgsDpwJx13Q8DPcCZwN+AlYHfZOZHZqAOJUmSXhWe+sctPDP5ziE95t57nzukx2sZM2Y2NttsSz70oY8Oy/F745C26fc8cCuwUX38HuCKtudPBXbOzA2AJ4BdgQ8Af8jM9YA72tY9GXhPZm4M/BPYsZdjbgLcn5kbArsBi9WwtGxmrg9sDHy+YyjarsBDmbkR8F7gxLZjfiwz1wEWB54CrgIOzcxftm1/FPC9esxvA0fW5asBhwGrA1tHxIK9lFmSJOlVb6jDznDq6ZnKxIlX9L/iEDPwzJgLgPdHxIrAA8DTABGxMNCTmffV9X4GrAKsQOlNAZhU110ceBNwcURMogSopXo53i3A2hFxKvDGzLwKeCewVt32p5T3com2bd4JvLc+fyEwT0TMCURm/g4gM3fPzL/3csx3tMra9joA/pqZD2fmVOBBYIFetpckSXrVm2f88sCY4S7GkBgzZjY233zr4S7GKzikbcZcA3wTeIgSJlp6mPaMbg0Hm73+hJdD5nPAA7UH5SV1SNw0MvOhiFiZEor2rTdNmELpgflyx/atX58Djmkf5lafn8rAtL+W1usAeKFjvVfHJ1iSJGkGzP+6tZlvqXcM6RyeL+235ZAdq51zeBokM5+LiJ9T5rW8hdr7kZlP1Lu4vS4z/wFsQJmzszClx+Qi6lC4ui4RsUJm/iki9geu73a8iNgUGJuZV0bEnyhDzI4FjouIr1ACydcyc/+2zW6lDLc7LyIWAw7MzMOAP0XEmpl5a0R8DziOEmY6z4Vf1bKeV1/HbYOoMkmSpFet2WYfS5lSPTTGjZt/yI41GjikbcZdAPw6M//VsXxv4Nw6lGwscD7lxgBrRcS1QFB6T6AEpjMi4gZgXSB7OdZfgc/VfZ5FCTc3U4aa3QL8HLi9Y5sfAk9HxM3AZcANdfkngeMj4kbgicy8sz53ckRs0rb94cDuEXEdsCdwRL81IkmSJI0wY3p6evpfS5pBu376HE8wSZKkIXTSIe8e7iJMY/z4cUyePGVWH6PXaRb28EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqLAOPJEmSpMYy8EiSJElqrDE9PT3DXQY1W8/kyVOGuwyj1vjx47D+Bsc6HBzrb/Csw8Gx/gbPOhwc62/whqIOx48fN6a35+zhkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYcwx3AdRse57xyeEugiRJ0pD42rZHD3cR1IU9PJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIaa9QFnohYLiKmRMSktn8nRsTbI+KLg9jvfBFx7wDX3WEG9j8pIlbsWHZiRLx+evc1GBFxfkTM08fzj3ZZNn9EbD5rSyZJkiTNfHMMdwFmUGbmhl2W3zFEx/8scOFgd5KZBw6+KNN9zF1mYLNVgc2BiTO5OJIkSdIsNVoDzytExIbAfsChwNnA2sDrgR/U398FHAS8ANyWmQdFxPzARcDcwI1d9jm27msJYC7gCGAlYOWIuBjYCTgTWBp4DXBkZl4eEasA3wamAjdn5iFt+5wfuBr4EPCtWuYdgAWAAP4HODAzr4yIzwDvB+4GxgLHZ+akup9Ngfdl5r4RsStwaGauFBFLAOcC7wbOABaivM/7Z+bvai/WisAbatmfBG4DxmfmnnXfR1ECzmO13r4FzB8RfwbuBY4GngH+CeyWmc8P4C2SJEkadlOff5GeqT2zZN9Tpjw1S/bbaezYscw9d68DdtShMYGnJTP/EhFXUgLFFsAnKWHl88DamflsRPwwItYBVgb+kJmfioidKeGi3UrAopm5fkQsCGydmV+LiM9k5vYRsRgwMTPPjIg3ABcAlwMnAx+rAeOsiFi27m8MJWQcmZl/jIj2Yy2TmVtHxJbAPhFxKyUMvRmYH/gLcHzb+jcDx9Tf1wEeiYgF6u8/Aw4ErsrM70bECsBJwGZt2x8BHJWZl0TED4H/1OULAxdm5uERcQvwNuBrwIqZeVpE/Bg4KDNviIjtgUWAh/t5WyRJkobdE798kKf//Pgs2//eF+w+y/bdbsyY2dhssy350Ic+OiTHG+1Ga+CJiJjU9vhq4Ka2x1+uj3+bmTdFxJrA64Cf1pCxALAssAJwfd2mfX8tdwHjIuL7wCXA+R3PPwGsHhEfpfTmLNIqX2b+DiAzd68FhhIy7svMK7scq9XDdH8t3xuB32fmM8AzEfHL9pUz8z8R8WxEzFtfyyXAmpTAcwmlp2t8RHygbjJvx/GW5+U6+zGwaf39qVbZgQdqWdpdAJwaEecA52WmYUeSJI0KszLsDKWenqlMnHiFgWeARmvgecUcnjqkrWVeSm/K4vXxc8DtmblFxzbrUIIKdLmBQw0VawHvBPYEtqX0HLXsSukRWa/+vK0un0p3TwCbRcQimflYx3MvtP0+pv5r30+3vtcbgU2AKcAvgG0o820+Q3nN+2fmLb2UpX3/7ft+oct6L8nM70fET4H3ApdFxA6ZeVcvx5AkSRox5nvzwjz9l8e7t6pGkVYPjwZmtAae/nyZ0puyVR2qdhmwfEQslpmP1Lu5nQYk8A7KPJ6NOncSEasCK2Tm2XWI2Q31qVY4WhS4JzOn1uFdc9blf4qINTPz1oj4HnBcXX4SZSjaycBu/byGe4EV6zyiBWs5O10PHAL8BPgtcBTwn8x8rpb3vcAtdUjblpl5Qtu2f6v7vArYilcGnXZTqedKRHwB+GYd3rYYpZfMwCNJkka8hdZYkgVWWXyWzeH54uaHzZL9dnIOz/RpXOCpw9eWrTcPuIUSCq6kzGm5IiKeBX4DPAicBVwSEddSeks6z/57gC9FxMeAFylzWQB+U4eY7QT8uPYCnQ7cHxGHU+YNnVKHsf0iM+9szdfJzDMiYqeIeHdfryMz/xkR5wK/BO6sP1/sWO0mSpj7fGY+HxHz8fKd1L4BTIiIG4DZgQM6tj0a+G5EfAr4I68cutbu18BXIuJ+4B/ANRHxBKXH6oQ+tpMkSRpRZhs7+yzb97hx88+yfWvGjenpGeV9eg0WEXtS7rj2AvB7YIvMvH8m7XstSm/Q7yLiUGBMZn5pZuy73Z5nfNITTJIkvSp8bdujh7sII9L48eOYPHnKrD7GmN6ea1wPT8O8FrgVeBY4Z2aFnepZ4HsR8QzlDm27zsR9S5IkSSOCgWcEy8xjgWNn0b5/A6w+K/YtSZIkjRSvuDOZJEmSJDWFgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSYxl4JEmSJDWWgUeSJElSY43p6ekZ7jKo2XomT54y3GUYtcaPH4f1NzjW4eBYf4NnHQ6O9Td41uHgWH+DNxR1OH78uDG9PWcPjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGMvBIkiRJaiwDjyRJkqTGmmO4C6Bmu2L3vYa7CJIkSQO2+vEnD3cRNJPZwyNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsQw8kiRJkhrLwCNJkiSpsebo68mIWA74PXA70APMDRySmTfOisJExJ7AvzLzkhncfkNgv8zcoW3ZBOBC4H5gu8w8YvAlHfjx6/ITgZMy857p2Nejmblox7KVgJOA2YH5gGuAz2ZmT0S8LzMvms7ydjvGjzLzPdOzH0mSJGmk6jPwVJmZGwJExPrAF4AtZkVhMnPCrNhv3fcdwB2zav/9HPvAmbSrk4FPZ+avImI24BJg1Yh4DHg/MF2BpxvDjiRJGi2emzqVF3t6Zuo+p0x5aprHc845lSlTnp6pxxg7dixzzz3PTN2nejeQwNNuceABgIhYGfgW8DwwFdgR+Azw58z8Xl3nT8B6wC7ArnW9SzPz+IhYBfg28Gz9tzNwIPAocCpwJrA08BrgyMy8PCImAVcDGwOLAu/KzH8MpODtvS8RsT1wEPACcFtmHlR7l7YClqzlPQhYg9KrdWpmfrf2Fj0HLFLXORNYFvgvsHs91HwRcTawMnBBZh5Vy70fpZfpHGB+4F91HwsC36/bjgX2yMy/9fIyFgQWAMjMqcB76mv7CbBGRBwOnN5tfxHxQeAAyntwQmb+oK1u3k55LzYH7s3MRbvVNfAQcHZ9zTcDO2Xm0r3XuiRJ0qxx7ZOPc8e/Z24QAWDv3ftfZ5DGjJmNzTbbkg996KOz/Fga2ByeiIhJEfEL4ATguLp8MWD/zNwIuAnYjdLQ3rlutAJwN6VxvwOwLrA+8L6IeB2wF/Dt2nv0FeC1bcdcGJiYmRsAOwFfbHvuqczcBLgS2L5LeTeo5Z1UG+1bdryY+YDPAxvX/S8TEevUp19Xy/gYpeG/LiWwHdW2i8cz833AHsDDmbkO8H/Au+vzKwAfBdYG9u8o28HATzNzPeBaYFNgCeCoWo+nAx/v8ppajgQuiIiJEXFwRCxRl38NuD4zj+q2v4gYBxxeX9sWlPDZqo9FKQFzl8zs/KvRWddbAnNn5lrAdZRwKEmSNORmSdgZIj09U5k48YrhLsarxvQOaXsLpcG9CvBP4CsRMS+l4XtOZv4hIhaMiPGU3odzKL0kbwJ+Vvc3DlgO+BFwSkS8GfhBZt4VEa1jPgGsHhEfpfRILNJWnhvqz/s7lrdc32UOT7u3UoLNT+vxFqD0WAD8KjN7gP9GxMIRcTOlR2d82/a/rD9XpYQWMvP8eqwNgV9n5n/q4zEdx16VMiSQzPx6XWcZ4OSI+CKwEGW+VFeZ+aOIeD0ltGwLHFaP2e7hLvtbHrgrM58BnqH2DFEC7w+Ar/bSU9ZZ18tTwi3AFZQeMkmSpCH39tfMx2///TQzd0Db0Gj18GhoTNeQthpKngGWoUye/0pmXhURB1Mm0QOcS+kN2ITS67EF8JPM/Fjn/iJidUrD/cy6j5ZdKb0869Wft7U9197I7gwUA/EccHtmTjMPqQ5pe67+vgFlKNcGmfl8RDzdsT3Ai3TvIesrBHTb5ihKr8+pEbEDpT66ioh5MvNJSkj5QUQcAWwHXN/P/nor6/zA74B9gIv7eS1j6r8X6+Oe+k+SJGnIbbLgwqw3/4IzfQ7PKv/75WkeL7LIfDz2mHN4RrPpCjwRsTBlyNQDlHkdf4uIuYCtgV/U1c6j9N78JTP/ExG383JP0DPAicBngQ9TgtA5tSdklbZDLQrck5lT63ybOWf0BXaRwPIRsVhmPlJ7Qk7rWGdR4L4adt4NzB4RnWX4FSUUXRAR2wJvo8xr6Utrm19FxMcoc39a9TiG0vMye7cNI2J+4PcRsVZmPlQXLw38nNIL1novu+3vrrKLmI8SYi6jzNd5MjM/FRFnRsTemfl//ZT/b5ThidTtp3cOmCRJ0kwz52wz/xtWxo2bf5rHCywwjuee85tcRrPpmcMziTKMab/MfA74BnApcEH9fY+IWDkz/wk8TenpoQ6VOpHSMP8FZd7LM8BfKWHhWkqPzjltx7wIeFd97t/A/XVC/qDV4WYHAldExE2UoVoPdqx2DfCmiLge+B/gcuCUjnXOB15T1zmQcgOD/pwEvLPW5baUXpXvUOrvyrrPDSJi8y7lfgrYF7iovh83AlMo9XYn5W5tX++2P2Adyhyea4BJwHfr0L2WA4GD6vC6vlwOzF+PvR5lrpMkSZI0Yo3pmcndgHUS/FXAGvVOYmqI2sO3UWZeFBFLAddm5lv62uaK3fdy2JskSRo1Vj/+5Gkejx8/jsmTpwxTaZphKOpw/PhxvU51man9cxHxXspE/s8YdhppCrBTvWPfJcCnhrk8kiRJUp9m6hyMzLyUMsxNDZSZz1NvOy5JkiSNBs7AkiRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjWXgkSRJktRYBh5JkiRJjTXHcBdAzbb1WWcwefKU4S7GqDV+/Djrb5Csw8Gx/gbPOhwc62/wrEO92tnDI0mSJKmxDDySJEmSGsvAI0mSJKmxDDySJEmSGsvAI0mSJKmxDDySJEmSGsvAI0mSJKmxDDySJEmSGsvAI0mSJKmxDDySJEmSGmtMT0/PcJdBkiRJkmYJe3gkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjGXgkSZIkNZaBR5IkSVJjzTHcBVAzRMTXgbWAHuCTmfmrtuc2Bb4EvAhckZn/OzylHNn6qcO5ge8Ab83MdwxTEUe0fupvI+DLlHMwgY9k5tRhKegI1k8d7g18mFKHvwU+kZl+r0GbvuqvbZ0vA2tn5oZDXLxRoZ9z8F7gPso5CLBbZj4w5IUcwfqpv2WA84A5gV9n5j7DU8qRrbc6jIilgHPaVn0D8NnMPHfoSzly9XMOfgL4AOUzfFtmHjhU5bKHR4MWERsAb8rMtSkNopM7VjkZeB+wDrB5RKwwxEUc8QZQh18D7hjqco0WA6i/04AdMnMdYByw5RAXccTrqw4jYl5gF2C9WodvAdYeloKOUAM4B6l/+9Yf6rKNFgOpQ2CrzNyw/jPstBlA/R0PHJ+ZawAvRsTrhrqMI11fdZiZD7TOPWBT4B/Aj4eloCNUP/+PzA8cQvl/ZF1ghYhYa6jKZuDRzLAJcClAZt4JLFRPbCLiDcDjmXlfvaJ+RV1f0+q1DqvDgEuGoVyjRX/1t1pm3l9/nwwsMrTFGxV6rcPM/E9mbpKZz9fwswDw8LCVdGTq7xyE0uD83BCXazQZSB2qd339XzwbsB61gZ6Zn8jMfwxTOUeygZ6DewIXZebTQ1e0UaGv+nuu/psvIuYA5gUeH6qCGXg0M7yW0ohsmVyXdXvuEWCJISrXaNJXHZKZU4a8RKNLf/X3FEBELAFsTgnemlafdQgQEZ8F/gb8MDPvHsKyjQZ91l9E7AlcD9w7pKUaXfo9B4FTI+LGiDg2IsYMXdFGhb7qbzwwBfh6rb8vD3XhRomBnIMAHwG+NyQlGl16rb/M/C/wReBu4O/ArZn556EqmIFHs0Jf/wn5H9TAWE+D84r6i4jFgMuAj2fmY0NfpFHnFXWYmcdSxq1vGRHrDH2RRpWX6i8iFgb2ovTwaOA6z8HDgf8HbAisSBkqrd6N6fh9KeAkYANglYjYZlhKNbp0+79kbeCu1oU09an97+D8lNEqbwZeD6wZESsPVUEMPJoZHmTaKyBLAg/18txSdZmm1Vcdqn991l/9Q3sl8PnMnDjEZRsteq3DiFg4ItYHyMxnKHVp4JlWX+fgxpQr7DdQhqauWif2alp9fo4z86zMfCQzX6D00q40xOUb6fqqv0eBv2fm3zLzReBa4K1DXL7RYCD/F28LXDNkJRpd+qq/5YG7M/PRzHyO8vdwtaEqmIFHM8NEYAeAiFgVeLA1BCsz7wXmj4jl6pjNbev6mlavdagB6a/+jge+nplXDUfhRom+6nAsMCEi5quP16Dc7U4v6+vv4IWZuUJmrgVsR7lD1qeGr6gjVq91GBELRMRPI2LOuu4GwB+Gp5gjVl/n4AvA3RHxprruavgZ7mYg/xevTrlTpV6pr/q7F1g+Iuapj98B/GWoCjamp8e7imrwIuJYyt2HpgKfAFYB/pWZl9Qrw1+pq16UmccNUzFHtH7q8AJgGcoVuduB07wV5rR6qz/gp8ATwC1tq5+bmacNeSFHuH7OwT3rshco/9nv622pp9VX/bWtsxwwwdtSd9fPOfhJYA/gGeA3wP6eg9Pqp/7eCEygXOz+PeUz7O35O/T3OY6I3wObZuY/h6+UI1c/5+DHKMN7XwBuzsxPD1W5DDySJEmSGsshbZIkSZIay8AjSZIkqbEMPJIkSZIay8AjSZIkqbEMPJIkSZIay8AjSSNI/c6qnojYrWP5vbPgWO+MiDfU30+MiCH7EriZrdbZHMNdjnYRcXREHFl/nxQRs/ex7tYRsXD9/fyIWGomluONM/v8aS9jRHxgOrfdJCIujojXR8T9M7NcAzz+ZyNimwGuOyEiPjKd+/9At98HuO3XI+LD07ONpP6NqP8cJEkA/Bk4IiJ+PIu/gHYv4AeUb78+cBYe51VvAN+78ylgX+DxzNxl1pdocFplrKFnH+DsgWxXv7z2VGAtYNwsK2AfMvPYWbXv9vqoAfdwBlg31WeA30XE1Zn5j1lRRunVyMAjSSPPQ5QvTP0C8IovZouILwHrAPMA17et801KQ/Jh4D7g0cz8fETsC+wOPAf8F9gZ2AjYEVgjIj5FaZgdDXwZ+GRm3lyPdQ1wPPBH4NvAvMB8wGGZeU1HuSYAjwLLU74k97PAu4C3ATdm5r59lH8MpSH8FmAu4NbMPKB+UeePa32sSWkkb5OZD3aruIh4DXAa5Yt6xwJnZeYpETE3cCawHHA/5Yvvrs7M77ZtuxxwLXAlsHJdvEtmPhARTwHfA2av5dof2Iny/+hdwMcz85mIOAbYttb/v4E76757annGAmcAr6v7PxRYAVgPOCci9gKuALYAfgasnpkP1H38BXh33cfxbfvbLzN/01EP76z1OZnyZcWt5QvV5eOBBYDjM/Pc2hO1CLA08CbgZ5m5f0SsWOvzWcp7f1Rm/qT2GG1a62SliDgL+B/gc5k5qR7rSuAbmXlFW9H2Bq7KzMci4qXAExGL133NR3n/vwrcQfmy6lUjYgzlvP50Zp4ZEbsA6wL/D/gW8EbKuXFeZh5fvyh3W2Ah4ITM/EnbsSYANwLnA+fWdcYCl2XmMbzSGhGxQ62bM+r+5+x23Lq/Vn30AMtGxMTM3DwidgL2p5zrk4GP1HroPLdOra/rwC5lkTQDHNImSSPTCcA2ERHtCyNiR2CpzNwgM9egNLi2BTYB1qj/dqqPW+YBNs/MDYB7gQ/Ubw2/AzgoM69rW/ccYId6rMUo4WUicAqlcbwxpdH93V6GkC2emdsAR1IahJ+oZdozIhbso/wLAb/LzPUzc01g89rYhhIIJmTm+rXMO/dRbwcAT9Z1NwY+U4ftfQAYW/f9CWDzXrZ/A6VRux4wCTioLp8PuKI2SNcAtgPWz8y1gSeBj0TEm4Hd6ut9LyU4dDoYuC8z3wnsQWn0nkJpzO+WmX+q670I/BB4H0AdbvivzLyT8h7tU3uNPg58l1c6DvhMZm5S991yNCVwbEz5NvSjImJ8fW4Vynu/OrBXDUd7Az/KzI0o4XWRjuMcAfw+M3cHvgPsWcu7MBDAVR3rb9llGcBRwPX1Nb2Hcr49CrwmIuYHVgR+A2xQ19+IEoI/CTxYy7cmsEtEvK2u83Zg6/aw02EzyjmxHvBO4OmI6NYuWhLYihKwDquvrbfjttfHEcDkGnaWAT4HbJqZ61LOrcPq/l86t+rjq2s9SZpJ7OGRpBEoM5+NiEOAkylX+1s2AtaOiEn18QLA64E5gRsy80Xg3xHR3qh8DLgiIqZSejge6uPQ5wM3Ua4w7wBckJkvRsRGwLiIOKKu9zywGNDZ03JT/Xk/cGdmPgkQEY/VsvZW/iuAZSLiFkpvwhLAosDTlJ6qP9b1/w4s3Ef51wQmANQel9uAVSmN30l1+cMRcWMv2z+Wma0ekZt4+Sr7mLbXtiElqP2s5tHX1PpYCbg9M5+tr/nnvZTvlFqOvwAf7OO1nEPpyTmZEvLOriE0gO+1ZeH5I2K2zJzatu1KlF4MgOsoQRBK/a8eEXvUx89T6h9KL9yLwDMR8Silni8CJkTEssDlwPf7KO8PgaPrsLXtgHM6ygSl5+2+Ltu218sjdW5P1LKvS6nvs4D96vrrUMLovsDSEdEKQnPXdQF+3XovenETJfD9kHL+fbdLeQGuycwe4MmI+CslyG7Uy3Ef7+VYa1PO6Z/W920u4J76XPu5BeUcX66PckuaTgYeSRqhMvOKiNg3IrZrW/wscFpmHte+bkR8GmhvrL1Yly9Nudr/1tqQnGa7Lsd8OCLurr0YO1OCT+u422fmo/0U+4VefofSsOut/LtRehbWy8wXalDpaz+96emybg9lRMMr6qeL9iv8rW1bnqs/nwV+nJn7tT1HHfbUfoxuNylolaVfmfmriFgsIpYAtqc08p8Fnh3AnKAxbWVpL8ezlOF37fVLRGxNl3rOzJ/XnrZNKL03HwB27aW8/42IiylhZwdK79NA9fa+TaT0RAWlZ267iFiTEoKfjohnKcPsLux4PXvy8vvVVf08rEwJI+8BbouIVTPzmY5V29/TVrl6O+6GvRzuWeCXmbltL8/3WVZJg+OQNkka2Q6kzKuZqz6+Edi+NZwsIg6PiDdR5pGsFRFjImJeXu4VWozSOHykDsXZvG1fUylzFzqdA3wYWLitt+NGylA5ImLRiDhxBl9Pb+VfHMgadlajXC2fq4/99OYX1Nde5/OsRpnDchdl2FJrqN66vWy/UESsUn9fF/hdl3VuAraqPRlExMcjYm3KfJ1VI2LOiBjLy8Ov2t1MHa4U5Y5819blvb0X51Pmcv05M/+Zmf8C7q0BhYh4c0Qc3mW7P1Ea8lDm2rS0v4/zRMS3exmaSF1nf2DpzLyMck6s2bFKZ7lPowSdMZl5D690H6WXp1P7+7YkpTckKfOY1gGWqPO2bgA+TxnO1vl6ZouIE+p53q+I2JwyH+ymzPw0pTdxsS6rblzXX4gy5PHPfRy3vT7af/8VZS7Qa+s2O0bEe3op2rKUoaeSZhIDjySNYJn5N+BC4LV10cWUBvfNdfjX4sDdlCE59wG3UQLLzZQr9ncAf4mIX1Lm1BxBmZ+xLmWuwHciYvuOw15MuYp/XtuyAyhX12+ox7qOGdNb+S+gDHW7njJv5TjKUK6FpnP/36AMvft5LeNRmXkvZZjbovWYJ1Iazp09GgAPUOYbXUdpaH+9c4XaO/ItYFIdGrch8Ns67O5S4Nb6eu7osv+TKaHqBsoE96Pr8p8Cl0W52UC7c4CPMu2dvnYHDq2v8UzK+9jp08CJEXEFMH/b8iOBN9Vy/xz4TWZ2q4eWu4DzIuJnwE8oN6Jo90dg8Yi4GqDOQZqdOqywi6uYdohmyxHAunWo48XARzPz6Tokcjbg93W964FtKD0/UN6Hp+v7+gvK/K3ehpV1SuCgiLihHndiZv69y3oPRsSllHPmqFqm3o7bXh8PAg9HxO3Avyjzfi6v79uH63bdbEr3eU6SZtCYnp7OXmRJ0mgTEQtQJsqflZk9EfFjyp2jzut7y1eHKLcLfmdmXlAnpv8a2Dczb2lbZznKPJalh6mYo16twyuAlTPz+S7Pz0e5+cBamfnYEBdvxIty97ffAlv2Er4kzQB7eCSpGaZQeiRuj4ibKDcquGB4izSiPEm5k9YvgVuAK9vDjgYvIg4DfgTs3S3sAGTm05Tvqfm/KLea1rS+Ahxn2JFmLnt4JEmSJDWWPTySJEmSGsvAI0mSJKmxDDySJEmSGsvAI0mSJKmxDDySJEmSGsvAI0mSJKmx/j8mml0/v25vfwAAAABJRU5ErkJggg==\n", 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" ] From 23f86ee40c9ef8ce80f412fa88f6dc6d64127d9c Mon Sep 17 00:00:00 2001 From: Marco Gorelli Date: Sat, 2 Oct 2021 14:19:37 +0100 Subject: [PATCH 07/13] use nested numpyro.plate --- ...esian_hierarchical_linear_regression.ipynb | 128 +++++++++--------- 1 file changed, 64 insertions(+), 64 deletions(-) diff --git a/notebooks/source/bayesian_hierarchical_linear_regression.ipynb b/notebooks/source/bayesian_hierarchical_linear_regression.ipynb index e858ffd9a..495af5a01 100644 --- a/notebooks/source/bayesian_hierarchical_linear_regression.ipynb +++ b/notebooks/source/bayesian_hierarchical_linear_regression.ipynb @@ -145,10 +145,12 @@ } ], "source": [ - "train = pd.read_csv('https://gist.githubusercontent.com/ucals/'\n", - " '2cf9d101992cb1b78c2cdd6e3bac6a4b/raw/'\n", - " '43034c39052dcf97d4b894d2ec1bc3f90f3623d9/'\n", - " 'osic_pulmonary_fibrosis.csv')\n", + "train = pd.read_csv(\n", + " \"https://gist.githubusercontent.com/ucals/\"\n", + " \"2cf9d101992cb1b78c2cdd6e3bac6a4b/raw/\"\n", + " \"43034c39052dcf97d4b894d2ec1bc3f90f3623d9/\"\n", + " \"osic_pulmonary_fibrosis.csv\"\n", + ")\n", "train.head()" ] }, @@ -181,17 +183,17 @@ ], "source": [ "def chart(patient_id, ax):\n", - " data = train[train['Patient'] == patient_id]\n", - " x = data['Weeks']\n", - " y = data['FVC']\n", + " data = train[train[\"Patient\"] == patient_id]\n", + " x = data[\"Weeks\"]\n", + " y = data[\"FVC\"]\n", " ax.set_title(patient_id)\n", - " ax = sns.regplot(x, y, ax=ax, ci=None, line_kws={'color':'red'})\n", - " \n", + " ax = sns.regplot(x, y, ax=ax, ci=None, line_kws={\"color\": \"red\"})\n", + "\n", "\n", "f, axes = plt.subplots(1, 3, figsize=(15, 5))\n", - "chart('ID00007637202177411956430', axes[0])\n", - "chart('ID00009637202177434476278', axes[1])\n", - "chart('ID00010637202177584971671', axes[2])" + "chart(\"ID00007637202177411956430\", axes[0])\n", + "chart(\"ID00009637202177434476278\", axes[1])\n", + "chart(\"ID00010637202177584971671\", axes[2])" ] }, { @@ -242,7 +244,7 @@ "import numpyro.distributions as dist\n", "from jax import random\n", "\n", - "assert numpyro.__version__.startswith('0.7.2')" + "assert numpyro.__version__.startswith(\"0.7.2\")" ] }, { @@ -252,21 +254,21 @@ "outputs": [], "source": [ "def model(PatientID, Weeks, FVC_obs=None):\n", - " μ_α = numpyro.sample(\"μ_α\", dist.Normal(0., 100.))\n", - " σ_α = numpyro.sample(\"σ_α\", dist.HalfNormal(100.))\n", - " μ_β = numpyro.sample(\"μ_β\", dist.Normal(0., 100.))\n", - " σ_β = numpyro.sample(\"σ_β\", dist.HalfNormal(100.))\n", - " \n", + " μ_α = numpyro.sample(\"μ_α\", dist.Normal(0.0, 100.0))\n", + " σ_α = numpyro.sample(\"σ_α\", dist.HalfNormal(100.0))\n", + " μ_β = numpyro.sample(\"μ_β\", dist.Normal(0.0, 100.0))\n", + " σ_β = numpyro.sample(\"σ_β\", dist.HalfNormal(100.0))\n", + "\n", " unique_patient_IDs = np.unique(PatientID)\n", " n_patients = len(unique_patient_IDs)\n", - " \n", + "\n", " with numpyro.plate(\"plate_i\", n_patients):\n", " α = numpyro.sample(\"α\", dist.Normal(μ_α, σ_α))\n", " β = numpyro.sample(\"β\", dist.Normal(μ_β, σ_β))\n", - " \n", - " σ = numpyro.sample(\"σ\", dist.HalfNormal(100.))\n", + "\n", + " σ = numpyro.sample(\"σ\", dist.HalfNormal(100.0))\n", " FVC_est = α[PatientID] + β[PatientID] * Weeks\n", - " \n", + "\n", " with numpyro.plate(\"data\", len(PatientID)):\n", " numpyro.sample(\"obs\", dist.Normal(FVC_est, σ), obs=FVC_obs)" ] @@ -292,11 +294,11 @@ "from sklearn.preprocessing import LabelEncoder\n", "\n", "le = LabelEncoder()\n", - "train['PatientID'] = le.fit_transform(train['Patient'].values)\n", + "train[\"PatientID\"] = le.fit_transform(train[\"Patient\"].values)\n", "\n", - "FVC_obs = train['FVC'].values\n", - "Weeks = train['Weeks'].values\n", - "PatientID = train['PatientID'].values" + "FVC_obs = train[\"FVC\"].values\n", + "Weeks = train[\"Weeks\"].values\n", + "PatientID = train[\"PatientID\"].values" ] }, { @@ -380,10 +382,10 @@ "outputs": [], "source": [ "pred_template = []\n", - "for i in range(train['Patient'].nunique()):\n", - " df = pd.DataFrame(columns=['PatientID', 'Weeks'])\n", - " df['Weeks'] = np.arange(-12, 134)\n", - " df['PatientID'] = i\n", + "for i in range(train[\"Patient\"].nunique()):\n", + " df = pd.DataFrame(columns=[\"PatientID\", \"Weeks\"])\n", + " df[\"Weeks\"] = np.arange(-12, 134)\n", + " df[\"PatientID\"] = i\n", " pred_template.append(df)\n", "pred_template = pd.concat(pred_template, ignore_index=True)" ] @@ -401,12 +403,10 @@ "metadata": {}, "outputs": [], "source": [ - "PatientID = pred_template['PatientID'].values\n", - "Weeks = pred_template['Weeks'].values\n", - "predictive = Predictive(model, posterior_samples, \n", - " return_sites=['σ', 'obs'])\n", - "samples_predictive = predictive(random.PRNGKey(0), \n", - " PatientID, Weeks, None)" + "PatientID = pred_template[\"PatientID\"].values\n", + "Weeks = pred_template[\"Weeks\"].values\n", + "predictive = Predictive(model, posterior_samples, return_sites=[\"σ\", \"obs\"])\n", + "samples_predictive = predictive(random.PRNGKey(0), PatientID, Weeks, None)" ] }, { @@ -528,16 +528,17 @@ } ], "source": [ - "df = pd.DataFrame(columns=['Patient', 'Weeks', 'FVC_pred', 'sigma'])\n", - "df['Patient'] = le.inverse_transform(pred_template['PatientID'])\n", - "df['Weeks'] = pred_template['Weeks']\n", - "df['FVC_pred'] = samples_predictive['obs'].T.mean(axis=1)\n", - "df['sigma'] = samples_predictive['obs'].T.std(axis=1)\n", - "df['FVC_inf'] = df['FVC_pred'] - df['sigma']\n", - "df['FVC_sup'] = df['FVC_pred'] + df['sigma']\n", - "df = pd.merge(df, train[['Patient', 'Weeks', 'FVC']], \n", - " how='left', on=['Patient', 'Weeks'])\n", - "df = df.rename(columns={'FVC': 'FVC_true'})\n", + "df = pd.DataFrame(columns=[\"Patient\", \"Weeks\", \"FVC_pred\", \"sigma\"])\n", + "df[\"Patient\"] = le.inverse_transform(pred_template[\"PatientID\"])\n", + "df[\"Weeks\"] = pred_template[\"Weeks\"]\n", + "df[\"FVC_pred\"] = samples_predictive[\"obs\"].T.mean(axis=1)\n", + "df[\"sigma\"] = samples_predictive[\"obs\"].T.std(axis=1)\n", + "df[\"FVC_inf\"] = df[\"FVC_pred\"] - df[\"sigma\"]\n", + "df[\"FVC_sup\"] = df[\"FVC_pred\"] + df[\"sigma\"]\n", + "df = pd.merge(\n", + " df, train[[\"Patient\", \"Weeks\", \"FVC\"]], how=\"left\", on=[\"Patient\", \"Weeks\"]\n", + ")\n", + "df = df.rename(columns={\"FVC\": \"FVC_true\"})\n", "df.head()" ] }, @@ -568,21 +569,20 @@ ], "source": [ "def chart(patient_id, ax):\n", - " data = df[df['Patient'] == patient_id]\n", - " x = data['Weeks']\n", + " data = df[df[\"Patient\"] == patient_id]\n", + " x = data[\"Weeks\"]\n", " ax.set_title(patient_id)\n", - " ax.plot(x, data['FVC_true'], 'o')\n", - " ax.plot(x, data['FVC_pred'])\n", - " ax = sns.regplot(x, data['FVC_true'], ax=ax, ci=None, \n", - " line_kws={'color':'red'})\n", - " ax.fill_between(x, data[\"FVC_inf\"], data[\"FVC_sup\"],\n", - " alpha=0.5, color='#ffcd3c')\n", - " ax.set_ylabel('FVC')\n", + " ax.plot(x, data[\"FVC_true\"], \"o\")\n", + " ax.plot(x, data[\"FVC_pred\"])\n", + " ax = sns.regplot(x, data[\"FVC_true\"], ax=ax, ci=None, line_kws={\"color\": \"red\"})\n", + " ax.fill_between(x, data[\"FVC_inf\"], data[\"FVC_sup\"], alpha=0.5, color=\"#ffcd3c\")\n", + " ax.set_ylabel(\"FVC\")\n", + "\n", "\n", "f, axes = plt.subplots(1, 3, figsize=(15, 5))\n", - "chart('ID00007637202177411956430', axes[0])\n", - "chart('ID00009637202177434476278', axes[1])\n", - "chart('ID00011637202177653955184', axes[2])" + "chart(\"ID00007637202177411956430\", axes[0])\n", + "chart(\"ID00009637202177434476278\", axes[1])\n", + "chart(\"ID00011637202177653955184\", axes[2])" ] }, { @@ -628,15 +628,15 @@ ], "source": [ "y = df.dropna()\n", - "rmse = ((y['FVC_pred'] - y['FVC_true']) ** 2).mean() ** (1/2)\n", - "print(f'RMSE: {rmse:.1f} ml')\n", + "rmse = ((y[\"FVC_pred\"] - y[\"FVC_true\"]) ** 2).mean() ** (1 / 2)\n", + "print(f\"RMSE: {rmse:.1f} ml\")\n", "\n", - "sigma_c = y['sigma'].values\n", + "sigma_c = y[\"sigma\"].values\n", "sigma_c[sigma_c < 70] = 70\n", - "delta = (y['FVC_pred'] - y['FVC_true']).abs()\n", + "delta = (y[\"FVC_pred\"] - y[\"FVC_true\"]).abs()\n", "delta[delta > 1000] = 1000\n", - "lll = - np.sqrt(2) * delta / sigma_c - np.log(np.sqrt(2) * sigma_c)\n", - "print(f'Laplace Log Likelihood: {lll.mean():.4f}')" + "lll = -np.sqrt(2) * delta / sigma_c - np.log(np.sqrt(2) * sigma_c)\n", + "print(f\"Laplace Log Likelihood: {lll.mean():.4f}\")" ] }, { From c3d989dbd38af02b055a4e9ac5bcec28f3808a7c Mon Sep 17 00:00:00 2001 From: Marco Gorelli Date: Sat, 2 Oct 2021 14:20:55 +0100 Subject: [PATCH 08/13] revert accidental change to linear regression nb --- ...esian_hierarchical_linear_regression.ipynb | 128 +++++++++--------- 1 file changed, 64 insertions(+), 64 deletions(-) diff --git a/notebooks/source/bayesian_hierarchical_linear_regression.ipynb b/notebooks/source/bayesian_hierarchical_linear_regression.ipynb index 495af5a01..e858ffd9a 100644 --- a/notebooks/source/bayesian_hierarchical_linear_regression.ipynb +++ b/notebooks/source/bayesian_hierarchical_linear_regression.ipynb @@ -145,12 +145,10 @@ } ], "source": [ - "train = pd.read_csv(\n", - " \"https://gist.githubusercontent.com/ucals/\"\n", - " \"2cf9d101992cb1b78c2cdd6e3bac6a4b/raw/\"\n", - " \"43034c39052dcf97d4b894d2ec1bc3f90f3623d9/\"\n", - " \"osic_pulmonary_fibrosis.csv\"\n", - ")\n", + "train = pd.read_csv('https://gist.githubusercontent.com/ucals/'\n", + " '2cf9d101992cb1b78c2cdd6e3bac6a4b/raw/'\n", + " '43034c39052dcf97d4b894d2ec1bc3f90f3623d9/'\n", + " 'osic_pulmonary_fibrosis.csv')\n", "train.head()" ] }, @@ -183,17 +181,17 @@ ], "source": [ "def chart(patient_id, ax):\n", - " data = train[train[\"Patient\"] == patient_id]\n", - " x = data[\"Weeks\"]\n", - " y = data[\"FVC\"]\n", + " data = train[train['Patient'] == patient_id]\n", + " x = data['Weeks']\n", + " y = data['FVC']\n", " ax.set_title(patient_id)\n", - " ax = sns.regplot(x, y, ax=ax, ci=None, line_kws={\"color\": \"red\"})\n", - "\n", + " ax = sns.regplot(x, y, ax=ax, ci=None, line_kws={'color':'red'})\n", + " \n", "\n", "f, axes = plt.subplots(1, 3, figsize=(15, 5))\n", - "chart(\"ID00007637202177411956430\", axes[0])\n", - "chart(\"ID00009637202177434476278\", axes[1])\n", - "chart(\"ID00010637202177584971671\", axes[2])" + "chart('ID00007637202177411956430', axes[0])\n", + "chart('ID00009637202177434476278', axes[1])\n", + "chart('ID00010637202177584971671', axes[2])" ] }, { @@ -244,7 +242,7 @@ "import numpyro.distributions as dist\n", "from jax import random\n", "\n", - "assert numpyro.__version__.startswith(\"0.7.2\")" + "assert numpyro.__version__.startswith('0.7.2')" ] }, { @@ -254,21 +252,21 @@ "outputs": [], "source": [ "def model(PatientID, Weeks, FVC_obs=None):\n", - " μ_α = numpyro.sample(\"μ_α\", dist.Normal(0.0, 100.0))\n", - " σ_α = numpyro.sample(\"σ_α\", dist.HalfNormal(100.0))\n", - " μ_β = numpyro.sample(\"μ_β\", dist.Normal(0.0, 100.0))\n", - " σ_β = numpyro.sample(\"σ_β\", dist.HalfNormal(100.0))\n", - "\n", + " μ_α = numpyro.sample(\"μ_α\", dist.Normal(0., 100.))\n", + " σ_α = numpyro.sample(\"σ_α\", dist.HalfNormal(100.))\n", + " μ_β = numpyro.sample(\"μ_β\", dist.Normal(0., 100.))\n", + " σ_β = numpyro.sample(\"σ_β\", dist.HalfNormal(100.))\n", + " \n", " unique_patient_IDs = np.unique(PatientID)\n", " n_patients = len(unique_patient_IDs)\n", - "\n", + " \n", " with numpyro.plate(\"plate_i\", n_patients):\n", " α = numpyro.sample(\"α\", dist.Normal(μ_α, σ_α))\n", " β = numpyro.sample(\"β\", dist.Normal(μ_β, σ_β))\n", - "\n", - " σ = numpyro.sample(\"σ\", dist.HalfNormal(100.0))\n", + " \n", + " σ = numpyro.sample(\"σ\", dist.HalfNormal(100.))\n", " FVC_est = α[PatientID] + β[PatientID] * Weeks\n", - "\n", + " \n", " with numpyro.plate(\"data\", len(PatientID)):\n", " numpyro.sample(\"obs\", dist.Normal(FVC_est, σ), obs=FVC_obs)" ] @@ -294,11 +292,11 @@ "from sklearn.preprocessing import LabelEncoder\n", "\n", "le = LabelEncoder()\n", - "train[\"PatientID\"] = le.fit_transform(train[\"Patient\"].values)\n", + "train['PatientID'] = le.fit_transform(train['Patient'].values)\n", "\n", - "FVC_obs = train[\"FVC\"].values\n", - "Weeks = train[\"Weeks\"].values\n", - "PatientID = train[\"PatientID\"].values" + "FVC_obs = train['FVC'].values\n", + "Weeks = train['Weeks'].values\n", + "PatientID = train['PatientID'].values" ] }, { @@ -382,10 +380,10 @@ "outputs": [], "source": [ "pred_template = []\n", - "for i in range(train[\"Patient\"].nunique()):\n", - " df = pd.DataFrame(columns=[\"PatientID\", \"Weeks\"])\n", - " df[\"Weeks\"] = np.arange(-12, 134)\n", - " df[\"PatientID\"] = i\n", + "for i in range(train['Patient'].nunique()):\n", + " df = pd.DataFrame(columns=['PatientID', 'Weeks'])\n", + " df['Weeks'] = np.arange(-12, 134)\n", + " df['PatientID'] = i\n", " pred_template.append(df)\n", "pred_template = pd.concat(pred_template, ignore_index=True)" ] @@ -403,10 +401,12 @@ "metadata": {}, "outputs": [], "source": [ - "PatientID = pred_template[\"PatientID\"].values\n", - "Weeks = pred_template[\"Weeks\"].values\n", - "predictive = Predictive(model, posterior_samples, return_sites=[\"σ\", \"obs\"])\n", - "samples_predictive = predictive(random.PRNGKey(0), PatientID, Weeks, None)" + "PatientID = pred_template['PatientID'].values\n", + "Weeks = pred_template['Weeks'].values\n", + "predictive = Predictive(model, posterior_samples, \n", + " return_sites=['σ', 'obs'])\n", + "samples_predictive = predictive(random.PRNGKey(0), \n", + " PatientID, Weeks, None)" ] }, { @@ -528,17 +528,16 @@ } ], "source": [ - "df = pd.DataFrame(columns=[\"Patient\", \"Weeks\", \"FVC_pred\", \"sigma\"])\n", - "df[\"Patient\"] = le.inverse_transform(pred_template[\"PatientID\"])\n", - "df[\"Weeks\"] = pred_template[\"Weeks\"]\n", - "df[\"FVC_pred\"] = samples_predictive[\"obs\"].T.mean(axis=1)\n", - "df[\"sigma\"] = samples_predictive[\"obs\"].T.std(axis=1)\n", - "df[\"FVC_inf\"] = df[\"FVC_pred\"] - df[\"sigma\"]\n", - "df[\"FVC_sup\"] = df[\"FVC_pred\"] + df[\"sigma\"]\n", - "df = pd.merge(\n", - " df, train[[\"Patient\", \"Weeks\", \"FVC\"]], how=\"left\", on=[\"Patient\", \"Weeks\"]\n", - ")\n", - "df = df.rename(columns={\"FVC\": \"FVC_true\"})\n", + "df = pd.DataFrame(columns=['Patient', 'Weeks', 'FVC_pred', 'sigma'])\n", + "df['Patient'] = le.inverse_transform(pred_template['PatientID'])\n", + "df['Weeks'] = pred_template['Weeks']\n", + "df['FVC_pred'] = samples_predictive['obs'].T.mean(axis=1)\n", + "df['sigma'] = samples_predictive['obs'].T.std(axis=1)\n", + "df['FVC_inf'] = df['FVC_pred'] - df['sigma']\n", + "df['FVC_sup'] = df['FVC_pred'] + df['sigma']\n", + "df = pd.merge(df, train[['Patient', 'Weeks', 'FVC']], \n", + " how='left', on=['Patient', 'Weeks'])\n", + "df = df.rename(columns={'FVC': 'FVC_true'})\n", "df.head()" ] }, @@ -569,20 +568,21 @@ ], "source": [ "def chart(patient_id, ax):\n", - " data = df[df[\"Patient\"] == patient_id]\n", - " x = data[\"Weeks\"]\n", + " data = df[df['Patient'] == patient_id]\n", + " x = data['Weeks']\n", " ax.set_title(patient_id)\n", - " ax.plot(x, data[\"FVC_true\"], \"o\")\n", - " ax.plot(x, data[\"FVC_pred\"])\n", - " ax = sns.regplot(x, data[\"FVC_true\"], ax=ax, ci=None, line_kws={\"color\": \"red\"})\n", - " ax.fill_between(x, data[\"FVC_inf\"], data[\"FVC_sup\"], alpha=0.5, color=\"#ffcd3c\")\n", - " ax.set_ylabel(\"FVC\")\n", - "\n", + " ax.plot(x, data['FVC_true'], 'o')\n", + " ax.plot(x, data['FVC_pred'])\n", + " ax = sns.regplot(x, data['FVC_true'], ax=ax, ci=None, \n", + " line_kws={'color':'red'})\n", + " ax.fill_between(x, data[\"FVC_inf\"], data[\"FVC_sup\"],\n", + " alpha=0.5, color='#ffcd3c')\n", + " ax.set_ylabel('FVC')\n", "\n", "f, axes = plt.subplots(1, 3, figsize=(15, 5))\n", - "chart(\"ID00007637202177411956430\", axes[0])\n", - "chart(\"ID00009637202177434476278\", axes[1])\n", - "chart(\"ID00011637202177653955184\", axes[2])" + "chart('ID00007637202177411956430', axes[0])\n", + "chart('ID00009637202177434476278', axes[1])\n", + "chart('ID00011637202177653955184', axes[2])" ] }, { @@ -628,15 +628,15 @@ ], "source": [ "y = df.dropna()\n", - "rmse = ((y[\"FVC_pred\"] - y[\"FVC_true\"]) ** 2).mean() ** (1 / 2)\n", - "print(f\"RMSE: {rmse:.1f} ml\")\n", + "rmse = ((y['FVC_pred'] - y['FVC_true']) ** 2).mean() ** (1/2)\n", + "print(f'RMSE: {rmse:.1f} ml')\n", "\n", - "sigma_c = y[\"sigma\"].values\n", + "sigma_c = y['sigma'].values\n", "sigma_c[sigma_c < 70] = 70\n", - "delta = (y[\"FVC_pred\"] - y[\"FVC_true\"]).abs()\n", + "delta = (y['FVC_pred'] - y['FVC_true']).abs()\n", "delta[delta > 1000] = 1000\n", - "lll = -np.sqrt(2) * delta / sigma_c - np.log(np.sqrt(2) * sigma_c)\n", - "print(f\"Laplace Log Likelihood: {lll.mean():.4f}\")" + "lll = - np.sqrt(2) * delta / sigma_c - np.log(np.sqrt(2) * sigma_c)\n", + "print(f'Laplace Log Likelihood: {lll.mean():.4f}')" ] }, { From aa5447e4f0df6596751c0e42f4950d16ff86f350 Mon Sep 17 00:00:00 2001 From: Marco Gorelli Date: Sat, 2 Oct 2021 14:21:45 +0100 Subject: [PATCH 09/13] run black formatter --- notebooks/source/bayesian_hierarchical_stacking.ipynb | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/notebooks/source/bayesian_hierarchical_stacking.ipynb b/notebooks/source/bayesian_hierarchical_stacking.ipynb index 8c9267ae6..2b370acb0 100644 --- a/notebooks/source/bayesian_hierarchical_stacking.ipynb +++ b/notebooks/source/bayesian_hierarchical_stacking.ipynb @@ -805,12 +805,12 @@ " mu = numpyro.sample(\"mu\", dist.Normal(0, tau_mu))\n", " # standard deviation effect of discrete features on stacking weights\n", " sigma = numpyro.sample(\"sigma\", dist.HalfNormal(scale=tau_sigma))\n", - " with numpyro.plate('Discrete features', d_discrete, dim=-1):\n", + " with numpyro.plate(\"Discrete features\", d_discrete, dim=-1):\n", " # effect of discrete features on stacking weights\n", " tau = numpyro.sample(\"tau\", dist.Normal(0, 1))\n", - " with numpyro.plate('Continuous features', d-d_discrete, dim=-1):\n", + " with numpyro.plate(\"Continuous features\", d - d_discrete, dim=-1):\n", " # effect of continuous features on stacking weights\n", - " beta_con = numpyro.sample( \"beta_con\", dist.Normal(0, 1))\n", + " beta_con = numpyro.sample(\"beta_con\", dist.Normal(0, 1))\n", "\n", " # effects of features on stacking weights\n", " beta = numpyro.deterministic(\n", From 353e91948dbfeab40308281af9dcc84feb87a12f Mon Sep 17 00:00:00 2001 From: Marco Gorelli Date: Sat, 2 Oct 2021 14:41:59 +0100 Subject: [PATCH 10/13] vectorise for loop --- .../bayesian_hierarchical_stacking.ipynb | 23 +++++++------------ 1 file changed, 8 insertions(+), 15 deletions(-) diff --git a/notebooks/source/bayesian_hierarchical_stacking.ipynb b/notebooks/source/bayesian_hierarchical_stacking.ipynb index 2b370acb0..a1f244d98 100644 --- a/notebooks/source/bayesian_hierarchical_stacking.ipynb +++ b/notebooks/source/bayesian_hierarchical_stacking.ipynb @@ -814,13 +814,7 @@ "\n", " # effects of features on stacking weights\n", " beta = numpyro.deterministic(\n", - " \"beta\",\n", - " jnp.vstack(\n", - " [\n", - " jnp.hstack([mu[k] + sigma[k] * tau[k], beta_con[k]])\n", - " for k in range(K - 1)\n", - " ],\n", - " ),\n", + " \"beta\", jnp.hstack([(sigma.squeeze() * tau.T + mu.squeeze()).T, beta_con])\n", " )\n", " assert beta.shape == (K - 1, d)\n", "\n", @@ -911,7 +905,7 @@ "outputs": [ { "data": { - "image/png": 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\n", + "image/png": 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2c7nfc1lmqrVMR1r6O5VSTXTde7b0Z9okTC10MO3zXAd/Szl/WuuQVZjU2723RymVXjiTC/sZvyPD3+xtTKHnVg2Z7NXd+6KH6bqPcnoHY5pu5yPX6z89yNxr/V+d5/aEGFckABVjzXqd2iftLaXUo5iBEH4HHGY1C30WWIQJJJ8HmjEB6z/T1vcKpuTzEsyABOdhajPTB7n4P7KXvu8E0Fo/q5SajSk9PxXTJ+584Gml1OkZXrJgag3Otrb9KCaDHcf0ZcqkP8PY11k1st0opXqrPQVTk3Belr+lZ65SmqMqM/DKbzClx5djMjFRzKAq6X1du30fU1PgzSGNfdHrupUZeOMRTJDzFUyQFsb0L7uivwmwmnLdBdxlBZYvY/oQZgxAlVKHY2pOtmD6SmkgiKk5+UHSonbBRy7H7jOYgojTgJ/SvclmJr1dj3bBT6YCmFyu5eeAnygzkNHxwCtWjcurWDXGmP6fz1s1J/b37iV7reKWLJ/7+5HOnGitm4BPW81dz8A8J/4b+Fel1HFa6w+zfDWXazTfeyzv/bKO/X3A15RSxZhjdjxJfUz7cK9karp+G6Zw8NNWIcRpmGaYWeWx3VyeJbks09Pxc9D9Wkrfz2wjouZamDXY914+37H3JWNB6wDp9R2cp1yPQfo+5bqvMuKtGNckABVjnlXyuwo4ywo+F2JKwP+gtbb7kNj9ENO/G1dK3Y4pXZ2D6Sv1sLb6YwK11v+ubMFb2vqCmCZUT1p9fH6M6cfyScwALQlKqQmYwUSe1Fp/LelzP2ZwkJGkFtMn6oNstbm9uBRTS3V6cv87pVRR9q902/5SpZQjOZC3vu/S+Y9Cm77uEqVUaXKzTatptdf67BJMhuV0rXV90jJ5zz1rNSU9DnjGCkhSaK1fUUrtwdSQZHMh5vl+odY6MZ+pUiq9qaV9/U7HFG7Yy/kwo2ImH7ebtdZXKaVuAL6jlPpbTzWwObK3OTH5Q2X6hs4Gmnr5/nPArzHNY4+nq9nuK5gBV6oxNcDXWZ/vw4x4XZDL/ZohrRMzfH5AnuvpldZ6Nab/2n8ppQ7B1Cx+BxM4ZpLL9d/feyxX92IGmjoV85xy09VfHgbmXnkQUyj3BUwteRE9NL/Nc7u53O+5LFMHnKyUKkp6X9itWsrIXFOYrB4oy9Dkc0Yv38tVtnuvih5aHvSgzvp/Woa/9VQ72l95vYMHwSS6ujZAV82yfY3FMCNtp5vM4AbkQoxoMgquGPOsDMYSTA1fnK6Cl9q0Rb9p/Z/eRO52TMblPzFDrieaH1rNJNdhBrFIGR1SKfWvVl8ulJlk+5bkzJ6VFrt/UKZ+YS5MKWl6Or9q7UNPTfmG2rOYJn0pIw4qpY5QSv1OKVWT+WsJbmB3Wsb4KMxIq1g1XD15DTOFx/FJ33diMvEPZPlOruwBW9JH9/wbYPd5dQMdmADH3v4sTJNZyO9cLcU0zf6XTH9UZhTmGrqmF7Ilb6PbNa7MwERXpC2bbd9uxDQtSy6ktDOY38JkuO5QZqCv/tiE6cd5fNrn55BDIYs2A4vtwjT5VHTVCL+HCTS/ggmkn7GWj2AGLDrFCk4TlFJXKKV+qLKMSI1pfvsxZUZ8tr8zFTNqaV/YgaLLWpdHKfV/Km3UTq31B5hWGD31Hc3l+u/vPZYTq8/vBsyz4BzgDa315qRF+n2vWAHdQ5jm6JcBr6VtI5Nct5vL/Z7LMs9int9npS1zpvV51j7clnetNKUPfJNt1OV82X3yj0/7/DJyE4eu60ZrXYdpun6mShpR3Pr5s2YRXZdpRZnWl6tc38GDKH2U3U9j9sV+PjdiChISzzNlRuJOH8Mh5XkgxFgnNaBirFlgNf0C8yCfRtcUCHbmez2mv9SXlVLrME1qr8BkWHcCxyiljgNe1VrHtNZblFL/wJS276D7oBDfwzTtelaZUUNDmGazX8fUBIDpT3IuMEcp9VtrOzXW3/dnWCda60al1AfAF6zt78RkeOZhhvxfpMzce6/35UANsBswTULvVEp9G5MhOBjT9G4P5iXck5eAryulvoepvTocMx/dTcDVwJVKqcd7+P71mJF477SaGu7DnPeZmPkl++MBzHn6rVIqhmm693lMLaWdWXsJkzH8P2UGrjoIMx3N9Zh+nJcoM9djLh7HZK5/qJQ6CDMa7C7MlB5HYGrzakltQroLOF6ZuRA3Wen5OvAbZQaWmoKpab8FM23E+UqpWmuwo6eAf1Nm5Nl3MYOnXIwZ1MPuN5agzeBcyzDX3Z8xo332idWP83bMvfhLzBQa8zDnfh1mYJnePI851y1YfTSt9b5lrWdD2sAn/47ph/2iUuoHmGvzU5imyTdmaQoP5lo8GbhXKfV7zEiZP8Dci5/Keae72P3iLlRmZNS3MLW+dyql/t3aFydmgJ2F9Dz9Ri7X/0v07x7Lx72YvqZldD0DbS8xMPfKrZj77xS6prTpSa7bzeV+z2WZhzDNfX9nvZPWY56J/2F9/lAv6b0TM9fyjUqp72Bq1L7AANWAaq13KjM40EXWe/ANzMBH55AUpPfAvn6/r5Rao7V+FNMs/2HgHqXUCsw7+HLMIEGZBrrqbX25yuUdPFguUWaqrLcw85ReBNyvu+ZafgprCpekZ/H3Mfd3cj9se/+vU6YLwUM68zzQQowJUgMqxpoHMS/3tzGl1L/DjKJ3gtb6VjCDQGBehvswNU23Ymp7rsVM1VCFyUAlF9DYA2rcnd7EVGv9OF2loA9hps84DjOJ/S+tZXZgBpFpwmTa/4GZ4mUvcKzWuoHMLsSUpN6EmW/Mhwlkf4Hpv3UvI2CwA6uJ3ycwmY+fYWqifoJJ80m69ylI/h2T4fpXzAv705g+cP+LCah+jTl+2bbfaG3/VUzt3d8xTSNP0Vq/1Nf9stYdxtRy3Yc57s9Z6btQa23Xhv8R+D3mfP0Nkwldhum/9x5mcJneMmD29mKYoO7LmOZdKzDX8iOYPrZ/Bg5NG+Hy3zDB2m3A8VrrRzDH9FjMsfi29e+nmIDtMmv9YPoh/9b6+wuYwpjrMDX+2dL4Dqb5+Pkq+2A+ufo2Zg685ZgWAWdgjlULufXDehZzz76elmF7BXNvpI/w+w7m/qzFtGZ4DnPevovJsGakzfRJ/4LpO/4IJhP5b3TVeOXVb05rvYGu+VRXYAKLizDzpn7T2q9HMTVUVyRda5nWlcv13697LE/3YJoYejDPgGQDda+8jBlwLpRhG5nktN1c7vccl4lgCizux9wrz2MKf+4FTu7tmai13oPpd70DU3B0D6af6Bdz2NdcXYa5lv8N8+w+DBO4Ren9ev4zphb1/2HNGWwFjWdiCj4ewQTqU4HPWs+kvNaXq1zewYPoEkwt9dOY43gHpkDHdjvmHvs4pg/91zDnMH0wpvswz6xrMPei1ISKMc0Rjw/Y+AlCjFnKDGDxMGaevazzowkhBoZS6kPM3IiHDHdaeqKU+hOm8Kqyh4IkMQiUUiuBdVrrC4c7LWOF1QS9DTNw10A19x1zlFK3YgL4Aq11YJiTI8SoIzWgQvTC6pPyfeBZCT6FGFhKqa8rpe5M7nupzIBgB9HDHLlDTSl1slLqYaXUzKTP3Jiar1oJPoeWUuoMYDGmlYvoA6XUT60uIcmOw7SmWDn0KRJCjBfSB1SILKxBSuZjmswcav0TQgysNkxTSIdS6i+YfoM/wYwQ+ZvhS1Y3OzBNIqcrpX6C6TP+JUxT16xNd8XAUkotwTyLf4npEtHj3J+iV1+3+rE+gmku+3PMtGR/GdZUCSHGNKkBFSK7kzEDV3wMOE1rvXZ4kyPE2KO1XoHp/7kA0zfxTszAQJ+2RlQdEaz7/2RM39Tb6Row6Rqt9e+HM23jzP3An4AngKuGOS2j3f/DTO/zGUy/4esxIycfp7VOH31dCCEGjPQBFUIIIYQQQggxJKQGVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAdIgopa5XSq23/oWVUtuSfi/JYz1fVUr9Ry/LTFVKrel/qvsvx/TOUkpFsvzNp5S6NM9tHqWUqlVKPZHP9/pKKRVXSm2yzuUGpdTTSqk5Q7HtpDQ8r5T62ACtK+P5UEr9WCl1k/XzfyulrhmI7eWZtuOVUpuy/K3PaeppvT1854t92Zb13WzHeMTcu0KIkSftfWP/+7v1t4F8D9yklPrxQKwraZ3nKKVW5LBcXCk1Lcvf+vzctb6f934ppY60j/FAUEpFlFKzMnz+ZaXUbqXUDwZqWz2kIfE+z+M7n1BKbR2k9NyulDojh+X6df7FyOEe7gSMF1rra+2frRv4Yq31q31Yzx9yWGYHsDDfdQ+GXNLbi0OBS4Hb8/jOycBLWutL+rntfByvta4DEwgBvwV6fZgOFK31iUO1LWt73x/K7eViKNOklHIB/wv8ZSDXO5LuXSHEiJV43yQb6vdAvrTWjwCP9PX7SqlJwHcY4Odub7TWbwGnDMGmPg/8QGt98xBsa0TRWvda0TBc518MDglARwCl1PHAfwF1QFhrvUwpdRXwL5hztAu4RGu9zSq5m6a1vkop9RLwOPA5YDbwD+AiYCawSWvtVkpdDpwOtADHAhHgPK31WqsE7hGgDPg7MA14UGt9a1LargQ+pbW+2Pr9Q+ARrfUPlFJOYB9wEKCA3wDl1mcXaa03p6X3Y8B91qrvxDxsvw5stda9HPiGtY7vAC9Y6ZuglHpFa32sUupnwHmAwzpeF2utdyal91zgOsCtlPor8IsMx/Y84P9Zx3Yn8EWt9UdWWicC04HDgOes9P4YmGot92SPJ9N4ATgzKU3dzqV1PnYAs7XWe6zlfmkt803gR8AywA88CnxLax1NSrsLCANf11q/lFyo0cO1czlZroUc9imFUupWzDX2M6XUwcD1wGQgCFyhtX4nz+v6cuuYlQLvaq2/o5T6LvAlK51PWt+zt/8D4GLAC1yltX4xLU2HATcCJdZ2Ltdab1FKHQ38ASgCYtbxe66H/XQDN1jHywV8AFyOOSelSqn1wKlWOm4GKgEP8COt9T3WOj4D/Mr6fAOmQCV9O3cCjdZyA3LvCiHGF/s9ABwFfFJrfab1+TPAY1rrPyqlzgJ+hnkGbsK8q/cppSqBe4ADgQ+BDsyzO3n9JwI/0Vp/wvr9r0Cj1nqZ9bv9fAyQ+Z1wOeY9dVIOz7DTlFJfstbxK631r4DXgWnWc/cQ4GrgK5j8QIu1nZT3WU/7leu7CxPw3IR5R70K1GitI9Y6HgX+BtyCKZT8DOZ9cKPW+r+sZU4Ffm+tK2MNsFLqF8DRwHyl1HTr46nAYuBu4HfAf2DyTQBvAl/RWrdbecG/AWcBB2DyLOWYayEGnK613pJpu9a2twJ/Ai4AZgA3aK1/ZP3th5j38D5MfrNXSqk4Jh+2HJgC/LvW+gbrb18HrsG0wNSY93e9tQ83aa3vtL5/KfAtYBLwC631r0k7/1rrUC7pESOTNMEdOQ7F3PTLlFI1mEzyp7XWB2JeEj/K8r0zgE9jgsATgI9nWOY04E9a64OAFzFBHsAvgWe01rMxD6+TMnz3RcxDEaVUNeYhb29jEbAN8+B+Avg3rfUBmNq/+zOs60bg/6x9arbSbHMCXq31IZgA7GdWYPZ94A0r+FwAnA8stPblkfQ0a60fxBy7B7XWp1kfJx/bGZiXydla63nAU8Cfk1bxWcxDcyEm0D1Va3048J/AdzPsUwqllBfz0H/c+j3judRaN2IC3AuSvn4OcK/1/fOBI4G51j+7Bv1PmJfJfODLJAW6PW0vaZFs10KfWIUQjwK3W+u8BnjMCtwgv+v6ZOAaK/j8BHAV5uW7EPgEcK613DRgtXUMrgd+mCFp9wI/TLpO7Jr4G4H/tc79zzHBZU9OwRTuzMNkYNZi7oflQFRrPc96sf8SeNJK03LgZqWURylVBNwFXGClZRMmE5F8DL+LySx8I8P2+3PvCiHGp98AU5VSJ1sBZwlwvTJdQ+4ALtRaz8E8U+xn4HeBeuuZ8hUy1/i9Diy0nm0uoBqYD6CUKsMEcivp+Z1g6+0ZNktrfRjmHfczpZQH82zdbj2/fZhn6ZHW7/+LKbBLl3G/8nl32SvSWn8I7MYUCKKUKsTkux7CFJofjMkXLQDOVUp91jpONwNftt4PMUxhZgqt9XeAt4DvaK1/bH18GnCa1vo3mDzBqZjC8QWYwP2bSas4zkrXFZiC9zrruHxoHbfeHI3JcywAvqKUWmwF6N8CDrf+HZLDemwHaq2XWGn6jVKqUim1FPhXTA3+PGA78N9Zvr9Aa30o5vz/l3UcE+dfgs/RTwLQkaNTa/0CgNZ6LzAhqYnNK0C2PoUPaq07tdbtmNqVGRmW+VBr/a7183tJyxyLKRlEa/0opjYwhdZ6M6Y2scZa/lmgwnoZfAJ43vq8Tmv9rPWde4ADrGAPAKVUAebBeY/10R8xpZY2B13NbN/HBBnpmjAvvGVKqXKt9e+11rk0zU0cW0yw/qLW2u7vdxPwqaSXzuta671a6/2YmrOnrc9XY0rysnnJKpXbAxyBKQ3t7VzeA1wIoJQ6BHBprd/EFCqs0Fo3W6WsN2FquQH2AtcopWZqrV/VWn8rORE5XDvZroV0LpXax2g98NUMy80DarBKdbXWrwH1dBVS5HNdb9Bab7R+Pg14Smvdar1ojgcetv7WorW2S2K7XStKqYOAKq21fe7+QFep8RK6Ckd6uq9s9ZhMxTlAodb6R1rrTH2BzsJkgMCUkPsxmbFjgFqttd2v8zskZRqUUqcDXwC+oLWOZlhvn+9dIcSY9VLa8zmlSaL1LPkipkXFzzGtd2KY2rmXkp5HNwBnWpn747CejVrrrcDL6RvVWncCqzDB2WJgPbBfKTUV86x7md7fCbbenmF3Wv+/j3meVqX9PQDEgSuVUhO11g9orX+R4Vhl26+c311pHqSr4PczwFta63rMe/tPWuuglR+7HfPePhDwa62fsb5za4Z1ZvNPrfU+6+fTgdu01u3W+b0FU2hre8LKL6wGCq10Qu95F9vtWuuo9Z5+BXMcjgNe1lrvsbZ5Z49rSGUfV42p6TzS2ocHrW2AyducnPnr3GH9/x7m/NfksW0xCkgT3JGjwf7Behn8VCl1JqakrAQTXGbSnPRzlAwlaz0sU568XUyT0EzsWtDjME1lZmJeQMcCt1nrmWsFKbYgJli0lQNxrXUTgNY6rJTam/T3qNa6o6f90FrvUEp9Dvg28Hul1D8wNWa1WdJtS97HakxTR3udzUopB10vt9bkNAFtPaUpSXIf0OOAl60mx3vJfi4fB/6ilJoNnE1XYFQGfFspdbX1uxvzYgTz4vsh8K5Sqhb4htY6kVHI4drJ5XoBq3Yv+QO7OXXacmWYl906pZT92QRMU9RG8ruuk89TFUkZEvvasLbR0ss+VJG0n9ZL2R7wZxnwdWUG/nKRWgjSjdb6LaXU14CvAbcpM7DVlzMsegrwQ6uVQMxar9NKS1PS+kJJ++HElIxruq6zdP29d4UQY0/GPqDJtNbvKaVaMM9yO+AsA45Le1c3Y57XFaQ+bxrJzM4PODA1onZB28cwBdJlZH8nJOvtGdZi7UfUWk/Kc97KQ5wI/BvwE6v575e11qvT1pNtv3pKZ8q7K82DmFY138S8t+1uRWXAr5VS/2X97sPUaFaQ+s7KdlwzyZp3sX5ODsrsvEsUQGuda94l07YaMecHcrsmcl1fNakFDen7kKwZsp9/MfpJADoyXYAJNI7Tpm/GFzEZ54HWAhQn/T45y3L2C+cYTN+CmdbPRwJXYmr81mnTVDWF6hrVrAVwKKUKtdYdVo1jdfryvdFavwi8aDVt/CWmdDefY7PH2hc7feWYgGFf1m/kn8Z/KKW2YWqIPWQ5l9r03XgC09T3XEzTGTAP6Md1hgGctNYfAVdYzYcuxfQNmZq0yFBdO7admBrJeel/sPrRJMsnbftIKvG2+vHkah+mlt6ptY5ZtfVT6erLc5TWeqVS6kCyF+wkaNOs+0GlVAWmVPdfSRoEwVr/A8D5Wuu/KqV8QGeW/SjEZEhsn8CUiH8D+HUe+5jrvSuEGIes1hURwK+UOk1r/VfM8/o5rfW5GZZvxPTBt1UDmzOs+kVMlxAP8BNM7ZrdNHQFECL7O+HypF/7/QzTWr8PnGd1ffkOpkb3mLTFsu1XPu+u5G1+oJSKKqUWYwoe7RYtO4Ff6rRxIpRS8zGBbfL2+2IPqUF8pfXZQEmuYa7ABJAOuh+7fNa3LW19g70PYhSRJrgjUw2wVXcNDHA+qQ/qgfKWtW6UUp8lezONFzH9M9xWDeYb1vd2WE1N/glMVkodZa1rjlLqDqtmEUiUxq2zt4fp1B7PIY1hzCBEDqs/yx+twKId0xQol3UkexZTAmw3vbwG0w8l4zQwfWE1AVWY5km9ncu7MTVqhUlNLR8DLrGCFZRSX1JKXaaUqlZKPauUmmA1p3qT7vs/VNeObRtQp8zgTyilqpRS91gFBOnySdvjmKZh5VZhxaPkPgrhRszgEXaz5SsxfT+rgXZgvbXOq600Zz0+SqkrlFI/AtBaN2DOaRxzXTqtmtQi69871teuw2TCijHNcScppY6w/vYj4N+tn2NWU/ArgB+opGL4HOR67wohxhnr+ftbTLeJrwF/tD77O3Cs/f5TZnqR31pfewPT1QCl1FxM4Vgmb9LVN3+N9fsngIla6w3k/k7oyzMsDBQrpdxKqUVKqQeUUl6rZck7ZM4PZNuvfN5d6R7EFMavtLrrgHlvX6WUcln5lR8qMwDdJiCSFNRekSWdvXkSuFgpVWi9v67EjGExUC5QSjmVUhMxx+gVzLH7hJX3cGHGp8iV3b1oPqYZ8j+t9H4uqUD5S+S3D4nzn8d3xAglAejIdA9Qqcy8hPdgmlxOV0r9aoC38x3Mw2A9cCLmYdPtwai13o5pXvKW9dFqTEd1u29fJ6YG7/dKqXWY5ikPaK3T1/VlTEZ7LSbDviPT9tK8inkx7QRewzSZ2WCt4wK6MvM5sZotXYUZbGA9plnxl/JZRxaJPjmY2rAvWU2BejuXf8eUjt6XtK5HMYM6vWet70zg71Y/k78BbyszGvG9mJdQsqG6dgCwzvEXgK9aaf0H8LxVQJAu57RZfWH/FzOgxYeYfiD3pC/XQ5rOw1xrGzEjQ1+LKbD4K6bW8w3MMX6TDH2dkjwGHKaU2mhd2wcD/4fpH/wqZhCFgzGDPryvlHof+AhzDp/ElCB/HrhTKbUBM4jDv6WldyPwU0yfoVybGeV07wohxqWfYAZFW63NFCLPYwb224XpG/qI9Tz7A13vnv8GZiqltmBGbH04w3rRWgcx7+6tWuuYVSjtwzTHzeed0Jdn2AeYmrTdmBrULcBaKz/wY0zhX7qM+5Xnuyvdg6R2mwEzrsU2zEB16zGDM72qtQ5jCjtXWMc8RvYuF71t86/Au5jAvxYzMu5AWYvJ460Ffqe1Xqu1XompVX7P2m4+UwfuVUqtxBzXr2utG61r8efAK9YxLwPymfM0cf5V0hgjYnRyxOOSZxnPlFIOO1BUSr2NeUk9NkTbqwdO0lqvGqztjQbWy/M8bUbYEyInQ33vCiHEQJJn2Mig+jE3fZb1xYHpvfVTFuOb1ICOY0qp/8WU2qGUmocpsXu3xy/1b3sPYEo9UUqdgKkd6rUP3limlPoCsEuCT5GPob53hRBiIMkzTIjxTdpRj2//B9xhNYmMYiY1HswSq38HblFKXYnpI3eJ1Xx3XFJKPYvpqN9tQAghejHU964QQgwkeYaNUkqp7wOXZfnzf2X5XIgU0gRXCCGEEEIIIcSQkCa4QgghhBBCCCGGhASgQgghhBBCCCGGxJD3Aa2vbx2wNr/l5YU0NnYM1OqGjKR76I3WtEu6h95oTft4Tnd1dYmj96VET+TdLOkeDqM17ZLuoTda0z6e093Tu3lU14C63blOmTeySLqH3mhNu6R76I3WtEu6xUgxWs+ppHvojda0S7qH3mhNu6Q7s1EdgAohhBBCCCGEGD0kABVCCCGEEEIIMSQkABVCCCGEEEIIMSQkABVCCCGEEEIIMSQkABVCCCGEEEIIMSQkABVCCCGEEEIIMSQkABVCCCGEEEIIMSTcw50AIYQQwva73/2KtWvX4HA4uO66f2H+/AXDnSQhhBBiXBvod7PUgAohhOiTYDjK3sYOguHogKzv/fffpa6ulj//+Ra+970f8Zvf/HJA1iuEEEKMF6Ph3Sw1oEIIIfISjcW474VNvL+hnoaWIBUTfBx6UDUXnHAALmffyzXfffdtjj32eABmzZpNa2sL7e1tFBUVD1DKxWCKRWJ0tIcIB6IEA2E8PhfhYDTxf0Ghl87OEAUFXf9HotGUZXpadrC/U7etAbfb1aftZFt2KL6z9aN9+P2eIT9eA/GdnbVN/b5WhuP66s+1MlTfyXatuD3OUXGM+3OtDOcxTv/OUF4rXp+be57fyJptDTS0BCkv9rH4gErOPHIm/gJ3ztvBAR6XK/FsH4x3s9SACiGEyMt9L2ziuXfq2N8SJA7sbwny3Dt13PfCpn6td//+/ZSVlSV+LysrZ//+/f1LrBgyHe0h7rj+TbZvaeCOG96kbmtTyv/tbUHuuD71//Rlelp2sL+z4nev9Xk72ZYdiu/c/qc3huV4DcR3BuJaGY7rqz/XylB9J9u1MlqOcX+uleE8xunfGcpr5e7nNvDy6l2Jd3NDW5AXV+7kv2/s+bynb+eO69+krTWQeLYPxrvZEY/H+7WCfNXXtw7YBqurS6ivbx2o1Q0ZSffQG61pl3QPvdGa9qFKdzAc5Yd/eZP9LcFuf6uc4OdnXzwKn8eV4ZuZJaf7f/7nP/n4x49JlLRee+2VfP/7/86MGTN7W4cj9z0QmfTn3WzXfBJ3sGdXC5VVRezf157yv8PlIBqO4vK4Uv53Op3dlt2/r52aSSXE4vGcv5Nt/UP1nWz7MVTfyfd4jfdjLMdLjvFIO8b9PV5RB/z8/pU0toW6PaNLCzx8//wl+HzuHve9fncbLzy9HoAzv7CY0vICCou8/O+v/nvA381SAyqEECJnzW1BGjIEnwCNrQGa2zL/LRdVVVUppar79u2jqqqqz+sTQ8Ou+dyzq4VnHlvL/n3t3f7ft6eN+255p9v/mZZ95rG17N3dmtd3si07VN/Jth9D9Z18j9d4P8ZyvOQYj7Rj3N/jtW17U8bgE6C5M8z2Hc297rsdfAI8fu8q7rj+TTraQ4PybpYAVAghRM5Ki31UTPBl/Ft5iZ/S4sx/y8WRRy7lpZeeB0Dr9VRVVVFYWNTn9QkhhBDjQbHPgzfL37zW3/tqMN7N0gR3GEi6h95oTbuke+iN1rQPZbrvfm4Dz71T1+3zkw6fxkUnHZTXutLTff31v2fVqvdxOBx861vf5cADe1+fNMHtP2mCO3Ka4klzRzleI+14yTEeHcfroVc38+qHe7o9o4+YU8mFnzqw133P1gTX6XYO+LtZakCFEELk5YITDuCkw6dROcGP02H6fp50+DQuOOGAfq/72mu/xg03rOD662/O6QUnhp/T7aS41A+OeNbmaHff+E/cHle3/7M1LYvH43l9J9uyQ/WdnpriDcV38j1e4/0Yy/GSYzzSjvFAHK9zPj6bGqCi2IcDU/N5xJxK4psbctp3t7dr/IaqmmKKS/043SZUHOh3s9SADgNJ99AbrWmXdA+90Zr24Uh3MByluS1IabEvr4GHkg1EuqUGtP8G4t1s14T6fJ5ROQ1LJBIdldOwRMKxUTsNSywWH5XTsPTnWhnOKUIi4dionYYln2tlJE3DMhzXitPtoqGlk0K3i6Jib97bwQHlFUWEo/2bR7Snd7MEoMNA0j30RmvaJd1Db7SmfTynWwLQ/pN3s6R7OIzWtEu6h95oTft4Trc0wRVCCCGEEEIIMewkABVCCCGEEEIIMSQkABVCCCGEEEIIMSQkABVCCCGEEEIIMSQkABVCCDFibN68ifPPP4uHHrpvuJMihBBCCAb+3SwBqBBCiLyFouEef++Lzs5Ofv3r/+Www47s97qEEEKI8Wa0vJslABVCCJGX+o59/OrdP/LE5r8D8MTmv/Ord/9Ifce+fq3X4/Hwy1/+lqqqqoFIphBCCDFujKZ3s3vA1iSEEGLMC0XD3LTmTuradrKrfQ+1LXWsb9xENB7lpjV38i+HfQWvy9OndbvdbtxueS0JIYQQ+Rht72apARVCCJEzr8vDwqr5uBwuovEoaxs00XgUl8PFwqr5fX7BCSGEEKJvRtu7WQJQIYQQeTljzinMKz8g5bN55QdwxpxThilFQgghxPg2mt7NEoAKIYTIyxOb/876xk0pn61v3JTodyKEEEKIoTWa3s0SgAohhMhZKBpmzb51iaY9CypUosnPmn3r+jXi3vr16/jqV6/m6aef5IEH7uWrX72alpbmAUy9EEIIMfaMtnezjPYghBAiZ16Xh6sWXsxNa+5kYdV8zphzCk9s/jtr9q3jqoUX96ufybx58/nDH24cwNQKIYQQY99oezdLACqEECIv1YVVKSPqnTHnFE6ZecKIG+RACCGEGC9G07tZmuAKIYTIW/oLbSS+4IQQQojxZLS8m3OqAVVK/RpYCsSB67TWbyf9bStQC0Stj5ZprXcMcDqFEEIIIYQQQoxyvQagSqlPAgdqrY9WSs0HVgBHpy12qta6bTASKIQQQgghhBBibMilCe6JwKMAWut1QLlSasJgJkoIIYQQQgghxNjjiMfjPS6glLoReEpr/Zj1+yvAlVrrDdbvW4FXgVnW/9/XWmddaSQSjbvdrgFJvBBCCAE4hjsBo528m4UQQgywrO/mvoyCm76yfwf+BjRgako/DzyY7cuNjR192GRm1dUl1Ne3Dtj6hoqke+iN1rRLuofeaE37WEn3n/70W1atWkk0GuWSSy7nk588Iad1iP6Rd7OkeziM1rRLuofeaE37WEn3QL+bcwlAdwKTkn6fAuyyf9Fa327/rJT6K7CIHgJQIYQQIpP33nuHzZs/4s9/voXm5iauuGJZTi85IYQQQgyOwXg35xKAPgP8BPizUupjwE6tdSuAUqoUuB84Q2sdAj6JBJ9CCDGmxWMxwnv3pnzmqanB4ezfzF6LFx/K/PkLACguLiEQCBCNRnG5pGmoEEII0ZPR9G7uNQDVWr+ulHpXKfU6EAO+opS6HGjWWj9i1Xq+qZTqBN5HAlAhhBjTwnv3svWH30v5bNbPfo530qQs38iNy+WioKAAgCeffIyjj/64BJ9CCCFEDkbTuzmnPqBa6++lfbQq6W+/BX7br1QIIYQQlldeeYknn3yMX//6j8OdFCGEEEIwsO/mvgxCJIQQQgyKf/7zDW6/fQW/+tXvKS4uHu7kCCGEEOPeQL+bJQAVQggxIrS1tfGnP/2W3/zmT0yYUDrcyRFCCCHGvcF4N0sAKoQQIi+emhpm/ezn3T7rr+eff4ampiZ+9KOuXh8//OFPmdTP/itCCCHEWDea3s0SgAohhMiLw+ns96AGmZx11uc466zPDfh6hRBCiLFuNL2b+zcurxBCCCGEEEIIkSMJQIUQQgghhBBCDAkJQIUQQgghhBBCDAkJQIUQQgghhBBCDAkJQIUQQgghhBBCDAkJQIUQQgghhBBCDAmZhkUIIcSIEAgE+M///DGNjQ0Eg0Euv/wqjjnm2OFOlhBCCDFuDca7WQJQIYQQeYvF4rQ0dQIwoawAp9PR73W+9to/mDdvPsuWXcbu3bv4xje+IgGoEEIIkaPR8m6WAFQIIUTeWpo6uefGtwC48OojKaso7Pc6Tzzx5MTPe/bsoaampt/rFEIIIcaL0fJulgBUCCFEzuzS1ZamQOKz5J8HosT1mmuWs3fvHn7xi9/0az1CCCHEeDDa3s0SgAohhMhZcumq7an7P0j8PBAlrjfcsIKNGzX/8R8/4tZb78Hh6H8TIiGEEGKsGm3vZhkFVwghxIiwfv069uzZDcCBByqi0ShNTY3DnCohhBBi/BqMd7PUgAohhMjZhLICLrz6SFqaAonS1dPPP4QJZf7E3/tq1ar32L17N9dd9y80NOyno6OD0tKygUi2EEIIMWaNtnezBKBCCCFy5nQ6ujXjmVDmH5CBDs4++/P893//B1/+8lUEg0G+9a3v4nRKQx0hhBCiJ6Pt3SwBqBBCiBHB5/Pz4x//53AnQwghhBCWwXg3SwAqhBAib3ZzH/tnIYQQQgyv0fJulgBUCCFE3jI19xFCCCHE8Bkt72bpXCOEEEIIIYQQYkhIACqEEEIIIYQQYkhIACqEEEIIIYQQYkhIACqEEEIIIYQQYkhIACqEEGJECQYDnH/+Wfz1r08Md1KEEEIIwcC+myUAFUII0WexWHjA13nrrTczYULpgK9XCCGEGA9G+rtZAlAhhBB90tG0nt3rb6Sjaf2ArXPbtq1s3bqFo48+ZsDWKYQQQowXo+HdLAGoEEKIvHU0raeh9ikiwf001D41YC+6P/zh13zta98ckHUJIYQQ48loeTdLACqEECIv9gsuFmkHIBZpH5AX3dNPP8mCBYuYMmXqQCRTCCGEGDdG07vZPWBrEkIIMebFYmGadj6feMElPo+007TzefwT5uJ0evq07jfeeI2dO3fw+uuvUl+/F4/HQ3V1DUcccdRAJF0IIYQYk0bbu1kCUCGEEDlzOj2UTTkxpZQVwOkuomzKiX1+wQH89Kf/nfj55pv/zOTJUyT4FEIIIXox2t7N0gRXCCFEXgrL5lEx/XSc7iLAvOAqpp9OYdm8YU6ZEEIIMT6Npnez1IAKIYTIm/1Ca9r5PGVTThzwF9yVV35pQNcnhBBCjHWj5d0sAagQQog+KSyb169+JUIIIYQYWKPh3SxNcIUQQvTZSH7BCSGEEOPRSH83SwAqhBBCCCGEEGJISAAqhBBCCCGEEGJISAAqhBBCCCGEEGJISAAqhBBCCCGEEGJIyCi4QgghRoT33nuHf//37zFr1hwA5s49gG9+8zvDnCohhBBi/BqMd7MEoEIIIfosHIvhcQ5cY5olSz7Gz372iwFbnxBCCDHejPR3szTBFUII0SfBaIwb19URisaGOylCCCGEYHS8myUAFUII0SfP79jPjo4gz+3YP2Dr3Lp1C9/97je59torefvtNwdsvUIIIcR4MBrezdIEVwghRF6C0RjP79jP+/tbAHh/fysAJ06txOfqe7nm9OkzuOKKL3LCCZ9m584dfO1rX+K++x7F4xnZE2oLIYQQw200vZtzSo1S6tdKqTeUUq8rpY7Issx/K6Ve6nNKhBBCjHjhWIyb1tfx6p4m2iOmeU97JMqre5q4aX0d4Vjfm/xUV9dw4okn43A4mDp1GpWVldTX7x2opAshhBBj0mh7N/cagCqlPgkcqLU+GrgS+F2GZQ4GjutXSoQQQox4HqeTq+ZN4xMTyyhyuwAocrv4xMQyvjhvWr8GPXjmmae5++47ANi/fx8NDQ1UV9cMSLqFEEKIsWq0vZtzaYJ7IvAogNZ6nVKqXCk1QWvdkrTMr4AfAD/uV2qEEEKMeD6Xk9NmVAPw6p4mDq0sSfzeH5/4xHH8+Mc/5NVXXyYcDvPtb39Pmt8KIYQQORhN7+ZcAtBJwLtJv9dbn7UAKKUuB14GtvYrJUIIIUaVE6dWsqW1k5OmVg7I+goLi/jFL349IOsSQgghxqPR8G52xOPxHhdQSt0IPKW1fsz6/VVgudZ6g1KqAngEOAmYCtyqtT6+p/VFItG426oaFkIIMbqFojG8/RjcYIA4hjsBo528m4UQYuwY6e/mXGpAd2JqPG1TgF3WzycA1cArgA+Yq5T6tdb6m9lW1tjYkcMmc1NdXUJ9feuArW+oSLqH3mhNu6R76I3WtI/ndFdXlwxQasYveTdLuofDaE27pHvojda0j+d09/RuziU0fgY4F0Ap9TFgp9a6FUBr/aDW+mCt9VLgHOC9noJPkZ9YJEZbc4BYZGAnkrXXOxjrHssG63wIIYQQQggxXvQagGqtXwfeVUq9jhkB9ytKqcuVUucMeurGuY72EHdc/yYd7aFBWe9grHssG6zzIYQQQgghxHiRSxNctNbfS/toVYZltgLH9z9JIhaJ0dEeormhEyDxP0BhkRene9jbdI8rcj4Gj31sQY6lEEIIIcR4kFMAKoaWXdNme/y+rnj/kmuXUlzq79N60wMp6AqmJPOf3WCdD5F6bOVYCiGEEEKMfRKAjiPpgRR0BVOS+c+usMjLJdcupbmhk8fvW8WZFyymtKIg8TeRPykMGT/scy3nVQghhBAgAeiINFgBT/p6gcS6JZDKzul2pgTnpRUFEqz3kxSGjB/2uZbzKoQQQgiQAHREGqyAJ329A7luIfIhhSFjn/SdFkIIIUQmEoCOYHYmfaAz5PZ67Z9FbgbrfIxHUhgy9knfaSGEEEJkIgHoCJYpkz6S1zvWyXETQgghhBCifyQAFUIMG6mNH7tk8C4hhBBCZCIBqBBi2Eit8tglg3cJIYQQIhMZBUIIIcSgkb7TQgghhEgmNaBCCCEGjdRyCyGEECKZ1IAKIYQQQgghhBgSEoAKIfIWi8Roaw4Qi8SGOylCCCGEEGIUkQBUCJE3e47HjvbQcCdFDCC7YEEKF4QQQggxWCQAFUIIAXQVLEjhghBCCCEGy7gZhCgWiSUyVIVFXpxuib2FyEfyPdTc0Jny/3DcU3JPCyGEEEKMPuMmALVL9gEuuXapjMooRJ6S7yHb4/etAobnnpJ7euDYwbxdoADDW7gghBBCiLFrzAegkrESYmDY8zmCuYcev28VZ16wmNKKgiGd41Hu6YE30goXhBBCCDF2jfkAdCxlrOyMt2SyxXDINJ9jaUXBsNZ82kbrPT1S2IULdsHCCafOo3pyCW63k4KCoStcEEIIIcTYJ1HMKCIjj4qRwg5YhrLmM33bZ16wOPHZmRcsHrb0jAV24UJpRQEAbq+L+1a8zV03/pPOTnneCCGEEGLgjPka0PSSfWBYmg321Ugb+GWsk1rm3GSqDR3ObQ9HTexYZD8vY9H4cCdFCCGEEGPUmA9AR3tmVZobDi37eMuxFeNZa3Mg8bMUeAkhhBBiII35ANSWPIDKaKj5FENnvNcyj9ZaX7mnB54UeAkhhBBisI2bAHQ4mwz2x0gZeXQsG++Z7tFa6ztU9/RoDdBt+cyXOtq7LAghhBBi5Bs3AehoNdqbEA+0wQgGJMgXPRmtAbotn/lS5XkjhBBCiMEmAegoMpwjj44UgxEMjMdM93hvdpyL9PlGk+cdHQ3HqD/zpUrzZiGEEEIMFglAR5HR2oy4vyRYGnjjvdlxLtKPkX18YHQco/6c4/H6rBFCCCHE4JMAVIx4QxksjZdaZml2PHKN9j6nQgghhBA9kQBUiCTjpeZnPDY7zlf6gDx2gG7/bbAMVDNzGVBICCGEECORBKBixCss8rLs6qOo39OGz+fiifs/kIz0ABovtb75Sg/SBztAH+g+p1LIIIQQQoiRSAJQMeI53U6cLgfPPLaWZVcfBUhGeiCNl1rfvhqqAH2w+pzKgEJCCCGEGEkkABUjVqbBh5xOJ8uuPoqCAslIi6ExmgL0TP1HR1P6hRBCCDH2SQAqRqxMgw/dccMbgFUj5M0/U21n0D1eF+FglMJiGehFjAwD0ed0tM9ZKoQQQoixTwJQMaySaznT+7kNxkitdgb95LMW8Mxja8d1Rl1GWx1ZhrrPqRBCCCHEcJBc5xgTi8Roaw4Qi8SGOyk5sQPCO65/MxGI2uwMeXGpP1ETZGfK8w2Ymho6aGsOQNzByWctIBKKms/3d9DWFBhVx2yg2Mc+/biL4ZVvn1P7nq/b1pAygNF4vKaFEEIIMfJJDegYM1qa4KWP+Ald/Twz1cj1dyCYttZASs2n7Yn7P0j8PNKP2UAZ6NFWh0pPteVjSb59NodynlwhhBBCiP6SAFQMi3wzzf0dSKW4xG+a8ybVgL7w9HrOOP8QyioKwTF+RggdrNFWB1tyukdyOoeaXTjj8bjYt6dtQJqqCyGEEEIMllEdgCaaVTK2a0RyMdpqtdIHXAEGNdNcVlFIOBqlrTnAM4+t5eSzFpjPKwvHXSAzEIPdiJHDLpypri4hHDZNy6X/qBBCCCFGqlEdgNrNKkFqREZbrVamGk3JNPdfLgMLjbbBbvJtrj2eDdWcpUIIIYQQfTWqA9DRJDkwGAzptVqXXHM0sVgMX4Ebj8c1KNscjRLNFb0uLrlm7GXUR0sf4HyMlz6OAzEq8WiZ8zO5P6/HJc8nIYQQYjwZlVUH9qiPDfs6Ep+N9FEfB3vEUTvjaTeljMVi3HXjPwmHoiO6hsgOCIeq1sY+Tr4CD8Vl+Y+mO1LZ90T6KKjJ94S9jP3ZaKkts9N55gWLE5+decHiUZH2fIynUYmTR79uaw0Md3KEEEIIMYRGZQ3oeKkR6YvE3Jnx4U5JbkZLjc1Il0sT7EyD+IyGY+90Oyks8hKLdl3UI73ZcD5GW/9tIYQQQoj+GJUBqB1ktTYHefTu94HBHcCmPzJlLuu2NRAORwc8c5ncrK25MTUzKxnZsa2ngYUKCrwptaMw+q6LjvYQu2qbWXb1UThdjhF3n/fHaOu/3R+Z+vM27OugpNQ3aq5FIYQQQvTPqAxA7Vqz5L6NdvDZ3z5UA22wMpeZ5kSUmuHxq6eBhdqaA6PyukgpUGno5IWn16cE1oOp0B8kGPISjTkGfVvjSaZnlF2IOJKvRSGEEEIMnFEZgNoScztCIvgcaQOwZKqZqppYnKgBzSSXwUgyNadMNL+FbjVhY6nGaKRxOCA+CE2eY5EYddsa8Hhd/SpQGeopbwZKrgUqAzF4j83pdNDeXMvGd//C9IPPx+WZMehB6HiaFifTtXj2RYcmakCFEEIIMfaNjGrCPiqrKEwEXunNXNMHYBku6YMDlVYUMG1mBcWl2QfA6WkwkvTBZqBrf4FEv77k7fW0LdE/TqcDr6sRv3fgB1LpaA+x4nev5TUoTaaBhdKvQRhb18VADd7jdDpwO/ax4Z0/E410snX1HcTD23E5B7dDdaZnhH0fj+bzYz+rkp/Bma7FiqrCUb+vQgghhMjdqK4BtY2GPlS5jDiabTCSwsIYHq+baNybc63QaBnhdLj1p/bM6XTgiu9m07s3U1Q6iykHfY5AqP/XWn8GpRlLgzrlW6PvdDpwOh3EYn0LGD3ORj567yZi0aD5IB5j6+o7mHPI5Tjd04gNYFlWpnRmu2ddLojFBqeWfTD11CIl+dwWl/gJR6PDkUQhhBBCDIOcAlCl1K+BpZixVa/TWr+d9LcvAlcCUWAV8BWt9SjLKg1sM75McgkMMgXSS4+bwqwZ2yksLqa46vAB3d5Y05dz2Ndm23bwuXnlzcRjEdoaN7Fzw8MDEoQOVoFKcqZ/pBVMZOrTnOkaTu7bmhyoFxZ7KS5qwxltpr29FJ/fk/d97HD48BdPpKN5e+Izj7cEt6+UYKSfO5jE7YrhiOzC46siGPIlPs+0v25XjGjnR/iKJhGMlBCPg9vtIBIZ2kesxx3G5YwQCPXe/zaXApTkfS2rKKS+vnVwEi6EEEKIEafXAFQp9UngQK310Uqp+cAK4Gjrb4XAF4BjtdZhpdQL1t9eH8Q0dzMQfahGQv/R9P24/CsfIx58j321r9Nab/oalpUdlnN/PocD/J4OojE3ocjICjgGQz7nsL9TXxR4O9FvrSAe64pM2ho3sb/2JcqnnUwonPr9fILjweoTOJILJTL1aU6WqXbQ/k5hsZdzL5pJ7Ye3EI+FqZh+EUEmUVDsIx+BcAHT1AXs0PfT3rwNj6+U2YuXJwK/geB2xQh3bKD2w/spqTiISQeekxKEdlu2XVO77gHc3hLmLLmKOD46m9dTUKoIhvPbv77yuMO01b9Fc/0aZiy4hEC4sMflR0OLFCGEEEIMn1xqQE8EHgXQWq9TSpUrpSZorVu01h3W3+1gtBTYPViJzaanEUBHk+T9OPITk6zg8x+Jv+/e/AyT5kBZxWFA9/58yRwO8Lla2LxyBaVVCyib8kkCAXe3WqaxIJdgsqmhI9FPNnnAKlu+meRA2Mf0+eezbc3d2JOu+gqrqZx2HIFw9+OaT3A82q9np9NBOJhbjVamaTkyTRGTKXguLPJy2VePpriwjdoPbyEa7gCgofZu5iy+ijDVeQeOgXABsw9ZRp1+kppZJw588Nm+gdp19wPQ2rABNj6SMQhNDj4BIqFW2hrW09G6i6Y9KymtXkjN7NMHPQi1g889W58HYPvaO3oNQsfToEpCCCGEyF8uAegk4N2k3+utz1rsD5RS3wOuA36jtd7c08rKywtxu109LZKX6uqSxM8el4vlXz+G4hI/ZRU9l9Lbmho6aGsN0Nps+n21NgcT07vks558Jac7XbAjjMvlJB7P1O4vSkmxDwcOln/9mKzp7GzbzcZ3VxAOtrBvxxs4nA6Kqz6RCLqWf/0Ypk0uHdB0D5e6bQ1Zg0l7P5OXWf71Y1Km8Enn8biori5JXBuQ+RjHogtwOZex+YO78BVWccChy/EXVZF8hPpzfQU7winpGS3am+v4aNXjzF54Ab7Cyh6XTT930HX+crlGw8FWNr13ZyL4BIhFw2xfdy/qiC/j9Zf1aR9mHvx53N5CBvKoB9rr2fzOAymftTZsoGT/KibO/CROV9fjONixn3Urn0z8PmnOSbQ3b6O5/kMAmuvX4HDA9Hln4/V3HaOBvE4i4U7qt/8zEXyafdjD9g/v5IAll+MrrExc35mu5bptDQBUTSxm2syKHrc1mq7vsWow382jiaR76I3WtEu6h95oTbuku7u+DELUbU4CrfXPlVK/Bf6qlHpVa/1ati83NnZk+1PeqqtLuvUd8hV6CEejOfcpSp8j0Z6TDkxNWE+DY3jdJqgIRUwthMcdIxJ19lpjkindyTxeFwccPIOy8lk4gH11pkVzzawTKKo8ksZmMxqKr9AD0G1/C3ydbH7/L4SDiTIC6mtfJ46HJUdMZOXbe9i3py0xFUyuNaG9pXu4hMM9DGDigC2b6hMBIMC+PW1UTSrmkmuW0tzYvZbG43VRX9+acm1kuxZc3tnMPuQyPP4qWjt8tHakHp/OtiAr//kRK9/eC+R3fXm8pkDFTs9gy9RM2Ol04PMECYS8vV7XTqcDj6OBzSv/QjQSYNPK25hx8MUEwpn7DTqdjh7PXTic2308dd4FbFtzC6HORgDc3iJmLryUljYX8db8j1t1dQmNzVFgYI65fVx9PpiqzmeHvh+71nxC1cEUVSxmf1INMIDT6WPOkivZvPImnC4vBUU17N78XMoyTXvXUDHlSFrbXcRi8V7vz0z9bHvidELBhBk4HC7i8a7zVFJ+IJ1BaGnvukcuuXYpwWA4Zf32ue3tPA7Ec2W0vtxHksF+N48Gku6hN1rTLukeeqM17eM53T29m3MJQHdiajxtU4BdAEqpCmCh1vofWutOpdTTwDFA1gB0pOlrczGvO0TDjheJR8NUzTyFeBxa973NhKqFhKKlWTPrTifE4z0Pp2k3NwzHoGzycdZnfkqqjyIc8fS6T5Goh8qpH2f35r8lPnO5/cRdc9mka4HMI+f2R099HJ1OBw6iRGOD0+Q32zn0eF0EOyLc9Zd/piyfvO/pU1/kKxp14PTMJBDufsIdDphQ3MyhS/Zx6JEf45Y/vpdXc0Sn28m0yaW0NNUTj7sI5XDu+yO9mbDT6cAV282WVfcza9HlPTZHdThSg0+AQNsutn94Z8Yg1O2K4YjupaKivMc+zR53kHjcRSSa/VEVjBQza9Fytq5eQSwaYvbiq3q8B4dacnPvWQeUcdzx57C/9hEKJhxE5fTTMjajjcXihJ2VzFlyFZtX3kRH6x6mz/88teseSiwzVZ0N7snEorntaG/9bLunAXBOZs6S5WxeuYJ4PEr19GOZMOkYwhn6lKevX0biFkIIIUQmuQSgzwA/Af6slPoYsFNrbYfEHuBWpdQhWus24EjgjsFJ6uDI1t8uFokRDkcJt4XAkVpjYILPF2jY+RYAxeWzCbTtob7uNfbveDNrBtjpBFdsF22NbpzOmpymiwhFvJROOg4cjpyCT4BwxE1R5ceYBOze/Ddcbj+zDrmSuloPbS2mJrCn6Sz6IlsfR7tWrLNtJ97ieUSiA9fEK7GNLOewrTnArrpmll19FO1toUTtY/q+p2eS0/slulxOYtEIbc2BjAF2pvPocICbvWxedTPxWJiqaRE+fvz0vAPdYGcjOzc8QOGE6ZROPGbQg1CbHXya9EfYvPIm5iy5is5AEe1t3QsaHI440UgnsWg4ZT2RUBuQ2pQ8uX9jac0iamadRqY+zV5PiMYdL+MrrMZfuqjHIDQQLmLWouXE41FC0QlZg8+BHO06l3XFIrGUAHHrpiagjBM/cxm7dkBzs5PiLK2M7SB07seuJY6XaMzN9HnnUrv+Qaaqs/GVLMjpfsq1n23mNJAIQlsbNlJSs5RgwE1HeyBlPc0NnZSkXdcjedArIYQQQgyfXgNQrfXrSql3lVKvAzHgK0qpy4FmrfUjSqmfAi8qpSKYaVgeH9QUZ5BP07Jsy6aX1ne0h9izs5VnHlsLdNUYeNxBGna8mAg+q6cfQ3vzNhp2mW6ykVA7W1bdxMyFVxKKluJwmRbLdvC5edUtAMxZfCU4J+UUhIaj+QeJdhA6xeWmqHQ24XgFRSVdGdCBGNgm+Vh2m7u0yIvb60qpFZt60Nn4JuSWae6LwiIvy687hnAwSltzgOaGTl54ej1nXrCYkrLsgzalH4fkmhyXy8m5Fx+AM7KS2m2TmT5naq/HLRF8rjTBJ8C+uleZMW0pxcVTc94fvyfAltUP0N60hfamLSbteQahvQVJmc5he2uQ0pImNq/uGuU3Empl88qbmLloOTf9ZRUXfvHIlOMQiwGuKcxefAVbVt1CPB5NjNwajHQ1wUgfXKd572oAqmecljJFjAk+X2L/DnMephxITkFob9ILSvzeTiBOIJR/X+9cBpbqaA+xq9YUgjhdjkRNb1PTHConeXstAIrF4gRiSf3cixXzjvoWoWhBzvdRrnMHZ08D4JxMcU01wYCTtpYgd93Y1arghFPnEQhEaGtpTnyWa4ArhBBCiPEnpz6gWuvvpX20KulvtwK3DlyS8pdP07JsyyaX1tu1FpFQV7+n5oZOXC4H/gooKJ6c+LykYi7bPnwwZRuRUDuNezfgn7AYj9uH2x2H8G42r7olkaHfvOrmbkFovn20ehOOuPGXLiYcd+cU6OYrPWPr9bnx+YL89cGNnHHBEvze5pQmmTs2PMrUgxi0INTpdhJuD3HHDd0z2yeftSDn9diFES2Nnfh9nYSaH6Ots55pkw6nvGIaPXU5BXA5o3Q0bEkEn7Zg20b8/k8QCGf5YhKfJ8CODQ8kAk+A+u3/ABxMmPjxnGvDewuSMgUnf390LZ9fNgOn0000aZoZl9tPJOIgFo9nHGk4OQitW/8gsw65gnBsAvGk6kivu5PN61IH4mneu5qi0pmUVR5GJBLH6w7SuOPlRPAJsHPjEzkFodmk1wK2NHZSXhZl+9q7iccizFx0GcFwIX5vgGg4v1rmwkLTBDl5P5O3ZxeClFYUJGoJC0u8fSoAikRdRKLF+aUvrYk65NcCwuOOE444iMVMzWd6QB0IRBIFdbaBbuIvhBBCiLGjL4MQjRj21Bq5NC3LpRmavUwsGk8p4Qf4x7MbOOv8Seza9CZTDziLqQedxY4Nj7F93UPMXrSMLavvSozEWTrxeNauLWHhx6C4uI14rIPajU+mzBkZj0XYuekJph98KYFQV61rPn20cmECvXhiP5NrmfqrsMjLJdcsJRaL09YapLiwg879D3HhFZ/D6XHQuPPtRPBp27P1eeZ+7KBBqwXNJhKKJjLNufS9LC71U14eofbDewl11gPQuPsdHA6omHZSj/OqRqIuCisPY2Isyp6tZuAYb0Elsw65POeatljcRXHZnJQAFBwUlc4gFuv5tu2tZjr5vki+JuwA5cTT5+P0FDF78RfZssoUIPgKq/GWnsWN/7eSWDSeddoaOwhVR36FUDCEI1KLyz2VaNS0BAhFCpg27/PUre/qyzih6mCKyhcQTOpHm3yv9PRZT/zeAJGol0jUmXJvOV0OvN5O6tY/QLDDzBpV++E9zDz4XD56/1YmzToeT8nCjNdo+rH95MnTCDS/SWn1kpQWD+mBfVtLkEAgQmVVEcuuPmrA+0XGIjHqtjXg8bpSnmX2+U5/luTaAsLvaaOl/gOKKg6jsTGeMaBuazEBaWtzgMfvW0VJqZ/zLllAOOqR/p9CCCGE6GZUt41qazUjMCZnhh+/bxV3XP9mIpNoszOEPS1rL1O/py3lu2UVBZx1/iQatt9N635NnX6QknLF1IPOombG8QTD5UxVl+PyFFI98yTWb6hmzfv7KCnuZOsHK9j03k1MO+iz+AqrE+v0FdYwff5FieBzKNgZ0eJS/4A0i3O6neCAB257l5mzHLTXP0Cwcz9bV99CLLyPgvKjKSpflFje7S1h9uIrCYQGr0bEDqguuXYpZ16wGDC1PbMOrKR4gi/nfXe5HIQ76hLBp61xz0pcjkCWb3UJR9wUVx/JxFknJQWfvTcR7fq+h+LqI5k050TrEwezFl2MwzeLaKzbQNQp7Os4+XrPdl8kXxPJAzIVFHuJUMGcJV+kcMIMps2/hAfv3EQk0vMAWmCC0Hgsxra1d7F55S3EAptxuUxwGYk68RbPZ9q8zwMm+Jw454yUgXhCER8V00+ifPJhic8mzz2VwopDc6799Hs72b7mdsIdG3C7Yonr4swLFnPaOXOh8++J4NPp9jNx5rF8tPJWwsFmavVjBJtX43Z1r+pOPrbNjfuZVLWefbX/YNuam/G6m3E4zLlJ3h5A9eQSnnlsLU6Xg+IJvgFvltrRHmLF717r9ixLP9/58Hva2PrBCnZveY7GXS+zbVNdt+tpV20zk6eXUjzBlwhIP3fhVEItL1FZ7ZDmt0IIIYToZlTXgPaHWljJ0cdNZteOOLFonFikK5Pq8bq4YPkR1O9q5d03tyaCT3uAlbamzdTpB5l04OfobHews7aTSNRB9fTL+OD9fax5fx/nXjyXnfp2QoEmAD5aeQtzl1xB7fpHweFkZtJk7v0ZJGQ4JNcCtTR2ct4lc9i+1mTewdRUbV19C5UzL6ItdBjF5RBs30rJpAtobPRROIgzJmSr7Zk2syKv4aSj0TjuogOYcsDp7Nz0FAAOp5s5i5cTjE7IaR12EFo68VACocxTkXg8ccLhzAFlOOJh4szjIO7EXzzJBJ/RnoPP/kjvB20Gwalg2vxldHS4uPCLR/Y6WrTXE8fpCLBp1V0E2nYCsG3N3cxceBEu/xyiUUciCJ2z5Epc3qqMo8CGwl4qp38aAH9hDYUVhxKO5Bd8Btr3UPvh/Uw/+Hy8hQfhdJvr4qkHNnLR8lPZavVxnTn/c9RteCpx/QLs2Pg405QbT8nBRKPda4xLSmK07HmZxt3vAabZ/bY1N1sDkJXhdDspLPISi8Y5+awFdLTZ88AGErXw/b2vXS4H4WA05dlh/59pZNx8WkDYwaf9/GrY+SYzp8Hyry1lxe+7j+bsdDspLvFx+bUHmNGIIwGi0SAT555BMNT9/AohhBBi/BrVAWhxiT/nvk3J/aD02jqOODJEw7ZbUIuu5OY/ruRzFx+aqAkCCIeiuL0uCgrcEOskFk1t/hcKNlG/s5m7V2jADMSxK+yirLycWXMjuNiWyLyBCcq2rL6bAw+7GrfbR0t7V/r6O0jIUIpFYimDkDidDs679EAcrtTj7XC4KC4p4qG7NvGF5SdSVOykqcmDv6Dn/nXpTQf7M2ppf6eBiETd+MsWM+UA2LX578xZvJyoc5JpZpqjcMRNOMtt5vMEadr1KuWTl2YdQMftKaSw8nDicTfxuBO7OXUmDgfE45mb1ebS5y9T8B6LxQmEPDjdqYM1ZWrC6fcGCLRupaOljkDrzqS/xNn+4X3MO+pbtEfNdyJRJ07XNCIZpq8BM2hXNOqhctpJxOOu3INPT1fwaTNB6AW4Cw4EoGFfB+2dFcxZfCWbV91MZ9seistm07hnZdKx8FNQMoVwvKsJe/Ix8nvbqduf2u8xEmqns2UbnpIJRKMOOtpD3ZryD9R97fcG6Gz+CIdnDndcb7ZhDwYU2Nma6L+eXpCVyzbdLuho2ZLy/AJo2vM+B0z9OA5H9/PvdDrwuBr4aKUJPgFa9n0IIEGoEEIIIVKMrKq1PJVVFKY0HYSujFG3uSitzNfEKQUccWSIxh1PEY10snX1zXz+ohm0twZpaw7Q1hxI1IZOm1XGp89ciLtgFjMXLgNM7ZO3oILpB1/GA3duSqz/hafX88xja3F7XWz4cD+bNlVSPf3Yru27fMw+5DIC4Qn4CitT0pbeXA9MID2cc+jFIrGU42HraA+lNFGOxeI8eOcmvKVn4S2oAsy+zjn0KtoDpbS1BgmGvISixRSW9N70ML3pYH+aEtrnvD81TXYQqo76Zt7BZyYuZxyHwwSfe7c8RX3ta2xdfQt+TzuAGbCqWxo8OBwx4sFN+D2ZJ4v3ezvxOhtwOLo3qz3h1Hndpsjoq2xBvd8bYKd+kO0fPkBR6TSKy+cm/uZwuJi96DI6Q92D20ycTgeu+B5iwS1E417CeQw6FMeJtyD1/nI4XHi8JcRxJtLv9bmJOicxZ/GVFJbOpnrmZyifeKjZvtvP3CVXEXeU4ve0JZoPJwuEi5mz+Cpcnq4+vZPmnErcfSDh4OBOQOr3Bqhbfx+16x8i2PIO13z7KM68YDFur4tnHlvLM4+t5YWn1wPZm17bHA7we9rxe7qalUei4CuZz6S5pyY+c7p8zFlyJU3N3ixT3EQJdu5LBJ+2ztYdOOll1C4hhBBCjCujugbUlmvTMpczTjy+lcYdTyU+i0Y6aaq7m4qZl3HbDSuJx+KJ2gmf24nPqrFzumYza9Eydm16mpmLLqcjUMAXrjwCSK1lqppUzCXXLKWsPAZRPw4H7NvxFnOWXEmE6m4j3vZ3kJDB0tOASMkD+tj7HggUMPPgS9m18QGmHHQmkXgV0UhnttX3yuN1pQwwlWnU1aESiboz9j1MPocenwOvq51IzJd1hFqXK048uBV/YQW7Nz9Pc/0aAEKdDWxbeyezF11Ec/06iiqWpAxy5HZFCbWtp279Q/gKa5i58NJE820wwWfth3cR7Khn9uIriThqEkFCYZGXydNLEzVx/a15y3St2sFnW9NmALatfYCZC84DoL1pK7MPuZyYe2pOwbsJPndbU9hEmblwGS7/7JybHgfDPibOOQMwNXAOh4tZiy4nEKkh0BxImdM3FosTd0zE4YRAGCpnnoLL7aNq2pFEYiV0NH3Azo1PpjQftsXjcUKxcuYsuYrNK2+ievonefutItatfoerrjsS8PW5Jjobl8uBx9VJ3fr76GjeBsDebS9SMxOmTD+cDWu7T/fS0/YcDvC529jywQq8/nKmHnQegbDVAiTipqjiUCYBe7e+kHh+eX3RjAUQsZgTd8EBTJ9/PrXr7gfA4ys1fb7D+U9xI4QQQoixa1TXgNqyDa7jdQfwuLvmvIjFHfiLp+D2pnZC9JXMxeMt4OIvHZW11jEadeDwzWbW4qsIhItwujIP3uIr8FBV7WDvlkfZvOpWfEUTUUd+NSX4hMw1e8kD6OSaQc1WUznQ7FE27VEwW5tNTYddszahvIBwrJhp8y8mEq9KGfgll32x96NrLspQxkF0ko/ZUO17NvY5DIfCEN6Bfus3tO59I+Was7lccWKBLWxbex/hQCOtDTrxN6fLw6RZx7N51W3s+uhvNO16Ba/b7GM0EkwEnwDBjr1sW3N7oibUDj47W3cSi4bZsupm3Ow1NaLuEE63E6dr8PqNOhwOYpFW2pq3Jn0aZ9vaB5l64GkccNg1fQw+I2Y9a+4iFtiSsRYyGzsILa1exKxFl3Pf7bvYtqmRO254s9s9F4+TSFso7KV0ygn4Cqus4PMJKw13pwyk1PXdOIFQKXOWXEsorli3ej/nXjyX1r3P4XaY85PpGdGXWnmPO0I8tJnO5o2J4NO2d9tLFPjD/OPZDWaQoxy2lxx8hgNNtDdtYceGB1JqQu0g9KAjvp54fvXUqiASdeIpOojp889PBJ/BSHGWGlMhhBBCjFdjogY0E58nyJ7NT+IvmkhJzVLCEQ/xOISiE5i9+Eq2rLqZSKiV0ppD2Ne8BH/Q02vNUDTqoDPavS9TcqDl9wTZufEh2hpN89zadQ9SMeVIKqaeQCDkpqM9RLAjnHV6jHxrpwZ66pZsAyKlT01jB4YnnDovZVqJQMiD39tBw45XqZhybGLgl94EgxE6Wpv4+2PmuNXvauXksxYQCUVTpn2ArlruwZi2pjfp03BMmlKMz7WbLR/cAfEYe7e9BEBJzdGJmtBE8LnmLiBO3YYnmD7/c9SuexiA6fM+x67NzxLqbABgX91rAJRNPpZwKMiODY+lpCHYsZem3W9RMfVYdn/0NzqT+lvGYzEigf3s2PAYRaWzKao8huaGrqCir4NbeT1h3M4wgXBRSkFKPB4n6qxm9iGXseWD2yAeAxzMWXwxoVgZsZgzZX7MnnhcIfZ89FLadCtxdm9+hlmLrsh472UTDPuomX067R1ODl3q7Tanr8frIhyMUlicehyiMQ+tDRut4LMrDdvW3M2Bh3+ZmKMyJaBqbw1yw/Vv4/G6OPfiuXTue4hwsJFIOMjkuacSCHddsz0VxrjdDiKRzMfJ447QVv8We7Y+x6Q5n6Zm5ifZu+1l668OqmaeT0dnAZd++Wg8XlfK9krLvUQzBP9+b5AtK28hnNTPs71pC7s/epyJc88haM2FGo64rf63uZ1DOwidc+hsAiGfBJ9CCCGE6GZM1ICmM8HnE7Ts+5C9216kde+biVqp5CC0atrRlE85mWce39qv7dmBo9vrItS5IxF82hp2vo0j3kagM8wd17/Jit+9lgjgNn64g/tveSfvPo7pNYZgMtb9rQ3MNl3Nrtpmln2pq5/qJdcczbKrj2LWQZUp00rYNXL76t5g54YHU2pUsnE6HZSWtBJvf4Srvr4Qn99N8QQfE6eUMHl6KdBVkzNQU8j0VfI0HE89uJozz5/F9nV3WIGXsXfbSwSa1+F0mNy31x1i10d/xc7Ehzob2fXRM8xccAFFpbOIhNsTwaetYfc7uJxhfAUVzFl8BQ5nV1lRac0iSicdTSjsoGbmsXgLKgDT13H6/HPYs/0VAm272L/jdRp3vkTjvv2J7/bWJzATrydM085/sOGdP+Bx7Mfp7KpRjUViJsB1TWP2IZfhcLiYuXAZpVXziUYdxOPxxLXa23UZDHuYdMBZFJfNSXzmK6xm5sJL6cxzEJtYJMb+fTFaGoMpfSLBHIO6rU3ccUP34xCLxSkqnUFx+QEpn5dP/hhxZ0nGgCo9+PT4SqmcvJB9dS9S6Dc1oT3VHPo9AUKtH+Bxdz8nycEnwO7Nz+J0eamZ+UnAwfSDL+b5v7Wzq870y+5oDxGLxHC6nVRUOelsfAu/t3u/4VDEy5QDP4vdrx1MP8+aWScSjvav33kk6qQzKMGnEEIIITIbcwGo1x1IBJ+2vdtepGXPm7gcZioEOwgtm3wCkag/78F+smWoY7E4Lt9MphxwetKnDmYuvIgI5d0GXTnmU1M5/PBGzr14Dg5nfs0kc5nXtC+yDYg0dVYZlVVFiVrIWCzGXTf+k3Ao2i34tGvk2po29xqEOp0O3Oxj88qbCHbUs2fzI1z5tQXUTC6ivCJz89Hegm+PK4zb1b0ZbK5ybdobjcZY9e5+JlQfnfjM5Slk1sILaW6ppqXJXG+dQR+zFl2B11+eWM7rK8dTOJWp6hwKyxYyafanE3+beuBpzF3yRZqaPDgcTqLOyYkgtLRmETWzTiMa8xDu2Mim9/7C5DmfxltQwbR5Z7J3+6sE2nYn1tW6721mz9zG4R+fBOQ/uJUdfO6re41YJMBHK29KCUI72kP845n1OOP1ePwTmbf0X3D6Z+N0dQXM+QwkFQj5maLOpbhsjhV8XtatD2Fv58fv6cDtMnMEN+7PPGhTj/vsL2PKgZ9LBKHlkw+jcvqnCYW7H7PCIi8Xf+koyspChINNeHylTD3wVLavf5SGne+wd8vz+DzZ99vvCbBjwwPUrX+Elt2vdQtCPa4ge7a9kPLZ7s3PUlQ2m5mLvsyTDzVSt72Fx+9bxYrfvZY4zl5PiIa6F9m9+Rm2rb69WxBquhTMYtaiiwGHGWRo8VVEqMo6OFQ2+TaFdw1ik3AhhBBCjHxjrgluHCe+ohpICkABovEJBDrjeKxWmvE4hCKubtNLZONxQ9hqGWhnqDM1+wxHXRSULWHKAbBz01+ZufAinNYAJol5Rj0u4rFOOhtfp2HnW3h87zJr0ZWEYkNba+B2RXG7wgSSRiftaUCksopCgsGwGVglLZ1Op4NIsIHO1l0pn7c1byUWbcPhKOjWFNPh6Ao+Y9Eg3oJKamZ8nI7Gdygun0vz7s2UTzquW8DU07Q113z7KFrq38bl9FBUdUQec0d2AA4CoYIem/ZmGlhm/qIjqPZ7aNj1FjPmf55dHz1DYdUZtLUEE98JUMSsQ5az9YMVuDxl1Mz5HIGgqdWLRWK4i5ZQMws8Hg+tjVvYveVFpi9YzvatEI3EKC6ZyIGHfZlYvIDW5jhe1yZqP7wPgNr1DzN93ufw+EoorzmEXUkBqMPhoqRyHtu37Eo5lz2xmxmXlnlo2/dOokmw+ZsJQg86/Gt0BAvw+Rx88gQPH73/Z0qrF1A98/QeBwxyOh343K3E4p6M838ChCIFTFHnQjyWcQCbns6P39PBtjW34S+ayFe/+xmam10pTblPOHUe1ZNLEvNyZhvcKhD2M+XAz9HW+CGF5QtTgs/0AcT8bi+hzklMnHshBQUxtq9/NDEabMPu94njoHLGyd0CWDv4bG/aAkB97SsATJh0DOGIl1gkRmOHm9mHXM6WD25N1LJXTz8Wp3siLU1xPnb0bOq2WwOgTSwmHI5SXu6goe5FGnaaJvPBjr1sW307MxddSiDUdTxjMQcu/yxmLryYQNCP0+XF7QgSiuXWZ9s+Bvk0hXe7okQDW/AXTk00TxZCCCHE+DLmakDDES8TapZSPeP4xGdTDjqXN16Fvbv61kTV7wnQ2fgOXleg28ismUr+7SB03tJvJoJPSJoKZrKXaMdbtO57yywfbGHr6pvxuVtx5Fg50N+pW9yuKMHm1Wxfc1uidsSeIiR5/Zdcu5Sy8u7ra25MPQYtjZ3EHJOYtahruhocTuYccgURKrP2A3Q4nDgcDrwFlUyecxL1df/EX1jDlg/uYl/d6zTvepmKSmdK08Vs+37Nt48i0Pw29dteYveWZ2nf9zYedyTTZlP4PR1sW30btevuxe1o77FZc/oUJwDRuJeCsiOZvehiatc9TKB9Dy277qG4qI0Hb3uXcDhKW3OA/ftdTFGXEXYdz7bNwcR6O9pD/PlX/6SgdCGtjVtp2beOaKST2rUriIXqefiO92hrDRGMltHQEOfB21fh9Zcn+tfGomG2r3uYhp3vM6FmCZPmnGIdWxezF19B3DmZU85emPO1YQcULS0RJlQtxOObkPL3munH0tYG4UAQV3w7+7c/DMRprl9D/ban8HlMcNd9YKkgrvh+Nr17PXu3/DWxXPq5cIS3EY76stZ8Zjs/dvAZ7KinuX4NDTv+RmlpNDE9EoDb6+K+FW/zxP0fAJkHt7IFwn78ZYd1Cxwz1ei6PV68hdOIhDq6TUXS1rgJlyP1OnS5HATatiaCT1t97au4HZ2J7az43Rt0BKqZfcjl4HBSPf1YE6DGfBRNSB1saNrMCtMVwB2icfe7KesNduyls2UbLpd9MOO4YnuJBepoD0wkHouy6b0/sW/bM3hc3c9Luo72EDu2NtHWEsy5G4DbFSXYupZta+5m+4d34vf0fZRsIYQQQoxeo7YG1O/N3sQyHPHiLz2cCTVh3L4qXnw2zKb1jWxa3wjkN2CN3xNg58aHaWvcRFnNDvY2HsKzT5pRKJObv6avMxx1EY4WZ1xnKNBO4573UtMcbKGtcRPeksXEcygX6M/ULXbwuWPj4wDs2vg4Uw86i0D7btyeIqLOGrDW7/cGaN7zOhNqDgdKutU+ph+D0gozXc22NfdY029MIRYzAakZuTVOIFwEmAFswvEK5hx6DeHO3eytfZPKSYup1Y9jV7Hu2/EGAGVTPpmYmiTTvk+e5iPQ8jb1219KfLZ7y7NMAgorD896LJKDFoAdG+7D4z8Fh9NBPBZP7F+ma8YOhIuKvfi8rWxZdReRsJnPs6x6IWWVDr70zUU0NMa61diWlhfQ2hxg2ZeOAuDIT0yhZc8rKU3Ho5FOmnbcw9Xf/DLt7V5amwIQd/CF5fPYvfVpZsw7O1HbVlw+l4rpJ9IZ9FNUeRiTHU4KSqYSc00hHsutlj9dPBYnGClJDNoVDrYwac7JuAsXc+P//ZMvfXMxtWvvJbk6vLl+DYUTplE84fiUa6W4xEdxUStbP7iHaKST5vrV4ICaWaclakK7zsU+Zi68EJd/bkptak8131//tyPZtub2xHm00+Jwuvnydz5NIOjmkmuW4vG5uOSapTQ3pk5TYp9Pe7Rnj9eF0+1MGRgofYCu9NpTh9uPr2Ah0w4yA00BeHwTMk5F4nIEicZjVE8/mvraN6xPHcxadDGhWOoo3eFwnHjxVNSR11nT/PRciBCMTGDO4uVsXrUiMaDT5ANOw1t8IOGIGQHX5ahn6+qbcXmKmTHvXLasvotYNEjTnvfAAVUZamzTub2ulIHJks9H+v1iB5879KMABNp2sf3DO5lx8MVA6v4KIYQQYmwblQGo39PJjg0PMf3A03E6KzL2WWpvd7Jx4xSaGkNs0o193E5X8AnQtHcV5eVRPv3ZQxNBaF80t3gpn3YhjXX3JGpLSicez7vv+FlwaCivYCHXOVBtbmeUYMvaRPDpK6ymatpSOlu3s23t/TicbuYsuRKcNXjdXfM7drTU4l9wfmJ76fMM2tuPRh24fLOZt/Rf6Az5UoLPbWtuJx4LM+uQ5YkgNBaLE3VOAPbg8RYRDDSS3r63s2035Y7uk9kn77vX6yAQ7V4oEYtFcDgy174WeINsW3NHStASbKujwPk8nznzeJ5+dHOPx9IOhE2tcZy4le6qqSao/Oj9W5iz+FKKi6emNNt9/59bOOPcGtzecoIhc87mL55JcVEVrQ3riYTaEtuYesBnCYW9tLcFueemt/jiN5ZQv/UBgu07CbbvZsa8s2nau4aiyuNp2A/FpWbk0oLyQ4nF3TlNfwLdR/dN/j9WXMTsxVfS3rQJ/4SFBIMuLr5mKbicTDnoHHZueDixnqKyuRSULqSlKZhyrVRURmnYdkvK3LDNe1fj9hRROukE3K5QSkHAtjX3ZAxCs+nodFIz4zhq1z+Y+MzhdFM55SiizkJ8znhiTl9fgSdRSZ9eaNPWHMjavL63wpfiUj+hsBtv6SFMOdBB/faXrKlIUgcv8rpDNO36B/vqXqdyyhFWEPomsxctI+6aQXND5vNQWFTUbRCjTKPrxmJxcE5OBKGT5pxMYfkSwhE3Dgd4HPVsXn0zsWiY2YeczZYPbicW7ar1bNr9Hl5fCRNqjiUU6dpe+jUSCUW5YPkRdLQFEzXK2eYd9XlCbNnwRMpngbZdNNe/R2HJiQghhBBi/HDkOkXCQKmvb+3XBv2eTmrX3U1n6w4zcMaS7gNnOBwO4tEYba1d/bzSJ2XvbSRVl8sBoa1maokUDmYv+RIr/riJk06fnxJ85To6q8floqW5k5LiVrauvpmSyqV4ipYQw5v39Bj5cjrBFd3F5lUr8BZUMOWAUwkHm6jTZs5DAIfTy0FHXMsO/QRtTV1BWEnlQUyaezbBsL/HjHo6v7udbWvvINixFwCvv5xZhywHh5twxEs05sDtjhPr/IjmfR/i8Zawd7vpD1dUOpup6jwC4d6Dcq87bGXsTZ/FmpmfoqRmKfG4h/KKEurrW1OWdzmB8Ha2rL490b/O4XQzY8Hl3HtrHQ37OnK+ZhwOB15nI0173yMeDbNvxz+tz13MXHQZeKYSizkIdQYId25h/7YHKSiZzPSDlxEImWuoozVINLSP1t33EQm1MW3euVRNPZTtW5rZsbWJ6XMqKC7YzdbVtyXOlcc3gfKJi3H6DiISr6KwJL/RYm32+czkkmuXUlLmx+WKE4k4Ur7z1j82cuTSMA11T+IvmUPY8Ukef/Ajln/tGHyFnpTlPnmigx26K1h1e0somXQBJeVVtO97gf073krZrtPlQR35TdoDVlPjpBpIO/hLPj9eX5xwm6Z2/YOmIGXxlUSdkzIWUCX3YQRSAqtsz4rejlFKjZ87isfqX538iHU4HHgce9j07g2JzyqnHEH5pEOIxx20dVSz4nevkUlv91p1deo17nQ68Hs7CEc8ib7QBb4QdevvSzT9La1eQEHxRHZv6RroyOMvY8aCywmFi3G4uq75bPt/8lkLeOaxtT2m0ekEZ3QnW1bdQjxuCpPKJi6heuYpTCir6nZv5qu6ukRGNuqn/r6bk6Vfi6OFpHvojda0S7qH3mhN+3hOd0/v5lFVA5ocfALEokE2r7zJBKFOE4Q6nQ48jv3EYkEmlE9OqQHKtYkqQDQax+2dxlR1Djv0I9anZkTbzkApHW2hvNaXrKyikHA0SsxZxQEf+wovP7udBYd6h2YeyxjgmszcQ68mHNhHLBqgvvZ1kmsdPd5CQh37aEvrn9a6fyMTZzbjdBb0Oq+hze8NUfvhfYngEyAUbCbYXse+ujeonvkpXJ4ZRCIOXP65TKiCjuZtTJ57Mi37NuYcfAKEIh7KJh8HgNPlpaTG1DoGW1YS8M0DUtcTjYHLM4PZiy5ly+rbcTiczFl8Ja3t5TTs2wDkfs3E43FiznJ8BZXU6ceSPo+ybfVtHHTkdYSihXhdO9m97UEgTmfrTmo/vCsRhPoLPASoYvYhVxHo2I3LNweXyxzfF55ezyXXLiXKJKYcdD47N9wPxAmH2vCXzCUYqcLv9eR0nDLJNLhSchAWj5MSfNrfOfLYA/H64sxcWEnddic4i7nkmqUUl/gJR6Ndyx13IN4iN9PmfZ669Q8lgs8H79zCyWcWMGP2cQQ7Gmlr3AiYgoDZi6+kM1SAfW321uw8EgVPsWL6vPNw+8oIx2rINn9l8royBVaZmpL2VvufLBJxEYm4SGeuk8qU58r+nW/jKaiiqOJQPF5nj+chncMBTgcZ5/qMxeJ0BLoG+nG7YnS0bKFy8qHEokE6W3fSXL8Wl6eQyQd8ll2bnsTjL6Oo+lxu+NUqLlh+RK8DcJ15wWJKSv0c86npvP36rm5p6EoL4JrC7MVXsGXVLZTWLKJ65ilZB6ISQgghxNg1qgJQiCb62NlisTCxSCe4u4JPM6pqmDmLl4Nrcs7BEoDP00k87iIU8RKJuvCVHMxUBTv0o4kRbd3BeN5Tt2QSi8XZ1+jivTf3sODQ2Tl9x+kEn7uNSMzba1+w7NsFp7eUxu0v0dqwiRnzz2HX5ucJdZr5Ir3+ClzeKcxY8AW2J/r4OZiz+BKizhpi0XjGYCCTYNjL5LmfZavV5A+nmwM/dhU7NjxJR0sd7R/czqxDLsXpnE5zQwivdzrlk6cRjbsprlySc/BpC0U8lE4+FruNZWv9P9m79QX21b3BzIWXJpr+2pKDUKfLR9Q5Ca8v2mOzZr+ng3g8TChaljK4Ujgcp7D0QApKpiSmogGonPoJOjpcFBWH0O/eQ3JQ1Nm6k4Ydr1I25SRCOCks8RGK+XB6i2lpDtHZ0ZDSFDMW9fPaC518+tTz2bXxQSpnXkAwMhFfYf8y8n3pU+x0OykuM3/v7JjC4w++ZoJPa8Rku+TMXnc0DjHnXKpmnkM0XsmDd24h0Bk2wZ4Dvvrds8DxGO1NW5iz5CqijokZay97anYeiboIM4v7V6zm9PPKc7pGewu+sx2jvhZApT5XHmHSnFMoqjiUcMSdcVTubNtxOMyzINBWh7vwwB636XJGCXdspPbD+8HhZMa8s6mve5NouJMJ1UfxyvO7OfSws4jEqnngjo8IBbs3ec92jVRWxiGwhsP+5VM99hu1g9ADD/8KcUeBBJ9CCCHEODWqmuDaGa4tH6wgHGgCh9OMDumZSjzuTASfUatfpcPhYs7i5URdk3PqC+f3dFKn76OwZBplk49LDHrjIoLXG6S52Y3b4+l3E9nkau30KR16ktx8tmraxxPTNfQmue9W8nb83gC7Nj5CW9PWRBDq8U4g5PwUj963iauuW4rXWce2D+9l5oKLqJi4gP0NuY9caW+3ozVIcVEzDXX3cMCSK6jVj6cEaKZm+RIeuXcfu3a05TVIVLbtEg8QanuPvVu7mhaaeSW7B6EATkccHI5erxO7L2sk3MacJV/sFoS2NQcItDUQbXuKYMcuJtQcw5at03nzlZ0s//rRFPrrU6bUKCqbzdSDutfyZmvueMKp85g8vZSSCS4KC6M0NTnxePt/TSbL55rM9p1sTTfamgO88NSH7K/vJNCZ2mf3kmuXUlUF8Xgn4Vjmvt25sI/d8uuOIRyK9rgf6enOpWl5X46PxxUmjoNItKvMz+2K4na0EKUk43RB8ajZTkFh9+0knoWrbiYcbGaqOpvqqYfT0Jh5zlGXM048tJWtq+8E4okg1O2dQIwqWlqdhIJhHrlrJZ85e2Gvzc7tY1BZGWfnxgdpb9qCx1dq9Xkt7nE6KYeDlL8PdjMfkRtpgivpHg6jNe2S7qE3WtM+ntPd07t5VE3DEo9DMFLM7EOW4y2o4IBDl4NnKtGoA687xM6NTySCT7N8lFr9YMbpHtLZwWdH83b21b1O465/4LUmhW9ujvDr/3ibm3/7RrepGvrLrlXIJ/iMx6PU176SceL6TOzBU9KnjgiE/FTNPBN/0Qx2b32FafOWJYJP4hAMgtM/h/lLv43TPxunK78Kc3u7D935Po89sIvZh3yRYGcjDkfavjocxGKORMDR01QOmdjTc9jLd7SHcMSD1G//R8pywY562ho1bneGPoHx7MFnLBKjvSWAx9lmjbS6l2i4g80r/4LX1UQ8Fk9sv7DIi7+4gklzL6Bqxuls2TqdminVZv5Xr4e4e2piSo2istlMOfDcjLW8dq3c8q8fk5hu5swLFjN1VhnFE3w43F46QwX4Cn0D3mc412uyL98pLPJywukHc/KZByc+S54+KBD2E4qW5x182tdA6rQv1nQpbdnvEfsatafKydJiN0W+x8fjDtO27y06G99PmRYoEnURjJZnDD4dDgd+XyuVlZFeg08wLTT273oPt6t7zSVANObA4ZvFrEUXAw6Ix2jcs46PNkLtNvN8dLvdhILRRI1rT/vndDupqiIRfAKEg81sWXUzPndbt+mkHA4HfncLbkcH0XB+02AJIYQQYmwZVQEoJAWhi7/IhIoDEiNkBkIeps47H3/RxMSyHt8EZi26nECo56Zefk8gEXza9te9TvPuV/G4wontDie/pyMRfNrqa1+hs2kN7ixxYW/zJgKEIwVMOuBsps27kO1b4zx67ybOPL8rIIjGnLQH/DmNRJoueb7O40+ews6Nj7Ft7f1UTjmcwgnTzEIOJ1MPupDHHtjHnl2mebU9N2O2YN/eLxMURlPmJGxrDhDoCBEKtjFj/udwOLsOTvXMT1JYtqhbX8bedLSH2LOjnt2bHk7pyxoNd7D1g1vwe4OJ9NrBSWu7l5decPPmKztTMvSxmIO4eypzl1xNyPEp9u93pARP6fONTptZkTLXY76BYX94vQMfKNj7Ze8TdN+vvtxrdiC5Y2sTgUCEk89aQP0uU3LX1NDRrUCj+xyl5vser4tLv3x0j83rXc4oLmfmQC+dxx2mrf4t9mx9nl0fPU1HgwlC7e1nCsYcDgdeVxNbVt5kri9PW8rf3e4YjbveSgSfth0b/4rXk316qmjUBKEzFiyjsHQeLYGj+OsjmxP3267aZpZdfVTuXQviwbSWDGY6qXCwEUdSBGrvz0crb2TXxgfxegLpaxJCCCHEODLqAlAwGdTOoA+HM3WQj0CogBkLL8VfNDEx/176FAiZRCIuSirmpX7ocFJUNoe21ljOE60PpnDUS83MT6V85i+aSHHFPCKRzN+xM+XJ00WkB3dOt5MoRYRjxUwoH9hAJznY2L6ljQmV84A4tesfo3LK4RSVzmT2omW8/mqIXXW5V/N3tIe4+y9vUegP0LT7RQoLwok5CZ9+eDWF/n3s/eh2dm9+nhnzz8HhdDNx5nGU1nycUKRvA/X847lafGUn4vZ2Nd91ON1Mm3cBddu7RlBNrgk97mSVsa9wLOagua2UlmY3sWictpZgxhpqWz59mHPhJILX1Uks08g1Fr+3k/1bn8Dvac+6TLrkQLqpoaPHZe196ut+eT2pN7W9vsnTS3nmsbU889haXnh6PQBP3P9Bt2NrF1qkB6tbN+4nGs3+wHC7YkQ7NxHt3ITb1fMzwOPqCj5tdhAaj3UVWiQft3g0ngg+I+F2QoFGtn5wCx5nK/FojFgkRuO+EEWVSymbuCSxXqfbz0GHXZ0YUTmbaNSB0zOL6lmfxe0182/aNdB27Xqu930oVsacJVfhdNkFfGYeUzzTEjXYdvC5eeVfiIY76Gzdyp7ND+OXIFQIIYQYt0bZIES9s4NQ4pGcgk+ApqYoa98vZd68T9G8+0VwOKmacR47d5byyN1vpCybbaL1wRaOuCmuPhKAPVufw180kRkLLyEQKuzlm7nrb6Bj9wvzeF2Eg1FwmHUWFnlZ8LHZFJU5meRwsHvLM9TqJzjosGupq3OyYImH2QdM7HUuQZvDAedefAB7ttxLqGMvha31TJ9xKieftQB1cCFbV/2BeDxKsHM/uze/wNzFlxLoaOje9DfH/Wlu6KSzPcSDd21j+VeuoG7dLUQjQapmXsQ9t9Syv94EW+nXRnGpv8fpPuyg+eSzFjDnoEo2b9ifMR25DviUC5crRqRtEzu3Ps+MBZcSipV0W8bv7aR23b10ttTS3lJnWhFk6DebLnmezOVf75qGJZP+7JPf20nDzteomPyJRPNle32xSIxlVx9F/Z42fD4XT9z/Qdbrye11JaYPsdlBa6b72+2KEenYyPYP7wNgxsEX4C48kEi0+1yZHq8LPCHCodTaS4BwsA3oug5i0Th33Wim7bnuB0vZtvr2lMHWQoFGdm64n8kHLaOpkcQx/sp3TwKgZf965i65iqLS6XTk0F8j5nCCo5DSCpPuvg6mFIvFiTirmLPkKrasupnp88/D4ZuV0lrC7+3ko/duIhruKpBob9rMni1/pXrWGX0uEBJCCCHE6DUqa0B7EwgVEAjnFnza3vvnHtavr6Js8olUzTiP555up7kxyLKrj0r0wYPU/mo2lzPWrc/TYLCD0Gnzzskp+ExuAmvLlH5bT33bYpEYddsaeqz9tQOQuq1N3HHDm92apUbiXooqD2PSnFOYfcilNLcV8cBtK/H6XJRVdu1LthpYuy9mcVGIUNNjhKzmsB0tG2nZ/TQedyd337SWafMuTjS9DXbup27D05RWzyMY7j4tRvK60/ctvQa5sz3Eij+uZ8LkLzBr0RU88dDeRPCZjb2OjvZQt2ailVVFnHzWAqZP93DscZ2cfMYsmgaxht1JhEjbBmrX308osJ/tH96G19lKe0vX9pKDT4BQ5362rr61x5rQTE29G/Z1b/aavnwu+5i+rJ2+fbWvs0M/0K0mzel2UjzBx8QpJZRVmGsq0/VUWOSlemJxr9u3pQefANs/vI9Ix8aUmtDke+D6X75NSdVxVEw5KvH3CdVHs2HTVG770/uccOo8AoEIu2q7mtLWbgsybd4FOF1JzxdPIdUzz6KpkZRjXLs1SNnkkzjwY9cSjlfmvC/Jx6C/NeuxWJwIVRx4xHXdgk+A5iYonXwa9qjUAG5PEa7Co2hqlL6gQgghxHg05mpA+yJ5GoZ4dArP/nUThx8zp2skSFdX5im9tsDtihFu1/gKqgk7qga9r2g44sZbsohADmMh9WVqjWySa7fSa4cSo+zGHZx81gIioa7+cU1WhtnO5DY2R5kw4VA6OuOEQ10HK31qjUwjjXa0h3j6odWc8flSQp31KenrbNvCnENOpnLSYjqCUDnjQvZvvwdfQRUzFi7DX1hJa3v22iF7/3qa9xHg05+dj9NTSDjm4bRzy4HMU3ck157ay1RNKmbZ1UdBHO76i6n59Lg7adnzHB0tGyktX0hz+8e4475VA17D7nTGiHZspnb9/YnPQp0NbFt7GwWVnyceL6ekzE882kmgbXfKd0OBRiKhZpyu4oyDAyVfG7ZH734fyFyTmOlYZ5O8bFV1PCU4bm/ewg79QLe5Yu3rvq25ezNPhwO8njBBPBRP8GWsLa2ZPIFgIExbcyBx/bmcYfbtWdVtfU17VjFx7iwi0cz9zFvbHFRMM03nnU4vGzZN5Y2XTb/JTDWwD9/5PqXlfi770pVs+eBmHE430w9ezr59Pu5b0dNcpfk/eAaqZt3MN5p5/90eLzCbGQuWsX3tXbg9hUw7+Ara2ovwF0jtpxBCCDEejbsA1OWM4feGCIR8RGMmsEydlB521rWmBGrZ5h10u2KE2tZRt/4hnC4vc5ZcRZjBD0Kz9fnMpqd5E3sTDcVobwvS0pTaD9Zel9PtTAQJJ5+1oFuG+omkTDKY5oPLrj6Ku278J8uvOyZRA5OeGc40HUZhkZdTP7+IQChE5Yxz2L/9EcD0xayccSFtHSUUlZjgLxScytwlX8TpKSIQKqR7Q9PU6WmSA8XkfcsUwPsLPBmn4Ui+ZtKnUUnuh7v8umNYdvVRlJbF2L/9BdoaNwLQ0biGqmonX/nuyUSiA9Pf0xaPO/H6y3C6PGY+Vou/qIbKmlLCES/xOITjFcxZciWbV95MPBY2Ux0tupQok2ht7Mxr6pFkuRzrnpbtaAsRLmmjs6UuZb3tLduIRVpwOgu6BcfpNXwOB7jZy66NzzPlgLMJUGD6PLocidFvSysKiMVi3HFDamFLMOxj4twziQOt+00z3QmV85g09ywCYV/WQpim/R0QL6S48ljcHhcHeOMccPAMmhs6KSr2ceFVR9LaHODJB1Kbn7e0OqiYfhGxuItb/ries5cdmliv3Uy4t6bqQ8HvDRCJelOaISdzup143X5crlnMXHgxra1e2tqLKCyROUCFEEKI8WpMB6DptWguZ4xYcDPr3ruXWYsuweWZkQhCbXamdUKZhzhmwKPk/mX2+rw+EsEnQCwaYvPKm3oNQu2mrB6vK5HpzjZPZ3+YUSjjKenvi/a2YKJ/mi29r2MiwE3KfNuZ5DMuWExZRQEFBV7a24KcfNaCRDC7b3dbymioQMaaQ1thkZfiUj/hAPi80/F4Ps+eLY8xZ/FyWtsr8PrM5ex0O/G7vYSpIR7KXhqQqeYuUx/f9AA+vQYv36aM4VCU0vICHNHttDXqlL81139A9fSPg6uoz/NgZhKPQ8RRw+zFV7Jl1c3EomFKKucx2Qqg7MGCYzHAWcOcJVeyZdUtzFxwIXhm0NqYfX7MTDXFZ190KCWlvpS+r7kc62zLPnTHe0ybWcoZn7+Y7Wu75rKcvehSoo6ajMcq+bq3g087sK7T9zNNnW+CUOvets9hOJR5hNtg2M+kuWea9UEi+ExOc3ohjN2vOdN+7tnZyjOPreXksxYkPrMLMWKRGMHARLweF2dcUMbu2mZeeHp96rLl+bVmcDrB6w4RCA1MwOr3dLB9zR3UzDy+W1/YdNGoE9wzcXrCUvMphBBCjHNjOgBNDhRKy73EgpvZtuYeIM7WD25n1iGX4vbOAKKJCeKdbifllW46m1ZRXH4AwciERDCZvL6iQqjb+kLK9mLREPt3/pPKaSdnHVwjU/PDnpq35io5OHZ5nHgc9TicHkLRMuJZouFMzVzT/xbJoZ9ecpPH9Ax1mVVD09bSeyAL3YOP5JpD+zzi2M7WVfcxff65zDvqm3SGCvEXdd/HbPudr94C+Ex/Tw/K7Noq+29xB4SjNVRMPZ2GHU8lvjfj4AuIOquI9TASa1/ZQeisRcvZs/01qmZ8JhFAJbOD0IOO/AadnR5aGwNZCwScbmfG/a+oKkwZhCg5iM/UZDkXdduaCUUPZtaii9m25m5mLboEPDPoYTBfoHvwCdDRvK0rCA0X4HQ7E4ULrc1d8wan19ImB6HJxy5bIcwZ5x9i+qI6Ulsf9NYH1el2UlDso605wH0r3s64TG8FFMkFW8UlPtyOfdSte4qp885n/z5nXoVd6c8Kv6cjMSfu9g/vyzggUzcOp9R8CiGEEGJsB6A2t9uJI7o7EXwacXZufIIZ8z9PW9NWiioPJxzx4HFHaNv3Nnu2PIvbW8KcJVfSGSimvS21Vs7hKGD6gsupXXsroUAjAKU1i6iafhLBsCcl81dQ4KWzM3vzw4FgB26Xf/VoSj2tbF75F5xOL7OXXJU1CM3WFy8WiSUCxhNOnde9VvP8QyirLMw57R3tIer3dB8NNF8+H0QDH1kDwcSpXfcAk+eeSmH5ocT6cCnnGxT1VjubnJlPD8oy9b11urz4SxcwtcjLjg2PMOPgL+AqPMDUFvVTtsKFeBwi8Rqqpp9KONJV89nt+zHoCPhoa8nelDj9ukk+nsUlfsLRrprEfPoj93Re3B4PDu8s5i39FwIhf6/BJ4DDESca7iQeS227Hgm1gaPrvuitltYOUGMZArdshTBllYXd9tE+N61WH9VIKMoFy4/A7XZSUJB63RUWebnkmqU0NXTwxP0fpCxbVNxzMGfvT3llARdfNYuPVq4gHgtT++FdOItOBypyLuxK7YsbY9vq21PmxLWDUFfBgURjY3JsOyGEEEIMkDEXgMYiMTraQsRicVqsDN7+ve0UzymlsHQGHc3bAPAWVDD1gFP5aOWtxGNhamJRyiYeTvPe99mz5VkAIqFWNq+8mZmLlnPrrWsIdJraEztT6vG6uPbbJggtmDCNmlmnEUxrkgck+jwme/y+VZxw6jwmTy+ltTnAIYdNZM37e7P2i8u+w3E87iCtTQFKy/0UFTSxedUKYtEwsWiYLStv6jEIzaSjPZSYlL61OcDj961Kq9Xsnqm203zJtUvxeF1ccs3SlFqfabPKuGD5ETTu78DjdvLUQ6sTtUPpNUOZag6dTgfFRW1sfOdeugoRzLyKsxZV4vTOzbvJar6DNPVWO9vTMck26rDT7cddeDDzls4hGCnoc/CZHnD2ONCP00GcApw5bKq3mtz0/bG3VVZRSH0OU4L0th+25PMSjUF7oPuxzvbdWMyByzODWYsuYevqO4A43oJKZh1yecpI0va+tjYHE4MoJRdI5DJ4Uvo9kOm8p19HdsEOWNeRN21ApTJ/YhDZF55e32srieSCktJyP2eeN4ktH6xI1P4G2nbhiz1J+dRlhHu5ZRJ9wK1naXNDJ6WlPrwFFSkBqMPpxuObQDSHgdV7ankhhBBCiLFvVAagdgYm2BFO6UsJ/5+9swyM47r39jOws7xiZlm2LDOEHIfTcBpmBqdNUrrtvW3TW0x7274pc9pQA03aNNRww8wxowwCixl2tTT0fljtSiutyHacOJ3ni63BM2dgz+/8aXhw9+fxVgxBgC/edB7tux5Gi/opqjqFhs3/TAzKOhteJj1nLt1Nbybtq0X9DPVt4fIbDqKjJThuEB5RFcoXX4tpSkRGJSOJC8njTpmLTZG49POHIQow0DcykPemObj/tvc47dxKFi1sZU7NXB59YAOGYU46yIyfI+ZW10Xztsdwpn+WU8+upHX7P5KSzGjqEC21j1A873LCEVvS/gkLnikQCapEInqijS8/uy3Rxlg/6LFrECe22o4WIPYxcV52WUSN6jz/+OZYJlhSW4cmsxyaokBW0aH0tIzcX2/WHGzOQiKTjKRTxd2OZTpxnDMRYxNdTyo0XULTp66zmYqR5DfQ0thPQUkaoiRMmehnpsSfg+lkUY73t6rqKc87WV/vTXztRAJRFAV0AySljPKFl9O26xnKFl5JOJrc5/F7ZbONlOuZadboyd6BOKliZvdlQqHRAjcrxwWmBmayqdg0VHRdI+APJ9qU6vkYGwMeb+9p5xyKNyuWkEkQZSoXX40uFsTct6fZvv1dS9nCwsLCwsLik8EBKUAni5l0uZUJC9FHVYXiuRcS9tcRDLQlxGec5tqnmLX0GnatvQtdiw3cs0uOwJN1EFHNRlpmTOSMHZSOtqKMtW7IisTdf3ibE8+cT16hNyFY4oPNL950CF0NT9LXVovdXc/1X7sA/5Ay6UA0OBTlyQfXc/l1FTRsvHPY2vkontzz8eafR3/LA4nC74ojI3bNEVvS/qPb2NE2CDAug+1oy+fLz27jmi+vTIrrg9jg3jTNaWX+jQ+8nc7pi73R20RVhYyiYwDoaXkXb9Yc8medhWHKOO0hwlHXjFyNk65jGkJxOm61+xtV1elo9WO3S8iKNK0425kwOrnOTPcZe16bFMVEREOe0C119KTIYG8Iu1OeUjxP5hqdniGiR3ZjdxUTUR0xEbroWkKRid1XPV5HypJA03G9ng57Uh5pJpmsxwrcZ58QOfeSK2nafA+mqaM4snBknc1ffr0BTY25Sc/0+Xj60Xq+eNPpiKJMdvGKKcXnZFmQbdLE9XktDhyUkB99sB9ZUehrqcPudKAFQ8guZ+JfAG0oiOx2jfw7ZptJ95li273dp7cpiH2mbdqT69jH+wz2upCCwU9sH0/Wpr7mEPYDoI/39FnZ1/31iXpW9tc+Uzwrn7Q+nvBZ2c/9taf7AAiSzGCvguL0EHWmqiOx9xxQ/k+pCt4P9IYShepHx1Y9//hmXMMxUt5hS4ooi4SjDmyeGrzZh5JTenTiOIozi+Ka84ka2VQuWYUkO8kuOYL0/CMnTCiUivjg7/LrVySVY7DbJTBJSi7jdKp0734ykQk1MtRKZ/1DZOeYKZMCBQbCBAbCDPkjnHlBfkJ8AqjhXgKdD+FL91K+8FokmwvFkUH5wqvp7ZVxKBEkMXUbbZMMoLWozqWfOzQ2QPWOsVaKIJnt2OVBBGGCA4zefnjgLSmxfycbuMe3HbtNXIQWzz07IT6Hetawa82fUKT+4ey/yf01esAbf1b2hplmvd3XiKKQuL4hf5TnH9+ciA888cz5nHjmfI47ZS4Qs6zti7bGn4PJjjPZ+2kTIwx2vEW4fz2yNL6OUFy0xgVzR9sg99/2Hs0N/QnhMhFj933iwfXcd+u7bF5bT6DnQxo3PUD7riew28LohjCp+IQRF/P48xc//ktPb6Ww2Js4/n23vjtl2yYj8R5O4/7E34ep3pvR28YnuzrbAoTVHCoWXY3dlUNh9WU8dN8uTj1nwYTnj99LURQ58cz5nHbuQiAW/3359bF9VM1BbsXp07J8xvsw1X2KW2EtDmz0wX62fvu7BLZtY8v3f0igdgdbf/CjpH8DtTvYevP/Jf87ZptJ95li2/21z15fxz7fZ/snuo8na9OWA6aPPxn99Yl6VvZzH0/0rHzy+viT0V97us/WH/yILd/9Phu/8S30wf6P7DfjgLKATpUkBEha39Xm58Qz59PWNEBReXpihl9VBcBGWt7hAAx0bRqOB3MDJqqYSdVBX0DXbUniczrCIz74G+wNpSzHcNwpc7n084fFEogYvfh7dyTtHwq0oIa7kGxl6HrqBCm+dDtnX1iY+vwSaGYms5ZcB4JMb6+MGu6hYcOjFM0+A8lWCinaGE82BCQSDo12CxRlMSmuTxRBMjqoW38nkuykcsm1SRmDP0qiqoLiXYRhqgz1rKG97t8A1K+/g4rFsXjXmZT9mCl7U9Zmb5ElHUHvxBTTue/W8Umi4nHFcfbUSjvW6hd/HkRJmNDqN7bPjztlLuGwhlcNMdCxlu7mmHt7YRU40hcnMk/vLalcowuKHUQDa+lseBEYqd2ZP+sMImqsP0RRmFbcsMutcNUXV+B2BQj0txM1ZiPblMS6PWVvnqOpSjfZ5CiybWRWSFNNDE8h5YuupbvLQFP1GcU7x78NkYgOAon9IurE12+3RRAFjbC6Z+7lFhYWFhYWFp9ODigBOhVjB6Ienz2WOVMWEzUi4xiaQe+ATnrOCjIKDiEcHalHaRgmoYhr7OH3ifCIu7IKkoBqZlKx6CrqN9ydiNEqnXcR2IqTxOfoa4OYVenxh7Zz6TVXs3vLXzF0FcWZScm8K4mobjB1egYcCAJ43CFamh9GDfdTv/FeKhZeMVz/NDYAH92uOPHB5kQD1NHi0zS0RLKmsSJUlnUUSSWsOvdpTUsATJ3QwMaE+ATQokPUr7uDWctuQHc7kvprT8p+fNKQJZ3I4CZatj9ORv5BHHvy3MR9i98zWZEQpWmYoyfBJusM+LUZC/ix75+sSPj7+sjPbk6IT4DWnU+PE6Gjy5h0tA0mrPJxz4HAQHhC4Tv2vUzPcuJ2RWje9GLSdv6ebaTnLkB2z8cmDmFoATQxd0rrnWSTSLcPUrcu5ppfMvdCbJ4pSo58xEwWhqDYovQ2vUh63hKu/vIKNNWMuRIbEIooOF3GtF3g4/cyr8DHpZ87FLtTToqRnQi7LUJH3VMEBxupWLwKt8c74fs4NmOyhYWFhYWFxaebA8oFNz4oOuPCxYllo10Mx7qepWU6Scu043Z24HIlu3nFB3D9fUaS+NxbRBHcjjDpGTYu/dyhfPaCRUntHO3KahgCplxExaKrEARp0jIco13w0jKd9PeGGApnULH4WhyePMoXXo1qeBElMZGISQ330lJ7L2q4P3YQ06B+472gNSGKJi5Pcn/G21hcns5VXzyc3FyQpfGjc4cSoXHzA6PKWgjklKygu/lt7LbYMlnWCfdvZMeHv8cm9CaJ3X2Bbki40yuRbMkTBem5i9ANeVx/wYigPhAzb44WnwB97R9SlLeNVV9eDkBGVqwfcvI8uNzKOGu9Q1GndQ8UW5TBjtfJSA9z5RdWTPiupSLe59n5noRV1qYI6Gpo3La6FmZ0NuP4voZh8Pzjm3n6kY1AzHPgvj/PzN3VNCFqeCmdd2HS8uySldg9s7GJQzRuupdda29H0tsmzAZsaAahQASZHurW3Z6IC2/a9iBacEfKd+OjZjI35/7eIIotSk/jc/S2fUj9+r/icfbgy0h+5idybx/N2G8pgokv04ndaZvy/YmLz8HuzWjRAPXr78Bh9+NNT/0+pmeOn+yzsLCwsLCw+PQiTLc0x76iq8u/1ycMDIQnnP2HEfc0X5oNU62ncdPfcbhzKV1weSJhUPwY+zIToyiCqLdSv/6vFM89F5t7Dv294xPg5OR4k0pUiKKJU4kQ0ezIokY4mhxzOrZswei2e9Md2JUo4ciIKAgMhLnvz+9y7iWzMcPPEQk0j5xLslO55Fo0chJWybF9IYoCNqGHXevuoGjOGdhcc9B0MdHu2Ppe6tbdga6FKZ5zOv1dW8gtPRJTLkUQY+KzdccTAMMuuqtQzcx9agkVBAFF6o+JAzVIdtEK0guPJqolC6SP4l7PFJusImAQ1SaPPxxLTo6X7m4/drmf7e//btz6krnn88SjYU4+ZwFqNHXWWYdtiKat/6C4+pxJ74Fii9LT9AJ9bauRFTcVi1fR1+fgnj++A0zfdXmwN5SUDOnYk0vJzdhMoDdW2iSv/Hg8OYegpoitHl3248lRVjJJErE75GklI4r3gSQZ6MEd7N7yINklK0nPPwpRUGncNFLDUhAkKhdfgy6NxDHGn/PAQJi6bc2UFG7G370+6Vyy4qVq+eeJqnY0PWYRdCgaEVX+SN3QR3/7xvLFmw6jv/UF+jrWJpYJgkTF4qsxpMJpZagdy0xLpig2jZ7dz9HXvjppuax4mbXsBkIRx7hjjv0e7gk5Od59O8P1H8je/jaPTkKkB4eQDsAkRJ/EBCbT28eFdoAmIdKDIaQDoo8/Gf31iXpW9nMfT/SsfPL6+JPRX3ubhEiyK5h7mYRost/mA1KAxgcwNpuUKK0hCCQN/CTJxAjvonHT34lbWhzuPErnX053tzhhKY1xg3dFJaopUwqn0eLTNGPuZCU1FyA5qhgc0JKOnWrAFRd1LTsep6TmAkAgHHVimuMFVKpBoSwZyJJKOGpPig/zuKN01D9MJNAcE5+Lr0UTcpKuZ/TxZEWKic+1t2Pokdh1zLsAm2sOGZlpo2JAY+0NB3bT176BQH89CCKzll5HNNhN07ZHkq5Pkp1ULb+RUHTfxoPFRehA53p8uYeNE5/x6zMMgzSfTjiqoBsj74NNVhEFPREX+FFgk1X8ne+ihvvJLjtp0ri5scSfFVnSCPWtp23X04l1GXlLySo5kd5eM+WzKwgCTmWQuvX3EA31TjoRMFp8xpEVNxWLVtHX78AwUp8jFXrUYGgoymBfMJGFurjMwWDHK9gcaXgnEJ+jGf3Mp2U6kIxORNlLWB3vrWC3RREFlbDqGZcFWZIMbEI/Bl4QRLobnqS/c0PSNqJkZ84h/0UwHJscsEkSfb1DiW/EaedU4LW/h79323C/eKlaeh0tO5/Bl1WN3bcAWYzQuuMxCmd/9iONhR4dmzu2hEtOjknjpnsJD3Uk7VM05yzs3vloxkefbVYQBBSxL8liDFBScz42d3VKt2VLgH4y2Be/zXH2xT39OLDavf85UNtutXv/c6C2/T+53ZP9Nh94voiMuIcVl2UiyiKKrGKX+pGkkd9Phy3C7i3/ZLSbX3iog96Wt9i8tnFcJsZULn4OW5DmrX/DJvRM6r4oCGAT+5LEJ0DT1n+C1oQvwzm5u9soi6LdmUl/2wfsWvNnbMIAQX9kXBZXIMmFTpYM1OAOmjbfh0MJJbmfBoYUBMdJeDKqYpbPMeJzdH+KsohdGkwSnwBNW/6JHq7DNEauzTBMBMlFX+fmmPgEMA0aNv4NpzcfWUmeMfHlzEM3p59NeLqYpklUT8ebuzKl+ASQFRG3s4dt7/0KM9qIJMau3yarBLrep33X49htkZT77i1x8dnZ+Ap9HWvpbnwOu236mVP7e4PD7pUaEX026QUnApA+LD6juj2lO6UgCDht/QnxCaBrIerW3YFN6E1kC44jCSqD3VuTlmnRIUKBJrzpyoxclyVFZNacHNKH3YLTMp2YopPMkuOnJT5hxN3e61NAbWLn2tto3vYgDluyO6/dFqW78Tl2rflzUhbkOLouEtEziWo2oqpEbsWJONx5I/0kylQsupJwdMQyHfCHk7K1Pv1oPf7IoTjT5iSJT3/PNlp3Po1EL42b7iXQt4u6dXdOOyv0njDONZYRV1ZPWszLY/T1Fc0+A7tv/4hPGH4fjQwql1yHJMfaOJn4tLCwsLCwsPjP44AfESiySn/rq2z/4PeYkYaECA1FHVQsuhpBGBl4eTNnk1F4JPOXlo2Lexwb2+awBWncdA/BwSZ2rbsjpQiNx2PpqgGCC29WddJ6h7sAxZU3qfVUEEbEpy+7GpvipaPxNbSon4aNd2GoPTz/xBZgRCyPFsoJ8bnlQUKBVnZvvh+Hklyn0OXLIr/qvCS324kwUPBkzEpaZrOnYXflI4jJg1jTNNC1ZOGmq0GiYT+VS65NiNCMguVklZxAdAaWv4mQpPGPrGmaqFrqAbYogqS3sXP1HZiGSsPG+zCjjdhtMfHZ0fAS/p5a2nf9a8YiVJEj2CR1wvU2aUR8xomLUEWe3rniYui+W9/lvr+sYcMGL/mzL6OjZwG9vanvZcwK1U842JUo0xPHNLXh2N3kfcOqJyYaRsXUFlSdjilVoUb2jWFE1ezTEp8QE1ppmQ5Es4X6DfeAaRAc3J0kQuPis69jLZoaS0CVSoSOtkaGo66ESBNEOeZ+K+ZP6Z769KP1hLQVzFq6KiE+BUGidO7Z7N7ycMKlN56Q66MUoZMx+vqKZp+BPW1hwkV4fyDLQpIILZ13kSU+LSwsLCwsLJI4oEcFaiRAf+urdLe8A5j4e7ahiDFLqGGAIRVQsfgaBEHCmzmbgqqziWipE2GMtvDExWck2AWAoYUTInT04DaeyCg4FCWi2smr/Cy+7HmxY7gLKF1waSLmdGJMDD2KK60UuzOLzt1vJNZoUT+DbQ9ywRWzU+4piQbasPiME46LUFsQGLGYTMeNGBh3HTZ7GhWLryWieRLbxIV4RHVSUnMRTl/J8BqBsgWXINjLiGg+KpdcS07pUftMfMqSDtH6JIE9GkWOYh9lIRMEARs91K2/a5Rl2mSgaz2Dne/S0fBSYtuECJWnV5Mw7rIa6PkQmzy+rmXsTAI2u2/ccpsjDdOc3qvn8ToSEyRnXLiYjWu6GBjIpqC0YMJkQA5liLp1t9G09TGK55yWmAgQJVvMBZeccS6icUtyXIQWVJ3Oe28r3ParPa91ubf1Uh22MA0b70tkiAYIDu6mp+V1nHaNvtbXk+Id4yLUOcHzEScu0mYtvS6l+Iz3+dgETJl5eWi6DXnYsieIMoIko0UDSfvrWihl4qXpIkvalBMUk9UQjV3flftdfNqVCKp/I4otmhChkvPjzRZsYWFhYWFh8cnjgB0ZyDL0dqwbFp+QVXgwgihTv+Fv2KWYz3JchFYtv4GCqrMJj4rzGzs4lkQDWYwLCT3JBRXANDQMQ2Ws5Wg0cfGWW3rUOPHpUMI4bP6U1hldzCev7Hgc7pyE21ocX/Z8ZCXW7rFZSE1EZMWbZOUFUOw+TPZ84Bm/jqyiQxPiMy5YHEoI2exIZA4NR2Mi1OUrpWzBJYiOSnRdwDQhovnw5R+1V+JTEAQEQUCWdNRALfUb7qFp6z/GiVBFjtLf9jrNW0cswKZpIshuXAmBHEfC4c4ddy6HKxdjzCuh2Mbfb8UWpWf38/S1r6Gj/gUC3R+kFKGaLmP3LaBozpmJZbllx+DNXYGqT88SmJ7pGpfN1+mZ3CVWN2xk5C9D10I0bXuc4jmnoTizmLXkGrRR4lMSTWzyiLg0TZNw1MesJTcS1qrYuLYbGHH9NrSZZbGZTrbVyQhHHZQvuAyEkf2dvmKyio8iHLWRUXDwuCzIeRUnJNXunfjYLlQzdQmWeJ+ncnNVdQfZZSeRkbcUQ4/QXPsUlYsuT7y3I1bVvD2KA7VJOuH+9XQ3Pjupq/ZoN/tU/RuOOj4y8SkIscRWDmVkssauROjY+ThN2x6lt/kVBCOErupJ8dYWFhYWFhYWFnAAC1BNg/Sc+bjTKxLis7v5HaLhPurW34PDNgTERGjUyEwSn5A8OJZEAyNcRzSwNVbuQvNSsfjahPVKEGUql1yLLuRjmuNLIcQH6IGBMKGQDV/+0ePEZ2vtw+xa+xcUqX/ctRiGiSbkICuZlNacnRjMZhUdRmbRMajDsY1jy4jEBHYhFYtHXI19WXPJm3UmEXVm2VbHElHtZBR9Jkl8RoI9NG25n11rb0ccVb4iHHVSXHNxQnzGMU1Q1T1/xERRQBF7sMt9qIFamrY9DEBosClJhMbFZ3fz24T8rTRtGRGh4aiDorkX4E4vB2KJqHLKjkN0zo7VXB0mp+RIfPkrE30N4LCF6Gv+d5LYVeRIQnzGiYtQOYU7rqZLCRGaEJ/TdEPdU6KqjfTCo8guXomuhWire5FZS65GJS8huCTRxIw2MNjxNjZ5pN1D/gi//r/3+dtfRq4vlev3/kA3AFspFQuvAEHE6SumpObi4eRcyRZbGE6245s/beE1VQK2iayMEVUhq+RE0vOWUlB5Kt29HtKLLkZWvLFySBMI26mwSTqh/nW07nya/s4NdDU8M6N44f2BIIBd9lO//nZatz+KQwknxOdgTyxJU2/re/Q0v4wkfjRx1RYWFhYWFhYHNvLH3YA9RQn5ifQGKJ51Jv096+hoeDWxLhruo2HDXVQsXkVoOJPsRMTFZ+PmWLbc4mpQvPMSIrRx470U15yHLuQnXFhHF4EHEslKIFaqQpRHxG5cfAb66wCoW3c7c5Z/HkHwJQ2ADcNEE3NweNKoXLKK/s4NpOWtIKopuNzjC8eLooBDiRCOKgkR2tPyLrkVp+21+IwTVUcG8g4lRN36Bwj5WxElBUMbRLEpqEI2um4mJXHZFyRKway9nVlLr6ap9tGk9aHBJgY61+DLPYT+1jfpbn57ZN2wCC2puZSw6iQcdVCx8BLadr1AVsnI5IDkqqJ03kWE/C0pxWfztgcJDu5maLCF0vmXxoQPwjirG4AkOwgHNcLh8aVQYiJ0Pg7B2CvxOROX1rgIlW1OvNkLCEZcSZZPM9pAw8a/ASaYBr78Iz9yYbwn6AZItlJmLVmFpKQl1ewdLULDgZbhWMM9s/rFHRNGfyvik1Sp6O01aWqrofndAHXbP8TttXPWRZfx97sbOPXcjBmX+5EljVD/elp3jmQ5jmfrzS47Zcble0YjCGC3qURU215l5x0Rn3eiRgZRI4N0736ZtJy5CfEZJ9CzmtySQxj0izPKoGxhYWFhYWHx6eeAHRHog/1s/Ma32PatH+PxVCBKyYPntJyF6Mbk+nqs+ARorn2MqH8LkhizhJYvvi5JfAK4PQpXfenwKRMZ2W0anfXPJsQnxJL07FhzG05lfKyhYZgEwzaiRia+vCMSWV3HujLGxdnO1X9EMmPJTwypkJyK0/eJ+BybPEWxGXQ3vkTQ34IoKZTWnE3rzuepW3c3itg3zq14bxktPg09Qkvtk5RUn5nkipmWswBfzkGomownc07Sutj6hUlZd+3ODDKKT0qyTOu6iOSswpc3sfiEUXG1SghVU0jLP5LskiMS2xfOPgNBmcvtv35vQkuhpstJ59ijfpmGS6sgjNy/qGrDnX0YUd03sfgEupreZLD9DWxyNCFyx8Y/7k0s596iG6CLBUniM05chMrumj0Wn6JoIhmt2KXpJw5yuRXKqopZefxczrhwMUP+CP5BmVPPXbhH/WQiIEjj94tNZu35+xUXjS3b7scuB/YqMZJDiVC//i7UyGBiWW/bh0SCPRRWnZK0bVbJWTzzr1bu+eM7H4v13MLCwsLCwuKTywErQONEOjrY+YM/UFpydkKE5pQcRVr+yiljwSRRZaB7C2PjOge6NiGJGqYJoUhy8h5BAKcjiNfZSXb+SJkJT5oDl1shOBRNxMpFNRs5Zcch20bXvhQorTmXyCRiZPKsrsPibN0diYybcRG6LxL9xNxee3HYRgRyVBXJLjsel680IT6j4T40dYhda+9MmXl0b7DbIjRt/WciDjfob6Gn5X1Ka84GQSQtZ0HC0msYAqZcRMWiqxIiNL/yJNxZy1G15AmI6Bh3YFEU0A0RVR/pN0EQMPQAIX9L0rbhoXb0aD+iKKBqtoQILZx9Bo70hYRCH3+sW6wm6gCKOHI/VE1MsnoJgjZcJzL5mQ8OtiAK+qRlPvbWghV3XZ9pLCkwaQIt0zSTXL9ngiiaCFoLdevvom79ndilwal3IjkGc2xCsz3pJ12XsHvnUVR9dmJZZuEhZBYdN2F5odHYZJVoeCBp2WiL5dDAburX37lXIjSqKRTOPp3RgliUHbjTZ+HKXEZ+ZUyEZpWcxVtvmOyq7duzE1lYWFhYWFh8qjngBSjERGj9z++kcsFV5JUfPy3xCRDV7OSUnUx67qLEskS23BSWxNiALkD9hruo23A3Tls713xlRcLiMTorLoxYZyqWrBoWoQJlCy4lLbsGWYzEsrrOAEEAm9DLrnV3YGgxgWgaKnXr7kSma69FoCgKSEYbO9f8mdYdjyaJ0IjqomLhxXTufotoeGRgqalDNG68F4ey7+K9wlGF0vmXYbOnJZap0QBObwWzl98wzs14tAgtmHVKSvE5FocthGS0JdWOhdg908ihYtFVI8mdBJGKhVdgiCOWcFWzkZZ3BHbvfPp71EQ8MOx50p6xiCLjyqhMREx89lO/7g7q1t0+oWVa0224sw4ir+KExDJ3WgVF1ecTUUdE52RZVveUse/HnrAvje1x8Vm/4W4wjdiEzvo7CfnbZ3Sevc32G0cbJUJnKj4DXe/TXPtkUimh0e6yAGpkICFC9wRdFxAdlZQtuAQQEGUHs5asQjWziKoSzvQlzDn4K2iUs6u2b0LPEAsLCwsLC4v/bKYVA1pdXf1r4DBiZpOv1NbWfjBq3bHATwEdqAVW1dbW7t3Iew+IdHZh9IEn91CiU4iPpP1UhZzyU4FY+YSx2XLjjBafargfgIZN91G+8HIEW2ksYUoKRuLUVhEN9yHYy9DUAO27HseXVTPDpCkgiAqyzU1UGxGHss2JKDmw+f3oA8lWB8mXTtTpnfLYcfFZt/4uTEMj0LeT1h2PUjj7HCKaE0Xso73hfUrmns3OtXeiq8NlXiSF0nkXE47uuwFmLIOuh4rF11K//k4AKhZfS1h1AW5Mfbw1zDAERLkIZ0b+tMRnc+2DBAeaKF94GZK9PMmCZhjAsKCt33hPLBOrrWRcRk9VVwgMhJPigWEkJvjyGw6bcSxgHFEEUW9lsEdFkksntfCNFp+aGku+VbfudiqXXEfUyBiXbEfVZDzZBwMQ6N1JUfX5EybpSn0+ph1LaGhGQnCOTtoFzDguUBINZKEfU/TskbVfFIUkS6pDibJzw4NJZV60qJ/mHU+TN+scItHpfUcm66uZIEkmkqhj987D4ZszI/EZLylkmiY55acQ1RwYhjq+Tq8ewTSiM7qHozEMAclZSfnC2ASRamYl+lQ3behaGtLwxFXcImxhYWFhYWFhMRphqkyQ1dXVRwNfr62tPb26uroGuKu2tnbFqPU7gGNra2ubq6urHwL+Wltb+8xEx+vq8u+TqvZKyI8QCqCpI+Uvpiu2UhGzHJhEUojP2HqdroYnE4lBEueUHcxa9iW6uwUGekM88eB6zrhwMWmZzqQBdqyciIlNCtOx64lE0o6ZZu6EWAmEho13Ew31YLP7hkuleBHbm9j67e8mbVvz4x+h540tQzIetyPMtvd+jWkkW9xySo8iI28Ju9bejq6FSMtdRH75MexcewemoVG5eBUq2XuV3GQi4qIfSMrGuyfk5Hjp6vKPEp+742ehfOFlCGNEKMREoFMJE47aJywnERdY8XsPpLz/MyEuPuvX/xXTNCZsXxynPUrjxr8Ou9aOYHdlU77oOkKR1N4ANllDFDTMQRV9sD9p3UTvkkMJgREhamRgGCaypGGY8risr/H+DgyE2bVlN+mZdp75V32S5+9MBLokGujhXeze/A+yig4lo+iYGYlQRY5iRDsQlPxEsqWYO3svdevuQNdiotjpLWLW4ssZHNq/FjtJMkFtoaf5bfJmnTHhd2g0sqQy1P1+Uj1bgPTcRWSXnYJmOJDppm7dHRh6JMliOZ2awGMRBLBLg5imgUY6pimkPE78nZju8x9/VvaGnBzvx+8Df4Czr36bYd/c048Dq937nwO17Va79z8Hatv/k9s92W/zdKb4jwf+BVBbW7u1uro6o7q62ldbWxsPllo+6v9dQNbeNHa6RJ1eckoLkzpnZg6tyUyVvCeiSuSWn0Q00p8QL6Jkp2zh1dz5+w0M9o+4YKaygJmmiSKHad/1OP6e2sS2Ldv/RdEcUHzz0acpQsOqm/KFV9G6/VEK55xFRPPutQAMq3ZK511A46YHiKsEV1o5mXmL2DksPgEGOjcABlVLr0XXdVTzoxGfELPQhFXPPjueYjPpbXtnlPgEMGnc9ABzD/tvhvTkQb9hwFB4ciGQyvq1N5afZPEZe6IbNv4tpaU2TjiqUDLvYurX34EWjQl2yeYaztyrMFHt2pilWEYa7Eo5ccEYAepQQuze9DfUSB+VS67DtHkJdH+IO70SxNSlRzIyBGZXNRMe6uD6r53On3+1mjMuGBHo02G0+ASTnpaYxXm6IlSRo/S1vkpPy7vklX8GT87BqJoNwzBRxUwql6yibt0dKM5MSuZdgt2VBUMj35VYHVptwrjsvSUuPuOuwKapk1919jREqJjkph7HZk/DRBjOrJ1N5ZJVNG76G+ULL99r8Vm3/s7YxNOS64iaGalbtY8swhYWFhYWFhafTqYjQPOB1aP+7hpeNggQF5/V1dUFwInAd8ceYDQZGS5ked8N5HJy9sziuWd4qVx0GfUb7icUaGf28uvQyeW8K9IB6O0O8q8H1nLWJUvJzHbh8TpIzxzJuhoNG8jK+BIeit1Fms+FJM/E6uKlcskV2BQP8R4Y7B1/O2WbTOY0+yjcU0z5vAtp2PIgdlcOZbPPIhzqQteSM/YO9TcgyU486TkzaO/HT1q6D4f9KEL+Fob662MLBZHKJVfgcGfg8u55VSKbJHHNl1cCjLvvM0GNDFK38dWE+Ixh0tHwMlVLr0Zx+CbY08vs5Z9jx+rbME2DOcs/j8tXOK1zTue5iQR72Lnub4SH2gDoa/8QSXbQ0fAKgmhj9vLr8GSWIYzKRpyeJtBe9zbdzW8OL3mKM847guw8D8VlmdNqG0DI38aW1THxGaen5V1cvgJyig5FECf+nqgRP211rydEa0fDi4iiQG7ZEciJcjoe5hx8PZJkj4lPkr8rwcFWelo/JL/iWGz2ffu9MQ2dwd6d7BwWnwD+3h2w61+UzzsfxZk+6f66bymiJLB7yyMA5JYdFWunMnrixsPcQ7+I4pj8WJMR8rezffWdaNGYMK9bdztzDvo8Ll/RHh9zNPv3O26RigP7t3nfYbV7/3Ogtt1q9/7nQG271e7x7MmIe5wJprq6Ohd4Erixtra2Z7Kd+/qCe3DK1Hw8Zm2ZouoLMc0wET0Dw9Cwu2Iufd40e+Jfu8uGqutj2ieSXXISAH1tawEonX8x2Cvp7YsAe5LIZ+T40ih35DiaqiXaEK8dGoooKa2WUkcnLX9/jJIrzoQBjXWf+2/m3fJ/lM2/OFGqRlY8VCxexVDYQSB04LgUjDwrMkVzzqel9iGGBhuHkwsV09MTmvIYUxF/Dsbf95kgUFh1Di3bH0qIZIengJKaSxjwi+Cf+LiCELs3YBKM+hiaZhumem7sikb7jkcJB2LiM6swFj/a0fAKEEuEtWP17VQuuRZdiFlC09ME2na9TFfTG4ljBvp24PTqOF1nz6h/bLKD/Fkn077r2cQyb+YcHL45dPdM/D2RJAGiDXQ1vZ20vK3uBdwZs1DNvFHxscMf2SF/4lmJx9bWrbsdXQ2iqSEySz6zT7JNxxFFAzMaHBeQqUWHiESiDASm7ifZNZfi6nOIhrvx5h5O/4DJ6O9CDGnSZ2cyHHaVpk0PJMQnxOLld62/j4rF1xGK7F1/7CM3n73a3+LT8Nu891jt3v8cqG232r3/OVDb/p/c7sl+m6cjQFuJWTzjFAJt8T+qq6t9wLPAt2tra5/fwzYeMCghP2pHP4giguFHYiRebjrZMCOqQvHs08EAb/ZcJOcsdH3fJCOWfOkx18kxy3Ri4lOmm52r76V8wWWoQk5KEerftBX1N/1EuroxVRUjFEVMr6Rs/sW07HiSisXXJtWV3FsEAZz2CBFV2eNSGjMlrDoomns+hjqALuROGN/5cRFWHTGRvP0hdC1M6bzLCKvja2COxTQhqvuG/7/v/KKjqkxB1WmE1rWhRf14Msppr3s5+dyGSqB3O57sTAxkJMmOK60EmgRGWy69mRWIoi2lu+5EqJqMO3Mp+UD7rmfxZs4hf/bZRKKTu83ruonNXkhOyZFJQji/8mRMMRNTm7iPxopPiNW8BGYkQiXRRBQ0VD11HK5hiEj2yqRJHqe3iJJ5l6Sse5oKTZdQvDVk5suEgwNINm04Yde+IRK1UVxzAfXr7xxx8ZadlM2/ZDh04SPywbewsLCwsLD4VDIdAfo8cDPwl+rq6mVAa21t7WhJ/Evg17W1tf/+KBr4SUMf7J8wXm66sU+Kw0dW6UnoprzPxCfE4mLHxu2NFp/xZCR16++IJQ+aQISGW9uSj2GISI5K5h76RfxDtn0qPm10sf39OympOR/JUbn/RGjUgSg6x8XDKSE/RjCAkutBGwyjB8J7ldxqj9unOiiccz52RZxRQpw9uTe2nAwW/OZn6EMjFvj4xEX8mBHNm4iVbNr2JLOXX0fDxgeIhGIODzmlR+PNGclALUo2RMcsyhZcTOOmmLDKKzsWn7Mara0DZYZ9Gheh5c5MbO7iKcXnyH4KvvyYa3RX0xvkV56MO2vZlJmSRdEgNLg7IT7jDHZvJaf0GGDqeyJJJmakAf9gE77cFROWhoq/X2XzL6az6XVKai6etvgcOYaEGvVTt/52JNlN2YIr9pkIjU1spCWyUpuGTuWSVahm5h7Fk1pYWFhYWFj8ZzOlAK2trX27urp6dXV19duAAXyhurr6KmAAeA64AphdXV29aniXB2pra2/7qBr8aWE6JRamixLyT5jFVBBAFnqoWxsTnxCrLVm3/g4ql1yHSs60rGW6IWJ3pjE4DZfA6RAXn3Xr78DQVRo3PUDZgkv2qwhNmcEzGEDTemhYdx85WYfhf24Tead+dpyw3x9EVAe+dG9SQpx9jU3WGOzdiiiIOAuXoA4nwhqb0Gu0CNXVABE9g7KFV9G48W58OQtIyzt8nMDSdQHJMYuymgsY6mog9GoDjc/EyuqkSnI0FaomI9qriERnJnriItSXMxeknCnFZ7ztireGwqoorTufBkC2ualYsoqw6mYqq19cfDZs/BtgYgJpuSvQTRnDEMe9c3ERWlJTQnia4jqOIIAiDbJj9e1o0SG06BCNm+79yEQopmGJTwsLCwsLC4s9ZloxoLW1tTeNWbR+1P9nNlqy2OdMZpU1TRBFO7LNRVQfZeGyuRElB6Y6MoiczIV3XxIbMPeza01MfMaIZaOtWHQFoq08aXArCLHSM4YpT5mteDrndijRlHFroiggZYo0bHoGQwvT0fEqeScdg+Rx7PM+2N+kmqSw5WQy2LslEVtZWAXO9BEROpa4CEXwYhvyo/oHKJ97CUZYR2tpT2nV1HUBWySd8BtNdL/8ZsrjQkyw2W1RQhHHpBMiY0WPTTZQtam9CFRNQRQLMbTxFu+x/RI2c0BwoOkyjvTFFFZBZ+OrVCxZRVRPn3LCRhKTxSdAV+Or2J0ZiKINuys/ZX1W3RDRZyg+IfY81627Gy06lFgWCXbSUvswRXMvJhxNbXmdKXERGvu/JT4tLCwsLCws9ow9T/t5gBFLwBMkqiozqrn5aSCsuilfdA0NG+4iGu7D5kinYtE1RLTkEicTufDGB+mDvXIiYc3euKWaJgiCA1daOYHeHYnlijMDmyObsJosPu2yn7p1d+LylZJbcdoei1BBAJlOGjc+Sun8y8aVeLHLfnasvwdjVNbfjo5XsWdkIUk56AewCh07SZF9/JF4T5lPe/1I2HbrzqcprAJH+mI0PfWnIa47Jpv0GIsRjk4pPo3wLnauf5yKJdcS1ceLs1Q4bAEGOtfhzTlkWh4FqSx2qa5j4c9+CpkFAAkRWpU9j1DUNa12CYLGkL+F0VZSX3Y1ph5h97bHkGQnlQuugqiLiN095fGmIqLaKa25gLr1d2Eaw++nzUXh7DOIqBOX4dkTLN1pYWFhYWFhsbf8RwhQURSQjDZq37uLglmn4EhbtMcidH9ZCfc1ht+kouYyWhqepqj8VKKtA9g85rRE5NhBeulll+CumoVk608sm6kgDasOCqvOpnXnYwR6d6A4MylfePWwe2OMuPisX38namSQga5NAHskQk3TRKaTunV3YhoqDRvuonzRNUki1DAVfJnV9HeOGPhtdh9ORx5qewuKx7ffY0E/KmyZ6URCveOWR0I9ODN0pvo0CLKMkplJtHf8MUajhPzoanTC9XHxGY8TrVt3B5VLVk0pQh22AA0b/ko03IcaDZBZdNw+dWsfjabLw4J8eupL0214cw4F06Sz8RV82dV4M2bRsuMZIJZBtm7T3VQuuApB8Oy1NdEwTBALmL1sFTvW3IEoKVQuXpXSymphYWFhYWFh8XHzqRegcfEZtw607niSwtnssQidyEr4USMIAg55EANljyyA+kAfW/77/yi+7Dw2/fJ/0UPhPYrDA5Dsdrb+IFmE78mx4iK0p/lVsoqPTBKfAA4lTN3au1Ajg4llA12bEGWFrJKTiarTe3wFAQL9DQnxCRAN948ToRFVIa/4eAD6O9djs/soSDueTf/1PfSh4B731yeRtoeeZNGxvwRRpLf1fQCyig4jo/CYKYWcKIKQrlP+P1fT+Ot7iXR1TbitPtjP0M5dVFx7dWKZo6QYyZeOOeyqGhefALoapG7dHcxa+nnCauq+Hi0+gUT7P0oROlmcdSpUzYY39zAAfJmVNGx+MGm9roXo7fiAjOITE4mb9gbDMPFkV1C5+FpEyb5X4lOSBHT9oxOuY/tysFdGcXo+NZM7FhYWFhYWFpPzqRegijTAjrUjrmkArTuepHSeC8k19yMdaO0rBEFAEfvYueZ23Onl5FWekSRCp2uVNSIRdt95/35o8fQJqw4yik8krI6P41M1G/kVJ9C07eHEMlF2kF10+HBZi+nfO0EQEQQheQ9BiqnTUYRMDznlp2BT3Dijeez62a3oQ/uuPt7eMFMRNBVqX5CsouOAWP9MJT6VkB8jFEBI06nbdC+CIFL21SumFKG7//ZA0t81P/5RLEGWCYojE1lxJcUvOr1FTJRlVpIgNNiYEJ9x+jvWkVNyxIT77S0zcTmOExehomhQOf8K6jbfk7hOr3c2WdmHEd4H4jOOIIhoQh4Ywh6LT1nSQG3Fbs/b63jridiTvrSwsLCwsLD49PCpF6AGDtLzFtPXtjqxzO7KxeEpSYo13F8oIT+DtW2JWEqYXETExWfdutvRtRCD3VsBkkTox2WV3VdEU4hPiNU3tHmqKZl7Hk3bHkaUHcxasgrVzEpZPmUicWaa4E4rTZQRMfQoijOL8kVXEY6Oj8GLqArpnqVsuem7nxjxCXs3cJ9okiKiKWQOi9CprIdGKICqddK86WlMQ8MEmtufZvaP/xujz0R0eWb03I1kVl1F/fo70KJDeDJnU1h1DuEJxI+ug81TTWHVaYnstKKkULlk1biY3umQql+UjAwiE2w/U1TNhgrI3T0UZp5Ea+9zOO2FOHtyUL1DkJe5j84UI6Y791x8hgc20LrjKdJyFqR0dZ/pJMjY7RN1iRWF0msvoeWBR1EHBlPua2FhYWFhYfHp5FMvQKOqQlbJCQD0ta3G7srdp+UJZspU8ZSyoqCHw5hiTJTZC9PZsf4OdC2U2GeweyuyzU1myUlE1Zm5EZdedgmSfXhQqUaROpqmtKLFB+myTUZTNZgkpm9fExehpfMuwO7KTSk+YWpxJggCqplN5ZJVtNQ+Rsn8S5LE59iBsqZGP1Hic2+ZbJJium6rSqaL5m1vJnkTGHqU1vpnKa65lHB0ZtbHeJ/rkkTl/Cvpan2LvJLPEJzC8jY6O217/QvDNSmz9yhBTqp+ceR48Xftfemb0c+UpCigepi14BpM1UT1Dn2iYsdHi0+IubpjmuQVHIvaM5T4Rsx0EmTs9jU//hEIArO+eQM92loqv/456n5uVe2ysLCwsLD4T+JTL0BhRIQqjnTScpZ+bOIzFWPjKSuuvZr6O/+a+Dtt2SKKrjqF3bWPJJbJioes4iOIatMXnwlLjxqdcfxmfJCemeOlq8uPEvLv10RMmi4hueagmtLEls9piGJb0I8RVCmtuoBocx92WyAh9vUx/VJ62SXU/OC7YBsRVZ8kwfBxEOnyk+8+gjbjNdRIPxDzJiiee+GE4nMy9/C4OCm97BJkj4eMkgVEGtuRbMqUkyJxEVp90FwibYOIWlPS8Ufvu69dl6fLRGJNzyuBvMxP1LNkk4LUDYvPOAPdm3E7i+m672WKL78MBSZMKDVRH4+7RkFAyXXRsu0toqFemkO9VH79cwjSf1ZmcgsLCwsLi/9kDngBOt3BZVRV8GSvJKxyQDGwZgMll19GybwLaNryT2TFQ8XiVUR134wsPnERKXU0Tb3xBIQ7u5A6u5IGlQnLyB4fdWLG3ls5VZ3J4UH+6CQ3qY4zWNuGHgxOKPYrrr0a0W5n1jduJLCplt1/e2BELMTPNUG7YGZuiFNt/1GyVwlmDJOdt9xK1TdvoI3XEEWZ8uoLCU0yoTMd93DJbqfuz8lWsOm4Fmu6jNnaNqVFbl/EHH6Ss1/vizJJqu6hZO65NG0bmehKT59PdHMX/m21QKwfw03NKfefyLNjNIIso+S6aNj2d6LDGZh1NUhz97+ZtegadHPPY1ctLCwsLCwsDhwOeAE62eBy7MDfAJQJBmYft0iIu8bac3OS/gbQB/zY0zIpn38RNlf+jMTnuOuahqVwwr4IBcbXTPz5LUgptgX2uj9Tuu/twf2YjkgVJImqb95I29Dr+BZWUMCpSetH98lYa+lUbdsTAZRKVNg8nmmLoPj+sqKgDQViy/IzCAVbcbjKCTM+XnKqd0DypVP93W+DKFBZchkgoIdkcE54GZ8aRgvphOvwYH/i2f+4JhRg3whsTRexeWoSIjQ9fT7ybjvN9z089c4piHt2jH7nSi+9GNM00PVw0raGrmKYGvuyXqmFhYWFhYXFJ5cDXoBOxkwGZvsrM6PkS2fhz34ai6WEhCCU7Hbq7/xrYsAW/3s0839xC1H7iPicjmgee12TibCJ9gESMaBj0YYCqcUYTNmf+1L065FI4tocJcUw7MY5HQuVaLfjXjSLhvqHUcN99IT7yFq4DDnNmdh/tLuoq6R4xu2bKZO6b47ebor941beshuupCv8DgF/HdlFK0gvPHpc7KcghGm6914CtTuSzhm/Z6NFWCIi+QAUn6WXXZKIf44zk+duunVxPwnW0ZkgBoaw6zlULVlF/+trUorP0e8ZjJTUGfsep9reUVzElq/9gMpvXE9r73No0SEE0cbs5dcRNbIxjY/iqiwsLCwsLCw+aXyqBegnkajTS05pIV3DSU4S8ZTDQjQ+YItbQkdjRKJJls89Ec16JPKJiW3cG8tgguF+G13qIy7UpntNs75xI43D4jNOT88aZE86HvdhqPrIayLZ7UQ6Jy45sj+ZroAvu+FKhtJaCPjrAOhueQcEkfSCIxMiVJGj9A2sIf/Kk2m/hyQRuteIBqqgYtOHLfpyFNlQkuKS9yf7qo7tVMebidvux+2BASPvY/mqa7A50pj3f9/F1EhM5gC4a2pStnGsF0ScpPfyB99F8weo+9mfqfzG9bT3v0zpnPPwpJfR3T2Ucn8LCwsLCwuLTx//EQJ0osyvMMpNdMwgeG+tJNNlbGxmfMCW5LoWb/9wexKZcnUt5TEnY7LYxv3FTBIHjSWV9Wm6gnqslVR2e5j3o5uR0l1kBBfTsfvVxLaiZMObPRfV+OS+ItMR8JLPg1QgEmh8I2m77ua3yCxYiiBkYpOi9LW+Sk/re4BA8ZWn7jsRKhrsGqrj7abVXFRzJqZgcse6Bzhn7ikUuAsxh13lpxJqEwk0piHyxgnB/SR4Z1IeaV+U2ElkqWbvJpUa77mPqm/cQK+6nrziYwkJGSPHmuB6ZtLHCRH65eswBkSE/NRlmCwsLCwsLCw+nXxyR9fTZDpWhlTurGPdRMe6pu5rK8me4CovxV6YO679cbfK6bjT7kuUjIxxfS0YM/ebm05MJoy/t6lc/aaTLEhWFObd/D1M00SQZExRjNXAHL6XGuDxpoMo0dHwEqJko3LJdROW9pjQDXGa15G4FmaQPXQU0xHwo62L3S+/SfZhh9Hd9W5ifem8C1HNdBxmgO7mN+lpe394jUlzyzPDInTvY/I0KcqDm56gxd9ORI8QiAyxo7ceEYFVSy5FNuzTEmqTuiRPsG8iVnPUusncRfeWPSlxtC8Ym6Ua9nxSSbDZqPrGDXRE3iXa300k3EfJvEsIq5P7Wo+9h6kmFUZ/KzR/gO0//vW4bSwsLCwsLCw+/RzwAnSywetMXPziosJTPRstGGJPigrOxI1uXIZXRWHej25O1P+0eVw4DyonHOzAJZaM23+67En2zon2ceTm4BccSe2XHI6YBRKSxB0w5Xmnitsce291mNDVLxWTiZax169qNjw5hyCIEp6MqnHic7IyNgt/fgvaqIQ08e3j932yBDYTJTSazKo1HQEfP6cS8pN95HHIPgeyy01740uUVp+HEslA72/BzHISGmwZs7eJrqiUf+4ajKC6V0JKVh189bDP8Yu3b2Vt2yYA5mRVcPXii5C1yet97i0TWhX3komsfRNOdO3HSasJLcVMIymYIIyIz1A3AKFAC01bH6CkZmoROvr8Y0V/dBJLt4WFhYWFhcV/Fge8AJ2MmZQeibu+1vzgu+OyN07E2MHeTLKjTiaORNFE01qp23AfmAYFFSeS/ZmjcOUXJ2XKnU7inZm4Ac5kn2mJuxQJh6RRlru9iduciKR7MkNXS1Wz4co8CNWQx80/jBZ0YwfRejjM1u9+P2nZdO/7RM/ZvrJqxY+jA25POtU5NTT87q8MrN2YOH962jxwQ3AoJkQLKk7E/+8t1L/45ymvZzpIgoTT5kj87VbciHx8bpd7W1JlQmvffo5lTcVkojueRCtupXWUFCPZ+hMCUU7PQMyC6MbepP3DQx0YehBBcE1ZJiXV+eOZslOJ0gMtUZOFhYWFhYXF3vOpFqBxJhxw7qUr3p5kmJ0KUTQRtVbqNvyVeFrItvrnKTj5RNxSGZu++q3EefZGwM3EWmvIGlI8EY9ooKExUdn4CV1KR/XVVP00+hjxMiJx62rcUiw5HInyIoJhJKx0+mA/Q1u3Jgn1maDpE78Sogh4HejOZIv03tRWnQ4TJV6aaeZfVbdhdAUZWLsxqezPtlt+QeV/XQduSMudj1uZlSQ+9wZVCnHr6nuo72+iMqOMYDTI2rZN2CU7F9WclUhMlPI6iZWeUQMBZEWh5gffRXY5Yx4KJN/3mVhn92RSZqI2Js49aqJrJq64o93EU3kS7GuBNpmVNqK4kSQXFYuuon7D3WAaCKJM5eJr0Mje4xqdE2bK/pjK1lhYWFhYWFh8vPxHCNCJBpwK413y4nFKe1PWY2+QRI3+nq2MrUnQ370J36zqfda2iSwlgsuXGGhKkkgQP/dvfJQL5n2WNN3Bdv8O2vwdHCtWzOi4SdsMtz/edki2QI0Vq6kGzFp0Amsz40va7AtEEUS9le7m1eSUnUhE/WjdR0cz0UTHHk1AGMP3dnQfGQZ1v7mdii9chVuZhe5PrtM4k4RcY+uXisCqilO5S3iWzy+7HN00+M27t3NEyUHYzOQyMCmfnWGPhNHX/nG6uU6nNu1YkTe2TMtol9hUXhMLf34LWjQ6ozqjSsjPYG1bYnJirAie9vXpApKtiIpFV9G46X4qFl2JLhZgGFaNTgsLCwsLC4t9w3+EAI0z2tqgDQXQiVkbJIcjllVWFBOZZaca3CshP/qYgd1MSpxMZJWNajYyCo/CNHR6W98DwOktpGTepUSbu6fVttHXOu74Ti+ypGMvSkfJziba3T3SfnR6jA5ypDyiQoT2aBeNAy2sbtvIrr5GTptzPA9s+BeCIHDM/BtSXNX0SLg7j0oe9FEI+9FC3Vlaginb9mgSIS4+69f/FdPUMU2N3PJTEyJ0b1w696Qszr4spZM0mZFVBIIDSBagM0nIlUpEzv3xj7h+2ZXYtJgb7tcPvwFZt4MhxI4vCej6vhc4e+tqu8fnG/NdGNt/o11iU02S7InFcGxccKrEZdMlLkKrD/kvQlGHJT4tLCwsLCws9in/UQJ09CAtVVZZiFkOJrPOjT5WuKk5sU/C2jDMVDFOk7kBRlWFzOJjETAJDjZTOuvcmPiMzsCSMYElUva4UAPbaNjxFOVfu4qGX92dEKEt/nZ+Vfs03zrii7zfso6nd7zElw+9hpOrjuHfO1/l/g2PIQoi/3P49djMzI/ErXlfMlqoL/zZT4lkFuy1+AQY6IzFT8ZF6ExcOieceBiTbGky9qaUzliRNHYyI+r0jvcMGCWoxpYEStX+sQiQEJ8QS0wUR5FV9EgLir1wnwnDyRLhTHSO0RM2cevtVNc11jKs8/G/AxPVEU5MWkz3OLrAkG4HZiY+Uz3fe5Ip28LCwsLCwuLTy6dOgO5tQfeZWOdGD/a2/fRnSev21i0wqipkZhyMoy+DDTd8HVPTplXzUpZ0BHRSDflEl0I0sI2mbY8A0Nz+NOVfuwq1vg8MA5s9i6/kn0xw504KFSc+u5diXyG6MXIGmyiT5cxANb2YjvGia6IstfvLGiX50mOTB/sIAR013JcQn3EiQ90IQuqB9WTP4N7EH07EWMs+xCz7YnrmuOd+Oom5xrYxyfV2H2Z6VWSV/rbX6W5+i+yiFWSkL532vpPFWe5JTc092WdCy/DHSKo6wvHlo7Mrj2Zfvoepnm+n4GfRrb9E7Q1+JOe0sLCwsLCwOLA44AToRJYKmDim6qOKEZtosDe2rWOFwWCvguL0TCmKtb4gu35xa9L5JrN8yZKOOrSdcKCN9PRFScdyV1Wi2fpo2vpIYpmhR2huf5rZh61iw/U3YapqYl3mN67jh0tWQXMnXv8AN5WchUO20yIM8dM3f8+3j/wyLt2X8lpTJVPZUyth/HjxY8XXQ+oyL1GnFyVr/DolI4PImLam2ncsuiFh89RQXH0OzbWPAuBwF1C64DLC0dRlKfZEzEzGVKJhIsv+ZOeciRBJ2nYfZXodLT4BulveAWDhH3+B1h9KbGfzeJLamShXpGsf6Xset27a+zqS3l3J4RgplzRBX0xUpiXVNqnel31hMZzITXsm7+HeTuYB2G1ROhpfwTT1JLd1S3xaWFhYWFj853LACdCkwb0okn3U4eSccBIwcUzVx8VEwgD27WDZtGnYDAF1aDtNWx+KLSvSKTjvdNoefgqAcEsrDkcuNkc6arg/sa83owqtN5AkPuP0tDcx+NM/Jf4OAZXf+x+KvPnI2FJe69hrHB2fOt0B7ehBsg6QkZd8rvh/JnJhTjHIduR48cfLmcxQIGq6iOKdR3E1dDe/M6H4TFzfBIlg9rSe5kdhNZ3smKaoI5oypmkiCBD1uBPbTpXxd7L6pXFEUcDUuhLiM053yzv4cuZhFpQm4g51AHfGuDZ+1JmH49bNVO/u3B//EK2gAFtbW8p9430rSmDojCvdM1oIpnq+J6qXOdk9l3zpLPzZTxN9nnSeYcbFsE/xLu7tRIrdFqWr8d/0d6xLLBstQi0sLCwsLCz+MzngBGgCUaTyy6uIZvlRcjxEu4am3GUiq0OSVWPUtlMN+Pa1VWhPCEkB3tv9Hkdl5NM8yrrZ3fIO2ctWsPCYX6ANxCxKelihYtE11G+4CzXcT1rOAvLyj8H/wcZxx812ZdId7B23PN3h49qKS1D0qYvSj2VfWwb3J3ERWrqginDUkXKbyRLBxMVovPYiJA/4JxIEsH/7RpdU1nStZ3ZmBXkRhUh/D0E1iEfxIJjCOOvcRHGQvtLCCeuXGoaJJOeSX3kS7XXPJZbnV56IIOdifAQJifYlfeF+dvV0cxATl/mJSiF29tdRnTabqNtDk9RHht2Hl3SmurzRNWfjz4Q+2I89HEwkS4sz2rU7Z1Sfw+STFKPLFcVxlBSjZDFugmRPJlIUOUJX43NJ4jMeO51TdipRzRKhFhYWFhYW/6kcmAJ0WHz2K9sItjcTCndQUHbqcKHGiZnI6qCl2HYqC9NoC9KEFou9TEYylZukIBu8Uv8mocggA7bx+0ejg5geD7ojG4hdk6BBxaJr6G19l4zCI1GbO1Oe26N4cMgOdo5ZLpgCdt21V9f1SWImSXU0XUTTU4vPqZgqdnLi8jWFe3S+PUEQBPq0Xu5e90/cioufVF1G3Xf+L2mbhT+/ZZx7aeo4yPHtHi2oDMDjraSg8kTa6p4nv/JE3JnLUfUUD3IKxr4bsqIAJjTvQnY5qfn+d0AQECQZXQIxzYcOaFIETVBx6h5Gl7VMcvu2yWjBIBMxEPHzr9rXOXjp9SnfT1VW+fvmx3i/ZR3n1ZxKWXoJv373dtLsXr5/9NewqdObvElVfmdfelJMN553T+J+DdOGJ2NWkgAF8GTMwjAPzJ8dCwsLCwsLi33DATgSEEbE51AsC+1QfwNt5jNUfnkVWndgv9fvnMidcaKEPKNRpQg20waGiCCCKkaQh60DU7lemprICeXH8MCWx3jTP8jhRSsYGo6l8+XMJ6/i9HHubqYJEc1DeuFxRFQRieRSHBDrN8mbjjA4MO0+2JvkJvsi1mxP2ZdJdeJMlIn0o2Iiy744w+feNE0ypAzOrTmVR7Y+Q+tgx7httGg0KQZ5Jq6wqUT2gt/9nKrlN2AK6dMWn5Di3ehoIlxXN+5ezv7xD/hm7d2cOvs4ji5bwbM7Xubd5tV8a+UX8ZCe8niZOV56N22Z8NyyKPPNlV/AMHyYeRlJ63RA0gXOrD6JzZ3beXjrMwAICFyx5Hxs+v61/E30bn3UMZiaLqJ4aiieey7Nw0nPiqrPwu6dj6ZLH/HZLSwsLCwsLD7JHHACVM7IQMwRaF3/UtLyoYFG8hcfD/0ioiCiDQViST2IDXwVxruWTYdxAzhBQPKmEXV6Y7FspplkSRm9T1wQyC5nssuvXcF0egjLIe7b+DBHlB7C3PRqmoJNPLzlaa5fdkVKK6MhaohIifqJpqwjGzKzMyu4f+OjULGClcWHI0YGUorPOKYJUXUkoY+7piZpfSKZD8nJfGSbjOn0pBy87k2c4v52zZ3KfTp+OwUBNDk2ITD2Hk/GVMmpYLzr6t64cY+27CsOF/pgf+K5lwb7pxTzESmIZmp4TB+yYOOw0mU8MiycJkMQkq9ntJumf+cu5GAoyV00VXId3R9BTc9B1GKfIk2KYg8OQX8gabu9nZB4aMtTvNLwNt3BXtIdI8mzNDGKLmjYdReCIBCVg0Q1xzhRrxkaUXQ6wn0MOkwyECd8JkzTJEvO4qy5J3H/xscAqM6exZz0SohO7qWR9L0ZE0scn9CYyCU2lbv2xJb1qZmorul0GS1CTVO3xKeFhYWFhYUFcAAK0IjiRpKclC28lMaN9xOTCwJlCy/FUAqI5EWxN3ftswyZqQZwc3/yIwS3l3a1DZfNiZe0pMHoZAl5ADJyvHR3+xlUO1nXvpk1bZs4ofJIXm54G83QaBtqZ5Z7FvqoYDFD1FnXs4FMZzoV7kqCBHi/ZQ0+u5f7Nz5Kia+AWTlzeLt7B+VpJTjMKHZRRjAmH/BNWo90zLrMHG9SjNlMmdBKOg1L8b60ko6+rlQWvIAawG0z6Ip0c9v7f+Mrh63CY/gmFByiKMTiGhPXJwDmSMbWFBlTx5bw2FfJs2Yq5iNSkFtX30NXsIdvH/kVQnqI3755JxCz9E1EUPKjGSoZxFToWEtySnfRFHUodTS+/crP+NzyS6nwlfL8rlc4WMum78e/n/Y1TIaMzLeO/CLfeflnnJ1/OJlRidL0IqR2P5ISxgj66Y0MkOfJAa+H767+A9cddAlVnipMp5eopPL04Ic8t+s1spwZFPry2Lh9G/mtb/KNw2/ErqVwRxdN6oYa+fumxxEQEASBbd07eWX3WxxVuALJUMbvE++PUfdvbCxxqtjipP6Zgbv2dMoVTVayR1YU6Ggal+E7Kes1wyLUPRdTwBKfFhYWFhYWFsABKEABhgjxRMNqTpx9OoM7n8ZXdRovdtYxKwv+vvFx/rf0nI/0/P6on8FoC7e89SfcNic3H/M/2FQnZlyhjDYNTYBpQraUy/8cfj23vPUnnq97HYDrD7qMMldZkvgEUKUQd617EAGBa5dexJO1L4AAly0+h4qMUi5eeAb/2PgE5847lYge5cHNT7K8YCHz0+chGBKGqCFjwzBMBEHAEDUEXUIQhES7BYEZWfpmyt64Ku9PK2l3sJfHtz7CB60buKL0BOSmNkR5IGEaHT3AFkRoV9tw21wILh9Rj42WYBslrmL0US6l4+KExwjSicpmfNSISFRmlLKjt56bX/sVVy09H83UOaZ8BWXFc+n/wdfpCw1S5ItlPpZ8aQTlIX759l8IRIf42UFfpPTmbyFoe1Y6RDM0/NEAv3rnNqoyy9neU8fiffj+moLBm7s/ACAzKhH+2e1sH143WiT3A+6brscfHWIg4qfH0Y1X8qGYdg4tXsqGzm187bDrUAQ7/9jyLyozy7CZqYWkjsrmrlpM0+TLh11Lnjubn7z+e9a3b+HwooORmFiAJh1n2JXbUVyU9PdEltDB2u3TKu8ETFiuKJV7bqqJIz0cZut3vz+tuFQtPgkmGAiCiDn8qIiyiaFN/a20sLCwsLCw+HRxQAlQQYCwNMRAZIA3m9fgs3s4d8V/89D2V5Alhdca3qN5sI02//jYtX1JT7CPW16/G4DLll9Kf2QAWRgiQ8hGFcOoemjyA4xCEpOtArJoQ2D8oMyuu/ivQ1fxm/fu4PY1MRfPlSUHU+ou5suHXsODm56krm830e4eslSZY4UylK4wUrgFKS2Nf/euYVnBQnLtOXRFunl/91qOKV/BYCRAtpyLgECP3oXb5k5t1RlmbJyqJkWQh2NYUzEdy+XexI9qShib5sA0ICqFAXNGGXqTzy2gobIx3Mybu2KiZY6cQ+P3fpq0z+gBdkAY4Cdv/h6f4uGmI77Aw1uf4b3mNXx++WUsyVyEMXwRY8X3WKtSqhqvUsjPYO12pNGlNdLSiTqGxa9iYA67dAqCiSHMfPbAptv57OwT2dFbT13fbv665p/cdOSN+GxpqKodR6mTHElF0j3ohhmbMDCjrChexmPb/s2Nb98CwLdKzp7yXKLbSfVPbkaxOUasZkj8qnoVW6Jt3F73FDbJRpE3PyESp4vkS8czd26SlVWQZYbcMv/e9ArpDh+F3jzqJjmGbuicV3Maue5svvfKLzi8+CAuWnAGL2x7nTPnnkDUUHHj44K5ZyIjI+qpP5+SoXBi2bGsLDmYNCEdwZT43rH/hWmaOAwXpmgwJPhxmC4kY+K417grd/yaxrp272388kTZdse6baeaOJo89jf2/dJFFRMD2bCDaNIQbESRbBTZi4kIId5qfp+VRYeyvzM9W1hYWFhYWHy8HFACdEj08//e+AMLc+fyg2O+SkSPsuqZH3Lzcf+DYRp4ZS+qodIuhcn8xnXYZYV8Ty6iKe7TxBteu4evrljF8ztfpzKzlP998RYkQeJbR3yRF3a+wWF67oT7iqKApmsIAvToXfzsrVsBOKrsUN7a/QF/fP9uvrHyBipcFclWUEOk2FeAQ7YTUsMALC9chGQoSJrARfPOJKyFcQxF6f3ZHwEIA4NA5f99l0e3Psu/d77KFUvO5b71j3JsxQoe2vIU7zSt4SuHXYvP7uWnb/6BMl8hXzjoGhTdiSjC6LA9VVdpjbbw2NZnWbX0EgRT5O9bHmVl6SHMclemFKETWS4FlxdVDmPTHXscP6qaKv/78v/jq4ddR54zl0e2PklYi3LZ/HOx6Q4iUhAJCVm3oxs6mhJG0ZyJGpOQPLiO3ZMO7nr92WmcPSbG7Tg4ovRgXql/m6+/EMsYW+DJZXZmZUJ87imp+m7Oj38AXhchM8jzO1/jxMpjcBkedoebCEQDLEornpGYN0WDXf0N1PfHBMWQGuSXb9/Gt474El7BHnu+DAUDM2Etl3WFz5QfxZq2TTQOxBKB5bgzaZzieuq6G/hr71t8v+JCase4yGd+4zoA0u1eTMxk6x6AGkUJ+Se07iXu45iampIU4dx5p3JI4VLs7VO7j2/q3MahpUvJc2XzVtMHvN30ISYm3aE+blx+JaYGihnLhBwRgwiCiKI7EEQTVY5gUx2YJsi6QrqQiWlAWArw5w/uoy80wLeO/BItg2387r27uHDBZzk8/9BJRejeMp3JnZl4F6hSBB0V9yTn1NAQbDrvtn5IX3iAk8uPw5A0fvnOXxAFkf86bBVPb3+Jrd070AyN83yn7sUVWlhYWFhYWBxoHFACVEIizeHl1cZ32NFbT4u/HYccExe5ch4hM0hIDXN721MIgkB1ZiWfn3M5iuZCh0RheGQdtJjlURBNdHQkUwZMTDM2ex/fdnQyEnXIj27omJJIqKWHqytOJqiGOLbicJ7d8QrfeeVnACyecy7VP/4BEiPWTcmXjhT2ExnopqtVxy7YyUn3MCe7kqPLDmNh5nxWFC/nwc1PkuvKSYjPuFtsWArw87duJaSGKfLm0xro4A/v/5X/XvF5yp1lYIIkpLZCDkWGOG/eqTy85Rn+/MHfAMh1ZVOTPZt3m9fym3fvSGx7TMXh2EwbhqixaWAbs9LLcRlehsRBeno7eHzbv9nctZ0/fng3bpub9R2baQ108t+HXY/NmF6JEt3tIiIGuOWtW1m19GKK7MWYxuTW0vh9CBthbKINSZDwO2EoGuSWN/9ISVohdX27yXNno6OBHObu9Q+S7crknOrT2NRZy2/fuYtvrryRbCk3SYQm+kkc5Cev/QHV0DimfAXvNa9NWQvVFGLCLTzYhmNI5ULPMg4rycPh9tEc7aG0vAaXERNSEzE2XjS+TAr70QeG+yBF8pdWfztOzcP7Let4fufrbOvayZlzT+JP79+DgclvTr4Z2VWcSFQlyKCnqjM0jCZHuG3N/QgI/ODYr9IV7OUP793N643vcmLVUSiqC8Mw0aQIvWovOXIuCCarO9YlxCfATq2H+T/+ARIypmAg2mTm/uj77A60Ywz7XPbaND5TegK9/ZFx7ZBFmW8d8UUGo352BwaorKpk6w+SS8Dsicu1rNs5tuhIREMCc3DSbV02J9uad/HI5mf42srP8Y3nf5y4h18+5BrEyIggjkoh/rrhQdLsHi6cdxatgTZ++96dfOPwG8iV8zHNEXd2CZmqjHKe73udXXUbyIiIfLPkTAqMXJS29iRrYyrBaPN4Es+KhoouQvUPv4s4Da/nsRMsuqSiazHBq4sqIpMnRRqNKoV5YudzbOveyXfKzptwu1Z/O+9sX8cr9W/jlB18pvII7JqTzy2/lD9/eB+/ePvPAMzOLOeokhUosgKMfyYsLCwsLCwsPp0cUALUrrv4yqGr+NZL/48vr7ieP7x3O1ctOZ8cKY+oEOHu9Q+yrXsnq5ZfTKEnD9UUaA91k+fOQjAFNnRsYWFeDU9tf5FTq47HjYfG4G4GIn5K0wrpDvZR6a5EF1TW9WyhJntObPDm9GJ2NrFtzIDYvOl6fr/+ea5ZdiHvNK2mPzxIsa+A/NIqdNGLZDoIEyRihvHhg/ZGdnz7ZgBcVVWkXX4OC3Pn0jHUxfxMnTJnOV895DpkLSbkonKIITVAppSDKIh4HR4qs8q4eN5Z1PU3cuuH9+KyOdEljX9ufYLVbRs5taya8Jh+G1KDzC+p4dGt/8YwDfLc2czPq8Yn+LhkwZn41ShlGWW83fgmy3IXY2LSMtTCrR/cS74nly8dcjW3vnsPSwrmccmis3lw0xOsa4+VqSj05vFfh6zCpk5PfAo2Gz1ON+2DHXQEuni3eQ1nVuUioaS2xPz0xwguL2Gvg36ng+++/HsyHGl8++iv8OyOlzh33ik8suVZ6vp241XcfP3wG3HoHkKSn5bBdjZ0bGVO9lz+sfFhhqJBuoI9ZHqyYHjgHZVChIwQaWIWdtHB4cXLKU4r4KCCRZw062hCu3aN68+IHsZvdBNs203wlr8AYEtLI+f//T9KBuz85p07+ObKL+Bh4sRFUacX0+2mKdREgTsXtyOdwVAvtpZ2dn0nJkBSJSbSDJ3vvPQzLl10Ngty57Cpczu/f++vCAh8bcXn8EcC9ASbqPDNQUDlvfbVLM9fhCCAbNqICmHsggNDtKGqQwgGfOuILyII8NDmp0h3pHHzsf9NWAvz7Zd+xjdW3kC6LZ3Hd/ybl+vf4oaDrqAys4RHtjyLItn4xsob2Ny5nT9t+xcXLziTZYULea3hXZ7a9CJXLT2fgBjh4c3PIAgCXzr0anKEbNRwEMnpRA+NuKoX+vLYqUf4oGU9gmDDZauc1vM0HQRdwmSUuBvW/LKiMPdH38Ovh/EqXoQ0LyvVgzh7/sncsfrvScf4x6YnOH/uGYkyKjo6nYEuNnZspXWwg8aBZk6sOhp/NEC2bCAKApqgIhkKsm7njDknsb23jvSIQOhntwEk3IFrfvwjRLcPwzBTegMYgoDpzkCUoDXcxC1v/Qnd0Plu2fkjG4kiohz7nI+O6070gQABcZAHNjzKlYsuQBFdvNvyIWl2L4uFtGl2pEkgOkTHUDeNcpi0730FHGnM+f63kQQRQZLo14bYqffwSt3bKJKNbx35JVy6F8MwWZAzl3xPLu2BWO3hz1afiMP89NQUtrCwsLCwsJge05/+/gRgSBrvt67jqPIjeaS2j9Oqz+SxLc8SFoPIhsJnq09k1bKLWNe2GQODgCoTiIr0h8M8u/Nl1rRv5J3m1bxc/xa/eOfPbOjbxD82PU5RWh4/e+tWfvXObWwZ3MIrTW9y+5oHuHfDQ2i2MJIkoJRXICrJyUN0Q+e4isP5oHkd/eFBsl2ZnF59PN99+Rd82LmRsE3g8R3/5ubXfs0gfSOxnaKIZ9V16Bm5vLDrdQ4rXI6oyZgGCfGpSiHuXPsAN7/2a1qjLbQNdbKy9CAW5c1F1w3m+Kr46WduIlfJQTYUjq1YQWlaEQXevLHdRl56Pobg49iKo1mQM4dz5p/Cre/fS5c6wOycBczPO4SokU55egk90W629tWS6Uzn7LkxC6/b4eOc+afSOdSLw+bhzJqRJDF22Y44geV1LN5jjqHwf/+Xh3d20R3ycuGCszhr9skgm+PyNol2O/b8fMKZmYRtJg/XPokkipxYeRReu5ch1cbcrNk0DbQBsVjakBahP9KPIILL8HLTEV+gJmc2qpnLadWn87nllzLHOwfMEfF598YH+eGrv6bPVPHrAk6bg/L0Yv784X10DHVTUjyHyh99h6zvfIXZP/4++d//H7ptKr979y5yyxeSfvrpAKRdcQW/2dqBkF7MQMRP42AzKUJ5Y9cpmIiiQHO4iVve+iMbexp4qLaF1R21tE4RvywMd9Sbu9/nM7OOoiKjhP9e+TkKvXmUpOdzy5t/5M41f6cpFKQ9MoRLsdMX7eXF+jfY2l/Lfz/3IzojIVZ3DvKv2n/z87dvxS27sIsOmgbbeLXhHRoGOvjTB/cRiA7RNdSDIthYUbwcWZS59cN7ufnV33DFknP56uHXkW/P59iSI7jpiBsp9OXx/Zd/yaL8uSzMnYtNsvHYln9TklbIlw/7HM/ueIUHtvwdV2URaRddlHRdA+FBfvvunZw+9wyOqjiZqDlz/2VBiJUqSiDpw89STJhFnV5Chdl8oHShFecTycmnPdeJXpoP+aXo9nSuKjsZW1MnZzoW8IOKC/njghv58pxzebv5Q/zaQOI5deoevn74jRR68zhr3kl888gbyXRmkOnKQLVFaIo28VLT62hSFESDHX11NPa3JDdYFKn43ncxRJOdwZ2Y0vhrFgToMjoYEgeRnHYK3AV85bBrAOiSI5T98H8p/sE3mP2H31H+xz8w6DTpN3sISwFUOYxoEzFFDVUJ8e+dr7KufQv9qkpXVGNjx1b+vfMVVFOdsD/jhCQ/m3tquWTRRaxadg0RVyat6R5ejO7EKK9AL55FpLiINfY+/rb7RU6sOg4BAUkQiQghQrKflqEhjq04jnk5s3ErLn733l20RlpQtUlM9BYWFhYWFhafOg4oC2hYCNIXDpLjmc87O/14FQ+XLrmM9qFWKlyV5DgzyXD66Az0MBhVeaXRpCrDgSjaKU6fzfr2LVyx+DyaB9p4p3k1rzW+wwlVR/LCzjdYtfxifvn2bfzx/XsA8ChuLll0Fi1D3eS683l8SxufOe88ev/+96RUsRUZJbza8C7Zrky+d/Q36Al1kG73UZY+l//3znauX/oZdNMgakTRhyOvMs74LI/3RDlISeOC+Z/FJ/oICyFkXUEwJDQpiimarCw9mE1dtfzf678FYsXsv3zoNdgFO13RLn7y5u+5fNG5LM6dz6am7ZxefTyCzcfcn/yQ3lA/TpudwXAANaeQO9c2c8m8ldiEPnb1NbKsYCG9YQNZcvPUjjb6IxpXLlhMf6ibl+reZFHeXI6ZdQIlGXO4d2MXRxa7KEkrpGkwyJqOICfMOpYdPdspT6/g6Z0vc9qs42PJf2Q9ll1XAgwBMcNL2v9+AdnlQy6cw7MNXTQODtDkD3NyZQ1BBAYCbfjsPtJHCdn0iy7CNX8+WwMq6lCE7b31NH3YzFcOv46qnkX8YXUTq5aUsK79fk6fczyHlSzjrjUPct+6R7jxsCtx4MAfDnDS7M9y3+YeTqrIZ0hrRBdUZGJWLBkbS/MXUOgr5okd7fgUEcEw0U2d2p46tnXv4orF5/KP7U8QNVT+32duosOv8k7zahRZoS5sknXUMWQvXcbrUZmB/ggPbO/ku8feTLbNhqpHkUdlPBUE6NDaME1Ic/jIcWdy1ZJLCesZvNfax9lzisjIiRK3CyayoJYUExQ1BsJ+WsUgJb5CTqw6mie2Pc9xFSv5ywf3c+XS82gd7ODKJedj4OChbR3UZHnIdwpous4R5cfRF2zlxKrjWdsZ4M2mIa5YcMSwRhZwGR5uWvlF/rLmb9jlUk6dcxpFnjSKPYWs7l7PstyF/PC4b/O/L95MIDrEO02ruW7xpYTUKLIgkefJJapFmZc7h/vWP8qli87mlfq3MUyTa5atQhQduBUXlXlV3Le1leMXLyPte14ybT4coh3SPRyhHkLjgM4ru/u5obqaoKJgRke7IQsjbvTDxP8WBOjU22nsb2Z59hI0Qacl2EKRt4itPUHmZXgQxCCPbH6KN3d/wE1HlaFIPn71zl8wgZ9+5gdImoDeMUDdd2KeDmGgD5j7k5v5xuE3kCllx4yngokhaPSG+zhv/qmAnaihU52zjDcaX+bI8oP42/pHQYDDSw9CkW3csebviIJAoW8kEVL6aafyupzGoW745ds/47tHfYU8Rx6CJidc72Nu4b/ntDkn0zxUyWmz0nmnaTUAg26RP7e8TKu/g2uzv0r/QIg36p/k9Orj+eemp1icN48V5ScTVXv4+cu/5YfH/Q+L82toGNB4s7mZyxecQ0QdYEtbM3nf/hJ57hyEeAhCWhpdZhc+KQ1BJObibRh4HdXkeEp5amcnFele3IobQ1SJimE2d9by4KYnuHjhRRSmzWV9+0bWdWymaSD23L3SFGVhdiUnz/biVdz87r2/4lAUXml4m0WZC5D0jy4W1sLCwsLCwuKTwwElQNOdOfSpNby1M5ZM5MP2ADv6InztkEpMSeSJTS8wN3c+h5Ydz2O1rfSEo5yQkcc/NjdzXHk+Xzz0OtymlxUly8lwpXFsxRHcvfYfbO7czorSFVy++GL+tuEf2ESZm478AkORMDY5jw1dQTZ0+TlkxUpqTjuF1s3vEdEiKJkZbO5p5PLF5+Cxudkd0CjxFPHVld/kgc3NhDSD5+oGOXfuWdR2b8KNi7ybf8gGU6G2zc/uYJTTq/LpJ8Qtr/+azy27hNk5c3ir7h1erX+bm464kZWlB/PWcBmJk6qOZm76HAwtVr5CEERuX/MAeZ4cOgJdZLsyqTj8Rlz2UtKUAtpD3QTUDJ7Z2cWQqvPPbb2cVOFkRclKQppBZ9Dkn5ubGIjELBB3bujhvLkFLC88hLnZs1nbPkhY97Krv5NDCwtYUlDAA1vaaA1E+OrBJ3LqnFPoCkbwKBI2yUQVwrzW9DaHlxyEPxrGY1MYEAM4KstwKtls7w2xvTeW/dQwYW2Hn6oMFy/UvYfX7uDS+eciOR2ITif60uV02Z38a9NuTBOuXvp5Cj1OGgf6eaMZoobJI9t6+erh3yKidfKDV37ND479KmEtwn1rH+GKZZexe0jmxYYhNMPkmV2DHFpYQsAUUCQ/TlwYks78vINpbWintncQATi69CCynLl8+8gvsbFrG92hXq5edgH5rhwa+pu59YP7+MEx30SxpXPb2t186aAqHhvQ2NgfeyZbhyLcvaGFLx9UyYbOTSzJn4eJiWhIaJLKz1+7lauWXUDEhHRHFnX+AtZ3DgDw2PZBmvLSOOWWW2j/6U9jWU8FgbRv3chAvpfbVz9JkS+fLxx6Fe2BTnJcWQxE/ASiQ2ztrOP4WZ/BFA0e39FNXzjK2y19nD93Fm6Hk4e2dnB2dTGDuo0tu2P34IEtfs6acxKS6AFdYyDi57Q5Z/LA1h7OqKog3+fk1YY3eWv3B5Rl1LCmfYi52XPY1r2d1a0bOW12O281fchhJcv43bt38dk5J3DF0itpHtjFr9+5gzOqP8OZc0/jjeYAEW2ISxddxUsNrTT5A/xzRxcX1FST7fVgaBCWoSrnMzy+oxPVMNkRsTH7tr8gdLUghoIE1RBGupPNA1uoSCvFZXiISENEUfFIPlQpyq/fvD3mTn/sHCTB4I3G9/lM1Wd5cGsrVy0q5sOmZzltzvGASJNf4v3WVj5/8Co8sszmbj8lPhfZKb47oilS7ixhSPDTPtSJiUm2O5O/rnuQyxadR+uQh3k5afzmgwZuXHYMP3/zF3zhkFVkuwt4ZPNDSILITUd+gUA0iL0vNsniXriQ0CEream5j8r0Qr53zDfRjRBvt33AQQWLCGlhMsUsFMHOquVX0Rd2UdsbwCHDvNxliEgcVX4UFRllIPh4YHMPgajGjcuvw6fo5HtzqMqez59W13POHE+s9qnopT8q8fSuLlTD5M2mCEeX5WMWiAg2Bd1ZAHqUgOansb+RW9++j9PnfIaTq47hwvlnkuEupD2g807LAPUDYXYPhjlt1nyGDJGuQCf53lyWFiwgxzuX+ze3cf3BnyeodlOcNostPTpbu4M09Ec4fZaPpoF6vnfM1/nN27fSONDClw+9hhpvTcrYbAsLCwsLC4tPFweUC646FOW82YUcVZwFQInXwTlz3ATVMC83dnJ81Ulku0sJRFVqstI4Y3YBj29vI6jpPL2zkzdbonQbUep6G6nImEVvWODceady8YIz0Uw3dlsBXzzkKv73qC/x7x2vkOku5KmdnTy+I+YWGUHm0Z0dZM87hF0+leyCKo6vOIreoQFyPKU8X9eJIYj8fXMLLYFYUo0Mp4OIIVKTU4OtsJzNrgyeG87GGdIMntnlJ6jaOLr0cFz2bG5f20BlZhUXLzyLbT27eHfY2gHwUt2btIRaMB0iRY4ifnvqT0ize+kIdGEbTuLiNn2YokFt704MZHb0iWzvDQIwEFEZiDoI6zJ3rm9lSNVYUZSFOOxqt7I4E4foZ3HBIrz2NN5r7eXZXZ0cWphJtsvFrz9opDUQwSGLdIVUgho8XNvBC/Vd6CI0+puo72uiabCT7rCToGaS7S4lpPv4y9omnq/v5KJ5JXgUmfnZXs6qctI3tJPmgd2UZ1Tzp3UNlP7+dxT9+je0mjJ/WddAWDOI6Ab3bepENxVWd6jsHoz1bUcwykuNAxSnVfD5gy7j7rUP8dPX/8AxlSvRdZ00uxPb8MWJgkCm04VqqLy5+wPW9qzn/dZNdARDbOuJ2RxNYFNXkL5IlKL0cnJd2Ty9/WWe2PYChmCwrXsnnz/oGtpDLn71fj19EY3/e3sbuW4HVy6IlU9ZWZTG55fms717CzX5S9jVX8+L9W/wwu5XeXr7i1y88Cw8ipeGARlFsrMkL41cV8wiW+ixc3RJBjafi4JbfkzVn35P5Z/+QMStsL59K7ec+ENuPPhKHt78FNmuDC5adAbLCxZyTs3JHFVxIv0REVkUsA+X9jkoP42yNA9P7+qiIxihfSjK/GwvihR77XNdNnJdIiI6EZtBe1Di8Z1RorrBzr4odf0GR5Ydy7ePuYk3mvp4ZfcA5y28hO8e/V/YRBsRI8rq1o30hwdQJBvVOYv5ydvbUeRM8tzZLC5YwXttOu+0+FlWkMl7bf281xYTv0FN51/buxjUDQyHjl+L8GH7AKph4pIlJEFgW98QgXQnD/rX8Lv259imd/LH9+/mN+/ejuk02da7i5tf+TV9Rg8mBtcuv5jq7Cp29GlIUhqzc47jjvUdmMC9G5uZlf0ZJCmT0swTeHZXF53BKJu77bjs+Ty+o4tHa9tQc3ORfb4xXx4BVYrw2/fuxBRMXmv4kHebNvCVw75ErqeMHLeHh7a1E9UN/r6lg8uWfI6I6ebO9Y1kufOp7anDI7sptZciZKRRccft7Lj4am5vifVFQ1CjL+JBENxkuTK4c+0/uPm1X9Gjd+JwuPmw3cXTdbFt13cG+He9zNnzL2RzVwDVzOXWNe30hlWihslvPmikxQ/nzL+C15pEIrrBkzuHuGTR54kYIu+1xvoYoCrTh2Ha6AsH+de2F3intY/OSJj/e/13ZLsz8dm9NA22geDAr2eyuTtEX0Rlc3csmZNuQm1vCBOZQTUTQfCxpOhs/r65lZBm8M9tAxT75tAR8vJiQ/ybp/PkrgA1uUvZ3qtSk7uA5YWLqEwrt8SnhYWFhYXFfwgHlAA1DROHZnJ8STYZDhtXLCqjyONmW88QgxFY1xHk9nW7ERlkSb4HmygkxBXERIgsCpww+3h8jlLu2diBTfKxoGApT+/q44WGIIqcjiR6qMw+mufqOjm6NJvKNBdnzSmktsfPe619NAwOcETZ4XRHogzpAmVZB/GnNbtpHAyxqXOQQ4oyOW1WHooksjjXx70bG+kI9LC+ZxtRXeOGpZXIokCZz8HXDimnoXc1y4uXs64zzLbeIer7ddxKGk9vfxnDNPnCIVdy3bJLUQ2NoBphfecAftHktrWNnFFzFgCqobGtZxeGaKDJEe5Y83dueeNXHJxncM2iWFzosaXpHFGYxraO9zmlUuLN3V00DAQ5viyHBTkeCpw9lKTl8mhtB3/b3MSJlXlUZbh5r7WXXb1DfOXgcmZnuPjckgpkQeD+zc10DEVY1xkgoNrI9ZRzaPFy3PZC/rGlAwQfj21vxa3IlPls9IVVHqlt4YyqfE6qzCbPk4lddvBfh3+J1oCHAq+TblPiJ+/toC0Q5vIFpSiSiCKJXLWwmJd3vcjJ5S6uWFgIwFmzM/nc0grWtLxPVdZcDi9djmGaKHIG3SE/a1qe54ZlpSiiwIU1eaxveYjuoQZqcisZjATw2W08seVuzqwSyHYqlPmcnFpp4pSC/G1TI/m+SpYWzKfV38EPX/0tJeklVGVXIwkCx5TlADG3aI+iUuSVWJDj5eACF9958Yfkeir405rd2OQ0nDY7Df3NvFT3FjneHGxyBplOD6/s7uEfW5o5u7oAWRS4bH4BtT0f0iHC+kGVHbrB+mAQb34hJ1Ydx3P1HQRUkQ9bN/B/r/2OD5s30BHo4eiKz/D0ri7u2diMx+bg8oWFVKQ5OXduMU/saGNzlx9/VOOF+i6W5WVw6fxiPDaJo4o1fv7Gj1EJIpoSDpsb3TDJdCgszU/ng7Z+oqbEbeuaeLfVj2HClq4oslzALSf9kDxnDv9z+Od5v2kDX1v5dZ6t6yOk6Ty9a4AvHfZlVENmV/8QJnD7ugb6QhH+6+AqJEFgbpaLVYuzaepfz+/e/Qt9Q/XMSWvm9KpcLp5fzPP1nTy1swNZSufQ0iNYUbKM8rQSTp19HPPzFvJeawCHzc28nNmsbt3Id1/5BYXeQs5bcDkvNvRR1xckx52emICQBAGXTUA1YGuPH92E8+cWketx8ov3dxHSdHb1h/jlpjbcP/sF1b//DSU330T+9/8H3edAMZ1cvfQi/rbuMU6fezYry45iR59GSBP4oK2P+v7YJE+R14XDlsHj23tp8kewydX8zxFfQzHdaFKEB5qeJyhGyPVAul2h0OMgx2nnb5t3k+bIpCxjLgcXLSKqq7QGw7QHejmiWGBFYSxZT0Wagy8fVMGbTZ28ursbuyRx8bwSHLKIAFxUk0Oh18Ha9gFaA7H0WQFV54WGDhQRji/VOLQwncp0F0FV472WHkQMjik/kWd3dfFGUz+fnXs6LsnJ1w67jnPmXci9m5opcItIQpC3mru5bEEpbptETZabyxYUE4iGebulH6fio3EgTHRYSPaGo2zp7mdxjsKVC9ORRYEij52vH1LOUDTA37e0UpaxkEsXnYWiTy+JmYWFhYWFhcWBjzA2W+JHTVeXf69PKAgCplMipOm80dRNebqXdR39rOuIuTJevaiMHJeNsGqQ7rTxi/d2cmJ5DtmOLorSZrGzL8QTO9pYkpfG7AwPj9S2JNxQDy1I54iSDHpCGg9va6XI6+Cc6mLuWF9PV3AkHu2imkIaB0NUZbiRBJPn67pZUZxNZzDMm009fO2QKvxRjcdqW/HZbZxalcdbTT2s6Rig1OdkfraPOZlOXt31FGfMO5Pb1jXRMTRy/DkZTq5cVELLQD0ljjIQTNoi7bjteaxtD2CXRR7f0c5xZV4OL8rk5ld+SiA6xI+OvYl0MYs+vYOQFqbEUYoq6Ty3u4/jS7NxahAQBrhvw8Oct/AqXt/dw9GlPvyRID57OjbJ5LX6V8n2zOeJnX5uXFbO3Rub+MKyIta2fkhF1iFs7hqgKtPLKw1dNPlDHFWSTW8oyumz82gaDLK1O8DivHSeq+ugNRDmhPIs5mbBOy0aYd3giEIBr6Kwox8OKcrl1+/voisYs2peOr+EIq+T+zY2IgoChxVnoupRXtt1D7sHWjlr7kkcU3Esj+/o4ohiNy82+DmtKpend7azOGcQ0zTYHchFkQRm+QapSC+m3m+SpkQwTJXVLR/yTvMaLl98AYXeIhr6d1LgzaM1ICALJqU+N21DAnduaGZFURrHlKbx41f/H6dVn0yuZz73LGWkHwAAxf9JREFUbmrDBA4pzCCiGRR6HBxe5OHdpndZWb6S7kA3Id3OY9t7aB+KcnhRGsvzFXqHmilMq2Brd5iDi/K4Z0MjdcOiZX62jxMqcslxSWzvbmB7n5N5OWn8a3sbUd3gqoVZBFWduzZ0c3BBGocVyPzy7d9y2eLzKfDVcO/GZnrDUVYUZRLRDaozPWQ7FR7b3sqsDA8+u40nd7Tx5YNm8UhtC9csKqYnFMUh9hGMRihzlmEaYEoaIUFhU4+fF+s7WF6QzvzsNDqGwjyzqwMwubCmmO5QlJX5XtBMuvVOfI4c7t7QRv1AEEkQOLo0m2Kvgyd3tnNMaQ61vX7aAxG+uLwYQw/yTluIIo/GPzfeT8dQF7Io872jv0KmK5fGQZ27NjSgGSbL8tMxTShLczInQ2cg1EN5RjWNg37+vLaJLy4vRdPa+aB1HcdWHMPmHnh2V2fiHcpwyFy7uJxfvb+TqxcW0ty/hgLfYnrCAl3BCJ3BCOdW5/Juaz9vNPUjiwKnVKaB2YZXsaPqQbJdeaTZHezYrpFfohPUw2hCAW6bRFAzeKWhiwKvgxKvk9reAJ+dXcBv3t9JSBsJVF2S6+XCmmL80W5+9fbtXLjgs7xW9w4XLr6C9Z1DvNzQiSQKnDe3iNd2d3PB3Aw2d6xDE2vIcCi8tONuPjv3s6zpcHB2dSH3bmxkWX4mEV3n+boO0h0KK0uy8IdVDi30sKMvzOqOQY4pzebO9Y2cOTuX5v63qO+t4/pDLkM1XLQN6fxjSwuXLSilOxjh33UdaMPCsdDj4OpFJUS0ME/u7KG2N8g1CwvJ90hs7AojIOK06czKSGdDZ4Dn6zvRDZMrFpayvcdPrtvBEzvauGKBF7cc5Tfv3kmuO5uV5ZeyICed+v5BntrZQ0DVUSSR40q9LC/IwqtLSXWHZ0JOjjdFyi+LmbAvfpvj5OR46eqauu7uJw2r3fufA7XtVrv3Pwdq2/+T2z3Zb/MBKUABFEVkd7iHjqCBU/awrSfAe6291GR7yXHZ6Q9HOSonA49LY3cwSqFHobGvkdKMuTy0rZXGgSDZToUrF5ayrcfPM7s6kEWBzy+twCWbDISa8DiK+O0HjXz9sNn4ozr3b27CLomcNaeAXX1DvNDQhSKJ3LisghKfi1+/v5Nmf4iabC+nzcrnz2vqCKg6hxRmUJ3p5YX6DtqHYkLrc0vKsYtRNnR8SHVWOWnOUv6+pYlmf4SaLDvL80Req3uOc+editdeiCiKtPpD5Hud3LOxkd2DMbfREypyyXc7qMly8V79arKUAkSbSmVaCSIG7Wo7GUoGLrsPPaSCYGIaoMsqInYMScTUh0Cyc9vaJgq9Tman9+BTMnm5SeP8uXmIokBndz8CJpLNS6+u80htM+fXFBPVYy6yLzV0cen8EgJRlWKfi999uIugOjIIX5Tj4/TZeRiGSZt/O7meWfzy/XquX1aOYAo8X99BWDNZWZzFs3XtXLWolG3dfsp9UTqHutnRtYHOoV529DXwuWWXsrBwGe82tZPp9vFOcw9dwSjXLC6lYWCIx2rbEQQ4oyqb8jSR/nAvdb2NeF3LmJ8JLsXNYFTjjd19BEJvUOTLJs9TTFVWOY/UdrGpayjR7gyHjeuXFOK02Xiy9jnm5R7MQ7UDhDWdrx1SRUgd4LYP/sxFC8/glfp3uXTxZdy2rpW+cCyz6PHlOSzOTSPbKdMb7qMvFGV9p0G+x0lUN3i+vpODCtI4uSKTgGpS1x/GZ7fxz60tRHWDG5dVsrFrgDebehJVRbOdChfNy2Io0oNNLiAQ1bFJIrv6hniruYezqgtxSGLC/fys2QVkuxQ2d/t5p6WXs2bnsTw/A5uqYxgmhqAjmhKyJNHQH2JQNEhzKLzc0MXWHj/ZToUzZhcgiQL/2h67ti8uL8OrqPzsjT9w/UFXMqj66Iuo1PWHOaEih9vXNjAY1RCAqxaVAVCT4UENhTHtEnevu5/VresA+ObKGylzlmMaYCgibaEoXcEoAVXjmV0d2EWBbx4+G8MUeK+1l1cau9EME5socHx5GpVpIpo+iCwX0RPS+OfWFpyyxFmzPfgjLWS7q/EqKh1Bgcd3dBHWDK5bUk5Y02gd+JDlhYt5pHaQqgwbC3NEHtn8HIeWnkmhx2RXv07n4Acszp2PrKThtHl4v7WP13Z3I4sCl84v4aFtLVy/tILXdnexslCmM9jP6g6FHX0hLpmXzc6eD9jQvh67rHBm9Qk8u/1VvnL4FwmqGh+0DRJQdWZnenhqRxuBqMY1i8vRDIO/bmhEFkWuXVxMmqJiYqO+r47yjGoGowZP7Wynafg7cP7cIpYXpPNYbSvvtfYBsDQvnTS7zMqSLFr6a/ntu7dzxtzTmJ19KPdubCZqmMzJ9LCyOIvV7X1s6BzEIYtcPj+fYp+P//fODkKajijAlQvLaPGHOKwoHcPQMUyDgSh0B1Va/CGqMj28UN9Biz/MNYvKGIyqtPa9zc7eHZw8+xhCWoRFuctRTZ3tvSEe39FGSDOQRYGjSrwcUpBBumnfYzdcS4DuPZYAtdr9cXCgtt1q9/7nQG37f3K7J/ttPqBccEcTjRqU+NJJVwYRiGKXBL50UCWlPhdvNHWzvnOQrYEhegMCOQ4dn93NG61ufvPBLuZkeji6NJtZGW42dQ3SF4pyZEkmVyws4ckdbaztHMTnLKShbzsXzy+mdbAOu9DLpfMLWJSbhiyKfNDWjwCcVpXPP7e2sK69jwtriji6NIOt3X7eaGrnq4fMYkF2bMCabodVi4so9joo8zkR6Obnb/6UJ7Y9jSQ5eHJnGxfVFOK2SRycLyAJATZ3befx7S/yZksvHcEwiiTy1I42jivPZU6mh0KPg3y3gwc276a9P0KWVMS/6h7itx/+iQEzQrcxxC/fvo37Nz1KKOwnSoQPu9cQloLIusKA2k1fqIMhw87ft7TTFAjzXlsf2/syiYbcnF9VyD2PbsWOSY4zjRxPJjl2G/Mybaws9jE708P23kDCUhfRDd5t7SWo6pw1p5DFubFYumsX5XNChYc7P7wNCNMTKeBX7zewJC+d7qDK3zY1cd7cYhbk+hLW6B09AQ4pzGQo2k/bYAOn15zN5Usv5uSqo1lQsIzndnUyLzeXB7c0s6NviJUlWbQPRXl6ZycmsSRHz9X34lcV+kMDzM87lKd3doDooXFQ4991vXzQ7ueYilOoyVlARPfz9w0PsTA7ytJcJwC5LjsXzk1DMwVuW9fCnKwqntv+MOdVF3B8WS6ZNnhsy0OcM/9sFNlBIBoAY5DPLy3koHw3TlmiMs3Fc/XtNPsHaRkM45JCnFSZzjstvczP8VCe5mJlkYvvvHQzA6E28l02QqrOqbPykQSBp3e1c1B+GgcVxGo1ehSZs+ak4ZTtPFMPt61rpD+iYpdEtnQPYsKwCOnlSwdVUux1ckhhJg9va+Wdll4A/rWjg7+sa8TmshNVdJrDnfQzSFAIMBQIYPSG8dpEFuelkWa3sSg3Dbss8tcNjXQFo2iGyW8+aOD91ghfXXEjppjOXzc2U+hxEdY0PLLBNYsyWJgdq2eZ51So9DjQglEQTLZ0bmRd2wauXnoB83Jm83rje6hSGFUOYUYN8p02dNPkubpY7PWRpTl0DMVEqUuWUcTYZ0uRRNwyZDjTGVB93L5uN1u6/awoyuScufm0+zchiRp5bh2P3cf6Tj9hLWZie6WhE49N5PDSI5FFF2fNyaXYa1DbvYujK07g3dZB/KqDx3d0MztnCbpgENY0/rG5Cc0wuXR+CYZp8k5LL9csLsMhRrikpoRMu4PVLe9wemUei7N9FLklOgZbOKHqJI6tOJ4cdyEry47k1jUNhDSVSl+Ao0uzeXhrC71hlfNqimkNhLljfSO6CRHd4PEdnbQHRfqCndz24V95pe5pRMIsy0vn8KIMbKJArivKYKibqgwnVywoBqA7FOHYsnSGwq10B3sAeHb7czy2+S6+uWIWWU6F5sEQdjHAKRVesp0KF9YU8I+Nt9MX6uPS+SUszPFy8bwS3mzq5qWGLrqHBshwOHmmrpc/rq7nvdZeTqjI5aX6Tlr8MZffR2tbyXDYOGnO8Zwx90TeaVqNQ3LQG25FEgTeb+3j+mWxOq/XLS7jmJI00kzFigG1sLCwsLD4D+GAtIAKAkiSSEaGm96+AH5CBA2ZiAr3bWpiMBpzp3XKEqeW5rCo0MP9G/7JGf+fvbMMkOS6zvZT1Dw9Mz3MtLuzzLzaFVpsSSu0JMtyBCYZkjiOEztfnMRx7BjixBCZLVlkMWu1Ymm1zDjM2D3NTFX1/aie3pndFdiWkziZ94+0032q7n3rvdX33HvOufM280THGGlV4sb5tbwx6GXvWIC5JcaO5Ut9bo5OhLmwqZx2X4Sr5lQSTY1gVyT2jRzhklkXk9FlklkVSRTwJTNsH/ZxwhtBAD69vBGXReanhwa5Y3EtTxz/LdcsvIkXeye4vKWSSDqLhookinx/+7cwSwpfPusvOTwR5qkuH7csqKG52IFAlIOjR5lfvpTBiMqDx0eQRIG/XTcHgB/u6+HTy5s57AnxSv8EaVWjyKxwWWM5BaY4T3Y8zvzKK3GYBBqcCiYRypVi9k0c5JcHf0trSQs3LbqKb++4m7W1a1lbfz4Pt43lw2DrC6xsKi9m265BDp5w8+9/fjYWWcivhmSlNJ50HFXXKbU6iWTAE8/wSp8HTzzFRU3lWBSJuS47z3SNcVFzOW3eKF0Tz+I0O7l0zhWoushLfW4OukPUFFi4YnYVu0cCHHAHAbDJIle3VjO7yIoopHhlIEBtgYBVimBTCgimoT8k01JcwJaecdyxFH+1ZhaSIPKTg33IosCHW2TMsomhiMIRT4Sr5tRgkkR+crCXWG539tZF9VhkiRoHfOGFrwBwy9KPsm3EyV3LGxAFmac6RzkyEeaKWRUsLXcgI5NF57XeFzk+0cma+hsos6WxiGlMsp3jPpmNdSWMxzI83TnKOQ1lHBwPEkxl+NSyBgQyhFIaRWaZApONeDrMtsFdmCSFaCZJbdFqBoIpbCaBQDLFeQ0l6LrKr496uGpOOc+cuJcbF1+Pqhfym2ODhFJZPrmsgQq7hV8cGkDVda5vdaBqcQJpF/OKC0jrKs90uTkyEWZttYNFZSI2xU4wmcFusiIK0OE5QIm1gMP7JQpsNmYtKsdlNvHzI/387do5BFJpfn54kHhG5cpZTuaWFnJgPMGrA140HayyyFfXzyWjqhSaJNyxDLvHApxX5cIkgKbpJOQIX375G9y24iM0FrUwFOxjJDJOdUEFW7vf5OMLP8ZX/+Mg//jZ9dgdZk74oqyvLeHnh/roCcQotZq4bFYl9x4d5EtrZ2MVk/SFszx0YjwfQnr7kgbsski5w8zLXS8zFB6mpbgel60Sb7KY1wbCfHZFDRYpQU/ITCqrs7xcIqML9ARiWBQHI5Ekbw0ZO60rK4u4bFYFwbiPIquTe4+NU+e0YpZE5pcUUGETENOga7nzZcUMv3y6i2svnEM4OcEz/U+xpu5qap1F2GSJdn+UF3omqHOauXFeFSIZ0rqFF7rHaffH+PLaFrI6/GhfH1ZZ5FPLG+n1dzLLVcH3d/ycv930V/jjXmTZCZrIUDhNU7FEXyjDw23jrKosAgE21ZXw5LH7mF8xmweOPMUsVxN3rbmTv3rx71hYMZcLZ99AMJlmjqsAQVDxxBKEkmPUOut4fcCPKFrYWFfCzw/1E8m9UwXgkpYyFpVZaPeFeLorzDl1LlZUuegORHm6a5zr5pbhVEK80vsax9wd3Lb8BlxWF/Gswt5xjXZfgtVVRTQW2llYWkCV0/ZHXWWdwfvDzA7oTLv/O/Cn2vaZdv/X40+17f+X2/2/agc0peqcGApx30udPLutl2AsS4Fuo8Qk8eab/Xxsdg01DguFZpnr68pxqAl+tu+XrKldxHe3fZt11SIWWUTXM4iC8Xtb57TijiUJpbLckAsrHQwnePD4CAXmKsqt1VzceBE+b5p0RuOBE8Mc80ZQNT0fAqcDz3WPk1F1vrRmDkWCwi0Lr6NAF/nIvFp2jQV48MQwZVYLDYUO/uasu/iH877K/SfcPNVl7E7cd3yEF3s86JipL2qhN5TmtydG0YFWl4OX+ozjVK6fVwWopFSNjGrs6CSyKsFEmgKTi4vmfIS3hqKMRUX2jWuIYjFaVmBh2TxaS1ro8PXwtTe+Rywdx2kyo0XifHJhA6VWhdYiO62qzL//ci+7j4yxaVkNVmW6TGTVRKXZTqXFhl2VcZlN+BIp/Ekjh/WV/gkaC204FJEb5tfxVOc4r/RPcOW8G7li9sV0tvuxShrLK4toKbIxEknyWNsw5zYUcGlzCZIgcMM8B1s7f41OhkBK4e3hCK8OJLGZStnS/SolFpX1NS4ebx/h5gV1fHRhHVt7Pdx7dIBrWqv4UKONSDqEN+6lwi5y+9Im7j06wM5RH1e31lBsUTirtoQuf5RnOsfo9A1glS187+J/wS5LfHpZNVbFxL/t6eLIhFH185luN/cdH8NulRGJMBQe49qFN/LqQJh2v0Iso5JUncQyOoksHBoPcklLJW8P+egKxLDIEnvGQrhjUG6zYM3KZGIp5LSZc+s2sKB8EQsr1tJSaGFTfQlLy22c31DK/vE40bTMxxfVUGM38aWzPk+JuYROf5SPLaynyKxQa7eg6ElumFvDR+bWUmqxUWOtYpHLiSmrYcvAFbMqcVlMXNhYAXqSQ54Ekmjnqc4JXur10eBaRqmjns3nNBEMpdD8aXq7/Xx2RQsWVadKkbl6TgXLK+yccL/Ols4XWVDmZFaRAzAK/QyF4ggqvLRrkHseP0qr1crf/Hg7w744gggWzcqnVt5CY1ETrw/GULExHp3gZ/seZCg0ijcWwGk386+/2IuUhdFIgr9/6wRzXA4ubq7Am0iTzGT5+KI63u5/mbaJE1TaNL60poVii4JVlnCaVFLZcbb2eFhTdzb+uJ+VVauoKGhheVkJFzWW4VBEAikrz3aN82Kvm85gnLSqYZJMpFUda64SryjA4vJC7j06RDyb5se7f8aHm8toMJnZUO2i3KQgJMW88wlgFswIus6418uhwH4unXMNu0YTNBc5eaF3ghd6JgAYCqf44f5BbCYHkeQIV86pYHWVk1AqQiKd5JJmFzctqOCxthEc5lp+uf+3fHjuZr63ZwB/MoWuhomGIzTYrHQHVB5tHwdg73iQdTUlgMCNS66l2FrE35/z19y67OM83uHlrzZ8jkJzAXUOCwtLi9gxHGI4rFHtMLOoYi6/PjrBfneCw+4gnniKmxbUYpWNysob65wsKLXw6NFHiCW7WVzmZGmFncPj25ldLLKwtICFrkIq7IWc17gBURD55f7fktEEhiIiXX7jfblnLIjDJJNSdbK/b+LnDP5HQjQZWpHMxilvgklCFAV0WQRRQBcFNElAEAVQRARByNuIZglBOGmjyYJhI51qY3x3mo2Su49k3GPyPqJofHYmGxQRIfc9XRLIqBqaLCCKAoLpFBuThCAIJ21y9xByfZu0mdp3MdcP5JP3mezHpM278SVM9kM8M1+S2TgzOJFVT3IsvQPHZ+QLNEmY9lxEUXhffJGzO5XjqX2fxpdk9IP34Ctvk3smujTd5lS+xFP1lbMRpBzvwrtz/LtoUhDIazKVVd+3JrXcMzkTX++qSdHg+VRNviPHZ9DkqX2fqpWp2n83G/EdNCm+iyanjWHpdxnD5Pt+qiYnv/tuYxjxd+BrynN5X5qc8i76XTSZzKonNXkGvt63Jt9jDPM+OT617++kyT82/qQc0LSq86PHj/Cd+/fz8p5BfvbUUb76kx0EYhnElMDFaxr4/r372FRWzMV15cRDKSorTIRyx0SktTT+2BC3LqrjwMjbaNm9XNRUxu4RP3OL7XxuZTPdgShvDHoB8CbS/OzQMEld5lhviJRZ4nv7uxmNJnmue5yBcJzPrmimwCSzrKKQOxfX4dAk1EQabzjFhF8jrOs81z3Oy30e3PEUvzw8SNtYCCHtxD0R45LmShaUGKGKdQ4Lc2xWsipEMib2Dz/DxxYWcF5DKUsritgz6uehE4NUO6zIapbzqlzcurDeqH7ZXEWjzUJHOMYDxz1srCuhudjOrtEAD50YJqGIWLFz06Kr8nyaJRNzHEv4h5/s56ePHGJzSzWrXYU88NwJsqpGQ6WTqza1cKZdcjGroGSNnC05pXJObSl/vrIFgBvn1VJtMRFManxrZyf9oQSqDt/f28cbQ1GKiq3c/dBhnCaRG+fXYpZEbl1cy092/5gl5Q6uaa3GFx3kY8tuYsdojH/b24OqG8fWZPUCrpp3A6JgplCU+OKa2QjA6wMTHJkIMxZLMRHPUOUowmFuocU1m/sP3U0yk+SKOVXE0ll2jfi4Y0kjiYzKjhE/Y7EkO0ct/L9zvsYRT5JZJQvJagKv9Lm5em4NrS7DwbqwqYSbF1TwtVe/SXfQw6r6a7n3aBCLLLGovJj+qItfHRlm71iAh04McU5DKSZJpM5pY3llEec3lvNa/wSPto+QyAjoAkxSK2QVEqqNe46OIwtmCnSBAsVMOA2vDUzwwIlhrLKCjIm3Bn30hJNs7fNgkyU+s7wZOa0jpU0UShJqLM2PHuzkl093Mjoeye8M2jX467WzyeoiwXQpdc4Cnu4aI5BMs76ujEfb3Ryd0LBbHPzZxXOZW1PIhnkVlMkSmqqTFpIkM0MsLoOFxQu5oOkC7j06xMUtZdgViaubK2m2m+no97NwfiWjnihf/+lO/OEkX//VHiJJFUGTmeuaTyJjZ+9YhJGojdrCRhwmG/98/t/x6LMT+MNJwrE0Q94x1teYuba1ki09bqyySHORjeZiC77oMRaVt7C8fDGBlMjrAxNcP6+Ga1qrKDGbMcuVvD3s59kuD7cvuYuxoMCP9/cTCKdZ7HIyGNb55eERMpqOqus80hZgKKKzpLyYWoeJ/eNB7lrezMcWNfDagIf+UJyRqMhFsy8iFUtQbjVh1TQkTSet6mgYkRmiJCBbFW69dD5mxU5zybkMhBU+1FTBv+/tpqXIwaUtlQDMKyngS2tmYcrq1BeUYxHTXNRcwltDEV7o8TO/rJj+UIruYIK3BkN8dOkddAcLCKUyHHCLuOMJVCHJ13+6E9GX4u82zMUqi5TbTJSYZUplnS5vNxOxGGm9iG1DEY5OREhppVwzdzNoEkPhFK8Penm4fQRfUsAX9/KhBpVFZVbSmk6710+lXeT6eVW0FNk5v74UuwC3LLqGDTVL+ci8WspNFjbWL6dMcXDb4kaUjECBVsTs4lb+dtOXaCyu55n2FzDTwxdXz0IAzq0vpdlhxZ7VkMU/qZ+hGbwLBFGgL5bCn0jTE02gmiQG4ykSkoAnkyUmQASdoKqRkgRGkxmyikhfLIlmkuiLJskoEkM5G19GJSpAVNcJqBppWWQkmUFVjO/mbWSR4WTasMlqRAWICTq+rEpKEhhKplAVid5pNhKjyQwJUSCgakR0HU8siTeTs4mnUHPfVU0SfbEkadloc1wUCGrG73tcBE8mS1oWGYyn0ExSvu/98RRJSWA8nSEuQljTCGkaCUnAnc6QlkX6p9hkc3wlJQFPOseXrhPUDb7Gkhkyikh/PHnSRpHo8EVISAITmSwxIIrBVyrXXlUR83z1TnKcTJEQRXxZNccX+LOGzXAyfTrHisF9QhTwqyf77suqpCWRoUSKrHKy71P5SogQVDUi6CRO4SuQSNETTaApEn2xFClZYDyVIS4IBFWNkKaTFA2+MrLIQO659ObuMxBPkcrxaXCsE9Q0kqLAWDpDVhbpi6VyfU+gKu9Hk0Jek705rQzFUyRlMa9Jdyz5/jQpCvgnNSmCT1VJSWJek6faTNMkOnGB0zR5KsdjZ9Jk2uB44BRNtnkjJHN8xXKaDL6LJlWTcY2kOIUvPcfxlDF8qiaH4ikSooA3oxqa1KdrMnsGfRmaFPBlVWJTNSnBUDJFIJE+OR7PoMnIpCan8pXTpJbnS8yNYUOT4SmazEwZw71TxnBekyKENI3wFE2ezpehSWMMZ4gLMB5NntRk6gx8TXlPTrzbezJ6iiYTKRLSyTEc0XX871eT6hk0mZgcW0nDEf4j40/ql3/EF+N4r7Fb2FpfzCeuWsRHLmzFHYgjSiIlDhP/dOdaml12lJTK3U8c5Rt3t3Hb4o9T76jjn8/9a9ZWL0NTo2yqW8fFzZtYU+niowvqkDMa2Wiac+tL+eSyRgDmlTj48upZ7NozzI8fPsTbOwe4vrGSApOxYlFqMWEXRa6fW8Mql5PPfOMN3jg0wgMvdfHFH2zjgZc7GfHG8MRT+QIy4UwWXyzFgCdCDPjxgV7Ori/FJkucU+bi2Zc66fQmeLTdy5q69ZRYLWQ0nQeOD6EDY9E0/7yji4gm88LOfhodFq5prcaiQXmJjXDsAP+4sdU4h69txOAtmuSbuzrx6SpvDe4FDOczpaZ5rPth7rx+Fsd6ffR0eVGyOj/4m/P47hc28pWPrcSmGCs874lkFpckcWlzBXMKbajJLMWyxCcWN+LIrVydV11CURL+8+FDHO7y89qb/Tz2QgdfXD0bl2jiy2fdRRFmlpU6WVmxmELRwoZKFzfOr0EArphdxf3HBnHHYvzn7l/RH+3FOx5maCTMHKc9f+SOP5nCbjLzSNsIbwwE+X9n/zWVDjs2WeLDLVWU2ExIgkB8SqXSYouCLkhsG/aiyBIPnnDz+qCP3xwdZF1tCZV2C2trXHx723cZibhJpCPMKXIwv8xJIqsyHk0yr6SAQrMCQCytEkupFJkULmwqp9Ju5p4jA2Q0HX8ywzd3dTCQyiCaJFRZpD+V5p6jg8QyKg+2DYNZYdtImP880I+mQySdZc9YkKimMRRJcM/RQQC+t6eb3mCUjCKiCfDI1g7+7sc7ONrjZcfRMf7upzvpGAoZK2uajpZOEcvE8cUTSILAhU3lbG6t4fnucUKpDG8OeXmse4yICIosIug6WsbYoZIzFha46imzOqhyzeW3HQECyQwPHBvhjiWNFJkVYikV2a7wkyN9XHfp3HxeXyqj4gnEEawKWwb9/PBAHwDbR2K0B+r4ytlfZSwusbS1LP9MTvSEebP7TeKJbhaVOWkstPCxheUoJFlZM58mRwuhrMzTnT52jYawyzKLyot4sT/ID/b3IQoCNU4bYymVZwY9qDo8PTTBYCCOIw1fWTuHApOMVZb41KJ6osNh3P4UE6MxrphdQYFZ5qHjQ/SHjF27uCrjsjXQWlNOuV0hktB46NUuvnz3dr55/3763DFigvFMFItEU5mDOQ4byysK807W8z3jJLMqLUV2rpxThTULWlZHQGYsluI3R8c44U3w4TnVbBv080KPl0KzceTUA8dHOeA2duOPeWNs7YeWikZuuWQejVVOagusXDOnmhvm1mJRdYbjI4xGJ1hdu4aHjg+ze8yoEv7ro4P4MwK7PEF+fmQAHYhnVH64b4BIxkGl3cmFTSW4LCbOb3TxYueLNDktfGReLUpawqRaMKt2zKqdZDTNziMe7n6oh+e3D+LxRo33haDjSaY45k1xzYIbuHTOFTx+4jnS2QkuaipnY40LcUqRshn86UMQICEKPN4xwtjkIm00yfZhL0e8YTr9EV4ZMM4kfqxzhEA6yyNtw4SyKo93jOBJZXi+x01fJMHOUT/7PSG6gzFe7HMzkcrwaPsIwZxNIJPlic5R3KkMW3rd9IQT7B3zs3s8QF84xpbecbzJDI92jBLKajzaPkIgk+WpzlHGkmle7vPQGYpxwB1k51iAwUiC53rGccfTPNw+Qjir8ki70cYnO8cYS6R4bWCC9mCMIxMhto34GIklebp7DP9kPzJZHm0fxp/J8kzXGMPxFG8OTnDCH+WYN8ybwz5GYyme7BwjkMrycPsw4UyWR9tH8KazRlGxWJK3h7wc9kZoD0R4dXCCsUSKJzpGCaSz+bY91j7KRI6v/kiC7UM+DnpCdAVjbO334E6keaxjhGBa5eH2YYJZlSc6RvGk0rzY66Y3HGfPqJ+9nhB9oThb+tx4k2ke7RgmmFZzHKs83jHKeDLNS30eukJx9o8H2D0eYCAc5/kcxw+3jxDM8RXMGHyNJ9K82j9BRzDGYU+Qt0cDDEUTPNs9jj+VyfGl8mj7COOxFE93jTGcSPHGoIe2QJSjE2HeGvYyGk/yVNcY/nSGh9tGCGZUg+N0lmdyfL01OMFRX4Q2X5TXBicYj6d4oivHV9sIIdXQlzed4dnucfpjSbaP+DjsDdPpj/LyJF+dRvsfaRsmmJnkK8OWHjd90Ti7Rv3sd4foyWlyLJbi0fbh0zWZTPNin4fucIK9Y4GcJuO80DuON5Hm0fYRQpP6ymR5MqfJV/o9dIbiHHAH2THmZyiS4JmeMXyp7DRN+tNZnuocYzSnybZTNPnUpCbbJzkexjdFk28MeDjmj3DcF+GNIR9j8RRPdo4STBuanHwuk5ocjKUMTfoidPgjvDI4wXgixROdBseP5PozqckXJsfwiJ+DE8YY3trvwZM8qcnfthscPz7Jca+b3nCCvaOBvCZf6J3U5AihjMajbSN44sZYcE/R5IHxALvOoMnwNI4NvgxNRjnsCbJ9JMBwNMEzXSc1Gcz13Z/J8lTXGCPxFK8PTOQ1+eZwjuOuMQLp3H1yNr50lmcnNTnk5agvwglflNeGJhiOJKZpcrLv3nSG53vGGYgm2DHi49BEmM6AoUnP5BjOGM8ymMme1GSvocndY372uUP0hGJs7XMb77z30OS+nCb7w3Ge7xkzOJ7UZIfxzvv5oX68mewf/zfjTyUHVBQFXj04wn1b2tm4tIYKl42n3+ohk9VQZJGbL5rL+oUVgMD3Hz5EW78/byuJApduaOLqjU1kVZ3OkRD3PH8CbzDBOStqufr82RRIIpqmo8oikghP9Xq4oKEMIaHyj7/ahTdoFNgodJj46A2LaQvFOKu4kIpCC7s6PRw84WFgNMQ1583mnudOTGv3P3xyHTv9IXojCS4vL8FhVTgWibJjLIAOVNjNfHpZM6msyqHxIC8PTpDVdKrsJq6fV4UiafQFkzzeMUGRWeHDs6wEYsOMdzuxKRYuO6uZQDrDKwMTfLi5iGgmRFIrxh1L8Uj7CC6LiTuXNJBWvfzzm9/jw3MuZFPDOn60+9d4E15umXMb37+nk6yqM7u+iHMvmc3iUidiSmVoIsbAeJimKiez6orR30OUslVBTWbyO3uiKNCdSLFjxI9pNMGLb/edZnP3l8/D/C4+rmbRGYmpvDEwQZsvik2RuLjJQXOhjZ8+0E7XUJjl88qZvbKKykIrNkXi0fZRorm8teYiGzfOr6NAEtHTKrLNRDaWApPE493jrKgsYjic4MU+N6oOZknkslmVpLMaz/WMc9P8WhZXOPnqy/+IPxGkwl7K32/6C0gpaIrEfxzq5dyaUtoOjLN+bR0/Oz7Al9fMplDPhU4pIknNCOu+9+ggFlniE0saKTfJiLpOXBS4//gQfSHjWBZRgAsaythYV8p4LMWvj/bz56tm82zXGNUFVorMClt73QRTGcptZj4yz3A44rEMf/eTHafx53Ja+MYn12GWBHRR5USonRJ7KXvGNOaXuhAFkS294/kiMutrXJxXV4ptsprTKYjp4E6neaprDG/CCLu+alYl9TYLilnmvmODeBJp5hU5WOVy4h6LEAgl2bi0hoyqkVUE3hz3cdwbpcyq8MU1szk24eOhEx6+uLqRH997mJ6REBaTxE2XN9Fc7aSipBRR1dHEOHLGjChL+FSV7+3pRs2JTQAuaipjbU0JO4Z97BsPcuOCOnaN+Nk/Hsx/Z121iw81lmNSdQ56QyQyGs8/04YsiWzePJ/mIjsdvX7e2jvELVcv5KmeMdzJNLcuaqDbH+WCqmLiKZWv/eLke6G61M7VF7fSq6Y54AlxSXM5ayuKMak6CAK7fGHmlDj4xeF+1lYVc05DGVoyg67m2i4KREWNNwa9bB8x2np5SwXNxQ5+uK+H+aUFXD2nmj1jAbb2eTi7poQWi4W7HzpIIJKipszBX9y4nMJCE4IOsqaTkOHFvjEymsTi8kJe7BlnPJZiQ42L8+vLsAjGKvmPDvRSYJL5yDwXWjqKxVqJU8liVkyQTaFrArJmAsFYxJhEIqvxjXv2Muo9WTXaZpH59l0bkOwyvzo6QIPTQUpVUTUNWT9AX6CPv1z/OUhq+Wv9sfNMZvD+8IfkgGqyiDudYTyWQhKMo9IyqopVUYikMxSZFfyJNCU2M75EikKziWgmi02WyKiaEV4mQFrVsCkS4VSGYqsZfzxFic2MP5HCaTbSHCySRFbXEABZFElksjhMSs7GhDdnE0ykKTDLORsRVdfRAUUUSWQNm2AyTYnVzEQ8RYnVRCiVwaHIJFQVkyii60Z0gyKKxDJZnGaFYCJDic2EL56ieNLGJJPMaiiigA6oqoZZlohlshSaFfy5+0y1sSsSaVXP85VWNayKRDSVpchyZr6sskhG1Y2wPyCd1bCZJCKpLEVWk2FjNeFLpCkyK0Qz2TxfIkZYYjKr4lBkQjm+fDm+Ask0TpNMPKtiFg0bdFAkkWQmi91s8OWyGm1yWUyEUmkcikJCVTFLIqoGGjomUSSeUXGaZQI5vrx5mwwFikx8kuMpfEVzfAVyfZ+0Cacy2E1G/Q1ZEEGArKphkSUimQzFZhP+yeeSSFFkMRFJZbEposGxKCBATpMykXSWIovR99K8vkzEMhmsskxG0xByfKWz6jRN5vl6B01KgmgU4zMpeY698TSlNhOBRBqnWSaeUTHLBl86el6TBaYpfY+ncFlP8pVQVRRRRNN19NxziWeyFJgVAokMpe+hyUm+JnUcmKLjIquJSDqDTT5dkzZFJpLKvKMm7bJEStVO0+RJvtKU2EwEptic5EtAEgSS6klNut5jDKODnNOkw6wQyI2tafrK6dgYw4YmzzSGp3I8ddxruo6q6VjeRZMnx7CGNEWTVkUy9GVW8E0+lzNoMs+Xqhoc523SOU2mc/oyNJlWNUThpCbtikw4nTmDjqdrcnIMJ07l6wyalESBrb0eQqkMNkXihnm1NDksKFmN39dV/INzQFtbW7/f2tq6s7W1dUdra+uqUz6ztLa23tva2rrv92ve+4Om6dSWFSBLIgtbSnjstS4yuYqWmazGPc+fYCKUIhhLT3M+AVRNZ8uOfqKpLAOeKN+5fz8TgQS6DruOjrPjwAgj/gTjoSRqWkXIaGyeU4WU0diyqx+X05q/ViiaZmIkyrrSIjJplTFfnPueOcGxbi8LW0rZ1+bOf/fcFXV8/vql6KrOfLuNi2pK+OVjR3jilU5abFYW5KqExjMqE6EE0USGkWgiHzIZSqsEkipZNYFD9rG4zMk1cyo5PLqdArWCV3eN0TUYJJJVebRjlH3jQQJpEaepghKzwqKSAhaXOblxbg193X6eeH6M/7z8uyRH6vBOwNkll3PLnNu4+8FesqrOrLoirrlkLi/0unlpYIITI0H+/bcHeXBrB9+4Zy+/fPZYvoroOyGbyEwTqqbp1DssXDW7ipd29J/2fYdVQcvlsQqCQFY38nyZIlkBhYFQnE5/NM/XfneaVNqMKBm7qwfaPJTpEqWyQrGsUF9gPDNJgLmuAgQN9IyKrumo8TS6DmpKZXlxAZlklkJVYG2VK9cO0JIqdSYTzUU2ah0S/7rt3zDLZm5YdB3umJc3B3eiShnSyQybmyoJu2O8vGeAF1/v5vaFDQhpDV3XEVQNIZXFmtWZXWBlU10J17VWUyVLCFkNXdWxZTXuXFjPxU3lANzYXM3Btwb58r+9hTWtsbSkkLFAnGUFDvr9UZ7vHuOauTVIAtyxuIGf/GY/f/m9NxkYC5/xmfjDSdK53V5Bk1hYPI9yaxHn1JcjChlKLBK3L27AZVE4v6GEVF+YwYFg/uUgTH19SAJpER7rGOWq1moKTDIbq12EB8MU2s08cGIIT84pbQtGORiOsGx+BYos8tzbfXzlP7fztR+8zQU1LqrtZj6xrIk3Bn38ts2Dquv89NAQN1y7kH/5/Fl8avMijrVH2fq2G783hpZRkdJm49llVIolkb9ZN4dKuxkwuDir0oUppbKp2oVNkRB0WGG3c93sKgCuba5k8MA43/jpTkZ9MQJjMdRQmngyy01XzOeZPjdHPSEWNblY0FLCb585wXWtNXx8UQNPdozw2sAEI+ks8YyGP5wr2lVZwP/71Dpe8gU44DF2Gbf0evjFsUHMBWbQNZaUOSmQBG6eX8eqyiK0+EnnE0DXdOxZgSuaKji3vpS6AivrqoqoMsmcU1fK8sICPv+NV1GCaWoLrCwodPAvP9tFIGK0YWQiyt//bAfJeBYxq6FpOoomsLKyhP5gjPuPDXJpSyXFFoULG8uxqjpkNIRYlo2VxZxXWcKxIx7UTBF3H+xjyK8iqllkzYKomRFFcZrzmdZ02gcC05xPgHVLqgmgc++xIc6pr0DTdfaOBTngDmOzrOUTqz4NKW3atWbwpw9VAH8ijU2RiKazOcdAQ5Fy+U8AgvH/FlkinnM+o+ms4XSlM1hliVg6iyKKpNXc+1MQiGdUrLJEPKMaNhljohxJZzHLIvGMcZxPWtXIaoazkcioucm2MVGL5O6Tt0lrSIJAVtPJaBomybCxyhKxrIpdzrVJkYmkDJtERkUSBFQ0MpqWcwCMNsXSWayT/ZEl44xbWSSRMZxrPVfR2iyLxNJZbIpMLKPlbSy5a5gkkaSqoWPUlZjkK5HN5u5jOEOxVCZ/H0UUSeX4Ap1EVsUqi8Qm25Y12hROZ7BIIrG0avClqWj6Sb6suetbJcNJsSkSkXTGaHNWzfGloeaOwDLuY0z07bKUm1wbDrRZFnNHOAmoeo4vUZzyDLPYZcOxscoS0azBVyprTLI1dNKqhjnXXpsiG/+VZSKZzDSOU1nNWBxDJ6VqWKScvhTj+RttMmwiGaMdyaya11cyq2LOa1Ke8iwzWCUxr8lMjuM8X4p8Rk1aZJFYTpOZPF+c0iaZaCqLVRHzmoyltRxfel5fUzU52aZJZ2WSYynX94xmbMbk25SeMsZyY8EkiySyhia1HF+GtrNY5ZOajEzRpCIJeU0inNRkPKfJSDo7TZOxnCbTqo6u64iCnrfJP488Xxksikg8r0kNVZ8+hk9yrE4bw7FJfWk6WU1Hzi2uTGrj5BiWpoxhY9xPatI0dQznnn8kZXAcy57kS5zClyWvSSnHl0w0c1LHiiQa82RBgEkb+XRNxtKTOjY0mcoaHAt5jsXcu0/OvTNyNpLhSMuTecg5vuJTxnC+P4ox1syTmszxNVWT1ilt8icyxHKbTMmsykjESJ8ThD/O+u57OqCtra1nA7M7OjrWAbcDPzjlK98BDn3wTTsddeV2Ni2r4Wi3d9rfK1w27rp2Ce0DASaCiTPaZlVjteXR17ryfzObJD519WLePDjCV3+yg6/cvYP/97Nd+GIZpLTKm/tHeH3/MB9aXT/tWi9v78XviVJgUwjH0vm/pzMqllx47q2XzSeRyiAKAmPeGFte72GgJ8CchmLOXlpDT5eP8ypdFJoVbphTzavb+mhvm2BzcxUfnlWBIgr81apZLHDYKDSZqLCUs6bYSccJL1bfIn7yUC9LWsu4efNCvr2ni55gDAEIplW6wnEcJhk9qXJBTSlCUuUHjxyitaWcnx8awOl08uCLbURCMt+/p5NoIsOf37KCtec1cn/vKFlNZ89YgG3RCH915xqWtZazZlEl11zUSu9Y+HcWo5zRsOuwcm75aZ/dfFErdpOEBnSNhvn6PXv5yx9s454t7URSRrK8mFI5u7yIL64y8j3XVxRzQUkx//6rfXT0B/LXemxLO0+/3IlnJMxNc2sot5k5t6aUfW/084VvvsoTb/aR1vR8WGgonuGR59s4cHicex47yjyLhRq7hQ9Vl/L0M21891d7uH1hA/uHdtEfGOLPlt9GmWMhzcX1bOl6nayYZmA8youv9fD41g4Adh8d5/DBMbbuHEDJJcDruuFgCBmNs2tLaXHa8m2IZzQO9wXYcXiUepOZs6qK2b5zkKNdXsKxFCd6/TSZzPR0+/j2z3eztrgQDSiURD63soU3tg8wOG7sHtmtCmd6NFWldiyKkUgfTGR5dvswv3ish7AnRaXZyk8eOsJPf3uIq5orqRJMdPQFeG5HL7G0Sr8nxp6OCUYDCQSzzMFgjO/s6SKYyvBo2wiXz6pkVa2LxbPLMGVVPru0iQ81GmG0N7XWwGCMv/zO61SW2Hnz4DBg8PFvv95v5OFmNeIZ4yUKkNV0wokM8WSWHz12mD0nxtl2aIQv/3g7x/v9SNLJDoZUjXuPDPCR+bWsrS6myWZBzC2QiBmN2xY1UmlWaCl3UG02s766mP4uP/uOuxn2RBlyR3n4hTaSiQwf/chinhn1klI1tgxO8KYnwDnrGvjiLcvJivDzQ3144ml04EcHetkfjvDVO9YAMDge4Zs/383FZS7mFefyhRvLuX1hPeloCl0Hq6qjZKHSpGDTMCY/orHgIkwJcVdTGmfVuLhhbg1CSsMfStFsMrNj7zCqpvPYi518dnkzv3z08GnPOZ7M4gkkEAQBWRYxAbWywieWNKLpOrUFFv585Sz6BwLsavcwEUnjDyUp1SVMGY26hkq2jPhIqxqP943TG9E4MhTkuw8d5JUDI8QzxuQgmMzy6GvddAwGT2uDxxtDTKlc21oL6LT7Tu5sHvaECCU11D/Sj9kM/vugZDQWFtiotJlp80eRRQFPLEUsnSWjGsX6rLLE8YkwRWaFg+NBXFYTh8YDOE0ynX7j92sikSacyqDp0B+MYzdJHJsIUWQx8rJdVhOH3CEcJpneYAxdB38qTSCRBgF6g1EKTApHPEFcVoX940GKLQpHJ0LYZJn+UBxV0wmlM3jjKSRBoNtv2BxyBym2mjgw5qfIYuLYRASLJDIYTpBWNWIZFU8siSKKdPiiFJoVDrqNNh0YM+5z3BvGJImMRBMkMyoJVWU0ksAkibR7wxSaTRx0BymxKBwY91NoUWjzR1FEgfF4inhaJa1qjIQTWBWJNm+YQrPC/rEQLqth6zTLdPijiAJMJFJE01mymk5/KI5dkTnqMfg6MB7IcRykwCTTHTAWi/zJNMFkGl0X6AtGcSgyRzxBis1K3uawJ4hdkekPJdA0nUAyiz+RQhREevwRHCaFI+4QxRYT+8cCOb7CWGWRwXCcrKoRTmWYiKdyfEUoNMscchv92D8epMiicNwbwSyJDIUTpLIa0UyWsWgCkyTR5otQaDaeiyvHV5FFoc1r8DUWTRLPqCSzGiOROBZZ4vhEiEKLwoGcVg6OByk0K7T7o0hTNanpDIbi2GRDX8Vm0xSbAAUmma5ADEEwaoGEUhnUSU0qsqFJs8L+SY7dIeyTmgQCk5oEegLRKXwZbSu2KBzxGGkj/aE4qqoTzmlSFAS6fFGcZjnXdxP7x/wUT2pSFhmKJEhnNaJpFXcsgSIKBsem6ZosOpMmsypjkQQW+aQm948HKbGaODAWoMhi8CXnNBlLZ0mrGsPhBFZZ5sTkGB4LUXKKJgUBPIkUkXQWVTc0aTtVkxYTh3NjuCcQA/2kJoHpmrQq7Ms9lyOeIA5Fpi8Uz2vSF08hCALd/sj0MTw6ZQzLxhjOqBqRTE6TkqFJp1k5qcncGD6R0+RwTpPxKZps94ZzNkFKLKbTNRlJEk+rJFWVkXDipCbNCgfGQ3lNOs0y7b7cGI4bYzijaQyGpujLYuKAO0CJ1cQhtzGGO3Nj2JvIEMq/J2P5cV9sMXHQPalJg6/eYAxNg2AqjT+RRshpsiCnSVdekya6/RE+sbQJgDsXN3LVnGrMuQXtPwbeMwS3tbX1n4DBjo6OX+T+3Q6s7ujoCOf+XQCUAI91dHSsfK8b/qGl3lVB4MGXOnh9vzGZNSsSd127hB8/fphUWuW2Dy/g4Zc7iCWz1JY7uHhdIwLG5Ly1voh/+uUexnzGQ7x0fSMdgwF6hkPT7lHhsvEvn1rPvz98iKM9Xpa3lrNmYSUv7uxHEOD2Kxbyg4cP4fbH+ex1S/hRbjJ43so61i6s4v4tbSxrLSeRytI3GkIUBBa2lNA5GKS1oZjHck5wkcPMF+9cTbFZpsgko6oaqqqTkkW6Q3EWOa1o6klH5QePHKJvLJzf+QX4zhc2otgVfnN8kDU1JbR7w4zHUtw5v55YOMUL2/tx2BUKnBasFTZeHfNxcX0Zy8uLOHBsDEWReH3fMLUVDi4+p4Vt40a4okUWuaimlLg3yVOvdPLpjy5ny5iPm5qrcLujtNQUUmCR8u17L4iiQCyjsq/Nw8t7BrGaZK4+p4WWGidmWaRzJMw37tmb//6c+mIuXd9IMpWhpNCGq9CCJAvsnAhRrktsfbOXpmonW3cNTLuPIMD3PrcRMZfsHQ4muPuhQ/nPP331YtbMLQNBYNQf5yt3GyGriixy24cXUF5dwMBwiN88fRyzInHzxXNprDdjdegc9Qq8OeTjS2ua0LUoVq2QNw6OcP+L7fnru5wWbrqolXFfHF8owfLWclpqnFgkMd8+gIymE02qfPv+fYz74tz24QVs3TXAHdcs4h9/sjN/vbuuXcJ9W9qQRIGPXTqfQXeEs9fVs+fgKBuXVfOZb72GrsONF7ZSVGBm2B3l2bd7p/H+tdvXUF9qxxtJ8ZWf7Jimn6n6/eLHVpBNqxzp8rJpaQ33PH+CgfGTDsSmpdXcdPl8xhMpfn54AEkU+IuVLTgkkWwyS/dImM7BABvX1PPqqA+rO8lTr3UDcMeVC/nF08fyHP3lx1fx2piXE/4oc1wOFpQ5ebpzlL9aPZuJ4TD/et++06J/nXYT3/nsBjQd4iI83DHKYDjO7YsbqC+0YcmqhBNZfMEkkiRSWWJDRierw3ceOMBHL5/PP/1sJ1lVp6rEzs0Xz+UHDx/k0rNbqGss4tVxP/6k8YJeV1nMHLuVYkWmtNhKUFX52eF+Qqkst8yvo9pi4m//YxvJ9PQ8xn/83AYe73dz15JGlFOjBQRjVdesSESTWZ7b3seJXh+z6oq4cmMzLodibHuIIll0kkmVo70+7nn2OOkp17rtwwt46KUOEqksDqvC5nNmUVJoweW0YDHLDLsjvHVohOoyBxevbaDAJuPJqNhU+MVTxzjcNUGBTWHlvEouWF3Hd+/fz6duWEpHPM4uTzDPe2uxnU3lLn792BGGPVFuvHAOVrOM1azwq2ePc+OFrfzq2eP5dl25qZmsqvPS7gGKHGZuvH4RJU4Lz3SNoek6N8+uYXw8Sl25A6dFykdKzITg/s/AB3JEmiSyxx9mZZWLnSM+VlUUccwbYW6Jg9FIklKbiayqk1RVSqwKvaEEc4rs7PeEWFFeyF53kBXlRbT5I8wptjMeS1FkMcZFJJOlwmamKxhjbrGDfe4gKyuK2OsOsry8kM5AjJYiG954GodJRhIF/Mk0NXYL7YEY81129rpDrKwo4oAnyNKyQrqCMZqcNgKpNGZJwm6SGYsmqSuwcMIXZWFJAXvcQVZVFHHQE2JxmZPeUJz6AiuRdAZREHGYJMaiKeqdFo55IywudeZtDk+EWFjqZCCcoNphIZbJoutQaJIZiiZpLrRxeCLE0rJC9uT6c8wbZp7LwUg0SbnNbJyxrWmUWEz0heLMKrJx0BNmeflJmzZ/lNlFdsZjSVxWE6qmE89kKbeZ6Q7GmFPs4IDH4HavO8jyikI6/DFmFdnwxFM4TQqiCKFUlkqbmc5AjHkug+MVFUXsdwdZVp7jq9CGP5nGKkuYJRFvIk2Nw0KbL8qC0gL2jAdZXVHEfk+IpWVOenJ8hVMZZFHErkiMxVI0OC0c80VZVlHEjpxWJjnuDyeodViIZjKAgFORGI6maCy0ctQbYckUjo94wywoKWAwnKDSbiapamQ142i6wXCCliI7Bz2hKXwVctwXZa5ruiYTWZVSm4neUJzZRXYOnEGTs4sduGNJiiwmJEkgkEhTmdNka7GD/bnnsc8dZHl5ER2BaF6TdpOMIgr4pmhykuOpmuwOxmh02gim0pgkCYss4Ymn3lWTfaE4dQVWwmlj06PAJDMaTdLgtJ6mySPeMPNdBQxGDE1OLgAXmmWGIlM0WV7InnHD5mhOk6PRFGU2U/7c9xLrpCZzHFcYNisrijjhi9Ba7GA8x5eu60SnjeHJcX+qJu144kmcJgVJhGAyS6XdTEcgxqIyJ7tG/azKcXyaJiUJsywyEU9TU2Ch3RdlfknBFI5P0WQ6gyyI2BSJ8ViKeqeV494Ii0pPcnzIE2JRTpM1uTEM4FRkhqNJmgqtHHkHTQ5FElTYzGR0nVRWpdhiYiAUp+W0MZzTZLGD0ViSUquhyXhWpcxmojcYZ3axffoYLi+kPRBldpEDTzyZrz8STmffUZPLpr4nE2nsynRNtgWiLHAVsNcdZHVZIZXF9j/qb/P7cUB/Bjzf0dHxdO7f24DbOzo6Oqd8p5H36YBms6ouy39Yid9jPV7+9j+3A3D+qjpGJ2L5sNvKEhvXnDubl3b1c/7qBu557nh+knjeyloqiu089LKxW/WJzYv42ZNHz3iPH/zlOezvcHPv822A4cDeetl8Klw2fvXMsfzEfMXccpqqC4klMsSTGeKpLBevbeDuJ46w+exZ/Dw36T53RS3nrqjjH36+c9rEetWCSsLRJF+7fR0FdlP+75FUhoKcoJKpLAjg8cd59NVO9rZ5qHBZ+dil81nYVEI8ozIcS/J45ygjEWMHuNiicEVTJVFvnAUtpdxzfJDB3GcXNJbTVGSj3KTw/Xv30VRTxOxaJyvmViJZJP59Xw/n1ZXyyCNHqSixc/7GJt7yGoUazqoqZlV5EXsOjhJNZDh7WS3NNYXYrcoZefQGEwTCSTqHAjy/vZ/SQgtXbGqhobKAsmIbyXSW3uEQP3vqKD0jxkJAc00hl5/VxC+fPsYnNi/m1b2D+MNJlreWs2BOKfc9e4JhT5RPXW181jUUBECWBD53/VI2LK5mx9ExdrW56er3MxE4uSu+YXEVV25q4fkdfSxuKePeF07kd7E/evFchr0x9h4fJ5bI8JlrFrO/w8OmdQ3sD4Y5kQsBdphkrmiqJOyOYhZEfvyY4cAJAvz5R5bzsyePEEuezJWd3+Tir29ZSUmhERYciqZ46s1uREHkkVeNYfRnl8/ngRfbpzkaANedP5uj3V7OXl7Lwy93EoymWDy7lCNdXj5++XwefrmThc0l2K0KbxwY5twVtcxrdNE5FMRpN7FxSQ0NVU6yqsa37t3LgQ7PtOvfde0S/vPxw3z4rGYG3REOdU5QXWpn7aIqnni9O/89l9PM1efMoqLEjsOm0JU2cg3ObSxjIhDn67/akw8BrnDZ+ObnN3LnP72EmhP7XdcumcbTOSvrWL60mtfdRmGOG+bWIAgCE31BrLKUd1an4qwl1axdWEVdfSE/mHKWqwAsLS/kxvm1fOZfXiWayACwvLWMWy6dD7rOv95nOPr1lQVcuakFsyKRyqhksho/e+ooNrPMP3x2Az883Me51SUc3jXMwXYPogDf/vxGWutd7B32s3fUT6DNjywIFNhMbNnZz/pFVSxrLSerasxvduFy2SiymKa1fdgT5cGtbcypK6ausoDv3LdvmkbMisT3vrCRiWCCVEZj685+uoeDXLGxhQe2tk+7VmtDMU1VTt44MMxnrlnCU2/2cMWmZvrHwvSPhTnSNcFHLmzFrEgU2E3YLArlJTbuffY4h7u8XLS2gZoyB9sOjTCrrgiX08IDL7azaHYpHzq3mQd7xrissZzBE15e3WUUKfrEVYtwOS3824MHuPGiVu557gS3XDKPtw4OMzAeoazIyoVrG3hgymLMRz88n7nNLrKiQDCS4qf3HSCRymI2SXzjU+tpbXCd9oz/AMw4oH8gPojfZoBoOovDZISN2U1yPmwwmgsxzWpGaJ5ZlkhmVQpMRo7XVJtI2sh7imey+bw3VdexyRKJrEqBWcl/N2+TCwGMZ41wPjAiKmyKRCLzzjaW3DWNY5eMsEm7IhPP5eSd7EcWu3IyzDKVC2WcDP91mIz2Ok6xORmWnAsXBUySETZr2KjvwZeRf2WWjdC+d+LLJsvETuHLOsmxWTntuURSRnhiPHMKX++T48ljqjKajk2RSeTyEaf23ZGzmXzWoiAgC0ao5fviWD2Z6/vOHJ+BL4xaDu+HL5MoktXfhyZTmVzY7R9Hk1P5+uNq8iRfZsngFU7q6/1pcpKvd+f4TGN4qibPyNcfrEmDr3fS5Em+JFJZ1eArp8l3GsOnanIyr/KPrUlN1/PtfOcxPMmxgKbzO2lSEgQE4Z01+QHhHX+bf587/EE/9IFA/A8xB6DMaeYz1yzm18+dYH6Ti9f2DeU/G/fFefqtHj65eRH/8PNd+Qmw1Sxz2aYWkokMs9oK6R4OvWtHVE1j2Zxynnu7D18oSaHdRCiSIqtq03aF9rcbE/oPrWngW/caO3iz64pQJGOCa7fIxJJZXt8/zOy64tN2dfYeN87u8wXjJOOpaZ9FhRSecJL7nz+BJAhcflYzH72wlRvOn4NJFokmszzzdi+NVQWINiW3opdAB6qsZgrNMlsPjuK0mNhUWsR2IKqqVDmMiqx/NqeWMV+cjctqGfcn+MpPtlNgU/j0R1dgEQTKi218/OqF/PBgL9HcZP/tsQCeZJrr19Tz9Z/tRNV0YvE0LbVOwrEMgUgKh1WhyGEikVZ57PVubBaFF3f2AzDkjnCwc4KL1jZww7mzGA8m2N/uyeeybVpWwwWr6vnO/fv48KYWHnqpnUA4xV/cuIwj3V6++cs9CAJcsbEZWRK48aJWBAR0XafEaabAIhMJJ1BVjR0HR6bxaTXLrF5Qyd/8+G00Hdr6/Hzs0nn89MmjZLIav325k9uvWEBzZQH942HGfDH6RkKsSmQot5jpEKKoOhSZZEirqFmNigo7S+eUcqjTy6JZRg7wVMdCkUUGxsL0DAfRckWRhv1x+sciqOpJZ3PXsXHOWVHLS7sH8387f1Ud5UVWrj1vNhPBBMGowdGRLiMEfdvBES4/q4lip4VfPGUspLy+f5i3Do7QUOUklc5yzrIaBsdDaDp0DwdP0/muY2Ncc84syl02ntlm7JzOqS/Oh7nbrQo3X9RKfWUB37l/P6Go4az/5cdXUldsJuCPc7TbOy3/1O2P89ybPVSW2BmZMJz2rqEgK+dVsK/Nzer5lSxodBGZiHPzvDq+f6AHS0bH543xwPNtfOrqxUiikB+7YBQdWDK7jO8+sJ/PXLuYa+sq2OMP0RaMcV1rNaVIfP5fX8s7nyvmljO30cWXf7iNsmIb6xZV89KufjafPYu3Dg5R4bLz4q4BZtUW8anNi5BEgYF+P5ubK4l6E3nn89INTXh8cXQNBgb9LK0o4JtHjF2/DYur+cc717LnhJt7njvOzZfMY88xN4lUhll1xTRXFWASBdKaztd/uYezV9RyqGuCYDQ1TSMA5S4b+9s9eINJTvT78lEZRQXm07joGAjwZ5fPp7bCwdPbetiwpJp7nj/BzRfN5ak3e7j+gjnsb/Owcn4FL+0eoL0/wB1XLORIt5fZdUXYLEp+57JrKMiqeRV85eOriSczVFhMnFtfijmu8fLOAcqKrHxq8yJe2z/MvCZX7p1mLDY99FI7N188D03TcVhlntk2vcDY4y918tnrlnCoewJBEkmksvlx2NbvRxQELCaRusrCD2KV9Q+yn8EH89s8CUdZAfFQgskrTi4BTv2FS57yt8nvxN/h86n/n8x9Gv8AbcDQUXQi/o42Z+rHqfdJvA+b9+r772ozNYrg3fr+QXI8Fe/F17vZFJQp76mVU20+CI7P1PffxWaS8w9Sk++Hrz9Uk++klQ9ak2f6/N368X5sTtXKH6LJD15f72wzyfkHwdd/5Rj+gKKT3vGz9+OAjgKVU/5dDYz9QS36AyECq1vLWDnvXBSLzOIDIxyekhc6md81OWmTRIGv3raatkiMlDvO4tllXLimgeoyOyvmluedSFkSaaktZPX8Str7Azz0cgcfubCVSCxNdamdnz99jJsumntae3yhJPunFB96ec8gH1pdz5sHhrl0QxOPvtqVu/6ZXd6iAjOydEo6riDgiafxZTIMjUeIJbMc7/Nzy8VzOW95DeFElq/8ZAexRIY7rljIb7a08bU71xCrKGI0nmKlw4EWyzLsDrPzyCgVJVauWlJNTzTBo+3G+YdPDrj5wh2r8Y1HePqFHnQdGqucDA0EefqNbmMn+a0+7lzTwNZBNycCMS6tKyM0EmXnoVHOW1nP7uPjFNgUBjxRHtzajq7rLJpVyuUbmnl17yBLZpfxq2dP3816efcAV25s5oWd/fhDSZa1lnGi109DpZMhd4RIPEORw8y4L84tl8zjvhfaueoc45zRj148jwMdnrzDBHDZ+kauOKsJjCJpNFY6jUOQp0zcNy6t4bltfflFAE8gwVNv9nD7FQsptJswySLlLhtOi8T6RZV8/dd78QQS/Oj+A9xy2Twuri/nrTE/GwqcvL1jkOoyO/c8c5xrzp3N6vlVWEzStPDq6y+Yg6ppJFOqUcRFMKrRHev14QnEWTyrlIOdEwC09ftZt6iKdYuq2HN8jOvOn0Mmq/Hjx49QX1nA/MaSafw5rArnrayjqsxOJqNNW9hQNZ3ekRDnr6rn1f1DNFUVcqjTQ1N1IYe7JqZdZ3+7hxsvaqVrSj5fMJqirMhK93CQT1y1iL7REK/vHyYUTTO/ycX5q+rxeeL4vTHWzK/iQOfJa1rNMhuX1uC0K/zZ5fP59n37SGc1Xto9wE0XtXL5hkb2d3jyYb/zW1z85fVL2bN/hN++ZEQmvH14hA9vbOapN3socpi5aG0DTdVOth8Zo7rUjtsX5z8fO8IXb1tFFggMRUiIIsHoyXzsDUuq+cHDhwCjQI/TbuLGi+by1JvdXLS2Ma/J7uEg3cNBmqqdzK4rwhlM8kourPu2Kxay48goz73dxyeuWsSDz7dR5DDn77H7+DiLZ5Xy/PY+PnvdEh7c2kFW1bjhgjlMBOIMjIVZu6QK2SThDsQpsJuIJTO4T5noL2gu4ZJ1jdz9xBE+evHcaSHUz2/v41NXL+a3L3fgCyUxySLXnDuLYruJ+Y0l/OLp45y/sp5gJEUqo6LIIkUFZsZ8MSRRoD2XIx2MpigtsrJpWc20kHGAvW1u9rW7+bcvbKLQInNJmYNHt3ZgNknccsk8vKEkO46OsmR2KQB9o6H8e/Pe509Q6DBx3fmzyarTd+8TqSyBSIqXdxmLKpUlNq4/fzY2i4lfP3ecXz5znEKHiTuuWMi8+qI/rTPBZjCDGcxgBjOYwe+N9/Ob/xJwLUBra+tyYLSjo+MPc4k/AGiajmYS+dauTj529cLTPreYjFAil9PC1+5Yg2CVeb7XjbXUSv94GLc/zr42N+sXV7Nibjnnr6rjzisXUl1ip66igJ8+dZRwLM3PnjzK1l0DqJpOOJamayjAohZjIma3yGw+p4UrN7VQVWrP33sikCCWyLJoVinxZIZbLplHVYmdcV+cJbNKT2vrrZfOw2YSyeqQVHU0QSCNzo5xPy+P+rjtmsWYc/15fkc/sYzGlp39xHK7PbuPj3P2shoGRiM0KmYuqivjRI+Pb/x6DzdeOBeTIhJPZjHJEu5YMl/JNpjK4M9kMJnlvAO8ZkElP/jtQQbGI3z/twcYckeYcEdZWVTInGI73oEQXm+MnuEQD73UQd9oiJoyB/dvaaO00MJffGQ5TpuJSDzNnhPj6LpO9pQ80cWzS/n0NUsIRlOEo2lO9PmZ31TCZRuaeGZbD4IoIOWcR1EUsFlkRrxRDnZ6+Nil81A1LX8e7CSe39HPeK4Aiy4IOO0KX7l1Fc5cWLMowLLWMoZzO3KTGPZE+ckTR9B0naYKB3ZFRFV1JEGY9kytJhkxkuWmubX85uljrJpfwVNvGk77Y6918fhrXbgKLTRVFyJLArddsYCHXmrnl88c54Gt7fzjL3bRPRriqW09KLLE4HiEpurpocu/evY4NovEv33hbBqqnDz5hhEC6/bFqatwTGv3HVcu5NHXuvinX+zGF0rgclqmfS6JAvMai2nvD3C0x8vbh0c5f1UdiiwiCkZI+KeuXsyf37gMu0mmssSWtz3SNcGahVUsn1vOrmNjlBVZ6RoKUldRwPpF1fzo0UPc+8IJMhmdnz55NG87v8nFHVcupGckyCOvdLH3xDjfvGsDf3njMj577RLWraihuMTGs1N2yk70+Hn8hXYWNrkoLzZClI/1+AhGUvzDHWv4zLWLeW3/EC/s6CeraixtLWd3Lmrg2Ve7uXVhPQ+90IY0ZQHn45fNZ+yU6qy/eeEEpUVWBsYjZ9TksCdKU3Uhj73cSTCSormmkDFvjBN9Rmi/KApkstq0ImcNlQV0DgVorHLSPxYmGEly+xULeeTVTn793AmefquHgVCCw94wC5pLCEZSDLmjzKotAqCqxM5f3LichsoCCh1mYqdUkAaIJtL0j4W56aK5fPMzG/iPvziby9Y3YpZFZMkYJ5Pn9JoVCZfTwrg3RnNNIW19J6uBv7ZviCs2NiMIAqkpeauSKDC7roiGSmf+fZKNpTl/VT0Xrq7n+e19ZFUjBPBEn581Cyp5YUc/DVVO7rhyIRuX1nDxukaWzS7j0nWNnApT7jDrpmonm8+ehSiKfPv+fbj9hhMeiqb53oMHGPV/cLtvM5jBDGYwgxnM4H823tMB7ejo2AHsb21t3YFRAfeu1tbWj7e2tm4GaG1tfRT4rfG/rW+0trbe9EdtMcZkMCmLvNA9ji+R5vUhH9/+4tlcsKae2XVFfOKqRbTUFlFcYOavb1/NsJblZ8eMXKZnBzzUL69g2eIqdh4d58ePHWZOXTGFDjN3P3EEh12hczAw7X7+cJKjPT7mNhbzxv5hNi2rYePSaj65eTF7T7j5j4cP4rSbMCsn82eefquHnuEQ566oY+Xccv7+ttV8aHUdn9q8iNuvWEhdRQFzG4v56sdXs6DRRc94lH/69R5+9Phh+kMJnuxzc8AbxptI83YkzJc+uZav3rGGv7hxGVt3DtAxpY1He7yUFVspKbSw9c1etFiG57b1kkhl+eEjhxgYi6BqsH3vEFc1VfCRuTUIGMd9OCJZfvzgQTJZjbJiaz5kEoxqpUe6vfzmhRNkYmk+tqCe1/cMsqC5hF3HjE3wyhI7A2PGesSNF87lx48f5u3Do2RVDZtZJp7MUlxwctdo2Zwy5ja4uOf543gCCdYtMo7H+NmTR6kptxOKptl1bIwPra5H03WcNiUfVrnjyBjJtHpaHuMkIvEMh3r9fPO+/Xzrvv3oms6/fGo93/rMen78pfNoqChgbkPxGW1LTnHgdE3nqrNbyBco1eHJlzrQommSaZV0ZnrxmRs+NIf/ePggaxZUsnFpDa/sHSQSz+Q/P2tJNSZF5rm3+3HaTNitCvdvaePOKxdy0doGbr10Hn976yo+tLqB+19sxx9K5nc1UxmVQCSVX/hYPLuU/e0egrmw5cde6+bmi+fmJ/sAN17UysBYmLIi45lmVZ3fvtTBXdcu4at/toZgJMUvnj7G0W4vJ/r9FDnMzKotBIyjP59+q4erz5nFka4JVE3HrEh8aHU9D2xtR8+dw2W3KhzqmqCsyNDeh1Y38KNHD9EzHCKezLJ19yB//9OdNFU5WdVaSnsgxlAseZqzvP3wKL9+/gRfu2Mt/3jnWr5y6yqu3NSMy2nh+w8dZCKQoMhh5pzltaTSKlazEbjRORDg4HE3mqbj9sdorHJyybpGBt3haSGrYGi5eyhIhctGPDVdk2Ac5ZRIZjlnRS1g6HRS4wAn+nysnFcBGE7Vh1bXc8XGZsqKrIYjOhhk+dwKdh4dIxRN01BZwF03L+d1t48X+z1cfP4sZjcUE0tkSGdUWuuLufHCVn7y+GHmNro40eejssRGOJ6mrMiKIMAtl8zjgtUNdA0F2d/mRpFF9rZ7+I9HD/PmkTEUWeKC1fWMeY2iYG39fuY2FlNWbCUUTVFSdPL4KH84Se9oiMYqJyWFBv9nL6vhk5sXGe+ihmJkWUTP6b3QInPBqno6BgN4Qwlqyx28cWCYpmonN180l6PdXg50eLhsfSMXrarDKousnl/BpmU1+XtazTK15Q6Wt5Zx6fomnnu7l56R0Bkr6j2/vW/aIsIMZjCDGcxgBjP434v3lQPa0dHxN6f86fCUz677QFv0HhBFAdlu4u5dnUzEjZC7fZ4gA9EEX7h4Llvf7mPZ7FIsssjf37aGYDyDLVd5LaUa5/5UOawMu8PEkxk0TafIaeanTxxh3aIqrCaZzBkqu759aIQv3ryC/3j4IHc/cYQ//8gyfv3s8Xzu4mOvdfGZa5fw0u5+OgYC1JUXcMMFsym2KwinXO6qs1tYO68cUTRWAMaCSf7pl7sBmGMtJpnKIk45qkAWRbJZjWOdE9hMMj0jQRqrnPSNnsy7e3BrByvnVXD9BXMYPWWXr2MwkHdYz11Ww3yXg8tnVWLTQXCYsZgkkmmVTEbDfIbEY08gwehEDFeBmas2zZpWKEfXdZwOEy01hbQP+EmlVS5cU082q3HRuka27u7npovm8pMnjqBqOhuWVPOjRw9z55ULuW9LG+etrGPNgkp2Hx9nz3E3LbWFHOny0lTlRJEEPn75AlTt5P26h4IU2s2ntXFZaxlt/X6e335yd+0b9+7lhgvmcPGqOhKqzt/9dCcfv2w+bf3+adVLz1tRR4nTRDStGmGOikSp00yF08K/fHoDD7/SSd9oiDn1xfzqqePccuk8pClHZ1SW2HD74wTCKR7Y2s6ff2QZX717e/7zBc0lVLhsjHiM5/LQyx188qpFbDs8wi+fOcZd1y7hubf7uPeFNj65eRF729ysml8xrX+Pv97FVWfPYuPSaooLzNz9xMniWf5wkide7+b2KxZiMcuUFpo50DGBLIv0j4VZMbec9n7jzMZth0awmmWO9fq469olvLJ3kFf3DiGJAp+/YSmxRIbtR8aoKbNTYFMoKbKy/cgoH1pTb5zNlcvjc9gUAhEjV+C+LW38xU3LeWF7/2k7ePFUFm8sRcIk8kz3GBZZ4vaPLOH17f3sO34ybN1mlrEqInVTdmL7PFESqSznraxDEgXePjxKQ2UBzdXOfOGp/e0e1iys4rm3jVBVs0niu/fv53PXLz0tBPvVvYPcedUifvXssWmalCWR269YQDiWprzYypc+ugKn3ZTfaQXYdmiE269YSHmxlbmNLp7f3sfLewb5wg1LOdI9QW25g/JiK8+93celZzWxdHk197cNkc7d/77uES5sLOcfP72ef/zJDj59zRIOdU6wrLWcN/YP0zsS4pZL53H/ljb+7PIFDHoiHOz0cKzH2Ok/d/MivvWbvXiDBud7T7h56s0e/ukT63h93xCXn9XM24eNyrcNlU4yWY25DcW8tncQi1nmpovmEomlOdrt5dNXL+bZbb0UOy385+NH8n3cunuAv/3YKuorHIz7Y4iCQEmhhZd2DfDJzYv55bPH+O3LnbicFlbPr+DitQ0UWo0Kpd5Ymsde68bltPDlj63EZlEocZqxmyTuuGIhJ/r9SJJIKj099zWvk2SWmZNBZzCDGcxgBjP4v4EPrMzRfxU0TScbS3PX0ia29LjZ7Q6ysrSQaiT++vtv4Q8nqS13sLixGJdDYU+bm+fe7uXv79rAvx/s5Yr6csRgmh8+eiQ/Oc1kjRy6FXPL+dGjh884eU1lVMyKyLc+vZ4RbwxJFPPOJxjFj3786CE2Lq3hU5sXY5FFZJHTJuSTkAQQEMjCtFzGzoEA3/vVHj52+XzWVRfTHYyxoaCAf/v5bmbVFVFcYOFEn58L1zSw69h43iEAo0pulcuKIp8517TCZUMWRZSszlnVLrRkBlEU+fz1S/nuA/sJRlOUOC0osjjtqA6AWbVFLG2toKLYRiCWRpYEbBaFmy6aiywJlBVZGffFKXKYqSlz8POnj3HV2S1sWlbLq3sH+PTVi0lnDMfaaTeRzDl7j77axXkr67jr2iWomsaGJdX886928/RbvRQVmDlvZR1nLanm4rUNvLhrgMNdE3z2uqW58N6T7duwuHraZLq82MqiWaXG7h+wdVc//nCS+19s4/YrFuIJxAlGUqycV0FzpYO+sSjfe/AAqdxhzXdcuRCzItEzHOTKs5spLbQiiQIPbO3gtb2D3HrZfJqqjUWAyhJ7/ixOtz/O/nYPJUXWfPXdjUtr+PlTR/nk5kUABCMp/v3hg6yaV8GNF7bSNxrmWC6keLJPBzo8nLeyLl9gS9fhyTe6+fLHVlJX4aCqxIY/fDKVfGQiyt1PHOHv/mw1kijy+OvdfO76pTy7rY+aMgdlxUZ7lrWW8+tnj3PR2gZe2NGXd+RUTef7Dx3krCXVfPHGZUgCaKrGLRfP5Rv37GVRSykVJTZEwdghDcfSlOaq+kbiGbYfHsMXOv0M3s99ZBmjqDy71wgnzqSz3N8zyo3nNDO7vpiHthj5iNecO5tTK3TpuhE6Pa/Rla+gO15XxLXnzeaOKxfyyCud7D4+xueuX0qh3cTPnzrKn12+AIAtO/r55OZFPPxyJ/5wEqtZ5upzZzGrqoC/vHE5u4+P85c3LSeWyFBd6uDnzxybVkipvNjKDR9q5YePHMq35RdPH+Nz1y/lvi1t+Wf75Js9bD57FhazxLEeLxUuGy/tHEBWRK6bU8UT/W4SWZVLG8ppcdhQExm+ePMK4sks/eNhNiyu5tFXO0mmVZ55q4ePXjIPbzDBwuYSHsvljpcWWQhEUnnncxKBSIp9bW6u3NhENJllYUsJiWQGSRT4yq2r6BgM8MWbVyAI8KNHD+erPTfXFHLHFQv5u5/uOI1vbyjB42900TEQpKzIypWbWvjVs8f51bPHuersWVhMEiZFYk5dEQVmyTiPLZ7hb/9zRz4HdMvOfmwWmW9+egO6pmORjDD6QXeEyzY0TSu0NYkPrW5A17TT/j6DGcxgBjOYwQz+9+FPzgEFwwkVVZ1mxUy/3UytIPOT3x7Kf+4LJREEAVXVmd/o4qGXOnjw2eN8/OJW0qEUPZ4oaxdWsePIKGCE1MmSQDxXmXLLjn4+tXkRj7zaiTeYxG6RufniuVS7bEgCzKl2MnyGnKV0VuP1A8NctakZSXhn5xMgmlJ57I1uTIpIIDy9HteGJdVYZImWYifLyov41o93kM5qjE7EWN5azvYjo9y3pY07rlxI32iIMW+MpbPLWN5ahkkUKHNaWNBcclqe5G2Xz0cSBXzRFHFvjCKHGYdFoLW2kO9+fiND7igOq8zf376Gnz15lCGPUbzllovn0VBh5EPKApQVmLnzyoWksxq/fOYYhXYzH7lwDkPuKFUltvwZrU+92UNDZQGbltWSzKg0VDlJp1UjT813MkfvtX1DeUdr1fwK/vWus+gbCxNPZJhVV4TTInP1pmY2La2hazhIoUPh/922hnueO8HwRJTrzpuNy2lB03QEwShSlM6o7Gtzs2ROGUPuaH4nyRNI8OPHDlNaZGH53AoUWSCSUvn2/fvzE+iPXjKPZ7b1MpzbsTza6+Oac2fR1h+gvrKAS9Y1YjFJfPGm5bx5YIRjvV7mzSlnb64Q1ev7h/IT96oSO0UO41y2kYkY85tcnOjzo2k6u4+PU1ZszRfBAsORbK4pZNexcS4/q4nbr1jAoc4JLCaZS9c34rSb+Odf7eGa8+Zwot8/TWNVJTZqSm20DQQBePrNHu66dgkv7uznio3NqJpOhcvYYayrKOCFHf2n6fLtw6NsPruFYpuRm9pYUcD/u201D73UgabpXLi2gRd3DqBpOmO+GItaSjna46W938/qBRXTduUB/vORw3znzzdSu6yJnx3qwySJfGJJI50dXh57qYM5dUXcetl8Koutpw2Y8mIrNWUOhtwnU867hoJ889691JQ5uPHCVuY1FmMzySyfVcKHz2oikCtE1D0cJBhNctHaBuxWBZtZZunsElB1KgstbN7YbFxQ1xmYiE1zPid14gsluP2KBfz2JeNc4ZbaQkqclmnH+gyOR/j500e5cmMT56+qZ15TCd+9fz/PvN7D50oL+FBNKX2ROJ2H3PzygDEuSgotfOdzZzHui+ELJagssdM/FmZgPMIPHzmEy2nhuvNn5+9hLHBMb98kjvX6uGBFLVZZpKxk+pldy1pKECWRh17pzDufAL0jIXpHTw+FvenCVkCgI6efiWCCE31+Pn31Yt44MMSrewc5b0UdS2aVYJFENE1HkkRe2Tt0WgGieDJL13CAOXXFjPniuJwWJFHgSLeXzee08PRbvfn7X7S2gTm1he/6vpzBDGYwgxnMYAb/e/An6YACmGSBcCDBXUua+MoPt037rLW+OD+5KS+ycOn6Rl7Y0U9LbREH2zwsainhIx+aw5A7zJA7yv52D2cvr8sX+ukeDuIPJ7lwTT0Om1EddUVrGcKUCVuJ00Khw5Q/lmISZy2uxm6RT9vNmYpxX4yv/WIXgYhRbfS8lXV0DAYQBLj2vNkUF1j46ZNHaakt5MZL5uUd42A0hUmRqC13MOyJ8sNHDlFfUUBLbSEr5pZhyeVQKaLAXdcsYl+7h9f2DVPkMHP1uS2UFlr5zYvtvHXIOJ5ElkTuvHIhK+aUUmRVKGo08iMFAf7u46tIpI3dQLtZQp0alqzrrJhTRp87SiiaJhRNc/fjRlhy7yikuk6Gtw6MR7hvi3GW6meuWcyCJhepdJa6ijOXZm6uLqTQKrOkqRhyx6uAEXpdWWSh2lWVdzT/7uMrAZFD3RMMe6LYLDLnLK/lcNcER7q9+WM0Hnu9i/rKgvw5owBXbGyhZyTEN369l9uvWJifQBcVmEml1bzzaTXLXLGxhX976OC0CfvqBRXcfvkCLltXzwUra0mrOq/sHWQikMAXStIxEOAL1y9FUSTC8QyCAM9u6+Hmi+exbE45Bzs9FBWYuWBVHR39J/N5X907yGeuWcKDL7Xz3Nt9WM0yaxZUcN15s3GYJV47OMrwRIytu/v5/PXLePPgMBOBBKvnV3D+yjrMkojLaYQoD7oN5+jcFXUIgoDNLDGntpCNy2reNdxxaj8lAZorHHz5oyuMvEoBZtcW8dz2Po73+Pj45fO5/KwmDndNsKK1gsNdXnqn8Hz+ylpskkiRInJRUwUui0KVLFM+v5JlLWX0jobYfmSUOXXFzKotxKaczAMssEh85prFnJjCzyRGJqIc6/GyeFYJQxNGqG51iZ1Sp5nlreUc6DCONHnopQ4kUeDrn1wHUzSsTXGYgpEzFWSHZ97q5ftf2MiKOWVkVA2bSWbkDAtP8WSWh1/pYv2iGubXF/H1T6zjkVc7jQrI/gQrygv41oET+e/7QkkmAgnOXlbDt+/fz5WbWvI7vGCEVE8tTjXmjXHBqnp2HRvnVCyeVTrtOJ+p0DSdtKpyuMt72meKLCJMWSTbfE4LmazG3hPT77Hr2BiHuyb46CVzWTO3AkUSTrvfkOf0mnQupwWH1cRf/WAb6axGTZmDz1yzmAe3dlBZYudTmxdhMclUlRpF3+LRMxWGn8EMZjCDGcxgBv8b8SfrgGqqzpoFVfzggQPTQtMuW99ImfNkjqAiCmze2Mw5y2qZCMZZ0lxKWaEFkyTw1VtX4QunSGdUSossxFMqNWUORiai+MNJfvtyJwB/92erEXV92qTdpkh89eOr+e4D+/HkdkQWzyrhhgtODyU8FQPj4Xz47kQwgcUsM7/JxbpFVdgtCvc8b0xWe4ZDeCZi+RxNMPLtjIIzEoPjYWbXFdFaX4xVFqftIFgkkbMXV7FuQaVRKRPY3e7JO58AWVXj7ieO8O3PnkWpw5T/u64bvCkWQx7qGXJiRZg2EY3EM3zrN/u488qFnLuylge3dpxm01xtOBh/87FV9I0ZbZ8MAQVjZ+isxVVTHKDT7zv5ma6DLAgkVY37trRR6DBz44WtmBUpv7PXVFPIiT7/aSHLy1rL6BkJ8WZuR0qcks9ZW+agd/SkA7VxaQ3Pb+87bbdoz3E3mze1UFFoQREFTJLA125bw/E+Hyf6AixodjGnvpiv/3o3DZVOzltZx6t7h7hvSxsup4W5jcWcv7KOYpvCNefN4lu/2QdAMq3ykyePcNXZLcxvdKEoEk6rgkUWAYH9uQJM7f0BeoZDrJpXwZLZpVhMEk6rTDarUVFso6GygIHxCPFklue39yEI8PVPrEPNqFx/7iyO9vqoqyiYtrsI0FTlpHCKFia5liCf97pidimLW0oQBAEJ0IsszKsrRNN0/vrm5XiCSSLxNKWFFoodZmQBdFVnVYVx1IaW1UhkNP71vr2MTBg74S/QT3WJna98fFXeCdU1qCq2YrUoPP56V34hBowjja48exZfuXvHtEWgT1+9iDuuWEDXcA1vHRihosTGeSvqcDmUM8kJgIopeadTsWR2KZIgIMlijn8odVqwmuVpoe8AaxdWYTNLoOnUuKz8+fVLiSQy/P3Pd1Jgm56zbDZJ2MwyDrPE39yyglFfnL+9dRVbckcSbVpWw6waJ5vPbuHJN3uMc4gLzPkw6km4nBaWzyk7Y1GfSSiSQGOVk9FTqgLva3Nz2fomntvehyKLlBXbeG3vEE3VztOukUhlSSSzKBKnOZ+6rrN+UVU+wgCMI4I+d90Sfvjo4Xy++MhElHtfaOOKjc0saHZhVWQKrDK6pmO3KjMO6AxmMIMZzGAG/4fwJ+uAAlSV2rnrmsV4AgmCsRSVLlt+wjsVkgClBSZKC6ZPrE2iQFXRyYqcDpPEV25dySv7hth+eBSX08INH5pDXan9tPAwXdcpKzDzT3euJRhNo0giTruCxLtDECB8yq7pfS+c4NbL5hOMpBAFYVq43LPbernzqkX8+tnjRBMZMlmNXUfH+ML1SzlrYQWqqqPr+hnD11RVN9qj6WSBF3PnG56Ktn4/Z09z/N4fKopP5gSCkUv7n48f4SsfX8Xq+RXsOWGEpCqyyKevXkSRXUHXocAssbjJRUtNIcOeKO0Dxvmfs+uKcJjE3ykUL51VicQzROIZdh4d47INTSc/1A2+wXDc77xqId1DQeY2uPiPhw/mvxZPZigptBg7U8EEcxtd+c+qy+z58OBTEYqlqchVFNV1sCkia+aWs25+JZqm4Y2kGffFGffFuWJjM7d9eAH72t2YZYkLVtZTV2ZHVXWaqwr47HVLuH9LO8FoitryApbNLqPMaaakxMHEhHF0iCAIzKkrzk/2M1mNHUeNSq2f3Lwo//zMksCXbl7BrmNjbDs8SoXLxuazZ1FeaDhCFllkZWsZLbVFfO/BA/kjS2rLHXzhI8ve86WgaTldTVmUyeYcDZMoUOuyUtZaftoBxhZVB3QEUeBEvz/vfE5i1BfjaK+PdfPK833RNJ0iq8w/f3IdD2zt4Ei3l6oSO3ddt4RHXu44LQLhp08e5Xtf2MTiRhfLZ5UaR65ktXd0PgFcdhMXrW1g65Tx4bAqXHve7NPCgu0mkb+9dRX/et++/LElTdVObrqwFWHKdwVdp9Amc9mGZh56afpizM0XteKwGM6XTZGYXWWcWTv72sVkVR2TZOSfX7K2nuWt5RzumkBE5yu3rqJ9IMDRbi/zm1wsmVWKwyy963jRNZ3N57Sw58T4tKNnRjxRbr10HgubS9jf4cbti9E9HOTys5p448DwtBxwi0lixdzyMy5EaZrOklmlNNcU0jsSQpZEPnHVItyB+LQcZTB2mn/zQhvf/Mx6o92/4/tmBjOYwQxmMIMZ/O/An7QDCsZku67URl3pmXcxfhfoOlhlkSvXN3LR6noUUUQUzuzcGd/XMYkC5c7Tq7K+2z0aqqbvMmg6xJJZXt07xLkr6/K7sABjvhgPv9zBdefPprGqEKtJpCjnZGez779ohyAI046JmQqz8u6T2HeC0yrzhY8s44ePHMpPbmfVFlJTaufOKxZw7XmzSeSOYXFYpOlOgK5jV0Tm1jqZX1+Epr2zI/1usJlk6isKGHRHONHnz4WbGjz3jYa4dEMTr+wZxBdK8oOHD9FY5WR+U8m0Yzoef62LT25ezEu7BzjW66PCZcuHV494jJzMU4/mAShynP7cNU1H04zdarMiIksiWVXjmW292K0Ki1pKyGQ1ihwmpJxzLAsCK2eXsqBxPVlVw6JIRhGgUybo2azGpqXVvLirf9puYHGBmYVNrmnftykiF6yo5exlNciicNpkX9ChxK7wD7etzudNFjtMmCThj5aLNxlOLcsiBzvPfJTOgQ4PZy2szHMIk06owmc2LyKVUZElkYyq5XeDp0LTwRdMUGiRyZxyVM47QRYFrt7UzFmLq2nr91NRYqOpykmBWc63+WQfoK7Eyrc/swFfJIUiCZQ4zciCcNp1dQ3OXVpNc7WTLTsHkESBS9Y1Ultmn/Y8dF3PO3fylOcuCwI1Liv16xvRdR1N01k3r5yzFlaiqlpuzLx3/0ocJr71mbN4YWc/Q+4IaxdWsWZ+BTZZpLXWyfzGIg52G4saj77axeeuW8obB4YZyEVYXH/+HIqs8jveyyqLfOmm5Yz6YmiaznPb+1i7sGra4tQkBAEsyp/8z84MZjCDGcxgBjP4AzBz8NoZoGmGYynwuztE7wc1ZQ5uuGDOtL9ZFAlFFnl17yDXnDcLecqZeJ5AAkkUqCu1Ulpw+g7v+4GIca7lqZAlgdb64tMm2u8HArCo0cX3Pr+Jv79tDd/41Hq+dNNyrLKIBJQ6TNSV2nCYpXfcgdJ1I6zv97k/gCIaYZeTZ2DuODrKh88yCsxoOuw4MsrHLp2XPztyzBtDkUWWzC7NXyOWzPLDRw9RW+Hg3/9iEwubXHz9E+u4/vw5eAJxrr9gNrI0nfSzFlfjOmVH/VQ4LDJXbmo+eZ9Ehl3HxjGbJJx2Zdp3NU3HLAnYTRLSuzzfIpvCv3xqPVdsbKa1oZgbLpjDP9651uD4FEzuVL7TTtNkqHW500y504wi/vGcz6lQVY05dWc+j3VugwvtHaqhCrpuVJcWjHDgwjMsAABYzL+7g6OIhrN34cpazltZj8MkvaMmdR2sikity0pFoeWMzuckZFFgVlUBn792MZ+9ZhGN5fbfefxOOptgPNNMRv3dohV0cNkVPnbRHP7moys4f1n1yTBnHbIZjZbqQlxOCyMTUf7j4YOYTRJnL6vhpgtb39X5nIRZEmgqd1BVYudwl5eDnROctbTmtO+dvbyWQtuMAzqDGcxgBjOYwf9lzMwE/htgtypcsKKGlfPKcfvjFFhNVJbaMJskfv70MZ56o4dPXb2IiUCCVEZl9fwKygst7xpG+F7QdWiuLODOKxfy4NZ2YskslSU2PnPNEops7z3BfLcLF5glCsrtv3/j/gDoOlQWW/n2Z8+ieyREPJllUXMJaxdWcqzHR4HdxKKWEs5aUo0/ZFQ0dlhkqj68gG/ft5/h3E6zxSSxaWkNRVYl5wxKXLa2jkvW1CGK8K93ncXOY2N4/AnWL66isaLgXR0PMBy/D62qo7TIylNv9pBVNS5Z18iGRVWIvyffmqbnqwJrmo4kkgvD/v2u998BTdNZ0VrOk2/2TAs3d9pNrHqHUM9TYZFFbr5o7rTiPQANlQWUFlrewer9te2Dhq6D/g6Fgv4roak6AmdOUbebRP7hjjW8um+I/e0eREFg3cKqd108OhNEAewWmT3Hx7n54rlsPqfFqIqtwyXrG9i0pOYPeo/NYAYzmMEMZjCDP30Iv+/O0++LiYnIB3bDsrKC0/LM/hTwTu1Oazqv7Bvm6bd6yGQ15je5uP3DC3Dlcic/CIiiQCytks6o2MwyJkl837uP/9P5FgQj1HjSiRBzO3q6rp+x7WlNxx9JkVV1SgrM2HPnGr4TJElEFAWyWfV3eh6iKJDKaugYjtPv4uT8T+f8nfBe7RYEgXAyy/Yjoxzt8bGg2cXGJTU4LaeHvb4TsrpO22CQ377cSTSeZuPSGi5d1zitku4fo+3/U/FBtFsUBdKqhiKJv1eOpigKvH54jHtzhdTqKwpYu6iKApuJtQvKkc5wyQ+i3WVlBb9HXMgMpmLmt3mm3f8d+FNt+0y7/+vxp9r2/8vtfrff5pkd0P9BMIkCl62t5+ylNWSyKnarjOkDDovUNB2rLGKVJ0Pw/vdsR0w6m5N4L0fPJApUTtkte6/vq6qG+v7SCqdB03SUXAXZP8YO258i9NzO+WVr67l4TT2SQL6g1vuFLAgsaXIx7/Y1qJqOVfndnPsZnA5N05GF03OGfxf7dQsqMCkij77axZgvhj+UYNOS6jM6nzOYwQxmMIMZzOD/HmYc0P9h0DUdu0kE08kcrRnM4H8rJsNtfw+/Hph0mIxc5hnn838GTKLAWQsqWDGnDC2XLztT8fb/DiymTP6/qYyCScmQzcpIYgZNFwEdAR0NGUnMklVNmOQM6awJk5yeZiOKGfRJG0FH02Qk6XSbdNaEIqXJajKiMGkDgqCh6QqymCWjKqfYKMhSGlWVEcUsui6QzSQwyWlUTUGWs6QzCmZluk3+PmQxgtpFREHN22Syxn0yqglZSpNVc33XJARUjPOtRUQpZ5PrjyKlT9pkFSQxjaobNgKg5/jK5PqeydmkMgqZVARJ1N83xyf7obwLXye5PclxiuwUvkCYYpPJt+00jqfxJSAKWp4vXdexmE72J52VUcRMvu/Gm0NCFFVU1YQsZ87Ml5TOcayBoKPrEpKgktEUTHJ2Gl+/tyZVCVHIousi2UwcRU6jaTKylD1D38+kyZyO34uvaRxP19c7aVLVZIQcxzoi0jRNGt/NqCZDK1JOK6qEIBi/vrouvYcmDb6M56IZNVLeRZPTOZYA7T3G8KmaPFVfWXRdw2I6g80ZNSkjS+oZ+XovTU7anFGTggq6wfH71WQ2HUOR0uh8cJo88xg++Z40NGk+wxh+t/fkSU2mMtPrlPwxMFOEaAYzmMEMZvCBQlWNQm4W6fffTZ3Bnx4spgRjPU8SCw0x3vMMJtGDf/h1hMwA8cAR0pHjaKkhwu63kfEy0f8CZinIWPcTmCUf7t5nMQluAiNvQrqPZPAYqdBh9PQIobE3UQQ/E33PYZaCjHc/adj0PYesjxIcfxs91UMq3E4ieBCyowRHXkMR/Hh6n8YsBxjvfgqz6MPT9wKyPkrYvQst1U062kXcv59osB//8CsoYgB3z9NYlCDjPU9hEifwDGxF0oYJe/agxjvIxHuJ+fYgaG58gy9hkgKM9zyFWQri7nkKhQl8gy8jZIeJeg+QibWTTfYTmdiBqE/gHXgRk2h81yQGcPc+jYwb3/BrCNkBYv5DZCLH0ZKDRDzbkXQvnoEtmKUAY91PYhL9uHufwSR4GO19GTL9JILHSIWPoqeHCY2/hYwvz9dY1yTHzyPr4wTH3kZP9ZIMtZEMHkLPjBIcfQMFH56+ZzFLAcZzz2WSr5B7p8FxpJNE4ABCdpzA8Ksogh9379NYcs/FJBptlbQRIp7dqPFO0rFu4r59CKoH3/DLKFIAd89TxMPDuHueRhEmmBh4CUkdITKxj2ysnUyij5h3D6I2gW9gKyYpgLv7qXzfFTz4hl5FyA4S9R0kE21DTQ4Qce9A1L14BrdglkJ5vsZ7ns5rkpwmU5Fj6KlhQu5tOU0+/86aTPXnNHmEiL83r0nPu2kymdNk4CBkxqdo8hnM8hS++l9A1nKaTHblNLkPQR3HP/wqiujH3fPUNE0afA0T9uwlO6lJ725EzXOKJgN5TQ53bkHIDhmajE9qcpehyf4tOU0+eQZNDhILHM5rMux+Gwmj3Sc1eZIv/8gbhiZDk2N4mNDYW8iCj4m+UzmeqsmenCYPG2N49PUcx88QD4+coskxQu6daKnuM2jS6LNFnuRrqib3oMY7ycS6ifv2GpocmtTkk1jk4BRNvoykDhOZ2Ecm1k4m3kfEuwtRm8Cb1+QTOU0+fQZNniDk6yLi2WGM4cEtea1M2pgED/6R1yHTP0WTQ4Tc21Dw5TQZyPHlx937LApuAqPbINVHMnScZP49+QaKOKnJQF6Tk2PY0GQ3qUgHicAByIxN16QUZKT9QUxS6I/+ezGTA/rfgJl2/9fjT7XtM+3+r8efatv/L7d7Jgf0D8cf+ttsMSUY6XiUstq1uAfeprx+A97h3biqlhL2dWEtqELNxFHVFFZ7ORF/D0UVi/EO76a8fsNJm5E9FFcsIhrow2wrRdeyZNIRbM4awt4OXJXLmBjeTXn9+pzNOryj+ykuW0AsNIjJUgQCpBNB7EX1BN3HKalZwcTQLuM+g9spr12Db/wwhaVzSETGkBUboqSQjHkpKG7G7z5Cac1qJoa2U15/Fp7BHZTWriIwfoQC1yxS8QlESUFW7MQjozhLWvGPHaSsbg3uwR1U1G/AM7ST0uoVBD3HcRQ1kk4aR3kpliJiwUGKyufjG91PWd06PING3z1DuympWkbY24HNWUMmHUXXsphtJUQCfRRXLMQ7spfyuvW4B7ZRXn8W3pHduCqXEPH3YLGXo6op1EwCq6OKsK8DV+XSHF8bcA++TXndOrwj+ymuWEgs2I/JalTBz6RC2J11BCfaKKlePoWvtymvXYdv7CCFZXOJh4dRTAUIokwq7sNR3EjQc4yS6pVMDO3I8bWd0to1BMYP4yyZRSLqQZItSLKFRNSNs2QW/vHDOY53GH0f3EFpzSoCnmMUFDeSSvgRBAnFXEAsNExh2VyD49o1eAZ3UF6/Hs/QLkqqlxOaaMdeWEcmFUbXVcxWF5HgAMVlC/CO7qO8bt2ZNemoRM0mUbNJrI5yIv5uiiuW4B3ZQ1ndpL7W4x3Ze5oms+koVmcNYW/7u2syPIhiLkQQBNKJAPaiRoKe46dwnNPk2CEKS1tJRMeQFCuSZCYZm6DA1Yx//J00eZQCVzOpuA9BlFFMDuLhEZyl765Je1EDmWQQAJOlmGhw4N016evAVlBNNhNDUzOYbWVEAj0UVyzCO7x3St83GJqsWEIk0IPFXoamZshm4jlNduKqXHIGTe7LaXIAk7UYdEgng9gL6wlOnHgXTbYSD4+8iyZ35vR1iiZjHiTJjCRbz6DJHMdDOyitXpnTZBOpRABBEFHMTmKhIYrK5uEbO/Aumqwlk5oyhoP9p2hy+hgO+7pP0WQFYV8XxZVL8J2mSYOvaLAPs7UEXVPJpCPYnbWEJtpxVS1jYtjgyzOwnbK6tXjH9lNcNp9YeBjF7EQQRFIJP468Jlcw1vsq6YQP2WRn9opPEk85/qBIzHf7bZ7ZAZ3BDGYwgxnMYAa/NyymBCPtj+Scz22U129gYnhXbqLfmXM+Y6hqCoutjHDe+cxNKHM23pHduYl+b26in8k7n6H8RH9XbrK7zZjoj+yjuGwB0dAAJksROvoU5/OY4XwO7jzp5OYn+nOIh0eQFRuCKBsT/eLm0yah7oHtlNauwj92mALXLJJxD6KkIMk24pERnCWtxiS0bg3uwe1U1G/APbiD0uoVBDzHcBQ1kkr6AVAshSedz5F9xkQ/13fP4C5KqpYR8rbnnM/IyYmrvzfnfO6hvG494/1vGRPX4V35iavFXm5MXDMJrI5KQjnn0zM0heMpE/1osM9wPjVtivM5OdHfedKmdh3esf0553MoN9GXSMW9xkTffZSS6pV48ny9TWntGvxjh3LOpzvnfJpJRMdzE/1DBseD2086BzWrCLiPGs5n3Gc4nyYHsdAQhWVz8Y0aE333wHZjoj+405joe04YzmcyZDifFheRwOREf++Uif5UTXbkJvoJ1GwSi72ccM75nBjenZvob6O8fj0Tw3tO06ThfFYT8ra9qyZjoQEUcyFAzvlsMDRZvfwMmjxoOJ+RUSTFiiiaSMY8hvM5dngKX5MO/uSCSDOpuBdBlJFNduLhYZyl765Je1HDtAWRvPP5bposqCaTjuacz9Kcs74I7/AeyuvXM96fG8PDu3BVLCHs78ZiL0PNpnPO56Qml5xBk3tzmjy5IGI4n3UEJ46/iyZbpyyInEmTO/Icn6ZJyZxbEDlVk28bOh7cbjif7qOG8xn3G86nqSDvfHpH959ZkxNtOeczN4atLmMBaYomJ8fwRH4Md07TpNVRTijnfHpP02SOr0BvzvmcXKSrJTjRlnM+T+qrrG4t3tF9hvMZGjKcT4STzqf72DTnEyCbjtG1/6eYpBDvceDD740ZB3QGM5jBDGYwgxn8/tBVVDWV/6empZEkM9l0DNnkIJMMIpsKyCRDyIqdbCqKKCpoWhYjb0lAU1NIsplsOmrYpEK5/4aRZSvZdBxBktHUtFGsTBBRsylkxUomHUExFZBOBlFMDtKpEJJsRc0mEQQZVc+i6yqCKKFmk4ZNMpyzMe6TToWQFAuqmkIQRDRVRdeyiKKMmkmgmOxkUqEpNnYyqSiSbEZTU4CIrmloWgZJko0cwdx1FVMB6ZTR90wmiiiZUFXjCCpdB03NIMkmspkYisl+sh/JILJiI5uJIoomtKyRX2vwlUaSzWTSsdx3T7ZNUmyomTiCqKDrBscgomXTyLKFTCoyre+ZZBhJsaJmEgiijKpm0PX/3959B8dxpnme/1ZlOXjvLQECScLRgJ6iEymREo3ayfX0uG71ROzOXMzG3uze7m3cull3u3ezcTO7sdM9091qqbvVkkiJsiQlURS9J0jCMQHC+4IreJS/PzKrUKCTWgYQR88nQkEIRFY9+eTvreSLerMyEO6X1RqN1z0+tx+2GP24WKPw+WYxmRSCfj/BgF/vl28Gqy0aT2ibWZexzRiKxYHfO6v3OOgnEPBhMluNfsXgmR2flxWvexJFsRPwudGvnw0Q8Hv1HnqmsdiNPtn1bRRbND6P3uOA33OfTMZF5GtM77F7CpNydyYtVoeRyTgjx/oxtVii9UyaLQT83jsyGY3XMxHeDz0H4yiWaPy+mYhM6j32+Wb1bdxj4f2w2mLmcuw3+hXQM2kyMmmx6cdF3w+X8RgT98mkNZzJecfSGoPXM6H3M+C9Tybn50vP5JSeSX8okxhj2IHXM4nVHmdsox+fOzN51xh2R45hY98/NZPGNm5XxLGMzKTvjkzq+QrVFsqxYnHg9xnjPhggEPChmK34vDNG/eNYQzmzRYf7da9M+uaNR+N15R6Z1O/Y4DFe86bu2A+jX57Q66TXGMOhTNojMhmRY0sUPu+M8Tqp99hkMuP3z85l0h4bzrE+xqKMTCr4fTPzXtb9Pg/BgAfTVzQDlQmoEEIIIT638aCCo3AXAx1nyCh4hJHeGhLTy5me6MVmj8es2PDMjBCfUsKos5a0/I04O8+SWbidgY6zpOVtZqT/Bgkpy5idGsRijcJijWZ2coCEtDJG+m+Qkf8Izo6zZC7Zob/blreR0YE64pKK8cyMYlYs2KISmR7vISmjkuHeq6QXbMHZdZaswu04uy6QlrMO19AtYhIL8HmngCCOmFSmXJ2kZK5msOcSGQVbcXaeIXPJNga7L5GSU834cDPR8dkE/B4Cfg/RcdlMjLSQkr2Goe6LZBZu07cp3MpQz2WSM1cyOdqGIyYNggF83mliEwoZG7pFWs46BrsvkLlkO87Os2QUbmGo9xqJGRVMj3Vji0rCrFjwzI4Rl1zMqLNef1eq6yyZS7Yz0HFa73F/DQlpZfoSYlsMitXB7PQQCanLGO2/TnreJga75nqcnr+RkYFa4lJKcM8MY1ZsWO3xzEz2kZhewUhvjf7uWscZspbswNl5jrSc9bgGG4lNLMTrHgeTGXtUMlNjXfo7Mz1XyCjYYvRrO4PdF0jNWcPYoEZ0fC5+7yyBoI+o2EwmRtr0JZHdF8lcsg1n52kyC7cx1H2JlOxVTIy24ojNIBj04ffNEp2Qy/hwM6m5a+f61XGGzMItDPVeJTmzismxTuxRKZhMZrzucWKTihhzNpCWu57BrvPGvkdmsozpiV6sRibdM8PEp5TictaSlr+Jwc5zZBZui8jkTeJTSo1MOrDYYiMyWaNnsvNs+Fim523Ql2smF+GZHcVsvjOTV/RMdp4xMnmetJx1jA1pxCTm4/NOQzCAIyadSVeHkcmLZBQY/QplMnu1sVwzMpO5TIzcJiVnLUNdF/T9CGfyCsmZK/RMRqdBMIjPM0VMQgFjg40R/dpmZPKR+Zl0JBqZdN03k+n5jzDSf52EtGXMTg1gsUbrY3h6kIS05eFM6uNkuzGGN+hjOLkEz8yIkckEpid6SUqvZLj3GukFEZnsmstkTGIhPvcEYMIepY/hpMyVDPVcjhjDc5kcH2oiOj4bv3+WgN9HVFyWkclqPZOFxjaF2xjquURy1vxM+rwzxCTkMzbURGrO2nljOLNwq77kOrOSqbEubFHJmExmPO4x4pKKcA02kpa7YS6TnRGZTCtjeqIPiz0eRXHMZXLgpv6u/bwxHJHJ6UEUS2Qmy41MbjZeJ7cz2HmOtLz1jDrriUsqwjPrwmRSsEUlMz0+N4ZDmcxTD6BYowEwma0kLPs2YybHV3a3DJmACiGEEOJz8wY8/KzhGKnqPpyd58kqfgzXYANJWatxz45hjU7BFp3G7IyL5Ow1jDgbyFr6OAOd58lV9+n/mCvaydhwEwkZlXi9Myj2eBxxOcxMOUnJXc/wwE2yS/bg7DpPbuleBrsvkblkB+MjLcSnLcfv92FSHEQnFjA13kta/maGe6+RvfQJBrrOk1P6pH7tVcFWJkfbiU0uAcwETAqxycWMj3WRUbCNod4rZJc+ibPzHNklTzDcW0Na/mamxnuJTijEpNjxBfzEpy1nbKSF9CU7GOy+TE7pXga6zpG9dA8j/TdJyV3PzOQgjrgcLNZYvL4ZEjNWMDrUROaSnTi7L5BTupfBrvNkL30c10AdSdnVuGdGsUWnY4tKxu2eIDlrNaPORrKKH8fZdYFco8eZRY/hGrxFUtZK/V1QeyKOmAxmZoZJyVnPyEAtWcW7cXadM3p8icwljzI+fJuEtHL8fg9mazTR8XlMTfaTmreJ4f7rZJc8wUDnOb22nsukF25lYrSduBRV/4eoYiU2qYjJ8R7S8h9hqO8aOSVP4uw6R3bJkwz1XiO9YAuT493EJC3BZLIQAOJSVcZH28ko3I6z+wrZpfuMHu/Rl5jmbWRmcoCo+Dz9HTafl4SMcsaGb5Ox5FGc3RfJUffhNPo1OlBLSs4a3NND2GMzsdoTcHumSMpaxejgLTKLd87rl57JRpKyVunvAEalYI9OZ2ZmlKTstYw66+f1eLD7AllFOxkfbjYyOYtijyMqPpTJDQz33yS7ZLeeSXUfg92XySzcwcRIK/Gpy/EH/XdlcqivhuySJxnoOheRyS1MujqJTV6qZxITcckljI91RmRyb0Qmr5OWv4mZiT6iEgowK3Z8AR/xaeV6Jot2MNh1idzSvfpxWbp7LpNTgzjisvV3Wr2zJGauYHRII7NoV0QmL5Bd/NhcJmdHsUanYYtKCWdyxNlAVvHjDHSdJ1fdr0+uinbhGtRIzFiB1zOFYk/AEZvFzPQwKTkbGBmoJXvpHpxd58gp3Tc3hodvEz8vk/lMTfaTlreZ4b7ITO7TJ0yFxhhOKdVfgMwWYpOLmBjrJi1/C0N9V8kpnZ/JtPxHmBrvJSZxCSazlUAwQPy8TF4mu2Svka89+lL83A0RmYzB53OTmFHJ2FBEJkv3Mmj02DVQT0r2Gtwzw9hjMrA6knB7JknOXMno0C0yi3fp+So1Mrn0zkwmG5l0kZS9lpGBOmMMnydX3atPlEOZTK/E759FscXeI5N7cHaeI0fdy2D3ZTIKdzAxqmcyGAxgUmxEJy6JGMNzmSyo+gFWewJxpU/xP26+z7hnUt4BFUIIIcTXT2wwgT9Z9X3+6vKrJKsHeLOjhrglOzk53IUpYwUtAQtD1nimE0uonRgmKm8LH/U2kKzu42DrRZJL9/NWxw1iCndwdnSAQEoZ7aZo+hUH7uTl1LicRBds54OuWpJL93Ow5SLJpft4u6uW6IKtXBgfxptUQo8lge6gFV9aFZdHeohZsosjnTdIKd3PodZLJJXs5b3uBqLyH+HqpIuZhEKc9lTa/UFIX8n5wXbiih7jvY4aUtQDHGq/RGLJHo72NmPL2cDN2WkmY3MZicrittuDkr2WswOtxBfv4a32K6SUHuBQ+xUSinfz4UAblqw1NHh8uKIzGIvN59bMJNacDZzsbyJx6ZO80XqZpNL9HGq7SlzRY3wy1IUpYyVNfhPDtiSmEoqpm3Rhz9vM8d5Gkkr28kbbJZLVAxxuryFuyaOcHu4jmFZBK3YGLLHMJqlcHx8kKn8bH/TUk1Syn4MtF0gu3cdbnTeIKdjG+bFBfMkq3eY4ekx2vKnlXBntJabwUY503SRFPcDrbZdILt3Hu131ROU/wpVJF+7EYvqtyXT6TQTSq7g43EVc4S7e67xOSukBDrZdIrHkSY703sKRu4kb09NMx+cz5EijzevDlLmas4NtJBQ/zjvtV0lWn+Jg22USinfzQV8z1ux11Ls9jEVn4orJQZuZQclez+mBFhKXPsHhtiuklD7FofZrxBU9zsfOTsyZ1WjeIKOOVCbjCqmfGseWt5kTvRqJJU/yZuuleZk8NdxNMK2K1qCFQUs8M4kl1E4M4cjbwke99SSV7uVQi57JN0OZdA0QSFlOhymaXpMDd3IZ11wDRBdu5+gdmXynu46o/C1cHB/Bm7iUHksi3UELvrQqLo10E1u4kyOd10ktPcChVr1f73U34MjbzNXJCT2TjjRa/QHIWMW5wXbiih7nvY5rJKsHOBjOZBPWnPXUzc4yEZvDSFQWze5ZlOy1nBloI37pHt5qu0JyRCY/crZjyVpDo8eHy5HOeFw+t6YnseZsnMtk22WSS/fzRnuNkclOTBkrafabGbYlhjPpyHuE472NJJfs46DR48MdeibPjOqZbMdBvxJtZNJJVP42jvXUkVSyn0PGuH+7q5aYgm1cGBvSM6nE0YNNz6Srl5jCnRw1Mnmw9SKJpXt5z8jk1akxZhOK6Lcl0+E3EUxfoWdyyS7e6agJZzLJyKQ9ZwM3pmeYistjKCqDFq8XU2a1kcndvNNxleTSA7wRGsP9LViy1tLg9hqZzEWbmcaSs57T/Xom32y9TFLpAd5ov0Zc0WMcH+zAnLGaJj+M2FOYjFuiZzJ3Eyf6buljOJTJ9mv3zmRSCTcnhnHkb+XDnnqSSvcZmdzHWx03iSncwTnXAP7k5XSaY+gxOfAkl3HV1U904XaOdd3Us2Js825XbTiT7sSl9FoS6QqY8affncm/q/uAYNEe/vrmu/yw+lkyrVlf2S3uZAIqhBBCiM8taArSOzlARlwaH3ZeRVEsvHrrY2wWO7+sO4IX+O2tjxjyTPNh+xVuTzhpGGrn8kAzk75ZjrZfwmq18dvGj7BabLxUfwRPMMBr2ic43VN83HWNpvEBNFc3F/o1ZgI+3m09j91q5zcNH2JR9G1mAn4ONX1C/+wEp7tv0jjWS+tYL2f7GvAEA7zdcha71cGvGo6hKDZerj/KpN/L4ebT9MyOcb6vgfrRHjonBjnZU4c/aOLN5tPYbXZerj9K0GzhVw1HGfd7eKflLF1TLi4N3OLmSAd9UyOc6L4BJjOHmk/isNp5qf4oAbPCbxqPMeqd5f3WC3RMjXDN2UzNUBvD7nE+6ryGoii8pp3AZrXzcv0RfMArjR8x7JnmWMclWieGqBtq48rgbcY8MxzruIzFauWVxo+wWu28VHcED0Fe1T5m0D3F8c5rNE04aRzp5JKzmSm/h/fbLmKz2vlN44dYLDZ+WXeE2WCAg9oJBmYn+aT7OrfG+mgZ6+VcXyPegI93Ws/hsDn4Vf0xzIqVl+qPMOX38cbtU/TOjHOmt5YGVw8d4/2c7q3HFwzy1u3T2K0OXq4/CmaFXzUcY9zv5a2WM3RPj3Gxr4HakS56poY52XMTTGbeuH0Ku9XBS/VHCJoUft3wAS6fm3dbz9E5NcLVAY3rQ+04Z1wc76rBbFY42KT366X6I/hNJn7T+CEj3hmOtl2kbXKIG0MtXBtsZcQzxQcdkZl08FL9+3iC8Kp2fF4m64c7uOy8zYR/liPtl7AZmbQp+rF0BwO83vQJg+5JTnTW0DTWT7Orhwv9t5gJeHm39Tw2i41fz8ukj0NNJ+dncryPM30NeIMB3mnRe/zrhmOYFQsvGZl8q/k0PTOhTHbTNTHEqZ5aAkYmHbYoI5OhHs9l8nJ/IzdHOumfGeVE9w1MJoWDzZ9gtxj9Miv8pvEDPZNtF2ifGg5ncmR2gg87r2FWFF7TPsZmdfBS3RH8mO6byQnvNMc6LmO12Hml8SMsFju/rHsfNwFev6Vn8qPOqzRNONFGurg40MT0/TIZCHCw6RM9k13XuTXWG86kJ+DjnZZz2I1MmswWXmo4ylTAx5vNp+idHedsTx0Noz10jQ9wqrcOP0EO3z6N3RrFyw1HQTH65fPwVvMZuqddXOxvpHaki96pYT7pvkEAE4eaT2K36ZkMmMwRmTxPx9QIV51NXB9qZ8g9zvGuGkxmMwebTuAwcuzDxG8bPzIyeUnP5GALVwdbGPVM8UHHFRTFxm9vHZ/LJPBb7ThD7mk+bL+qv06OdOivk34PR9ovYbVaeaXhQ6zGa+tsMMDBphMMuCf5pPM6TWP9NLl6ON9/i9mg/jppszoiMnmU6YCfN26fpm9mnNM9eibbxvs53dvAlf46/uO5nzEwNUTzUBs+k/crO2/IBFQIIYQQn9uUaZxXag+zMqucttEubIqNGFs0LSMdVGdX8MHtU+xTd/GrG2/wTOUBfnXjTfYu28Xx1rOUp5XSOzEAQFJUAo2Dt1mfu4r3mj7mqWWP8dL1QzxXeYBXbr7FnpLtnOq4yNKUQoanR/H4PWTGpXOjv4FHCtbx1q0P+E7ZHl6seZ1nKg/wWt277Fz6CBe7a8hLyGbCPcWkZ5L8hBwu9dxge9Em3qg/wnfLn+TFa6/zdMV+DtW/z7bC9dT01ZERm4o34GVoeoSSlELOdV7lseItvFb3Lt+r2Msva17nu+VP8NatD9iUv4Z6ZxNJDv2WGz0TA5Snl/BJ23n2LN3OK7Vv8Uzlfn5Z8zrfLtvD+80nWJNdxe2RdqKtUURZ7bSNdrIis5yPWs6wV32UX998k2crDvDyjTfYv+wxPrp9hoqMZXSN9WIxKSQ44mgaamFN7gqONJ3gwLJdvHz9EM9W7uc3Nw6zt3QHJ9rOsSy1GOfUEP6An7SYFOoGNDbnr+Ft7UO+VbabX9a8znOVT/Hb2nd4rHgL57quUJiUx9jsBJOeaXITsrjWW8vWwvW82XiU75Q9wYvXXufZigMcrH+P7UWbuNxzg5z4DGa8bkZnxyhKyudCdw2PLtnMwfr3+V75Xn5x7TWertjH4cZjPFKwlpv9jaREJxEIBhiYGmJZ6lJOdVzk8ZKtvFr7Ns9U7OfFmoN8u+wJ3mn6iHW5K7k11EKcLQarYqVzrIeqjGUcbz3Lk6WP8pubh3m2cj8v1RziqeW7OdZ8kpVZZbS7urArNmLt0TQPt1OdXcmx2yfZr+7i5Rtv8GzVAX594032qTv5uOUsZWkl9E0MQDBIcnQi9c4m1uet5L2m43xr2eO8eP0gz1Ud4JXat9ldso1THZdYmlzIyIwLt89Ddnw61/vr2VKwjsO3jvHtsj38ouY1nq18itdr32FnsZ7J3IRsJj1TjM9OkJ+Qw+We6+wo2sSh+vfDmXymYj+HGo6wtXA9NX31ZMSm4gv4cE4NU5KyhLOdV3i8eCuv1r3DMxX7eLHmNb5b8SRv3/qQDXmrqXc2keCIQzGZ6R7vozy9lE/azrGnZC6TL9ccCmdydXYFt0c6iLY6iLI6aBvtZFVWOR+0nGLvsp38+kZkJndFZLIPs8lMYlQ82mAL63JXcqTpBPuXP8bLxhj+zY3DPFG6g5PtFyhNKcI5NYzX7yM9NoWb/Y3zMvmikclX695lV/EWznVdpTAxj3H3BFOeafISs7naU8u2wvW82XCU75TrmXymcj8H699jW9FGrvbWkhWXwazPzciMi+LkQs53XmVn8WYO1r3H05X7eLHmdZ4u38vhxmNszl9DnfMWyVGJAPRNOFmeVsKpjovsLtnGb2vf5pmKffzy+kG+XbaHd5uOszZnBdpQK7G2aGyKlXZXd0Qmd+hjuHIfL9Uc4sCyxzl2+xQrM8tod3VjUyzE22NpGm5jTXYVR5tPcsDI5HNV+/n1jTfZq+7kROt5lqUtpW/CSTAYJDUmifqBJjbmr+Zd7TjfWrabX4Yz+Ra7S7ZxpuMyxUkFjMy4mPXNkh2fTk1fHVsL13G48RjfWR7q8QFer3uXR4s282rd21jNFp6p2Ee0NYrf1r1N22Q7ivLVTBVlAiqEEEKIz80RjGJrwQayYzPJiE5lbc4KpjzT7FN30TXWxx+s/C7to138eM33GZwa4pmKfZgwUZ1dRX5CDvH2WDbmrmbcPcG3lu+m09XDH616mg5XNy9UP8fQ9CjfXr4bq1mhKmMZRYn5RFmj2Jy/jpHpUb5b9iTtI138cPWzdI718kL1c4zOuNhXupNoiwM1pQg1pQirWWH7ko0MTg3zTMU+2kY6+VH1c3SP9fLHq59hwj3B7pJtxNvjKErKpzy9lGAAHivaQv/EIM9XHqB1pIsXqp+jd7yfP1j1NDOeWR5dsonkqERy4zOpylyO1+dlz9Lt9Iz384MV36ZtpJsfVz9P3/gAP1jxXTw+L5vz1pARm0ZGTCrV2VVMe2bZV7qLLlcvf7Dyu7SNdvNC9fMMTAzyXMUBAgRYk1tFXnwWifYE1uWuYsIzxYFlj9Pl6uGPVj1D+2gPL1Q/z9DUKN8tfxLFrLAqq5yCpDxirFFsLljD6MwY316+h/bRLn646hk6Xb28UP08I9OjHFj2GA6LnbK0UkqSl2AzW9i2ZAND0yM8Xb4v3OMuVx8/qn6Osdlx9pTsINYWzdKUQpanlmDGzKNLNuGcHOLZigO0jXbxwurn6BnrN3o8xa7iR0h0xJOfkE1lxjL8AT+PF2+lb2KA71d9i/aRLl6o/j59EwP8wcrvMOtzs61gA2nRKWTFprEqqxy3182TJY/SPdbH76/4Dm0jnfx4zfcZmBzk+1VP4Q/42ZC3muzYTFKikliTs4JJzzT7l4Uy+T09k9XPMzg5xNMV+wATq7MryU/IJd4ey4a8alwz43y7bDedrl69xy59m2EjkzazlcoMleLkfBwWO1sK1jFsZLJtpIsfrX6OLlcvL6x+HtfMGHvVXURbolBTiliWUoRiUti+ZJORyf20j3Tyo+rn5zLpmeDx4i3EO+JYkpRHeXopgWCAx4q30D/p5PnKp2gd7eTH1c/TOz4QzuT2JRtJjUoiNy6LlZnleHxenijZYWTyO+F89U84+f6Kb+Px65nMjEsnPTolnMm9pTvpGuvlD1d+j/bRbl5Y87xxbPcTBNbmriAvPosEezwbclcx4Z7kqWWPhTPZEZnJsidQzAorMstYkqhn8pH8NYxOj/GdsidoH+3ij1c9o/er+nlGpl3sV3cZmSyhJEXP5NYlGxiaGuHpir20RWTyh6ufZWx2nCdKdhBni6U4qYCy1BIImthZvJmBCSfPVR6gbaSLF6qfp2esnz9a9TST7mkeLdpMUlQCufFZVGUuxxfwsXvptnAm20b04943McAPqr6D2+9ha8F60mJSyIpNZ3VWBTNeN3tLd9I91q9ncrSLH1fPZTIQDLAhdxXZcRmkRCWxNmelMYYfozPc47lMfq98L2ZMrMwuoyAhh3hbDJvyqnHNTvDtst10uHr441VP0+7q5oXVzzE8Pcq3lu/GplipyCilyMjk1oL1DE+P8r3yvbQPd/HD6mf1cb/6OUZnxthb+igxtij2LN3GP3/kH+Hz+fiXW/+M7YUbKYjLw+8PfCXnDdNX9elG9/NFb3Yd6Zt84/XF8LDWDQ9v7VL3wntYa/8m1/2gm12Lz+aLnpt9Zi8WLPhNPjKTk3GODaP4bPgsHiwBKx6TB7NfIWjyEySIggW/2YfN78BrcWPzR+FTZlH8NryKG2vAhhsPCmYCwSCYgliCFnwmL9aAHZ/Fg9UXhc8yi8Vvw6t4UHwWfGYvJswQDBIkiAUrPrMHW8CBT/Fg9TvwKrNYfFa8il6b1+SBoJnYGDsT0zPYgna8ige7X//T6rfjVdz685jdmAMKPpMPc9CECTMBk1/fxuzG6nfgs3qw+vRtFGMbS9CCL+jDBJhQ8Jt8WIMO/GY3Vr8dv8Uz1y+fFY/iwRwwEyAAJjAH9W3sQQdexY3N78CnuFF8NsxRfvxuM16TGyWg4De2UYIW/Hf1y43Fr++74rfgM3kwoUAgQMAcxBKw4le84X5ZfI65Hpvd4X6ZgmbARAA/NvR9n+vxXL88ZqMmkx9T0IQJE/6IfmUmpOKcGLmrX0pQ0T/ExwSmoFnfBgc+k94vvU96v8LbBBT8+MFkQgmawz32RfQrnBVjP8KZNKE/52fMpCPKyvSMGyVgwW/2Ygveo1/hTM71K0jgHpk0+mUcdyVgwY8P0PsVzpfiwea339XjcCbxYzb6FTD5sQbt+O7IpCnKh39GMXqs3w4mlMmAyYcl6MB/R758Fg8WvxWPOSKTBDEbY9gemJ9Ji9+GR/FgDdjwMKv39UvIZEZ8CoMTo5+SSQiYAuF83SuToX7Ny6TZjy2gb2MPOPBa7h7D4UwCJh6cyVD2zQEz9igLs7NezJ8pk27MAQtB5jLpMxk9NjLpVUL5CmXSjYISfp3UM+nDFrTfO5NGj81BM8F7ZNJv9qH4rdhjTcyMf7HJ54POzTIBXQRS98J7WGuXuhfew1r7N7lumYB+cXJulroXw8Nau9S98B7W2r/JdT/o3CxLcIUQQgghhBBCLAiZgAohhBBCCCGEWBAyARVCCCGEEEIIsSBkAiqEEEIIIYQQYkHIBFQIIYQQQgghxIKQCagQQgghhBBCiAUhE1AhhBBCCCGEEAtCJqBCCCGEEEIIIRaETECFEEIIIYQQQiwImYAKIYQQQgghhFgQMgEVQgghhBBCCLEgZAIqhBBCCCGEEGJByARUCCGEEEIIIcSCkAmoEEIIIYQQQogFIRNQIYQQQgghhBALQiagQgghhBBCCCEWhExAhRBCCCGEEEIsCJmACiGEEEIIIYRYEDIBFUIIIYQQQgixIGQCKoQQQgghhBBiQcgEVAghhBBCCCHEgpAJqBBCCCGEEEKIBWFZ7AKEEEII8XAzmU1Muf24vX7Gul0EAgGCQTCbTQQCARSzgt8fwKKY8AWCKGYTfn8ARTHjDwQxm0xAkEAQFLMJnz+ARTGH//RHPIbZbCJIEDBhAgLBYMQ2Cj6/X9/mjscPBoN6rSbwB8CimPD7gyiKCX8gwETPGB6vD4ui4Pf7MZvNc9uYjW3MZny+ABbL3LbhGv2B8DZBQvseRDHp+2yxmPD77tgmtO9BCBLUawsaz2P0yz+vXwqBYMDYc71f490ufH4/itk8tz+hffcHMCtmgoEgmEyYjG3MxuNZFTNefwCrouD1+bBYlPDzBYJBCOrH1u8PYjHrfbIoZryBABZzRK99xvME557nXj1WzPOPaSgrBMFkMvqlmPD5g/O2netxELPZBEaPTaEem++xTSCAxWQmEAxiMumZmZ9J/fEsxvOF+2Y24w/Oz2SoX6FMTnpdeLxzPb9XJs0m8AeCWC0KXp9f763P/ztlcq5fRiZDxzIiX+ZPyaTJbA73S89KYF4mfT6jB4EAFvOXk0nFHFl/6LhEZNJsJhgMAGZMprt7HN4PXwCLRa9pvNuFPxAw+mUKH7vQ4/q+hEwGjH6Fs3JnJh84ho0EhPulbzPpceHxBn6nTCqRNRr7F7jPGA5l0qooeEP7HspXRCb1Y2ZkMmIM+/1GJo0cz3p8xDgsJPr8X+k54zNNQFVV/e/ABiAI/LmmaZcj/m4X8J8AP/C+pml/+VUUKoQQQoivnyBQ1z5K7e0h4mNsKGYTg65ZSvMTuXZrgM0rcvj4She71uZz/HInW1blcPXWAGpBMv3DUzhsFqLsFnoGJylfksKlxn62rszlo0ud7FqXz4mrnWyuyuF6k5OinESGx2ZQFDMJMTba+8apWprKhbo+tq/O48PLHexck8/Jmi42VGRT1zJEfmY841Nu/AFITXBwu9vFqtJ0zt3sZUd1Hh9camfX2gJO1XSztiyTWx0jZKXGMjPrw+3xkZUaQ2P7KGvLMjhV083ONfl8eKmDR9fkc/ZmD6tK02npdpGaFI3PH2BiykN+Zhy1LcNsqMjk5NVudq7Vt9mxJo8LtX1ULU2jvX+MxFgHJhMMj81SnJNATZOTRyL69dHlDratzuNyQx/LC1PoHZoi2mHBblXoG55meUESlxudbFmZzcdXOtm1toDjVzp4ZEUu1zQnpflJOEemsFoU4qKtdAxMUFmcysW6fratzuX4pQ52rivgk6tdbKzM4ubtQZZkJzI6MQtAUpyd1t4xVpakc/ZmL49W5/HR5U4eXZPHqZpu1pVn0dA6RG5GHFMzXjzeABnJ0WidI6xZnsnp6908Wq3vx6Nr8jl9vYfq5Rk0dYyQkRyDx+dnasZHbnos9a3DrCvP5FRNDzvX5vHhRb1f5272srI0nbbeMZLjHQSDQUYnPBRlx3OjeZCNldmcuDq/X5fq+ykvSqHbOUFstA2rYsY5Ok1pfhJXbw3M6/HxK51sWalnsjQ/mYGRKexWC9EOhZ7BKT2TDf1sXXX/TI6Mz2A2mUmItdHWO86KkohMXupg17oCPrnWyYbybOpbh8gLZdIfJC0xiuZuF6vVdM7euDuTa8oy0YxMzrp9zLrvyOS1uXw9uiafszd6WKWm09LjIjUhGn8gwHgok7eH2FiZzSdXu9i5Lp+PLnayrTqXi3V9VC5NpaN/ggRjDA+NzbI0N5GapgE2V83P5NZVuVxpHGB5YTI9Q1PERGayMJnLDQNsWZnN8cudPLaugI+vdLJ5RQ41mpOS/CSco9NYFfO8TIb6FZnJDZVZ1N4epDArgbFJN4EgpMQ7aOlxsbL0AZlsGyY3PZapGS9ub4DMlGi0jrszuaM6nzM3eqhelkFz1yjpSdFGJr3kZcRRd3uY9ZWZfHK1m13r8udnsiSd9r4xEuMcAIxOzFKUncD1pkE2VRk9vk8mY6Js2CwPzuQjK3K4dmuA0oJknCPT2KxmYqKsdDv118mL9cYYvtzJzrV6JjdVZnPz9hBLshMYGZ/BZDKRFGc3MpnG+dpetq/O46NLnTy6Nk9/nSzPpq51iPyMeA5+3Izb68eimHh2l8rWFVlYzaav5LzxqUtwVVXdBpRomrYR+BHw13f8yF8D3wU2A4+rqlr2pVcphBBCiK+l0SkP//P16yzNTeRUTQ8Wi5nB0Wmau1wkxTs4eqGdqqWpvPheA5tWZPOTN2tZszyTVz7QKMiM53xtH4FAkPEpD/Vtw2QkRfPO6VZWL0vn5+/Usakym58evsnqZRkc/LiZnLRYrt1yMuvxM+vxc71pkNz0ON745DZrlmXws7fr2FSZw98frmVlaTqHT7aQlhhNXcsQY5MeAoEglxr6KcxO4LXjTawvz+LvDteysTKbn71dR2VxKu+fbSMp3k5zl4tB1wwWxcTZG72U5ifxygcaGyqy+OnhWjZUZPHie/UsX5LCBxc7iI2y0tE/QY9zkmi7hU+udrO8KIVfHW1kU5W+7+srsnjpSAMleUmcuNqFzarQPzxFa+84iXEOPrjYQWVxKr98v4HNVTn87Rs3WVuWxW+OaSzJTuDsjV697+Oz3OoYJS0pivfOtrGiJJ2fv1vP5qocfvLmTdYsz+DVDzXyMuK53DiA2xtgesZH7e0hctJieetUC6uXG/2qyuanh2tZpWZw6EQzmckx3GgeYnLGh9cX5OqtAQqz4jl4opk1yzP4u7fq2FiZzd+/VUtVSRrvnG4lJSGKxvYRRsZnMZlMnLvZy9LcJH77oca68ix+8mYtGyuz+MXbdZQXpXL0QjvxMXbaeseMX0QonKrpYVlBEr8+eouNVdn89E39uPzyvQbU/CSOX+7CYbPQMzhBR/84sdE2jl/upKI4hZeONLCpKoefvHGTdeWZ/OpII8U5iZyu6cFsNjHomqGp00VyfBRHzrezoiSNX7xbz6aqbP72DT2Tv/1QIz8znov1ffgDMDHloa51mIyUGN4+3RLO5OaqnHmZzE6NpabJyYzbh9vrp6ZpkLyMOA6daGZtWSZ//1Ytmypz+Lu3alkRkcn61mFckx4CAbhY38+SHD2TG8r147GpKpufv11HRZGeycQ4PZPO0RksFhNnbvRQWqBncmOlvs3Gqmw9k4UpfHCpg2iHnslu5yQxUVY+vtKlZ/JIIxursvipkcmXjzRSkpfIJ9e6sVr0TLb06L8kOXahg0pjDOv5qmVtWaaeyax4zt3sIxjUJ2GN7SOkG5lcpabz83fqjezfpHp5Bq991EReelw4kzOzPm42D5GbFsfhk7epjsjk3xmZfPOT22Qkx3Dz9hATMx58/iBXGgdYkq1PmtaW6ZncVGVkcmkq75xuJTnegdYxwvDYLGaT+a5Mhnr8i3fqKFuSwrELHUYmx+kdnMJhVzh5rYflhcnhTP4klMn3GyjNT+LjK104bAq9g1O0940TH2vjo8udlN8nk0U5iZy5oWdyyDVLU+coKQlRHDk3P5M/ebOWNWWZ+hjOjONifT8+XzCcyazUGN4+1cIqNZ2fvR3KZC2r1HQOftxMVmos15sGmZr14fb4uaY5w5lcU5bB379VN5fJkjR+fewWbq/+rqfPH+TXx27R6Zz6ys4bn+Ua0J3AYQBN0xqBJFVV4wFUVS0CRjRN69I0LQC8b/y8EEIIIf6BM5tN1LeNoBYkU9M0SPXyDM7c6GVtWQanr/dQmJ3ArfZRoqOsjE7M4vMFSElw0Nk/TvmSFK7ecrKuLFN/Z2yZ/q5kbkYct7tdOGyK8Q6Gn4zkGFp6xqhcmsrlxoHwu5ErS9O4UN9PZmoM7X3jWK0KHl+AyRkvOelxaB2jrChJ5VJ9f/h5KotTudo4QFpSFN3OSRRF/6fQ2KSbwqwEGtpGWFWaxoW6PtYa78iVLUmhpslJUryDvuEpTGYTVouZobFZinMTqW0ZYrWazrmbfawvz+RkTQ+l+UncNN4Vdo7OEARiHFb6hqYozU/iRtMg1csyOHujl3XlmZy53kNRjv78MdFWhsdm8QeCJMXZ6RqYoGxJMtc0J2vKMjlzo5c1Rq/zM+No7nIR5bAwPuXB4wuQnhRNW+8YFcWpXGkcYJ1xPFar6Zyv7SMrLYbWnjFsVoUZt4/pWS/ZabE0d45StTSNSw39xjbdVC3V+5eeHE1n/wQWizn8C4OCzHhudYyywuhX6B3MiqJUrmlOkhMc9A5NYTabsCgmRsZnWZKTSH3rsNGvXtaV6f1SC5O50TxIQpydgZFpABx2CwPD05TkJXLz9pCekdo+1pdncbKmh6V5idS1DhMbbWPINUsgGCQh1k7P4CTLliRT0+RkzXKjx2WZnLnRQ2F2PFrHKNEOC2OTbny+AGmJUXT0jVNRlMLVxgHWLg9lMoPztb3kpsfS0j2G3aYwNeNjxu3TM9ntoioyk9d7WFmaxsX6fjJSYugw+uU1MpmbHofWMcLKkjQ9k+WZnKrpprJYf97URD2TZkVfNumacLMkey6T52v7wtuUFaZwvWkwnElMYLPqv/xZmpsU0a9e1hvHpSQ/idqWOzIZpWdSzU/mRtOgkase1pVncrqmmyU5CTS2jxBjjGF/IEhyvIPO/ohMGllcsyyDszd6yDMy6bBbGJ/2GO+M65mrKErhcuPceFxVms6FOj2Tbb36GJ51+5ia9ZITymSJ3tN1ZRmcqunRe97QT1pSNJ0DE+ElqmOTeiYb20dZWZrOhTr9eU7VdFNelHJXJq0WM0OuGYpy9BytCmXS6LFacHcmo41MluYncaN5iDXL9Xdi15Vncup6D8W5er7jIjMZZ6fbOcnyJSnUaE7WLJt7nTxzo5eCrHi0zlGi7shke9845aFMGv1abbxO5qTH0tKjZ3J6Vs9kVmost7tcrChJ5XKDsU1NDyvukUmfX89kXob+OnkvRy+0o1i+mo8L+ixLcDOBqxH/P2h8b9z4czDi75xA8YMeLCkpGotF+R3LvL+0tLgv7bEWktS98B7W2qXuhfew1i51i8/ri5ybLYrZuI4JgsHQtUf69VOhxVvhP02m8DVPQfTr1wJB4xo64zrAyAVfwaB+BVMwCIpxzZw54jEIgtnE/OcxvheMeFyzsYzMbNaXDHNHbcFQbejbeH2Er+sKXatnYv7zBI3r/ELXioX3y3he42nusY1Rt1l/5rl9n9tvU8QX4etJg3fXdNe+R+xP+GciehC69mx+Tfq+31nT3PNxj22C4ccL70/EY9yrX4Fg6PgHI65f1Huu3KdfGLnijh4EwtcN39EvuKumuR7M34aI4x6ZQUWZq+le/cK4LnKupohMhp/37uMR3uYex+WBmQxd7xfQr62M3J+7Mzk/x8E7enDPHhvfu6sm4887H5/In8WoiYgxdo9xf+c283pg9PPe+eWuPoX+vPu4GPsBKGbmehDxfHdlMnyt5B19injNuFdtkf0KRGT+znyFBI3r1OfXxF3bzHudZC5XihI5th6w7/NqgtBYJsjdWQnXNrevd7IoJhLio8K/pPsyfZ4PIXrQYuBPXSg8Ojr9OZ7y3tLS4hgcnPjSHm+hSN0L72GtXepeeA9r7d/kumUC+8V9kXOzWpDEL9+r58ffquKVDzT2bl7C+do+tlfn0tTporI4lfEpD6mJUZjNJlyTbnLT43jvbBs/OlDB68eb2L2+kEv1/WxdlUNb7xjLC5OZnvWREGvHaryrU5gdz4eXO/jDJ8s4fLKF7atzuXJrgM1V2XQNTFCSl8isx0+UXb+mtHdoigNbi/n7t+r4wZ5lvH+une2r86jRnGyoyKRvaIrCrHg8Xv2DO+JjbHT1j/PkpiX8/O06nntc5cNLnWyvzqW2ZYi1ZZk4R2fIy4jD5w8QCEJSnIOWnjEeW5fPS+838t0dSzlV08Oj1Xk0tOnv8o2Mz5KVGkMgEGTW4ycjJZrDJ5v58beq+PWxWzy1tdjoVx5NHaNUlaQyNukmIzkaE/oy0Jy0WN4708qPDlTw6kdN7NlYGL4GrKVnjLIlyUxOe0mOt2NRzAy7ZijIiufYxQ5+uK+cQyeaeXRtPlca9WvzOvonKM1PYnrWR1y0FbtNoW94iqe2FfPx4Vr+YG8Z75xuZfvqPK5pTjZWZdEzOElxTgJurx+bVSE2ykq3c4J9jxTxs7fr+P7uZRw938726lxu3B5iXXkWAyPTFGTq/TIBibF22nvH2LOxkBffrefpnaV8fKWL7atzqWsZonpZBsNjs+SkxeIPBPH4/KQmRtHc5WJHdR6/OtrIt7Yt1a+VXJPHrXb9nUHXhJvMlGgApmd94eWJLzxVwW8/bNIzWdfHttW53O5yUVGcwsS0h9QEI5MTbvIy4jhyro0f7q/g4MfNPLY+n0sN/WxZmUNb7zjLCpOYmvESH2PHZlUYGJlmSXYCH13u5A+fLOOtU3OZ3FSVTZdzkqW5RiZtFmIcVnoGJ9m/pWheJndU53G9aZANFZn0D+uZ9PoCKGYT8TE2OvrGeGJTIT9/p57nHivlo0udbF+dR23LMGuMTOamx+L3B/H79RUGt7vH2LV2fiZ3VOfS0DbMqtK5TAaDMOP2kZkSw1snb4czeWBL0VwmO0epWprK2JSH9KQozCYTY1MectNjee+snsnXjExeqOtj6+pcWkOZnPGSFGfHqujvNBZmxfPBxQ7+eF85b35ymx1r8rjcqF//GMrkjNtHTJRVX9Y6pGfyxFt1/P4Ty3nnTCvbV+dSoznZWJlF7+AURTkJeLx+rBYzcdE2ugbG2btZH8PPP76MYxc72F6dx83bQ6wrz8Q5Ok1+Zhxen/6BRknxdtp6XOzeUBDO5ImrXeyozqOu9R6Z9PpJT46m+ZP5mdSvKc9Fax9hZWlaeAwDTE5775nJC3X9bFudQ0u3i4oiPZMpRiZHx93kZ8Zx9LyRyRPN7Fqbb1yPnEN73zhqgT6G42Ns2I1MFuUYmdxbxtunWti2OpertwbYvCKbbuckxbkJzHr8OGwKMQ59Ofv+LUUcu9Bx12v77g2FjIx8/mW4Dzo3m0KfwHU/qqr+W6BP07SfGP/fCqzQNG1CVdVC4BXj+lBUVf03wLCmaf/jfo83ODjx4Cf8HXyT/8G1GB7WuuHhrV3qXngPa+3f5LrT0uK+mk9J+Ab5QudmEzT3TnCxoZ/M5Ghm3X5mPfo/aps6R/WllrW9bF2Vy4mrXWxdmcvFev2DeNp6x0hJcOgf3jPtJT8jjoa2YdYsz+TszR62rszlk2tdPLIyh6uNAywvTKFrYIL4WBtmk76ksyg7gZu3B1lfkcXp6z1sW5XLqZpuNlZlc00bQM1Ppn9oiiiHBbtN/0daaV6SPhGtzOJUTQ/bV+vbrK/I4mbLEEXZCQy7ZrBY9A9K0ZfPJXO1YYBNK3I4ea2LbavzOHO9h7VlGdS3DZOfEc/YpBsw/lHbO05VcSoXG/rZsiKHE9e62LYql3M3e6leloHWOUpWSgzTs15j2WwUt7vGWKnqHxaydVUun1ztYuuqXC7U9lJlfNhRWlI0vtAy47QYbnWMhpcvh7Z5ZGUOlxv6qSjSP1gmMc4OwSCuSQ+FWXHUtg6zbrm+JHXban2bzSv0D+JZVpBM7+AksdE2LIqZQdcMJXkJXG8aYkOFvsxw+6pcTtZ0sbEym+vNgyzNTcQ5MoPdphDtsNA3NIlakMy1W042VWVz8lo321bncua6/iExtS1DFGbF4xqfxWQ2ER9rp6t/nPKiVH3StyKHT651s3VVDmdv6ks7b3WMkJMWy8S0F38gQGpiFK3dY1SVpHKhrp+tK3M4cbWLbatzOV/bx8rSNG53u8iIzGRqDE0doUz2sXVVzrxMVhan0t43TnK8g0AgyMS0h7yMOOpbh1lrLOHdtkrPpN6vfsoKU8MfdmRRTAyP3ZHJGr3Hp2q62VCZxfWmQUrzk+gzMumwKfQbSzqvNznZUDGXyZM13Wyo0D8cqign8VMyafT4Rjdrl2dS3zZCfkYcY1NugkFIfkAmz9f2skrNoCmUSeNa1szkaJo7XfMyeeJKJ1tX5eljuCSN1h4XqYlzmcxNj6GxbZTq5Xdn8krDAGVFKXT2j5MY6wCCuCbdFGbFU9s6zHpjmek2I1+bqvQP4lEjMmm1mHGOGpnUBo0x3M321Xl3ZXJwdAab1Uy0w0rf0CTLCpK5emuATVU5nLrWzVYjk2vLMqlvHabAyCQmE4lxdjr6x6ko0pezPrIim5M13WxZeXcmJ2e8+Pz6stkWI5MX6/RfXnxyzRjDdX2sKEmjudtFRlI0Hq9fn/ynxqCFx3AfW41ttqzM5VJ9HxXFqXT069eHB4PB8AdK1bcOs/YeY/jarQGWFSbT45wMZ3LI+JCzm816JufGcDcbjUyW5CXy2vFmpma8OGwKv//kctap6Shf4Oz6oHPzZ5mAbgL+naZpj6mquhr4a03THon4+3pgL9ANnAd+T9O0pvs9nkxApe7F8LDWLnUvvIe19m9y3TIB/eK+6LnZbDYx7fHj9s7d+iBoLF8M3SYjEDBul+ALoBjXEYZvRWEcwfBSUeOWAH7j1ge+0K0IwrdJwFgaGiQQCN32Yf7tCwL+IGbjlhGRt0kwm0z4g/rtUfzBYPh2CTarYtxaI7T0MqImk/44FrMJX3Du9hLW0C08IpZrYtxaIbTvFrN++wXFuMWFoswtIQ0QJLSYLrR8LvL2C5ZwvxQCgcAd/dK/tir6NYbmiNuk+CJu3WA26ctfMZkwE8QfsYw1dAuS0O0szMYtHBRjWWL4GBpLCEM98N5v3+/Z4wCKyYwvELFN+FYe+u04QkuQAwHm73uotlC/wj2+o1+h235E3H4nMl9zy1nvk8nwLUKC4WWuoUyGbysScXsMPSs+45YtAcymyEwSfvzfKZOhbYLG7TL8zN0i5s5MAmaM46GY5tcf6q3p7kxaLGa83sBcJiO2CUT2GJO+H/focfh2LBYF/30yOTeGQ7eXMeu3Coo4LgHjoIcyqZgi9yfUr7lMWoxtQ8tWw70NzI3hcK/vkclwjj8lk2ZT5Bgm4vXlPpkMjeHg3LLfUA2+QAC71TJ3e6f79Svi+EdmMvR8itlYws7cbV4ibxEzdzuhwLxMhl6/QsdSiehbaD/uzKTH6yfKppCXGf+F3v2EB5+bP3UJrqZp51RVvaqq6jkgAPypqqp/BIxpmvYm8I+AV4wff/VBk08hhBBC/MMTCARxWMw4LOYH/FLBuMbU9nmuNVXu+PPL99l/GfJF6v8c24T7de/rsObX/UX69FX19v6P+6lZ+VzP87ts+/n6de+eL6bPVsMXr/vOfv0u1wZ+nusI52r8cn/JunBjeH7dn6UHX8YY/gKZtOvbfhXXfUb6TNeAapr2L+741o2IvzsFbPwyixJCCCGEEEII8Q/PVzu9FUIIIYQQQgghDDIBFUIIIYQQQgixIGQCKoQQQgghhBBiQcgEVAghhBBCCCHEgpAJqBBCCCGEEEKIBSETUCGEEEIIIYQQC0ImoEIIIYQQQgghFoRMQIUQQgghhBBCLAiZgAohhBBCCCGEWBCmYDC42DUIIYQQQgghhPgGkHdAhRBCCCGEEEIsCJmACiGEEEIIIYRYEDIBFUIIIYQQQgixIGQCKoQQQgghhBBiQcgEVAghhBBCCCHEgpAJqBBCCCGEEEKIBSETUCGEEEIIIYQQC8Ky2AV8Hqqq/ndgAxAE/lzTtMuLXNIDqar6X4Et6P3+z8ABoBoYNn7kv2ma9t4ilXdPqqpuB14H6o1v1QL/FXgZUIA+4Pc1TXMvSoEPoKrqj4Dfj/jWGuAKEANMGd/73zVNu7rQtd2LqqoVwFvAf9c07X+oqprHPfqsqurvAf8ECAA/1TTtZ4tVc8h9av8FYAW8wA80TetXVdULnI3YdKemaf6Fr1h3j7pf5B5j8uvW83vU/TqQZvx1MnAB+E/o4zWU70FN055e8GLvcI/Xwcs8JDkXn42cm796cm5eOHJuXnhybl54i3VufugmoKqqbgNKNE3bqKrqcuDnwMZFLuu+VFXdAVQY9aYANcDHwL/UNO3dxa3uU53UNO17of9RVfUXwP/UNO11VVX/E/BD4H8tWnX3YQyKn0E4L88A5cAfa5pWt5i13UlV1Rjgb4DjEd/+99zRZ1VVXwL+NbAO8ACXVVV9U9O0kQUv2nCf2v8D+gvTa6qq/inwT4F/DoxpmrZ94au8233qhjvGpPFzX5ue36vuyJOXqqo/B/5+7q++Hv2G+74OHuchyLn4bOTcvKDk3PwVk3PzwpNz88JbzHPzw7gEdydwGEDTtEYgSVXV+EWt6MFOAaEgutB/06csWjVfzHbgbePrd4Bdi1fKZ/avgb9c7CIewA08CfRGfG87d/d5PXBZ07QxTdNm0H9juXkB67yXe9X+j4FDxteDQMpCF/UZ3Kvue/m69fy+dauqqgKJmqZdWvCqPpt7vQ5u5+HIufhs5Ny8eLYj5+Yvm5ybF56cmxfeop2bH7p3QIFM5t6+Bn0gZQLji1POgxlLGUJLS34EvA/4gT9TVfWfAk7gzzRNG1qkEh+kTFXVt9GXD/w7ICZiWY8TyFq0yj4DVVXXAl3GMhOAf6+qairQCPwTYxAtKk3TfIDPqC/kXn3ORM86d3x/0dyrdk3TpgBUVVWAP0X/jTGAQ1XV3wAFwCFN0/5qgcsNu0/P4Y4xydes5w+oG+DP0X8DG5KpqupBIBv9N5m/XoAS7+s+r4O7H4aci89Mzs0LR87NXzE5Ny88OTcvvMU8Nz+M74DeybTYBXwWqqo+hX5w/wx9bfW/0DTtUeA68G8Xr7L7akY/sT0F/CH6spnIX1g8DH1/AXjR+Pr/A/6Zpmlb0dev/+liFfU7ul+fv7b9N05wLwMfa5oWWpLyF8CfAI8Dv6eq6prFqu8+PsuY/Fr2XFVVG/CIpmknjG8NA/8X8Dz6NW1/qarq1+IfpHe8DkZ66HIuPtVDcezk3Lwo5Ny8COTcvLDk3PxgD+M7oL3oM/GQbPSLZL+2VFXdDfwrYI+maWPMX9/+Nl/PazV6gFeN/21RVbUfWKuqapTx28kcPn2ZxGLbDvxvAJqmvRnx/XeAZxejoM9o8h59vjP3OegXtX8d/QJo1jTt34W+oWna34a+VlX1OFCJ/uETXwsRJ2OYG5MHeTh6vg0IL+/RNG0C/RgADKmqegVYxiK/Tt75Oqiq6sOeczGfnJsXgJybF9XD/pol5+aFJefmB3gY3wH9APgegKqqq4Fe46B+LamqmgD8N2Bf6GJdVVUPqapaZPzIduBrdfE9gKqqv6eq6l8YX2cCGegD57vGj3wXOLpI5X0qVVWzgUlN0zyqqppUVf1IVdVE46+38zXseYSPuLvPF9H/kZGoqmos+tr704tU330Zn5Lm0TTt30R8T1VV9TfGcbCg115/3wdZBPcZkw9Fz4G1wI3Q/6iqukNV1b8yvo4BVgJNi1NauKa7Xgd5iHMu7knOzQtAzs2L6qF9zZJz86KQc/MDmILB4BfZflGoqvpfgPByDU3TbnzKJotGVdU/QV8yEBmyX6C/zT0NTKJ/Apxz4au7P1VV44DfAImADX3JTw3wEuAAOtDr9i5WjQ+iqmo18B80TXvC+P9ngP8Dfa17D/AjTdOmF7FEIFzn/wsUon80eg/we+jLk+b1WVXV7wH/DP0WB3+z2NcO3Kf2dGCWueu+GjRN+8eqqv7fwKPoY/ZtTdP+48JXrLtP3X8D/AvuGJNfp57fp+7voI/NM5qmvWr8nAX9E/dU9A9V+V+apv3iXo+5UO7zOviH6HV+rXMuPjs5N3/15Ny8MOTcvPDk3LzwFvPc/FBOQIUQQgghhBBCPHwexiW4QgghhBBCCCEeQjIBFUIIIYQQQgixIGQCKoQQQgghhBBiQcgEVAghhBBCCCHEgpAJqBBCCCGEEEKIBSETUCEWiKqqQeNjuD/rz/8HVVX/7VdYkhBCCPGNJudmIRaeTECFEEIIIYQQQiyIz/wbHyHEl0NV1e3oN1buBsrRb1y8R9O0aVVV/yOwD+hCvzF3o7HNDuDfACbj53+MfuPo48BaTdNGVVX9GPgrTdPeXdg9EkIIIR5ucm4WYuHIO6BCLI6NwP+padpGwA/sVlW1FPg9YB3wLaAEQFXVaOBvge9omrYN+Bvg/9E0rQP4r8B/UVX1j4A2OcEJIYQQn5ucm4VYAPIOqBCLo1HTNKfxdQeQDFQCVzVNcwOoqnrK+PsKIAt4Q1VVAAUIAmia9lNVVY8Am4DNC1e+EEII8Q+OnJuFWAAyARVicfju+H+T8V8g4nuK8acb6NQ0bfudD2J8cEKisW0CMP5lFyqEEEJ8Q8i5WYgFIEtwhfj6aARWq6pqU1XVCmwzvt8EpKqqWgGgqupWVVX/xPi7fwUcBf4C+LmqqqaFLloIIYT4B0zOzUJ8yWQCKsTXhKZp9cBh4CLwOnDd+P4M8APgZ6qqngT+EjipquoK4DvAf9Y07SjgBP504SsXQggh/mGSc7MQXz5TMBhc7BqEEEIIIYQQQnwDyDugQgghhBBCCCEWhExAhRBCCCGEEEIsCJmACiGEEEIIIYRYEDIBFUIIIYQQQgixIGQCKoQQQgghhBBiQcgEVAghhBBCCCHEgpAJqBBCCCGEEEKIBfH/Ax6LP/+pn+LBAAAAAElFTkSuQmCC\n", "text/plain": [ "
" ] @@ -927,12 +921,11 @@ "training_stacking_weights = trace[\"w\"].mean(axis=0)\n", "sns.scatterplot(data=pd.DataFrame(training_stacking_weights), ax=ax[0])\n", "fixed_weights = pd.DataFrame(\n", - " np.hstack(\n", - " [\n", - " scipy.special.softmax(lpd_point.sum(axis=0))[:, np.newaxis]\n", - " for _ in range(len(X_stacking_train))\n", - " ]\n", - " ).T\n", + " np.repeat(\n", + " scipy.special.softmax(lpd_point.sum(axis=0))[:, np.newaxis].T,\n", + " len(X_stacking_train),\n", + " axis=0,\n", + " )\n", ")\n", "sns.scatterplot(\n", " data=fixed_weights,\n", @@ -1101,7 +1094,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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zdv`2U?Oxg-e&hJU@u;)oSP+W7lLw&{Fu)O<&llEv4rCm1>z^-$!0L_$41#i*`N7C| z68Q7161IZ*^Z8_GP%jk>6<~fq$`xK!%V|))yWDsz_mqV=m1E;Uy|6BF1CE_0RQBZ; zEblyGv7Yb{kPzU18-n@~kRVS+cf#g_l0S&Scv;-WRx*R~70>}s%QrMQZ#i#{*z`3c zk@2YI37g@@1ML{6#s?hpm3uqgk1burh5$uXZQ?0oB;z^~l905V;M1S; s<0TdwgA{6~PHppq#P^uvgy(w&%$VWczdzx7&&NDE!X7_bzVvth*?6PrTL1t6 From e2bf26547dc5bbe4ec0d73b0fbfdd90755ae8454 Mon Sep 17 00:00:00 2001 From: Marco Gorelli Date: Mon, 11 Oct 2021 13:50:38 +0100 Subject: [PATCH 13/13] correct jax random key usage --- .../bayesian_hierarchical_stacking.ipynb | 38 +++++++++---------- 1 file changed, 19 insertions(+), 19 deletions(-) diff --git a/notebooks/source/bayesian_hierarchical_stacking.ipynb b/notebooks/source/bayesian_hierarchical_stacking.ipynb index a1f244d98..40ba794a2 100644 --- a/notebooks/source/bayesian_hierarchical_stacking.ipynb +++ b/notebooks/source/bayesian_hierarchical_stacking.ipynb @@ -97,7 +97,6 @@ " set_matplotlib_formats(\"svg\")\n", "\n", "numpyro.set_host_device_count(4)\n", - "rng_key = jax.random.PRNGKey(0)\n", "assert numpyro.__version__.startswith(\"0.7.2\")" ] }, @@ -606,7 +605,7 @@ " mcmc = numpyro.infer.MCMC(\n", " sampler, num_chains=4, num_samples=1000, num_warmup=1000, progress_bar=False\n", " )\n", - " rng_key = jax.random.fold_in(rng_key, k)\n", + " rng_key = jax.random.fold_in(jax.random.PRNGKey(13), k)\n", " mcmc.run(rng_key, x=train_x_list[k], y=y_train)\n", " fit_list.append(mcmc)" ] @@ -768,6 +767,8 @@ " exp_lpd_point,\n", " tau_mu,\n", " tau_sigma,\n", + " *,\n", + " test,\n", "):\n", " \"\"\"\n", " Get weights with which to stack candidate models' predictions.\n", @@ -790,6 +791,8 @@ " Hyperprior for mean of `beta`, for discrete features.\n", " tau_sigma\n", " Hyperprior for standard deviation of `beta`, for continuous features.\n", + " test\n", + " Whether to calculate stacking weights for test set.\n", "\n", " Notes\n", " -----\n", @@ -829,11 +832,12 @@ " logp = jax.nn.logsumexp(lpd_point + log_w, axis=1)\n", " numpyro.factor(\"logp\", jnp.sum(logp))\n", "\n", - " # test set stacking weights (in unconstrained space)\n", - " f_test = jnp.hstack([X_test @ beta.T, jnp.zeros((N_test, 1))])\n", - " # test set stacking weights (constrained to sum to 1)\n", - " w_test = numpyro.deterministic(\"w_test\", jax.nn.softmax(f_test, axis=1))\n", - " numpyro.deterministic(\"w_test\", w_test)" + " if test:\n", + " # test set stacking weights (in unconstrained space)\n", + " f_test = jnp.hstack([X_test @ beta.T, jnp.zeros((N_test, 1))])\n", + " # test set stacking weights (constrained to sum to 1)\n", + " w_test = numpyro.deterministic(\"w_test\", jax.nn.softmax(f_test, axis=1))\n", + " numpyro.deterministic(\"w_test\", w_test)" ] }, { @@ -856,15 +860,15 @@ "mcmc = numpyro.infer.MCMC(\n", " sampler, num_chains=4, num_samples=1000, num_warmup=1000, progress_bar=False\n", ")\n", - "rng_key, _ = jax.random.split(rng_key)\n", "mcmc.run(\n", - " rng_key,\n", + " jax.random.PRNGKey(17),\n", " X=X_stacking_train,\n", " d_discrete=4,\n", " X_test=X_stacking_test,\n", " exp_lpd_point=exp_lpd_point,\n", " tau_mu=1.0,\n", " tau_sigma=0.5,\n", + " test=True,\n", ")\n", "trace = mcmc.get_samples()" ] @@ -905,7 +909,7 @@ "outputs": [ { "data": { - "image/png": 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2c7nfc1lmqrVMR1r6O5VSTXTde7b0Z9okTC10MO3zXAd/Szl/WuuQVZjU2723RymVXjiTC/sZvyPD3+xtTKHnVg2Z7NXd+6KH6bqPcnoHY5pu5yPX6z89yNxr/V+d5/aEGFckABVjzXqd2iftLaXUo5iBEH4HHGY1C30WWIQJJJ8HmjEB6z/T1vcKpuTzEsyABOdhajPTB7n4P7KXvu8E0Fo/q5SajSk9PxXTJ+584Gml1OkZXrJgag3Otrb9KCaDHcf0ZcqkP8PY11k1st0opXqrPQVTk3Belr+lZ65SmqMqM/DKbzClx5djMjFRzKAq6X1du30fU1PgzSGNfdHrupUZeOMRTJDzFUyQFsb0L7uivwmwmnLdBdxlBZYvY/oQZgxAlVKHY2pOtmD6SmkgiKk5+UHSonbBRy7H7jOYgojTgJ/SvclmJr1dj3bBT6YCmFyu5eeAnygzkNHxwCtWjcurWDXGmP6fz1s1J/b37iV7reKWLJ/7+5HOnGitm4BPW81dz8A8J/4b+Fel1HFa6w+zfDWXazTfeyzv/bKO/X3A15RSxZhjdjxJfUz7cK9karp+G6Zw8NNWIcRpmGaYWeWx3VyeJbks09Pxc9D9Wkrfz2wjouZamDXY914+37H3JWNB6wDp9R2cp1yPQfo+5bqvMuKtGNckABVjnlXyuwo4ywo+F2JKwP+gtbb7kNj9ENO/G1dK3Y4pXZ2D6Sv1sLb6YwK11v+ubMFb2vqCmCZUT1p9fH6M6cfyScwALQlKqQmYwUSe1Fp/LelzP2ZwkJGkFtMn6oNstbm9uBRTS3V6cv87pVRR9q902/5SpZQjOZC3vu/S+Y9Cm77uEqVUaXKzTatptdf67BJMhuV0rXV90jJ5zz1rNSU9DnjGCkhSaK1fUUrtwdSQZHMh5vl+odY6MZ+pUiq9qaV9/U7HFG7Yy/kwo2ImH7ebtdZXKaVuAL6jlPpbTzWwObK3OTH5Q2X6hs4Gmnr5/nPArzHNY4+nq9nuK5gBV6oxNcDXWZ/vw4x4XZDL/ZohrRMzfH5AnuvpldZ6Nab/2n8ppQ7B1Cx+BxM4ZpLL9d/feyxX92IGmjoV85xy09VfHgbmXnkQUyj3BUwteRE9NL/Nc7u53O+5LFMHnKyUKkp6X9itWsrIXFOYrB4oy9Dkc0Yv38tVtnuvih5aHvSgzvp/Woa/9VQ72l95vYMHwSS6ujZAV82yfY3FMCNtp5vM4AbkQoxoMgquGPOsDMYSTA1fnK6Cl9q0Rb9p/Z/eRO52TMblPzFDrieaH1rNJNdhBrFIGR1SKfWvVl8ulJlk+5bkzJ6VFrt/UKZ+YS5MKWl6Or9q7UNPTfmG2rOYJn0pIw4qpY5QSv1OKVWT+WsJbmB3Wsb4KMxIq1g1XD15DTOFx/FJ33diMvEPZPlOruwBW9JH9/wbYPd5dQMdmADH3v4sTJNZyO9cLcU0zf6XTH9UZhTmGrqmF7Ilb6PbNa7MwERXpC2bbd9uxDQtSy6ktDOY38JkuO5QZqCv/tiE6cd5fNrn55BDIYs2A4vtwjT5VHTVCL+HCTS/ggmkn7GWj2AGLDrFCk4TlFJXKKV+qLKMSI1pfvsxZUZ8tr8zFTNqaV/YgaLLWpdHKfV/Km3UTq31B5hWGD31Hc3l+u/vPZYTq8/vBsyz4BzgDa315qRF+n2vWAHdQ5jm6JcBr6VtI5Nct5vL/Z7LMs9int9npS1zpvV51j7clnetNKUPfJNt1OV82X3yj0/7/DJyE4eu60ZrXYdpun6mShpR3Pr5s2YRXZdpRZnWl6tc38GDKH2U3U9j9sV+PjdiChISzzNlRuJOH8Mh5XkgxFgnNaBirFlgNf0C8yCfRtcUCHbmez2mv9SXlVLrME1qr8BkWHcCxyiljgNe1VrHtNZblFL/wJS276D7oBDfwzTtelaZUUNDmGazX8fUBIDpT3IuMEcp9VtrOzXW3/dnWCda60al1AfAF6zt78RkeOZhhvxfpMzce6/35UANsBswTULvVEp9G5MhOBjT9G4P5iXck5eAryulvoepvTocMx/dTcDVwJVKqcd7+P71mJF477SaGu7DnPeZmPkl++MBzHn6rVIqhmm693lMLaWdWXsJkzH8P2UGrjoIMx3N9Zh+nJcoM9djLh7HZK5/qJQ6CDMa7C7MlB5HYGrzakltQroLOF6ZuRA3Wen5OvAbZQaWmoKpab8FM23E+UqpWmuwo6eAf1Nm5Nl3MYOnXIwZ1MPuN5agzeBcyzDX3Z8xo332idWP83bMvfhLzBQa8zDnfh1mYJnePI851y1YfTSt9b5lrWdD2sAn/47ph/2iUuoHmGvzU5imyTdmaQoP5lo8GbhXKfV7zEiZP8Dci5/Keae72P3iLlRmZNS3MLW+dyql/t3aFydmgJ2F9Dz9Ri7X/0v07x7Lx72YvqZldD0DbS8xMPfKrZj77xS6prTpSa7bzeV+z2WZhzDNfX9nvZPWY56J/2F9/lAv6b0TM9fyjUqp72Bq1L7AANWAaq13KjM40EXWe/ANzMBH55AUpPfAvn6/r5Rao7V+FNMs/2HgHqXUCsw7+HLMIEGZBrrqbX25yuUdPFguUWaqrLcw85ReBNyvu+ZafgprCpekZ/H3Mfd3cj9se/+vU6YLwUM68zzQQowJUgMqxpoHMS/3tzGl1L/DjKJ3gtb6VjCDQGBehvswNU23Ymp7rsVM1VCFyUAlF9DYA2rcnd7EVGv9OF2loA9hps84DjOJ/S+tZXZgBpFpwmTa/4GZ4mUvcKzWuoHMLsSUpN6EmW/Mhwlkf4Hpv3UvI2CwA6uJ3ycwmY+fYWqifoJJ80m69ylI/h2T4fpXzAv705g+cP+LCah+jTl+2bbfaG3/VUzt3d8xTSNP0Vq/1Nf9stYdxtRy3Yc57s9Z6btQa23Xhv8R+D3mfP0Nkwldhum/9x5mcJneMmD29mKYoO7LmOZdKzDX8iOYPrZ/Bg5NG+Hy3zDB2m3A8VrrRzDH9FjMsfi29e+nmIDtMmv9YPoh/9b6+wuYwpjrMDX+2dL4Dqb5+Pkq+2A+ufo2Zg685ZgWAWdgjlULufXDehZzz76elmF7BXNvpI/w+w7m/qzFtGZ4DnPevovJsGakzfRJ/4LpO/4IJhP5b3TVeOXVb05rvYGu+VRXYAKLizDzpn7T2q9HMTVUVyRda5nWlcv13697LE/3YJoYejDPgGQDda+8jBlwLpRhG5nktN1c7vccl4lgCizux9wrz2MKf+4FTu7tmai13oPpd70DU3B0D6af6Bdz2NdcXYa5lv8N8+w+DBO4Ren9ev4zphb1/2HNGWwFjWdiCj4ewQTqU4HPWs+kvNaXq1zewYPoEkwt9dOY43gHpkDHdjvmHvs4pg/91zDnMH0wpvswz6xrMPei1ISKMc0Rjw/Y+AlCjFnKDGDxMGaevazzowkhBoZS6kPM3IiHDHdaeqKU+hOm8Kqyh4IkMQiUUiuBdVrrC4c7LWOF1QS9DTNw10A19x1zlFK3YgL4Aq11YJiTI8SoIzWgQvTC6pPyfeBZCT6FGFhKqa8rpe5M7nupzIBgB9HDHLlDTSl1slLqYaXUzKTP3Jiar1oJPoeWUuoMYDGmlYvoA6XUT60uIcmOw7SmWDn0KRJCjBfSB1SILKxBSuZjmswcav0TQgysNkxTSIdS6i+YfoM/wYwQ+ZvhS1Y3OzBNIqcrpX6C6TP+JUxT16xNd8XAUkotwTyLf4npEtHj3J+iV1+3+rE+gmku+3PMtGR/GdZUCSHGNKkBFSK7kzEDV3wMOE1rvXZ4kyPE2KO1XoHp/7kA0zfxTszAQJ+2RlQdEaz7/2RM39Tb6Row6Rqt9e+HM23jzP3An4AngKuGOS2j3f/DTO/zGUy/4esxIycfp7VOH31dCCEGjPQBFUIIIYQQQggxJKQGVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAVAghhBBCCCHEkJAAdIgopa5XSq23/oWVUtuSfi/JYz1fVUr9Ry/LTFVKrel/qvsvx/TOUkpFsvzNp5S6NM9tHqWUqlVKPZHP9/pKKRVXSm2yzuUGpdTTSqk5Q7HtpDQ8r5T62ACtK+P5UEr9WCl1k/XzfyulrhmI7eWZtuOVUpuy/K3PaeppvT1854t92Zb13WzHeMTcu0KIkSftfWP/+7v1t4F8D9yklPrxQKwraZ3nKKVW5LBcXCk1Lcvf+vzctb6f934ppY60j/FAUEpFlFKzMnz+ZaXUbqXUDwZqWz2kIfE+z+M7n1BKbR2k9NyulDojh+X6df7FyOEe7gSMF1rra+2frRv4Yq31q31Yzx9yWGYHsDDfdQ+GXNLbi0OBS4Hb8/jOycBLWutL+rntfByvta4DEwgBvwV6fZgOFK31iUO1LWt73x/K7eViKNOklHIB/wv8ZSDXO5LuXSHEiJV43yQb6vdAvrTWjwCP9PX7SqlJwHcY4Odub7TWbwGnDMGmPg/8QGt98xBsa0TRWvda0TBc518MDglARwCl1PHAfwF1QFhrvUwpdRXwL5hztAu4RGu9zSq5m6a1vkop9RLwOPA5YDbwD+AiYCawSWvtVkpdDpwOtADHAhHgPK31WqsE7hGgDPg7MA14UGt9a1LargQ+pbW+2Pr9Q+ARrfUPlFJOYB9wEKCA3wDl1mcXaa03p6X3Y8B91qrvxDxsvw5stda9HPiGtY7vAC9Y6ZuglHpFa32sUupnwHmAwzpeF2utdyal91zgOsCtlPor8IsMx/Y84P9Zx3Yn8EWt9UdWWicC04HDgOes9P4YmGot92SPJ9N4ATgzKU3dzqV1PnYAs7XWe6zlfmkt803gR8AywA88CnxLax1NSrsLCANf11q/lFyo0cO1czlZroUc9imFUupWzDX2M6XUwcD1wGQgCFyhtX4nz+v6cuuYlQLvaq2/o5T6LvAlK51PWt+zt/8D4GLAC1yltX4xLU2HATcCJdZ2Ltdab1FKHQ38ASgCYtbxe66H/XQDN1jHywV8AFyOOSelSqn1wKlWOm4GKgEP8COt9T3WOj4D/Mr6fAOmQCV9O3cCjdZyA3LvCiHGF/s9ABwFfFJrfab1+TPAY1rrPyqlzgJ+hnkGbsK8q/cppSqBe4ADgQ+BDsyzO3n9JwI/0Vp/wvr9r0Cj1nqZ9bv9fAyQ+Z1wOeY9dVIOz7DTlFJfstbxK631r4DXgWnWc/cQ4GrgK5j8QIu1nZT3WU/7leu7CxPw3IR5R70K1GitI9Y6HgX+BtyCKZT8DOZ9cKPW+r+sZU4Ffm+tK2MNsFLqF8DRwHyl1HTr46nAYuBu4HfAf2DyTQBvAl/RWrdbecG/AWcBB2DyLOWYayEGnK613pJpu9a2twJ/Ai4AZgA3aK1/ZP3th5j38D5MfrNXSqk4Jh+2HJgC/LvW+gbrb18HrsG0wNSY93e9tQ83aa3vtL5/KfAtYBLwC631r0k7/1rrUC7pESOTNMEdOQ7F3PTLlFI1mEzyp7XWB2JeEj/K8r0zgE9jgsATgI9nWOY04E9a64OAFzFBHsAvgWe01rMxD6+TMnz3RcxDEaVUNeYhb29jEbAN8+B+Avg3rfUBmNq/+zOs60bg/6x9arbSbHMCXq31IZgA7GdWYPZ94A0r+FwAnA8stPblkfQ0a60fxBy7B7XWp1kfJx/bGZiXydla63nAU8Cfk1bxWcxDcyEm0D1Va3048J/AdzPsUwqllBfz0H/c+j3judRaN2IC3AuSvn4OcK/1/fOBI4G51j+7Bv1PmJfJfODLJAW6PW0vaZFs10KfWIUQjwK3W+u8BnjMCtwgv+v6ZOAaK/j8BHAV5uW7EPgEcK613DRgtXUMrgd+mCFp9wI/TLpO7Jr4G4H/tc79zzHBZU9OwRTuzMNkYNZi7oflQFRrPc96sf8SeNJK03LgZqWURylVBNwFXGClZRMmE5F8DL+LySx8I8P2+3PvCiHGp98AU5VSJ1sBZwlwvTJdQ+4ALtRaz8E8U+xn4HeBeuuZ8hUy1/i9Diy0nm0uoBqYD6CUKsMEcivp+Z1g6+0ZNktrfRjmHfczpZQH82zdbj2/fZhn6ZHW7/+LKbBLl3G/8nl32SvSWn8I7MYUCKKUKsTkux7CFJofjMkXLQDOVUp91jpONwNftt4PMUxhZgqt9XeAt4DvaK1/bH18GnCa1vo3mDzBqZjC8QWYwP2bSas4zkrXFZiC9zrruHxoHbfeHI3JcywAvqKUWmwF6N8CDrf+HZLDemwHaq2XWGn6jVKqUim1FPhXTA3+PGA78N9Zvr9Aa30o5vz/l3UcE+dfgs/RTwLQkaNTa/0CgNZ6LzAhqYnNK0C2PoUPaq07tdbtmNqVGRmW+VBr/a7183tJyxyLKRlEa/0opjYwhdZ6M6Y2scZa/lmgwnoZfAJ43vq8Tmv9rPWde4ADrGAPAKVUAebBeY/10R8xpZY2B13NbN/HBBnpmjAvvGVKqXKt9e+11rk0zU0cW0yw/qLW2u7vdxPwqaSXzuta671a6/2YmrOnrc9XY0rysnnJKpXbAxyBKQ3t7VzeA1wIoJQ6BHBprd/EFCqs0Fo3W6WsN2FquQH2AtcopWZqrV/VWn8rORE5XDvZroV0LpXax2g98NUMy80DarBKdbXWrwH1dBVS5HNdb9Bab7R+Pg14Smvdar1ojgcetv7WorW2S2K7XStKqYOAKq21fe7+QFep8RK6Ckd6uq9s9ZhMxTlAodb6R1rrTH2BzsJkgMCUkPsxmbFjgFqttd2v8zskZRqUUqcDXwC+oLWOZlhvn+9dIcSY9VLa8zmlSaL1LPkipkXFzzGtd2KY2rmXkp5HNwBnWpn747CejVrrrcDL6RvVWncCqzDB2WJgPbBfKTUV86x7md7fCbbenmF3Wv+/j3meVqX9PQDEgSuVUhO11g9orX+R4Vhl26+c311pHqSr4PczwFta63rMe/tPWuuglR+7HfPePhDwa62fsb5za4Z1ZvNPrfU+6+fTgdu01u3W+b0FU2hre8LKL6wGCq10Qu95F9vtWuuo9Z5+BXMcjgNe1lrvsbZ5Z49rSGUfV42p6TzS2ocHrW2AyducnPnr3GH9/x7m/NfksW0xCkgT3JGjwf7Behn8VCl1JqakrAQTXGbSnPRzlAwlaz0sU568XUyT0EzsWtDjME1lZmJeQMcCt1nrmWsFKbYgJli0lQNxrXUTgNY6rJTam/T3qNa6o6f90FrvUEp9Dvg28Hul1D8wNWa1WdJtS97HakxTR3udzUopB10vt9bkNAFtPaUpSXIf0OOAl60mx3vJfi4fB/6ilJoNnE1XYFQGfFspdbX1uxvzYgTz4vsh8K5Sqhb4htY6kVHI4drJ5XoBq3Yv+QO7OXXacmWYl906pZT92QRMU9RG8ruuk89TFUkZEvvasLbR0ss+VJG0n9ZL2R7wZxnwdWUG/nKRWgjSjdb6LaXU14CvAbcpM7DVlzMsegrwQ6uVQMxar9NKS1PS+kJJ++HElIxruq6zdP29d4UQY0/GPqDJtNbvKaVaMM9yO+AsA45Le1c3Y57XFaQ+bxrJzM4PODA1onZB28cwBdJlZH8nJOvtGdZi7UfUWk/Kc97KQ5wI/BvwE6v575e11qvT1pNtv3pKZ8q7K82DmFY138S8t+1uRWXAr5VS/2X97sPUaFaQ+s7KdlwzyZp3sX5ODsrsvEsUQGuda94l07YaMecHcrsmcl1fNakFDen7kKwZsp9/MfpJADoyXYAJNI7Tpm/GFzEZ54HWAhQn/T45y3L2C+cYTN+CmdbPRwJXYmr81mnTVDWF6hrVrAVwKKUKtdYdVo1jdfryvdFavwi8aDVt/CWmdDefY7PH2hc7feWYgGFf1m/kn8Z/KKW2YWqIPWQ5l9r03XgC09T3XEzTGTAP6Md1hgGctNYfAVdYzYcuxfQNmZq0yFBdO7admBrJeel/sPrRJMsnbftIKvG2+vHkah+mlt6ptY5ZtfVT6erLc5TWeqVS6kCyF+wkaNOs+0GlVAWmVPdfSRoEwVr/A8D5Wuu/KqV8QGeW/SjEZEhsn8CUiH8D+HUe+5jrvSuEGIes1hURwK+UOk1r/VfM8/o5rfW5GZZvxPTBt1UDmzOs+kVMlxAP8BNM7ZrdNHQFECL7O+HypF/7/QzTWr8PnGd1ffkOpkb3mLTFsu1XPu+u5G1+oJSKKqUWYwoe7RYtO4Ff6rRxIpRS8zGBbfL2+2IPqUF8pfXZQEmuYa7ABJAOuh+7fNa3LW19g70PYhSRJrgjUw2wVXcNDHA+qQ/qgfKWtW6UUp8lezONFzH9M9xWDeYb1vd2WE1N/glMVkodZa1rjlLqDqtmEUiUxq2zt4fp1B7PIY1hzCBEDqs/yx+twKId0xQol3UkexZTAmw3vbwG0w8l4zQwfWE1AVWY5km9ncu7MTVqhUlNLR8DLrGCFZRSX1JKXaaUqlZKPauUmmA1p3qT7vs/VNeObRtQp8zgTyilqpRS91gFBOnySdvjmKZh5VZhxaPkPgrhRszgEXaz5SsxfT+rgXZgvbXOq600Zz0+SqkrlFI/AtBaN2DOaRxzXTqtmtQi69871teuw2TCijHNcScppY6w/vYj4N+tn2NWU/ArgB+opGL4HOR67wohxhnr+ftbTLeJrwF/tD77O3Cs/f5TZnqR31pfewPT1QCl1FxM4Vgmb9LVN3+N9fsngIla6w3k/k7oyzMsDBQrpdxKqUVKqQeUUl6rZck7ZM4PZNuvfN5d6R7EFMavtLrrgHlvX6WUcln5lR8qMwDdJiCSFNRekSWdvXkSuFgpVWi9v67EjGExUC5QSjmVUhMxx+gVzLH7hJX3cGHGp8iV3b1oPqYZ8j+t9H4uqUD5S+S3D4nzn8d3xAglAejIdA9Qqcy8hPdgmlxOV0r9aoC38x3Mw2A9cCLmYdPtwai13o5pXvKW9dFqTEd1u29fJ6YG7/dKqXWY5ikPaK3T1/VlTEZ7LSbDviPT9tK8inkx7QRewzSZ2WCt4wK6MvM5sZotXYUZbGA9plnxl/JZRxaJPjmY2rAvWU2BejuXf8eUjt6XtK5HMYM6vWet70zg71Y/k78BbyszGvG9mJdQsqG6dgCwzvEXgK9aaf0H8LxVQJAu57RZfWH/FzOgxYeYfiD3pC/XQ5rOw1xrGzEjQ1+LKbD4K6bW8w3MMX6TDH2dkjwGHKaU2mhd2wcD/4fpH/wqZhCFgzGDPryvlHof+AhzDp/ElCB/HrhTKbUBM4jDv6WldyPwU0yfoVybGeV07wohxqWfYAZFW63NFCLPYwb224XpG/qI9Tz7A13vnv8GZiqltmBGbH04w3rRWgcx7+6tWuuYVSjtwzTHzeed0Jdn2AeYmrTdmBrULcBaKz/wY0zhX7qM+5Xnuyvdg6R2mwEzrsU2zEB16zGDM72qtQ5jCjtXWMc8RvYuF71t86/Au5jAvxYzMu5AWYvJ460Ffqe1Xqu1XompVX7P2m4+UwfuVUqtxBzXr2utG61r8efAK9YxLwPymfM0cf5V0hgjYnRyxOOSZxnPlFIOO1BUSr2NeUk9NkTbqwdO0lqvGqztjQbWy/M8bUbYEyInQ33vCiHEQJJn2Mig+jE3fZb1xYHpvfVTFuOb1ICOY0qp/8WU2qGUmocpsXu3xy/1b3sPYEo9UUqdgKkd6rUP3limlPoCsEuCT5GPob53hRBiIMkzTIjxTdpRj2//B9xhNYmMYiY1HswSq38HblFKXYnpI3eJ1Xx3XFJKPYvpqN9tQAghejHU964QQgwkeYaNUkqp7wOXZfnzf2X5XIgU0gRXCCGEEEIIIcSQkCa4QgghhBBCCCGGhASgQgghhBBCCCGGxJD3Aa2vbx2wNr/l5YU0NnYM1OqGjKR76I3WtEu6h95oTft4Tnd1dYmj96VET+TdLOkeDqM17ZLuoTda0z6e093Tu3lU14C63blOmTeySLqH3mhNu6R76I3WtEu6xUgxWs+ppHvojda0S7qH3mhNu6Q7s1EdgAohhBBCCCGEGD0kABVCCCGEEEIIMSQkABVCCCGEEEIIMSQkABVCCCGEEEIIMSQkABVCCCGEEEIIMSQkABVCCCGEEEIIMSQkABVCCCGEEEIIMSTcw50AIYQQwva73/2KtWvX4HA4uO66f2H+/AXDnSQhhBBiXBvod7PUgAohhOiTYDjK3sYOguHogKzv/fffpa6ulj//+Ra+970f8Zvf/HJA1iuEEEKMF6Ph3Sw1oEIIIfISjcW474VNvL+hnoaWIBUTfBx6UDUXnHAALmffyzXfffdtjj32eABmzZpNa2sL7e1tFBUVD1DKxWCKRWJ0tIcIB6IEA2E8PhfhYDTxf0Ghl87OEAUFXf9HotGUZXpadrC/U7etAbfb1aftZFt2KL6z9aN9+P2eIT9eA/GdnbVN/b5WhuP66s+1MlTfyXatuD3OUXGM+3OtDOcxTv/OUF4rXp+be57fyJptDTS0BCkv9rH4gErOPHIm/gJ3ztvBAR6XK/FsH4x3s9SACiGEyMt9L2ziuXfq2N8SJA7sbwny3Dt13PfCpn6td//+/ZSVlSV+LysrZ//+/f1LrBgyHe0h7rj+TbZvaeCOG96kbmtTyv/tbUHuuD71//Rlelp2sL+z4nev9Xk72ZYdiu/c/qc3huV4DcR3BuJaGY7rqz/XylB9J9u1MlqOcX+uleE8xunfGcpr5e7nNvDy6l2Jd3NDW5AXV+7kv2/s+bynb+eO69+krTWQeLYPxrvZEY/H+7WCfNXXtw7YBqurS6ivbx2o1Q0ZSffQG61pl3QPvdGa9qFKdzAc5Yd/eZP9LcFuf6uc4OdnXzwKn8eV4ZuZJaf7f/7nP/n4x49JlLRee+2VfP/7/86MGTN7W4cj9z0QmfTn3WzXfBJ3sGdXC5VVRezf157yv8PlIBqO4vK4Uv53Op3dlt2/r52aSSXE4vGcv5Nt/UP1nWz7MVTfyfd4jfdjLMdLjvFIO8b9PV5RB/z8/pU0toW6PaNLCzx8//wl+HzuHve9fncbLzy9HoAzv7CY0vICCou8/O+v/nvA381SAyqEECJnzW1BGjIEnwCNrQGa2zL/LRdVVVUppar79u2jqqqqz+sTQ8Ou+dyzq4VnHlvL/n3t3f7ft6eN+255p9v/mZZ95rG17N3dmtd3si07VN/Jth9D9Z18j9d4P8ZyvOQYj7Rj3N/jtW17U8bgE6C5M8z2Hc297rsdfAI8fu8q7rj+TTraQ4PybpYAVAghRM5Ki31UTPBl/Ft5iZ/S4sx/y8WRRy7lpZeeB0Dr9VRVVVFYWNTn9QkhhBDjQbHPgzfL37zW3/tqMN7N0gR3GEi6h95oTbuke+iN1rQPZbrvfm4Dz71T1+3zkw6fxkUnHZTXutLTff31v2fVqvdxOBx861vf5cADe1+fNMHtP2mCO3Ka4klzRzleI+14yTEeHcfroVc38+qHe7o9o4+YU8mFnzqw133P1gTX6XYO+LtZakCFEELk5YITDuCkw6dROcGP02H6fp50+DQuOOGAfq/72mu/xg03rOD662/O6QUnhp/T7aS41A+OeNbmaHff+E/cHle3/7M1LYvH43l9J9uyQ/WdnpriDcV38j1e4/0Yy/GSYzzSjvFAHK9zPj6bGqCi2IcDU/N5xJxK4psbctp3t7dr/IaqmmKKS/043SZUHOh3s9SADgNJ99AbrWmXdA+90Zr24Uh3MByluS1IabEvr4GHkg1EuqUGtP8G4t1s14T6fJ5ROQ1LJBIdldOwRMKxUTsNSywWH5XTsPTnWhnOKUIi4dionYYln2tlJE3DMhzXitPtoqGlk0K3i6Jib97bwQHlFUWEo/2bR7Snd7MEoMNA0j30RmvaJd1Db7SmfTynWwLQ/pN3s6R7OIzWtEu6h95oTft4Trc0wRVCCCGEEEIIMewkABVCCCGEEEIIMSQkABVCCCGEEEIIMSQkABVCCCGEEEIIMSQkABVCCDFibN68ifPPP4uHHrpvuJMihBBCCAb+3SwBqBBCiLyFouEef++Lzs5Ofv3r/+Www47s97qEEEKI8Wa0vJslABVCCJGX+o59/OrdP/LE5r8D8MTmv/Ord/9Ifce+fq3X4/Hwy1/+lqqqqoFIphBCCDFujKZ3s3vA1iSEEGLMC0XD3LTmTuradrKrfQ+1LXWsb9xENB7lpjV38i+HfQWvy9OndbvdbtxueS0JIYQQ+Rht72apARVCCJEzr8vDwqr5uBwuovEoaxs00XgUl8PFwqr5fX7BCSGEEKJvRtu7WQJQIYQQeTljzinMKz8g5bN55QdwxpxThilFQgghxPg2mt7NEoAKIYTIyxOb/876xk0pn61v3JTodyKEEEKIoTWa3s0SgAohhMhZKBpmzb51iaY9CypUosnPmn3r+jXi3vr16/jqV6/m6aef5IEH7uWrX72alpbmAUy9EEIIMfaMtnezjPYghBAiZ16Xh6sWXsxNa+5kYdV8zphzCk9s/jtr9q3jqoUX96ufybx58/nDH24cwNQKIYQQY99oezdLACqEECIv1YVVKSPqnTHnFE6ZecKIG+RACCGEGC9G07tZmuAKIYTIW/oLbSS+4IQQQojxZLS8m3OqAVVK/RpYCsSB67TWbyf9bStQC0Stj5ZprXcMcDqFEEIIIYQQQoxyvQagSqlPAgdqrY9WSs0HVgBHpy12qta6bTASKIQQQgghhBBibMilCe6JwKMAWut1QLlSasJgJkoIIYQQQgghxNjjiMfjPS6glLoReEpr/Zj1+yvAlVrrDdbvW4FXgVnW/9/XWmddaSQSjbvdrgFJvBBCCAE4hjsBo528m4UQQgywrO/mvoyCm76yfwf+BjRgako/DzyY7cuNjR192GRm1dUl1Ne3Dtj6hoqke+iN1rRLuofeaE37WEn3n/70W1atWkk0GuWSSy7nk588Iad1iP6Rd7OkeziM1rRLuofeaE37WEn3QL+bcwlAdwKTkn6fAuyyf9Fa327/rJT6K7CIHgJQIYQQIpP33nuHzZs/4s9/voXm5iauuGJZTi85IYQQQgyOwXg35xKAPgP8BPizUupjwE6tdSuAUqoUuB84Q2sdAj6JBJ9CCDGmxWMxwnv3pnzmqanB4ezfzF6LFx/K/PkLACguLiEQCBCNRnG5pGmoEEII0ZPR9G7uNQDVWr+ulHpXKfU6EAO+opS6HGjWWj9i1Xq+qZTqBN5HAlAhhBjTwnv3svWH30v5bNbPfo530qQs38iNy+WioKAAgCeffIyjj/64BJ9CCCFEDkbTuzmnPqBa6++lfbQq6W+/BX7br1QIIYQQlldeeYknn3yMX//6j8OdFCGEEEIwsO/mvgxCJIQQQgyKf/7zDW6/fQW/+tXvKS4uHu7kCCGEEOPeQL+bJQAVQggxIrS1tfGnP/2W3/zmT0yYUDrcyRFCCCHGvcF4N0sAKoQQIi+emhpm/ezn3T7rr+eff4ampiZ+9KOuXh8//OFPmdTP/itCCCHEWDea3s0SgAohhMiLw+ns96AGmZx11uc466zPDfh6hRBCiLFuNL2b+zcurxBCCCGEEEIIkSMJQIUQQgghhBBCDAkJQIUQQgghhBBCDAkJQIUQQgghhBBCDAkJQIUQQgghhBBCDAkJQIUQQgghhBBCDAmZhkUIIcSIEAgE+M///DGNjQ0Eg0Euv/wqjjnm2OFOlhBCCDFuDca7WQJQIYQQeYvF4rQ0dQIwoawAp9PR73W+9to/mDdvPsuWXcbu3bv4xje+IgGoEEIIkaPR8m6WAFQIIUTeWpo6uefGtwC48OojKaso7Pc6Tzzx5MTPe/bsoaampt/rFEIIIcaL0fJulgBUCCFEzuzS1ZamQOKz5J8HosT1mmuWs3fvHn7xi9/0az1CCCHEeDDa3s0SgAohhMhZcumq7an7P0j8PBAlrjfcsIKNGzX/8R8/4tZb78Hh6H8TIiGEEGKsGm3vZhkFVwghxIiwfv069uzZDcCBByqi0ShNTY3DnCohhBBi/BqMd7PUgAohhMjZhLICLrz6SFqaAonS1dPPP4QJZf7E3/tq1ar32L17N9dd9y80NOyno6OD0tKygUi2EEIIMWaNtnezBKBCCCFy5nQ6ujXjmVDmH5CBDs4++/P893//B1/+8lUEg0G+9a3v4nRKQx0hhBCiJ6Pt3SwBqBBCiBHB5/Pz4x//53AnQwghhBCWwXg3SwAqhBAib3ZzH/tnIYQQQgyv0fJulgBUCCFE3jI19xFCCCHE8Bkt72bpXCOEEEIIIYQQYkhIACqEEEIIIYQQYkhIACqEEEIIIYQQYkhIACqEEEIIIYQQYkhIACqEEGJECQYDnH/+Wfz1r08Md1KEEEIIwcC+myUAFUII0WexWHjA13nrrTczYULpgK9XCCGEGA9G+rtZAlAhhBB90tG0nt3rb6Sjaf2ArXPbtq1s3bqFo48+ZsDWKYQQQowXo+HdLAGoEEKIvHU0raeh9ikiwf001D41YC+6P/zh13zta98ckHUJIYQQ48loeTdLACqEECIv9gsuFmkHIBZpH5AX3dNPP8mCBYuYMmXqQCRTCCGEGDdG07vZPWBrEkIIMebFYmGadj6feMElPo+007TzefwT5uJ0evq07jfeeI2dO3fw+uuvUl+/F4/HQ3V1DUcccdRAJF0IIYQYk0bbu1kCUCGEEDlzOj2UTTkxpZQVwOkuomzKiX1+wQH89Kf/nfj55pv/zOTJUyT4FEIIIXox2t7N0gRXCCFEXgrL5lEx/XSc7iLAvOAqpp9OYdm8YU6ZEEIIMT6Npnez1IAKIYTIm/1Ca9r5PGVTThzwF9yVV35pQNcnhBBCjHWj5d0sAagQQog+KSyb169+JUIIIYQYWKPh3SxNcIUQQvTZSH7BCSGEEOPRSH83SwAqhBBCCCGEEGJISAAqhBBCCCGEEGJISAAqhBBCCCGEEGJISAAqhBBCCCGEEGJIyCi4QgghRoT33nuHf//37zFr1hwA5s49gG9+8zvDnCohhBBi/BqMd7MEoEIIIfosHIvhcQ5cY5olSz7Gz372iwFbnxBCCDHejPR3szTBFUII0SfBaIwb19URisaGOylCCCGEYHS8myUAFUII0SfP79jPjo4gz+3YP2Dr3Lp1C9/97je59torefvtNwdsvUIIIcR4MBrezdIEVwghRF6C0RjP79jP+/tbAHh/fysAJ06txOfqe7nm9OkzuOKKL3LCCZ9m584dfO1rX+K++x7F4xnZE2oLIYQQw200vZtzSo1S6tdKqTeUUq8rpY7Issx/K6Ve6nNKhBBCjHjhWIyb1tfx6p4m2iOmeU97JMqre5q4aX0d4Vjfm/xUV9dw4okn43A4mDp1GpWVldTX7x2opAshhBBj0mh7N/cagCqlPgkcqLU+GrgS+F2GZQ4GjutXSoQQQox4HqeTq+ZN4xMTyyhyuwAocrv4xMQyvjhvWr8GPXjmmae5++47ANi/fx8NDQ1UV9cMSLqFEEKIsWq0vZtzaYJ7IvAogNZ6nVKqXCk1QWvdkrTMr4AfAD/uV2qEEEKMeD6Xk9NmVAPw6p4mDq0sSfzeH5/4xHH8+Mc/5NVXXyYcDvPtb39Pmt8KIYQQORhN7+ZcAtBJwLtJv9dbn7UAKKUuB14GtvYrJUIIIUaVE6dWsqW1k5OmVg7I+goLi/jFL349IOsSQgghxqPR8G52xOPxHhdQSt0IPKW1fsz6/VVgudZ6g1KqAngEOAmYCtyqtT6+p/VFItG426oaFkIIMbqFojG8/RjcYIA4hjsBo528m4UQYuwY6e/mXGpAd2JqPG1TgF3WzycA1cArgA+Yq5T6tdb6m9lW1tjYkcMmc1NdXUJ9feuArW+oSLqH3mhNu6R76I3WtI/ndFdXlwxQasYveTdLuofDaE27pHvojda0j+d09/RuziU0fgY4F0Ap9TFgp9a6FUBr/aDW+mCt9VLgHOC9noJPkZ9YJEZbc4BYZGAnkrXXOxjrHssG63wIIYQQQggxXvQagGqtXwfeVUq9jhkB9ytKqcuVUucMeurGuY72EHdc/yYd7aFBWe9grHssG6zzIYQQQgghxHiRSxNctNbfS/toVYZltgLH9z9JIhaJ0dEeormhEyDxP0BhkRene9jbdI8rcj4Gj31sQY6lEEIIIcR4kFMAKoaWXdNme/y+rnj/kmuXUlzq79N60wMp6AqmJPOf3WCdD5F6bOVYCiGEEEKMfRKAjiPpgRR0BVOS+c+usMjLJdcupbmhk8fvW8WZFyymtKIg8TeRPykMGT/scy3nVQghhBAgAeiINFgBT/p6gcS6JZDKzul2pgTnpRUFEqz3kxSGjB/2uZbzKoQQQgiQAHREGqyAJ329A7luIfIhhSFjn/SdFkIIIUQmEoCOYHYmfaAz5PZ67Z9FbgbrfIxHUhgy9knfaSGEEEJkIgHoCJYpkz6S1zvWyXETQgghhBCifyQAFUIMG6mNH7tk8C4hhBBCZCIBqBBi2Eit8tglg3cJIYQQIhMZBUIIIcSgkb7TQgghhEgmNaBCCCEGjdRyCyGEECKZ1IAKIYQQQgghhBgSEoAKIfIWi8Roaw4Qi8SGOylCCCGEEGIUkQBUCJE3e47HjvbQcCdFDCC7YEEKF4QQQggxWCQAFUIIAXQVLEjhghBCCCEGy7gZhCgWiSUyVIVFXpxuib2FyEfyPdTc0Jny/3DcU3JPCyGEEEKMPuMmALVL9gEuuXapjMooRJ6S7yHb4/etAobnnpJ7euDYwbxdoADDW7gghBBCiLFrzAegkrESYmDY8zmCuYcev28VZ16wmNKKgiGd41Hu6YE30goXhBBCCDF2jfkAdCxlrOyMt2SyxXDINJ9jaUXBsNZ82kbrPT1S2IULdsHCCafOo3pyCW63k4KCoStcEEIIIcTYJ1HMKCIjj4qRwg5YhrLmM33bZ16wOPHZmRcsHrb0jAV24UJpRQEAbq+L+1a8zV03/pPOTnneCCGEEGLgjPka0PSSfWBYmg321Ugb+GWsk1rm3GSqDR3ObQ9HTexYZD8vY9H4cCdFCCGEEGPUmA9AR3tmVZobDi37eMuxFeNZa3Mg8bMUeAkhhBBiII35ANSWPIDKaKj5FENnvNcyj9ZaX7mnB54UeAkhhBBisI2bAHQ4mwz2x0gZeXQsG++Z7tFa6ztU9/RoDdBt+cyXOtq7LAghhBBi5Bs3AehoNdqbEA+0wQgGJMgXPRmtAbotn/lS5XkjhBBCiMEmAegoMpwjj44UgxEMjMdM93hvdpyL9PlGk+cdHQ3HqD/zpUrzZiGEEEIMFglAR5HR2oy4vyRYGnjjvdlxLtKPkX18YHQco/6c4/H6rBFCCCHE4JMAVIx4QxksjZdaZml2PHKN9j6nQgghhBA9kQBUiCTjpeZnPDY7zlf6gDx2gG7/bbAMVDNzGVBICCGEECORBKBixCss8rLs6qOo39OGz+fiifs/kIz0ABovtb75Sg/SBztAH+g+p1LIIIQQQoiRSAJQMeI53U6cLgfPPLaWZVcfBUhGeiCNl1rfvhqqAH2w+pzKgEJCCCGEGEkkABUjVqbBh5xOJ8uuPoqCAslIi6ExmgL0TP1HR1P6hRBCCDH2SQAqRqxMgw/dccMbgFUj5M0/U21n0D1eF+FglMJiGehFjAwD0ed0tM9ZKoQQQoixTwJQMaySaznT+7kNxkitdgb95LMW8Mxja8d1Rl1GWx1ZhrrPqRBCCCHEcJBc5xgTi8Roaw4Qi8SGOyk5sQPCO65/MxGI2uwMeXGpP1ETZGfK8w2Ymho6aGsOQNzByWctIBKKms/3d9DWFBhVx2yg2Mc+/biL4ZVvn1P7nq/b1pAygNF4vKaFEEIIMfJJDegYM1qa4KWP+Ald/Twz1cj1dyCYttZASs2n7Yn7P0j8PNKP2UAZ6NFWh0pPteVjSb59NodynlwhhBBCiP6SAFQMi3wzzf0dSKW4xG+a8ybVgL7w9HrOOP8QyioKwTF+RggdrNFWB1tyukdyOoeaXTjj8bjYt6dtQJqqCyGEEEIMllEdgCaaVTK2a0RyMdpqtdIHXAEGNdNcVlFIOBqlrTnAM4+t5eSzFpjPKwvHXSAzEIPdiJHDLpypri4hHDZNy6X/qBBCCCFGqlEdgNrNKkFqREZbrVamGk3JNPdfLgMLjbbBbvJtrj2eDdWcpUIIIYQQfTWqA9DRJDkwGAzptVqXXHM0sVgMX4Ebj8c1KNscjRLNFb0uLrlm7GXUR0sf4HyMlz6OAzEq8WiZ8zO5P6/HJc8nIYQQYjwZlVUH9qiPDfs6Ep+N9FEfB3vEUTvjaTeljMVi3HXjPwmHoiO6hsgOCIeq1sY+Tr4CD8Vl+Y+mO1LZ90T6KKjJ94S9jP3ZaKkts9N55gWLE5+decHiUZH2fIynUYmTR79uaw0Md3KEEEIIMYRGZQ3oeKkR6YvE3Jnx4U5JbkZLjc1Il0sT7EyD+IyGY+90Oyks8hKLdl3UI73ZcD5GW/9tIYQQQoj+GJUBqB1ktTYHefTu94HBHcCmPzJlLuu2NRAORwc8c5ncrK25MTUzKxnZsa2ngYUKCrwptaMw+q6LjvYQu2qbWXb1UThdjhF3n/fHaOu/3R+Z+vM27OugpNQ3aq5FIYQQQvTPqAxA7Vqz5L6NdvDZ3z5UA22wMpeZ5kSUmuHxq6eBhdqaA6PyukgpUGno5IWn16cE1oOp0B8kGPISjTkGfVvjSaZnlF2IOJKvRSGEEEIMnFEZgNoScztCIvgcaQOwZKqZqppYnKgBzSSXwUgyNadMNL+FbjVhY6nGaKRxOCA+CE2eY5EYddsa8Hhd/SpQGeopbwZKrgUqAzF4j83pdNDeXMvGd//C9IPPx+WZMehB6HiaFifTtXj2RYcmakCFEEIIMfaNjGrCPiqrKEwEXunNXNMHYBku6YMDlVYUMG1mBcWl2QfA6WkwkvTBZqBrf4FEv77k7fW0LdE/TqcDr6sRv3fgB1LpaA+x4nev5TUoTaaBhdKvQRhb18VADd7jdDpwO/ax4Z0/E410snX1HcTD23E5B7dDdaZnhH0fj+bzYz+rkp/Bma7FiqrCUb+vQgghhMjdqK4BtY2GPlS5jDiabTCSwsIYHq+baNybc63QaBnhdLj1p/bM6XTgiu9m07s3U1Q6iykHfY5AqP/XWn8GpRlLgzrlW6PvdDpwOh3EYn0LGD3ORj567yZi0aD5IB5j6+o7mHPI5Tjd04gNYFlWpnRmu2ddLojFBqeWfTD11CIl+dwWl/gJR6PDkUQhhBBCDIOcAlCl1K+BpZixVa/TWr+d9LcvAlcCUWAV8BWt9SjLKg1sM75McgkMMgXSS4+bwqwZ2yksLqa46vAB3d5Y05dz2Ndm23bwuXnlzcRjEdoaN7Fzw8MDEoQOVoFKcqZ/pBVMZOrTnOkaTu7bmhyoFxZ7KS5qwxltpr29FJ/fk/d97HD48BdPpKN5e+Izj7cEt6+UYKSfO5jE7YrhiOzC46siGPIlPs+0v25XjGjnR/iKJhGMlBCPg9vtIBIZ2kesxx3G5YwQCPXe/zaXApTkfS2rKKS+vnVwEi6EEEKIEafXAFQp9UngQK310Uqp+cAK4Gjrb4XAF4BjtdZhpdQL1t9eH8Q0dzMQfahGQv/R9P24/CsfIx58j321r9Nab/oalpUdlnN/PocD/J4OojE3ocjICjgGQz7nsL9TXxR4O9FvrSAe64pM2ho3sb/2JcqnnUwonPr9fILjweoTOJILJTL1aU6WqXbQ/k5hsZdzL5pJ7Ye3EI+FqZh+EUEmUVDsIx+BcAHT1AXs0PfT3rwNj6+U2YuXJwK/geB2xQh3bKD2w/spqTiISQeekxKEdlu2XVO77gHc3hLmLLmKOD46m9dTUKoIhvPbv77yuMO01b9Fc/0aZiy4hEC4sMflR0OLFCGEEEIMn1xqQE8EHgXQWq9TSpUrpSZorVu01h3W3+1gtBTYPViJzaanEUBHk+T9OPITk6zg8x+Jv+/e/AyT5kBZxWFA9/58yRwO8Lla2LxyBaVVCyib8kkCAXe3WqaxIJdgsqmhI9FPNnnAKlu+meRA2Mf0+eezbc3d2JOu+gqrqZx2HIFw9+OaT3A82q9np9NBOJhbjVamaTkyTRGTKXguLPJy2VePpriwjdoPbyEa7gCgofZu5iy+ijDVeQeOgXABsw9ZRp1+kppZJw588Nm+gdp19wPQ2rABNj6SMQhNDj4BIqFW2hrW09G6i6Y9KymtXkjN7NMHPQi1g889W58HYPvaO3oNQsfToEpCCCGEyF8uAegk4N2k3+utz1rsD5RS3wOuA36jtd7c08rKywtxu109LZKX6uqSxM8el4vlXz+G4hI/ZRU9l9Lbmho6aGsN0Nps+n21NgcT07vks558Jac7XbAjjMvlJB7P1O4vSkmxDwcOln/9mKzp7GzbzcZ3VxAOtrBvxxs4nA6Kqz6RCLqWf/0Ypk0uHdB0D5e6bQ1Zg0l7P5OXWf71Y1Km8Enn8biori5JXBuQ+RjHogtwOZex+YO78BVWccChy/EXVZF8hPpzfQU7winpGS3am+v4aNXjzF54Ab7Cyh6XTT930HX+crlGw8FWNr13ZyL4BIhFw2xfdy/qiC/j9Zf1aR9mHvx53N5CBvKoB9rr2fzOAymftTZsoGT/KibO/CROV9fjONixn3Urn0z8PmnOSbQ3b6O5/kMAmuvX4HDA9Hln4/V3HaOBvE4i4U7qt/8zEXyafdjD9g/v5IAll+MrrExc35mu5bptDQBUTSxm2syKHrc1mq7vsWow382jiaR76I3WtEu6h95oTbuku7u+DELUbU4CrfXPlVK/Bf6qlHpVa/1ati83NnZk+1PeqqtLuvUd8hV6CEejOfcpSp8j0Z6TDkxNWE+DY3jdJqgIRUwthMcdIxJ19lpjkindyTxeFwccPIOy8lk4gH11pkVzzawTKKo8ksZmMxqKr9AD0G1/C3ydbH7/L4SDiTIC6mtfJ46HJUdMZOXbe9i3py0xFUyuNaG9pXu4hMM9DGDigC2b6hMBIMC+PW1UTSrmkmuW0tzYvZbG43VRX9+acm1kuxZc3tnMPuQyPP4qWjt8tHakHp/OtiAr//kRK9/eC+R3fXm8pkDFTs9gy9RM2Ol04PMECYS8vV7XTqcDj6OBzSv/QjQSYNPK25hx8MUEwpn7DTqdjh7PXTic2308dd4FbFtzC6HORgDc3iJmLryUljYX8db8j1t1dQmNzVFgYI65fVx9PpiqzmeHvh+71nxC1cEUVSxmf1INMIDT6WPOkivZvPImnC4vBUU17N78XMoyTXvXUDHlSFrbXcRi8V7vz0z9bHvidELBhBk4HC7i8a7zVFJ+IJ1BaGnvukcuuXYpwWA4Zf32ue3tPA7Ec2W0vtxHksF+N48Gku6hN1rTLukeeqM17eM53T29m3MJQHdiajxtU4BdAEqpCmCh1vofWutOpdTTwDFA1gB0pOlrczGvO0TDjheJR8NUzTyFeBxa973NhKqFhKKlWTPrTifE4z0Pp2k3NwzHoGzycdZnfkqqjyIc8fS6T5Goh8qpH2f35r8lPnO5/cRdc9mka4HMI+f2R099HJ1OBw6iRGOD0+Q32zn0eF0EOyLc9Zd/piyfvO/pU1/kKxp14PTMJBDufsIdDphQ3MyhS/Zx6JEf45Y/vpdXc0Sn28m0yaW0NNUTj7sI5XDu+yO9mbDT6cAV282WVfcza9HlPTZHdThSg0+AQNsutn94Z8Yg1O2K4YjupaKivMc+zR53kHjcRSSa/VEVjBQza9Fytq5eQSwaYvbiq3q8B4dacnPvWQeUcdzx57C/9hEKJhxE5fTTMjajjcXihJ2VzFlyFZtX3kRH6x6mz/88teseSiwzVZ0N7snEorntaG/9bLunAXBOZs6S5WxeuYJ4PEr19GOZMOkYwhn6lKevX0biFkIIIUQmuQSgzwA/Af6slPoYsFNrbYfEHuBWpdQhWus24EjgjsFJ6uDI1t8uFokRDkcJt4XAkVpjYILPF2jY+RYAxeWzCbTtob7uNfbveDNrBtjpBFdsF22NbpzOmpymiwhFvJROOg4cjpyCT4BwxE1R5ceYBOze/Ddcbj+zDrmSuloPbS2mJrCn6Sz6IlsfR7tWrLNtJ97ieUSiA9fEK7GNLOewrTnArrpmll19FO1toUTtY/q+p2eS0/slulxOYtEIbc2BjAF2pvPocICbvWxedTPxWJiqaRE+fvz0vAPdYGcjOzc8QOGE6ZROPGbQg1CbHXya9EfYvPIm5iy5is5AEe1t3QsaHI440UgnsWg4ZT2RUBuQ2pQ8uX9jac0iamadRqY+zV5PiMYdL+MrrMZfuqjHIDQQLmLWouXE41FC0QlZg8+BHO06l3XFIrGUAHHrpiagjBM/cxm7dkBzs5PiLK2M7SB07seuJY6XaMzN9HnnUrv+Qaaqs/GVLMjpfsq1n23mNJAIQlsbNlJSs5RgwE1HeyBlPc0NnZSkXdcjedArIYQQQgyfXgNQrfXrSql3lVKvAzHgK0qpy4FmrfUjSqmfAi8qpSKYaVgeH9QUZ5BP07Jsy6aX1ne0h9izs5VnHlsLdNUYeNxBGna8mAg+q6cfQ3vzNhp2mW6ykVA7W1bdxMyFVxKKluJwmRbLdvC5edUtAMxZfCU4J+UUhIaj+QeJdhA6xeWmqHQ24XgFRSVdGdCBGNgm+Vh2m7u0yIvb60qpFZt60Nn4JuSWae6LwiIvy687hnAwSltzgOaGTl54ej1nXrCYkrLsgzalH4fkmhyXy8m5Fx+AM7KS2m2TmT5naq/HLRF8rjTBJ8C+uleZMW0pxcVTc94fvyfAltUP0N60hfamLSbteQahvQVJmc5he2uQ0pImNq/uGuU3Empl88qbmLloOTf9ZRUXfvHIlOMQiwGuKcxefAVbVt1CPB5NjNwajHQ1wUgfXKd572oAqmecljJFjAk+X2L/DnMephxITkFob9ILSvzeTiBOIJR/X+9cBpbqaA+xq9YUgjhdjkRNb1PTHConeXstAIrF4gRiSf3cixXzjvoWoWhBzvdRrnMHZ08D4JxMcU01wYCTtpYgd93Y1arghFPnEQhEaGtpTnyWa4ArhBBCiPEnpz6gWuvvpX20KulvtwK3DlyS8pdP07JsyyaX1tu1FpFQV7+n5oZOXC4H/gooKJ6c+LykYi7bPnwwZRuRUDuNezfgn7AYj9uH2x2H8G42r7olkaHfvOrmbkFovn20ehOOuPGXLiYcd+cU6OYrPWPr9bnx+YL89cGNnHHBEvze5pQmmTs2PMrUgxi0INTpdhJuD3HHDd0z2yeftSDn9diFES2Nnfh9nYSaH6Ots55pkw6nvGIaPXU5BXA5o3Q0bEkEn7Zg20b8/k8QCGf5YhKfJ8CODQ8kAk+A+u3/ABxMmPjxnGvDewuSMgUnf390LZ9fNgOn0000aZoZl9tPJOIgFo9nHGk4OQitW/8gsw65gnBsAvGk6kivu5PN61IH4mneu5qi0pmUVR5GJBLH6w7SuOPlRPAJsHPjEzkFodmk1wK2NHZSXhZl+9q7iccizFx0GcFwIX5vgGg4v1rmwkLTBDl5P5O3ZxeClFYUJGoJC0u8fSoAikRdRKLF+aUvrYk65NcCwuOOE444iMVMzWd6QB0IRBIFdbaBbuIvhBBCiLGjL4MQjRj21Bq5NC3LpRmavUwsGk8p4Qf4x7MbOOv8Seza9CZTDziLqQedxY4Nj7F93UPMXrSMLavvSozEWTrxeNauLWHhx6C4uI14rIPajU+mzBkZj0XYuekJph98KYFQV61rPn20cmECvXhiP5NrmfqrsMjLJdcsJRaL09YapLiwg879D3HhFZ/D6XHQuPPtRPBp27P1eeZ+7KBBqwXNJhKKJjLNufS9LC71U14eofbDewl11gPQuPsdHA6omHZSj/OqRqIuCisPY2Isyp6tZuAYb0Elsw65POeatljcRXHZnJQAFBwUlc4gFuv5tu2tZjr5vki+JuwA5cTT5+P0FDF78RfZssoUIPgKq/GWnsWN/7eSWDSeddoaOwhVR36FUDCEI1KLyz2VaNS0BAhFCpg27/PUre/qyzih6mCKyhcQTOpHm3yv9PRZT/zeAJGol0jUmXJvOV0OvN5O6tY/QLDDzBpV++E9zDz4XD56/1YmzToeT8nCjNdo+rH95MnTCDS/SWn1kpQWD+mBfVtLkEAgQmVVEcuuPmrA+0XGIjHqtjXg8bpSnmX2+U5/luTaAsLvaaOl/gOKKg6jsTGeMaBuazEBaWtzgMfvW0VJqZ/zLllAOOqR/p9CCCGE6GZUt41qazUjMCZnhh+/bxV3XP9mIpNoszOEPS1rL1O/py3lu2UVBZx1/iQatt9N635NnX6QknLF1IPOombG8QTD5UxVl+PyFFI98yTWb6hmzfv7KCnuZOsHK9j03k1MO+iz+AqrE+v0FdYwff5FieBzKNgZ0eJS/4A0i3O6neCAB257l5mzHLTXP0Cwcz9bV99CLLyPgvKjKSpflFje7S1h9uIrCYQGr0bEDqguuXYpZ16wGDC1PbMOrKR4gi/nfXe5HIQ76hLBp61xz0pcjkCWb3UJR9wUVx/JxFknJQWfvTcR7fq+h+LqI5k050TrEwezFl2MwzeLaKzbQNQp7Os4+XrPdl8kXxPJAzIVFHuJUMGcJV+kcMIMps2/hAfv3EQk0vMAWmCC0Hgsxra1d7F55S3EAptxuUxwGYk68RbPZ9q8zwMm+Jw454yUgXhCER8V00+ifPJhic8mzz2VwopDc6799Hs72b7mdsIdG3C7Yonr4swLFnPaOXOh8++J4NPp9jNx5rF8tPJWwsFmavVjBJtX43Z1r+pOPrbNjfuZVLWefbX/YNuam/G6m3E4zLlJ3h5A9eQSnnlsLU6Xg+IJvgFvltrRHmLF717r9ixLP9/58Hva2PrBCnZveY7GXS+zbVNdt+tpV20zk6eXUjzBlwhIP3fhVEItL1FZ7ZDmt0IIIYToZlTXgPaHWljJ0cdNZteOOLFonFikK5Pq8bq4YPkR1O9q5d03tyaCT3uAlbamzdTpB5l04OfobHews7aTSNRB9fTL+OD9fax5fx/nXjyXnfp2QoEmAD5aeQtzl1xB7fpHweFkZtJk7v0ZJGQ4JNcCtTR2ct4lc9i+1mTewdRUbV19C5UzL6ItdBjF5RBs30rJpAtobPRROIgzJmSr7Zk2syKv4aSj0TjuogOYcsDp7Nz0FAAOp5s5i5cTjE7IaR12EFo68VACocxTkXg8ccLhzAFlOOJh4szjIO7EXzzJBJ/RnoPP/kjvB20Gwalg2vxldHS4uPCLR/Y6WrTXE8fpCLBp1V0E2nYCsG3N3cxceBEu/xyiUUciCJ2z5Epc3qqMo8CGwl4qp38aAH9hDYUVhxKO5Bd8Btr3UPvh/Uw/+Hy8hQfhdJvr4qkHNnLR8lPZavVxnTn/c9RteCpx/QLs2Pg405QbT8nBRKPda4xLSmK07HmZxt3vAabZ/bY1N1sDkJXhdDspLPISi8Y5+awFdLTZ88AGErXw/b2vXS4H4WA05dlh/59pZNx8WkDYwaf9/GrY+SYzp8Hyry1lxe+7j+bsdDspLvFx+bUHmNGIIwGi0SAT555BMNT9/AohhBBi/BrVAWhxiT/nvk3J/aD02jqOODJEw7ZbUIuu5OY/ruRzFx+aqAkCCIeiuL0uCgrcEOskFk1t/hcKNlG/s5m7V2jADMSxK+yirLycWXMjuNiWyLyBCcq2rL6bAw+7GrfbR0t7V/r6O0jIUIpFYimDkDidDs679EAcrtTj7XC4KC4p4qG7NvGF5SdSVOykqcmDv6Dn/nXpTQf7M2ppf6eBiETd+MsWM+UA2LX578xZvJyoc5JpZpqjcMRNOMtt5vMEadr1KuWTl2YdQMftKaSw8nDicTfxuBO7OXUmDgfE45mb1ebS5y9T8B6LxQmEPDjdqYM1ZWrC6fcGCLRupaOljkDrzqS/xNn+4X3MO+pbtEfNdyJRJ07XNCIZpq8BM2hXNOqhctpJxOOu3INPT1fwaTNB6AW4Cw4EoGFfB+2dFcxZfCWbV91MZ9seistm07hnZdKx8FNQMoVwvKsJe/Ix8nvbqduf2u8xEmqns2UbnpIJRKMOOtpD3ZryD9R97fcG6Gz+CIdnDndcb7ZhDwYU2Nma6L+eXpCVyzbdLuho2ZLy/AJo2vM+B0z9OA5H9/PvdDrwuBr4aKUJPgFa9n0IIEGoEEIIIVKMrKq1PJVVFKY0HYSujFG3uSitzNfEKQUccWSIxh1PEY10snX1zXz+ohm0twZpaw7Q1hxI1IZOm1XGp89ciLtgFjMXLgNM7ZO3oILpB1/GA3duSqz/hafX88xja3F7XWz4cD+bNlVSPf3Yru27fMw+5DIC4Qn4CitT0pbeXA9MID2cc+jFIrGU42HraA+lNFGOxeI8eOcmvKVn4S2oAsy+zjn0KtoDpbS1BgmGvISixRSW9N70ML3pYH+aEtrnvD81TXYQqo76Zt7BZyYuZxyHwwSfe7c8RX3ta2xdfQt+TzuAGbCqWxo8OBwx4sFN+D2ZJ4v3ezvxOhtwOLo3qz3h1Hndpsjoq2xBvd8bYKd+kO0fPkBR6TSKy+cm/uZwuJi96DI6Q92D20ycTgeu+B5iwS1E417CeQw6FMeJtyD1/nI4XHi8JcRxJtLv9bmJOicxZ/GVFJbOpnrmZyifeKjZvtvP3CVXEXeU4ve0JZoPJwuEi5mz+Cpcnq4+vZPmnErcfSDh4OBOQOr3Bqhbfx+16x8i2PIO13z7KM68YDFur4tnHlvLM4+t5YWn1wPZm17bHA7we9rxe7qalUei4CuZz6S5pyY+c7p8zFlyJU3N3ixT3EQJdu5LBJ+2ztYdOOll1C4hhBBCjCujugbUlmvTMpczTjy+lcYdTyU+i0Y6aaq7m4qZl3HbDSuJx+KJ2gmf24nPqrFzumYza9Eydm16mpmLLqcjUMAXrjwCSK1lqppUzCXXLKWsPAZRPw4H7NvxFnOWXEmE6m4j3vZ3kJDB0tOASMkD+tj7HggUMPPgS9m18QGmHHQmkXgV0UhnttX3yuN1pQwwlWnU1aESiboz9j1MPocenwOvq51IzJd1hFqXK048uBV/YQW7Nz9Pc/0aAEKdDWxbeyezF11Ec/06iiqWpAxy5HZFCbWtp279Q/gKa5i58NJE820wwWfth3cR7Khn9uIriThqEkFCYZGXydNLEzVx/a15y3St2sFnW9NmALatfYCZC84DoL1pK7MPuZyYe2pOwbsJPndbU9hEmblwGS7/7JybHgfDPibOOQMwNXAOh4tZiy4nEKkh0BxImdM3FosTd0zE4YRAGCpnnoLL7aNq2pFEYiV0NH3Azo1PpjQftsXjcUKxcuYsuYrNK2+ievonefutItatfoerrjsS8PW5Jjobl8uBx9VJ3fr76GjeBsDebS9SMxOmTD+cDWu7T/fS0/YcDvC529jywQq8/nKmHnQegbDVAiTipqjiUCYBe7e+kHh+eX3RjAUQsZgTd8EBTJ9/PrXr7gfA4ys1fb7D+U9xI4QQQoixa1TXgNqyDa7jdQfwuLvmvIjFHfiLp+D2pnZC9JXMxeMt4OIvHZW11jEadeDwzWbW4qsIhItwujIP3uIr8FBV7WDvlkfZvOpWfEUTUUd+NSX4hMw1e8kD6OSaQc1WUznQ7FE27VEwW5tNTYddszahvIBwrJhp8y8mEq9KGfgll32x96NrLspQxkF0ko/ZUO17NvY5DIfCEN6Bfus3tO59I+Was7lccWKBLWxbex/hQCOtDTrxN6fLw6RZx7N51W3s+uhvNO16Ba/b7GM0EkwEnwDBjr1sW3N7oibUDj47W3cSi4bZsupm3Ow1NaLuEE63E6dr8PqNOhwOYpFW2pq3Jn0aZ9vaB5l64GkccNg1fQw+I2Y9a+4iFtiSsRYyGzsILa1exKxFl3Pf7bvYtqmRO254s9s9F4+TSFso7KV0ygn4Cqus4PMJKw13pwyk1PXdOIFQKXOWXEsorli3ej/nXjyX1r3P4XaY85PpGdGXWnmPO0I8tJnO5o2J4NO2d9tLFPjD/OPZDWaQoxy2lxx8hgNNtDdtYceGB1JqQu0g9KAjvp54fvXUqiASdeIpOojp889PBJ/BSHGWGlMhhBBCjFdjogY0E58nyJ7NT+IvmkhJzVLCEQ/xOISiE5i9+Eq2rLqZSKiV0ppD2Ne8BH/Q02vNUDTqoDPavS9TcqDl9wTZufEh2hpN89zadQ9SMeVIKqaeQCDkpqM9RLAjnHV6jHxrpwZ66pZsAyKlT01jB4YnnDovZVqJQMiD39tBw45XqZhybGLgl94EgxE6Wpv4+2PmuNXvauXksxYQCUVTpn2ArlruwZi2pjfp03BMmlKMz7WbLR/cAfEYe7e9BEBJzdGJmtBE8LnmLiBO3YYnmD7/c9SuexiA6fM+x67NzxLqbABgX91rAJRNPpZwKMiODY+lpCHYsZem3W9RMfVYdn/0NzqT+lvGYzEigf3s2PAYRaWzKao8huaGrqCir4NbeT1h3M4wgXBRSkFKPB4n6qxm9iGXseWD2yAeAxzMWXwxoVgZsZgzZX7MnnhcIfZ89FLadCtxdm9+hlmLrsh472UTDPuomX067R1ODl3q7Tanr8frIhyMUlicehyiMQ+tDRut4LMrDdvW3M2Bh3+ZmKMyJaBqbw1yw/Vv4/G6OPfiuXTue4hwsJFIOMjkuacSCHddsz0VxrjdDiKRzMfJ447QVv8We7Y+x6Q5n6Zm5ifZu+1l668OqmaeT0dnAZd++Wg8XlfK9krLvUQzBP9+b5AtK28hnNTPs71pC7s/epyJc88haM2FGo64rf63uZ1DOwidc+hsAiGfBJ9CCCGE6GZM1ICmM8HnE7Ts+5C9216kde+biVqp5CC0atrRlE85mWce39qv7dmBo9vrItS5IxF82hp2vo0j3kagM8wd17/Jit+9lgjgNn64g/tveSfvPo7pNYZgMtb9rQ3MNl3Nrtpmln2pq5/qJdcczbKrj2LWQZUp00rYNXL76t5g54YHU2pUsnE6HZSWtBJvf4Srvr4Qn99N8QQfE6eUMHl6KdBVkzNQU8j0VfI0HE89uJozz5/F9nV3WIGXsXfbSwSa1+F0mNy31x1i10d/xc7Ehzob2fXRM8xccAFFpbOIhNsTwaetYfc7uJxhfAUVzFl8BQ5nV1lRac0iSicdTSjsoGbmsXgLKgDT13H6/HPYs/0VAm272L/jdRp3vkTjvv2J7/bWJzATrydM085/sOGdP+Bx7Mfp7KpRjUViJsB1TWP2IZfhcLiYuXAZpVXziUYdxOPxxLXa23UZDHuYdMBZFJfNSXzmK6xm5sJL6cxzEJtYJMb+fTFaGoMpfSLBHIO6rU3ccUP34xCLxSkqnUFx+QEpn5dP/hhxZ0nGgCo9+PT4SqmcvJB9dS9S6Dc1oT3VHPo9AUKtH+Bxdz8nycEnwO7Nz+J0eamZ+UnAwfSDL+b5v7Wzq870y+5oDxGLxHC6nVRUOelsfAu/t3u/4VDEy5QDP4vdrx1MP8+aWScSjvav33kk6qQzKMGnEEIIITIbcwGo1x1IBJ+2vdtepGXPm7gcZioEOwgtm3wCkag/78F+smWoY7E4Lt9MphxwetKnDmYuvIgI5d0GXTnmU1M5/PBGzr14Dg5nfs0kc5nXtC+yDYg0dVYZlVVFiVrIWCzGXTf+k3Ao2i34tGvk2po29xqEOp0O3Oxj88qbCHbUs2fzI1z5tQXUTC6ivCJz89Hegm+PK4zb1b0ZbK5ybdobjcZY9e5+JlQfnfjM5Slk1sILaW6ppqXJXG+dQR+zFl2B11+eWM7rK8dTOJWp6hwKyxYyafanE3+beuBpzF3yRZqaPDgcTqLOyYkgtLRmETWzTiMa8xDu2Mim9/7C5DmfxltQwbR5Z7J3+6sE2nYn1tW6721mz9zG4R+fBOQ/uJUdfO6re41YJMBHK29KCUI72kP845n1OOP1ePwTmbf0X3D6Z+N0dQXM+QwkFQj5maLOpbhsjhV8XtatD2Fv58fv6cDtMnMEN+7PPGhTj/vsL2PKgZ9LBKHlkw+jcvqnCYW7H7PCIi8Xf+koyspChINNeHylTD3wVLavf5SGne+wd8vz+DzZ99vvCbBjwwPUrX+Elt2vdQtCPa4ge7a9kPLZ7s3PUlQ2m5mLvsyTDzVSt72Fx+9bxYrfvZY4zl5PiIa6F9m9+Rm2rb69WxBquhTMYtaiiwGHGWRo8VVEqMo6OFQ2+TaFdw1ik3AhhBBCjHxjrgluHCe+ohpICkABovEJBDrjeKxWmvE4hCKubtNLZONxQ9hqGWhnqDM1+wxHXRSULWHKAbBz01+ZufAinNYAJol5Rj0u4rFOOhtfp2HnW3h87zJr0ZWEYkNba+B2RXG7wgSSRiftaUCksopCgsGwGVglLZ1Op4NIsIHO1l0pn7c1byUWbcPhKOjWFNPh6Ao+Y9Eg3oJKamZ8nI7Gdygun0vz7s2UTzquW8DU07Q113z7KFrq38bl9FBUdUQec0d2AA4CoYIem/ZmGlhm/qIjqPZ7aNj1FjPmf55dHz1DYdUZtLUEE98JUMSsQ5az9YMVuDxl1Mz5HIGgqdWLRWK4i5ZQMws8Hg+tjVvYveVFpi9YzvatEI3EKC6ZyIGHfZlYvIDW5jhe1yZqP7wPgNr1DzN93ufw+EoorzmEXUkBqMPhoqRyHtu37Eo5lz2xmxmXlnlo2/dOokmw+ZsJQg86/Gt0BAvw+Rx88gQPH73/Z0qrF1A98/QeBwxyOh343K3E4p6M838ChCIFTFHnQjyWcQCbns6P39PBtjW34S+ayFe/+xmam10pTblPOHUe1ZNLEvNyZhvcKhD2M+XAz9HW+CGF5QtTgs/0AcT8bi+hzklMnHshBQUxtq9/NDEabMPu94njoHLGyd0CWDv4bG/aAkB97SsATJh0DOGIl1gkRmOHm9mHXM6WD25N1LJXTz8Wp3siLU1xPnb0bOq2WwOgTSwmHI5SXu6goe5FGnaaJvPBjr1sW307MxddSiDUdTxjMQcu/yxmLryYQNCP0+XF7QgSiuXWZ9s+Bvk0hXe7okQDW/AXTk00TxZCCCHE+DLmakDDES8TapZSPeP4xGdTDjqXN16Fvbv61kTV7wnQ2fgOXleg28ismUr+7SB03tJvJoJPSJoKZrKXaMdbtO57yywfbGHr6pvxuVtx5Fg50N+pW9yuKMHm1Wxfc1uidsSeIiR5/Zdcu5Sy8u7ra25MPQYtjZ3EHJOYtahruhocTuYccgURKrP2A3Q4nDgcDrwFlUyecxL1df/EX1jDlg/uYl/d6zTvepmKSmdK08Vs+37Nt48i0Pw29dteYveWZ2nf9zYedyTTZlP4PR1sW30btevuxe1o77FZc/oUJwDRuJeCsiOZvehiatc9TKB9Dy277qG4qI0Hb3uXcDhKW3OA/ftdTFGXEXYdz7bNwcR6O9pD/PlX/6SgdCGtjVtp2beOaKST2rUriIXqefiO92hrDRGMltHQEOfB21fh9Zcn+tfGomG2r3uYhp3vM6FmCZPmnGIdWxezF19B3DmZU85emPO1YQcULS0RJlQtxOObkPL3munH0tYG4UAQV3w7+7c/DMRprl9D/ban8HlMcNd9YKkgrvh+Nr17PXu3/DWxXPq5cIS3EY76stZ8Zjs/dvAZ7KinuX4NDTv+RmlpNDE9EoDb6+K+FW/zxP0fAJkHt7IFwn78ZYd1Cxwz1ei6PV68hdOIhDq6TUXS1rgJlyP1OnS5HATatiaCT1t97au4HZ2J7az43Rt0BKqZfcjl4HBSPf1YE6DGfBRNSB1saNrMCtMVwB2icfe7KesNduyls2UbLpd9MOO4YnuJBepoD0wkHouy6b0/sW/bM3hc3c9Luo72EDu2NtHWEsy5G4DbFSXYupZta+5m+4d34vf0fZRsIYQQQoxeo7YG1O/N3sQyHPHiLz2cCTVh3L4qXnw2zKb1jWxa3wjkN2CN3xNg58aHaWvcRFnNDvY2HsKzT5pRKJObv6avMxx1EY4WZ1xnKNBO4573UtMcbKGtcRPeksXEcygX6M/ULXbwuWPj4wDs2vg4Uw86i0D7btyeIqLOGrDW7/cGaN7zOhNqDgdKutU+ph+D0gozXc22NfdY029MIRYzAakZuTVOIFwEmAFswvEK5hx6DeHO3eytfZPKSYup1Y9jV7Hu2/EGAGVTPpmYmiTTvk+e5iPQ8jb1219KfLZ7y7NMAgorD896LJKDFoAdG+7D4z8Fh9NBPBZP7F+ma8YOhIuKvfi8rWxZdReRsJnPs6x6IWWVDr70zUU0NMa61diWlhfQ2hxg2ZeOAuDIT0yhZc8rKU3Ho5FOmnbcw9Xf/DLt7V5amwIQd/CF5fPYvfVpZsw7O1HbVlw+l4rpJ9IZ9FNUeRiTHU4KSqYSc00hHsutlj9dPBYnGClJDNoVDrYwac7JuAsXc+P//ZMvfXMxtWvvJbk6vLl+DYUTplE84fiUa6W4xEdxUStbP7iHaKST5vrV4ICaWaclakK7zsU+Zi68EJd/bkptak8131//tyPZtub2xHm00+Jwuvnydz5NIOjmkmuW4vG5uOSapTQ3pk5TYp9Pe7Rnj9eF0+1MGRgofYCu9NpTh9uPr2Ah0w4yA00BeHwTMk5F4nIEicZjVE8/mvraN6xPHcxadDGhWOoo3eFwnHjxVNSR11nT/PRciBCMTGDO4uVsXrUiMaDT5ANOw1t8IOGIGQHX5ahn6+qbcXmKmTHvXLasvotYNEjTnvfAAVUZamzTub2ulIHJks9H+v1iB5879KMABNp2sf3DO5lx8MVA6v4KIYQQYmwblQGo39PJjg0PMf3A03E6KzL2WWpvd7Jx4xSaGkNs0o193E5X8AnQtHcV5eVRPv3ZQxNBaF80t3gpn3YhjXX3JGpLSicez7vv+FlwaCivYCHXOVBtbmeUYMvaRPDpK6ymatpSOlu3s23t/TicbuYsuRKcNXjdXfM7drTU4l9wfmJ76fMM2tuPRh24fLOZt/Rf6Az5UoLPbWtuJx4LM+uQ5YkgNBaLE3VOAPbg8RYRDDSS3r63s2035Y7uk9kn77vX6yAQ7V4oEYtFcDgy174WeINsW3NHStASbKujwPk8nznzeJ5+dHOPx9IOhE2tcZy4le6qqSao/Oj9W5iz+FKKi6emNNt9/59bOOPcGtzecoIhc87mL55JcVEVrQ3riYTaEtuYesBnCYW9tLcFueemt/jiN5ZQv/UBgu07CbbvZsa8s2nau4aiyuNp2A/FpWbk0oLyQ4nF3TlNfwLdR/dN/j9WXMTsxVfS3rQJ/4SFBIMuLr5mKbicTDnoHHZueDixnqKyuRSULqSlKZhyrVRURmnYdkvK3LDNe1fj9hRROukE3K5QSkHAtjX3ZAxCs+nodFIz4zhq1z+Y+MzhdFM55SiizkJ8znhiTl9fgSdRSZ9eaNPWHMjavL63wpfiUj+hsBtv6SFMOdBB/faXrKlIUgcv8rpDNO36B/vqXqdyyhFWEPomsxctI+6aQXND5vNQWFTUbRCjTKPrxmJxcE5OBKGT5pxMYfkSwhE3Dgd4HPVsXn0zsWiY2YeczZYPbicW7ar1bNr9Hl5fCRNqjiUU6dpe+jUSCUW5YPkRdLQFEzXK2eYd9XlCbNnwRMpngbZdNNe/R2HJiQghhBBi/HDkOkXCQKmvb+3XBv2eTmrX3U1n6w4zcMaS7gNnOBwO4tEYba1d/bzSJ2XvbSRVl8sBoa1maokUDmYv+RIr/riJk06fnxJ85To6q8floqW5k5LiVrauvpmSyqV4ipYQw5v39Bj5cjrBFd3F5lUr8BZUMOWAUwkHm6jTZs5DAIfTy0FHXMsO/QRtTV1BWEnlQUyaezbBsL/HjHo6v7udbWvvINixFwCvv5xZhywHh5twxEs05sDtjhPr/IjmfR/i8Zawd7vpD1dUOpup6jwC4d6Dcq87bGXsTZ/FmpmfoqRmKfG4h/KKEurrW1OWdzmB8Ha2rL490b/O4XQzY8Hl3HtrHQ37OnK+ZhwOB15nI0173yMeDbNvxz+tz13MXHQZeKYSizkIdQYId25h/7YHKSiZzPSDlxEImWuoozVINLSP1t33EQm1MW3euVRNPZTtW5rZsbWJ6XMqKC7YzdbVtyXOlcc3gfKJi3H6DiISr6KwJL/RYm32+czkkmuXUlLmx+WKE4k4Ur7z1j82cuTSMA11T+IvmUPY8Ukef/Ajln/tGHyFnpTlPnmigx26K1h1e0somXQBJeVVtO97gf073krZrtPlQR35TdoDVlPjpBpIO/hLPj9eX5xwm6Z2/YOmIGXxlUSdkzIWUCX3YQRSAqtsz4rejlFKjZ87isfqX538iHU4HHgce9j07g2JzyqnHEH5pEOIxx20dVSz4nevkUlv91p1deo17nQ68Hs7CEc8ib7QBb4QdevvSzT9La1eQEHxRHZv6RroyOMvY8aCywmFi3G4uq75bPt/8lkLeOaxtT2m0ekEZ3QnW1bdQjxuCpPKJi6heuYpTCir6nZv5qu6ukRGNuqn/r6bk6Vfi6OFpHvojda0S7qH3mhN+3hOd0/v5lFVA5ocfALEokE2r7zJBKFOE4Q6nQ48jv3EYkEmlE9OqQHKtYkqQDQax+2dxlR1Djv0I9anZkTbzkApHW2hvNaXrKyikHA0SsxZxQEf+wovP7udBYd6h2YeyxjgmszcQ68mHNhHLBqgvvZ1kmsdPd5CQh37aEvrn9a6fyMTZzbjdBb0Oq+hze8NUfvhfYngEyAUbCbYXse+ujeonvkpXJ4ZRCIOXP65TKiCjuZtTJ57Mi37NuYcfAKEIh7KJh8HgNPlpaTG1DoGW1YS8M0DUtcTjYHLM4PZiy5ly+rbcTiczFl8Ja3t5TTs2wDkfs3E43FiznJ8BZXU6ceSPo+ybfVtHHTkdYSihXhdO9m97UEgTmfrTmo/vCsRhPoLPASoYvYhVxHo2I3LNweXyxzfF55ezyXXLiXKJKYcdD47N9wPxAmH2vCXzCUYqcLv9eR0nDLJNLhSchAWj5MSfNrfOfLYA/H64sxcWEnddic4i7nkmqUUl/gJR6Ndyx13IN4iN9PmfZ669Q8lgs8H79zCyWcWMGP2cQQ7Gmlr3AiYgoDZi6+kM1SAfW321uw8EgVPsWL6vPNw+8oIx2rINn9l8royBVaZmpL2VvufLBJxEYm4SGeuk8qU58r+nW/jKaiiqOJQPF5nj+chncMBTgcZ5/qMxeJ0BLoG+nG7YnS0bKFy8qHEokE6W3fSXL8Wl6eQyQd8ll2bnsTjL6Oo+lxu+NUqLlh+RK8DcJ15wWJKSv0c86npvP36rm5p6EoL4JrC7MVXsGXVLZTWLKJ65ilZB6ISQgghxNg1qgJQiCb62NlisTCxSCe4u4JPM6pqmDmLl4Nrcs7BEoDP00k87iIU8RKJuvCVHMxUBTv0o4kRbd3BeN5Tt2QSi8XZ1+jivTf3sODQ2Tl9x+kEn7uNSMzba1+w7NsFp7eUxu0v0dqwiRnzz2HX5ucJdZr5Ir3+ClzeKcxY8AW2J/r4OZiz+BKizhpi0XjGYCCTYNjL5LmfZavV5A+nmwM/dhU7NjxJR0sd7R/czqxDLsXpnE5zQwivdzrlk6cRjbsprlySc/BpC0U8lE4+FruNZWv9P9m79QX21b3BzIWXJpr+2pKDUKfLR9Q5Ca8v2mOzZr+ng3g8TChaljK4Ujgcp7D0QApKpiSmogGonPoJOjpcFBWH0O/eQ3JQ1Nm6k4Ydr1I25SRCOCks8RGK+XB6i2lpDtHZ0ZDSFDMW9fPaC518+tTz2bXxQSpnXkAwMhFfYf8y8n3pU+x0OykuM3/v7JjC4w++ZoJPa8Rku+TMXnc0DjHnXKpmnkM0XsmDd24h0Bk2wZ4Dvvrds8DxGO1NW5iz5CqijokZay97anYeiboIM4v7V6zm9PPKc7pGewu+sx2jvhZApT5XHmHSnFMoqjiUcMSdcVTubNtxOMyzINBWh7vwwB636XJGCXdspPbD+8HhZMa8s6mve5NouJMJ1UfxyvO7OfSws4jEqnngjo8IBbs3ec92jVRWxiGwhsP+5VM99hu1g9ADD/8KcUeBBJ9CCCHEODWqmuDaGa4tH6wgHGgCh9OMDumZSjzuTASfUatfpcPhYs7i5URdk3PqC+f3dFKn76OwZBplk49LDHrjIoLXG6S52Y3b4+l3E9nkau30KR16ktx8tmraxxPTNfQmue9W8nb83gC7Nj5CW9PWRBDq8U4g5PwUj963iauuW4rXWce2D+9l5oKLqJi4gP0NuY9caW+3ozVIcVEzDXX3cMCSK6jVj6cEaKZm+RIeuXcfu3a05TVIVLbtEg8QanuPvVu7mhaaeSW7B6EATkccHI5erxO7L2sk3MacJV/sFoS2NQcItDUQbXuKYMcuJtQcw5at03nzlZ0s//rRFPrrU6bUKCqbzdSDutfyZmvueMKp85g8vZSSCS4KC6M0NTnxePt/TSbL55rM9p1sTTfamgO88NSH7K/vJNCZ2mf3kmuXUlUF8Xgn4Vjmvt25sI/d8uuOIRyK9rgf6enOpWl5X46PxxUmjoNItKvMz+2K4na0EKUk43RB8ajZTkFh9+0knoWrbiYcbGaqOpvqqYfT0Jh5zlGXM048tJWtq+8E4okg1O2dQIwqWlqdhIJhHrlrJZ85e2Gvzc7tY1BZGWfnxgdpb9qCx1dq9Xkt7nE6KYeDlL8PdjMfkRtpgivpHg6jNe2S7qE3WtM+ntPd07t5VE3DEo9DMFLM7EOW4y2o4IBDl4NnKtGoA687xM6NTySCT7N8lFr9YMbpHtLZwWdH83b21b1O465/4LUmhW9ujvDr/3ibm3/7RrepGvrLrlXIJ/iMx6PU176SceL6TOzBU9KnjgiE/FTNPBN/0Qx2b32FafOWJYJP4hAMgtM/h/lLv43TPxunK78Kc3u7D935Po89sIvZh3yRYGcjDkfavjocxGKORMDR01QOmdjTc9jLd7SHcMSD1G//R8pywY562ho1bneGPoHx7MFnLBKjvSWAx9lmjbS6l2i4g80r/4LX1UQ8Fk9sv7DIi7+4gklzL6Bqxuls2TqdminVZv5Xr4e4e2piSo2istlMOfDcjLW8dq3c8q8fk5hu5swLFjN1VhnFE3w43F46QwX4Cn0D3mc412uyL98pLPJywukHc/KZByc+S54+KBD2E4qW5x182tdA6rQv1nQpbdnvEfsatafKydJiN0W+x8fjDtO27y06G99PmRYoEnURjJZnDD4dDgd+XyuVlZFeg08wLTT273oPt6t7zSVANObA4ZvFrEUXAw6Ix2jcs46PNkLtNvN8dLvdhILRRI1rT/vndDupqiIRfAKEg81sWXUzPndbt+mkHA4HfncLbkcH0XB+02AJIYQQYmwZVQEoJAWhi7/IhIoDEiNkBkIeps47H3/RxMSyHt8EZi26nECo56Zefk8gEXza9te9TvPuV/G4wontDie/pyMRfNrqa1+hs2kN7ixxYW/zJgKEIwVMOuBsps27kO1b4zx67ybOPL8rIIjGnLQH/DmNRJoueb7O40+ews6Nj7Ft7f1UTjmcwgnTzEIOJ1MPupDHHtjHnl2mebU9N2O2YN/eLxMURlPmJGxrDhDoCBEKtjFj/udwOLsOTvXMT1JYtqhbX8bedLSH2LOjnt2bHk7pyxoNd7D1g1vwe4OJ9NrBSWu7l5decPPmKztTMvSxmIO4eypzl1xNyPEp9u93pARP6fONTptZkTLXY76BYX94vQMfKNj7Ze8TdN+vvtxrdiC5Y2sTgUCEk89aQP0uU3LX1NDRrUCj+xyl5vser4tLv3x0j83rXc4oLmfmQC+dxx2mrf4t9mx9nl0fPU1HgwlC7e1nCsYcDgdeVxNbVt5kri9PW8rf3e4YjbveSgSfth0b/4rXk316qmjUBKEzFiyjsHQeLYGj+OsjmxP3267aZpZdfVTuXQviwbSWDGY6qXCwEUdSBGrvz0crb2TXxgfxegLpaxJCCCHEODLqAlAwGdTOoA+HM3WQj0CogBkLL8VfNDEx/176FAiZRCIuSirmpX7ocFJUNoe21ljOE60PpnDUS83MT6V85i+aSHHFPCKRzN+xM+XJ00WkB3dOt5MoRYRjxUwoH9hAJznY2L6ljQmV84A4tesfo3LK4RSVzmT2omW8/mqIXXW5V/N3tIe4+y9vUegP0LT7RQoLwok5CZ9+eDWF/n3s/eh2dm9+nhnzz8HhdDNx5nGU1nycUKRvA/X847lafGUn4vZ2Nd91ON1Mm3cBddu7RlBNrgk97mSVsa9wLOagua2UlmY3sWictpZgxhpqWz59mHPhJILX1Uks08g1Fr+3k/1bn8Dvac+6TLrkQLqpoaPHZe196ut+eT2pN7W9vsnTS3nmsbU889haXnh6PQBP3P9Bt2NrF1qkB6tbN+4nGs3+wHC7YkQ7NxHt3ITb1fMzwOPqCj5tdhAaj3UVWiQft3g0ngg+I+F2QoFGtn5wCx5nK/FojFgkRuO+EEWVSymbuCSxXqfbz0GHXZ0YUTmbaNSB0zOL6lmfxe0182/aNdB27Xqu930oVsacJVfhdNkFfGYeUzzTEjXYdvC5eeVfiIY76Gzdyp7ND+OXIFQIIYQYt0bZIES9s4NQ4pGcgk+ApqYoa98vZd68T9G8+0VwOKmacR47d5byyN1vpCybbaL1wRaOuCmuPhKAPVufw180kRkLLyEQKuzlm7nrb6Bj9wvzeF2Eg1FwmHUWFnlZ8LHZFJU5meRwsHvLM9TqJzjosGupq3OyYImH2QdM7HUuQZvDAedefAB7ttxLqGMvha31TJ9xKieftQB1cCFbV/2BeDxKsHM/uze/wNzFlxLoaOje9DfH/Wlu6KSzPcSDd21j+VeuoG7dLUQjQapmXsQ9t9Syv94EW+nXRnGpv8fpPuyg+eSzFjDnoEo2b9ifMR25DviUC5crRqRtEzu3Ps+MBZcSipV0W8bv7aR23b10ttTS3lJnWhFk6DebLnmezOVf75qGJZP+7JPf20nDzteomPyJRPNle32xSIxlVx9F/Z42fD4XT9z/Qdbrye11JaYPsdlBa6b72+2KEenYyPYP7wNgxsEX4C48kEi0+1yZHq8LPCHCodTaS4BwsA3oug5i0Th33Wim7bnuB0vZtvr2lMHWQoFGdm64n8kHLaOpkcQx/sp3TwKgZf965i65iqLS6XTk0F8j5nCCo5DSCpPuvg6mFIvFiTirmLPkKrasupnp88/D4ZuV0lrC7+3ko/duIhruKpBob9rMni1/pXrWGX0uEBJCCCHE6DUqa0B7EwgVEAjnFnza3vvnHtavr6Js8olUzTiP555up7kxyLKrj0r0wYPU/mo2lzPWrc/TYLCD0Gnzzskp+ExuAmvLlH5bT33bYpEYddsaeqz9tQOQuq1N3HHDm92apUbiXooqD2PSnFOYfcilNLcV8cBtK/H6XJRVdu1LthpYuy9mcVGIUNNjhKzmsB0tG2nZ/TQedyd337SWafMuTjS9DXbup27D05RWzyMY7j4tRvK60/ctvQa5sz3Eij+uZ8LkLzBr0RU88dDeRPCZjb2OjvZQt2ailVVFnHzWAqZP93DscZ2cfMYsmgaxht1JhEjbBmrX308osJ/tH96G19lKe0vX9pKDT4BQ5362rr61x5rQTE29G/Z1b/aavnwu+5i+rJ2+fbWvs0M/0K0mzel2UjzBx8QpJZRVmGsq0/VUWOSlemJxr9u3pQefANs/vI9Ix8aUmtDke+D6X75NSdVxVEw5KvH3CdVHs2HTVG770/uccOo8AoEIu2q7mtLWbgsybd4FOF1JzxdPIdUzz6KpkZRjXLs1SNnkkzjwY9cSjlfmvC/Jx6C/NeuxWJwIVRx4xHXdgk+A5iYonXwa9qjUAG5PEa7Co2hqlL6gQgghxHg05mpA+yJ5GoZ4dArP/nUThx8zp2skSFdX5im9tsDtihFu1/gKqgk7qga9r2g44sZbsohADmMh9WVqjWySa7fSa4cSo+zGHZx81gIioa7+cU1WhtnO5DY2R5kw4VA6OuOEQ10HK31qjUwjjXa0h3j6odWc8flSQp31KenrbNvCnENOpnLSYjqCUDnjQvZvvwdfQRUzFi7DX1hJa3v22iF7/3qa9xHg05+dj9NTSDjm4bRzy4HMU3ck157ay1RNKmbZ1UdBHO76i6n59Lg7adnzHB0tGyktX0hz+8e4475VA17D7nTGiHZspnb9/YnPQp0NbFt7GwWVnyceL6ekzE882kmgbXfKd0OBRiKhZpyu4oyDAyVfG7ZH734fyFyTmOlYZ5O8bFV1PCU4bm/ewg79QLe5Yu3rvq25ezNPhwO8njBBPBRP8GWsLa2ZPIFgIExbcyBx/bmcYfbtWdVtfU17VjFx7iwi0cz9zFvbHFRMM03nnU4vGzZN5Y2XTb/JTDWwD9/5PqXlfi770pVs+eBmHE430w9ezr59Pu5b0dNcpfk/eAaqZt3MN5p5/90eLzCbGQuWsX3tXbg9hUw7+Ara2ovwF0jtpxBCCDEejbsA1OWM4feGCIR8RGMmsEydlB521rWmBGrZ5h10u2KE2tZRt/4hnC4vc5ZcRZjBD0Kz9fnMpqd5E3sTDcVobwvS0pTaD9Zel9PtTAQJJ5+1oFuG+omkTDKY5oPLrj6Ku278J8uvOyZRA5OeGc40HUZhkZdTP7+IQChE5Yxz2L/9EcD0xayccSFtHSUUlZjgLxScytwlX8TpKSIQKqR7Q9PU6WmSA8XkfcsUwPsLPBmn4Ui+ZtKnUUnuh7v8umNYdvVRlJbF2L/9BdoaNwLQ0biGqmonX/nuyUSiA9Pf0xaPO/H6y3C6PGY+Vou/qIbKmlLCES/xOITjFcxZciWbV95MPBY2Ux0tupQok2ht7Mxr6pFkuRzrnpbtaAsRLmmjs6UuZb3tLduIRVpwOgu6BcfpNXwOB7jZy66NzzPlgLMJUGD6PLocidFvSysKiMVi3HFDamFLMOxj4twziQOt+00z3QmV85g09ywCYV/WQpim/R0QL6S48ljcHhcHeOMccPAMmhs6KSr2ceFVR9LaHODJB1Kbn7e0OqiYfhGxuItb/ries5cdmliv3Uy4t6bqQ8HvDRCJelOaISdzup143X5crlnMXHgxra1e2tqLKCyROUCFEEKI8WpMB6DptWguZ4xYcDPr3ruXWYsuweWZkQhCbXamdUKZhzhmwKPk/mX2+rw+EsEnQCwaYvPKm3oNQu2mrB6vK5HpzjZPZ3+YUSjjKenvi/a2YKJ/mi29r2MiwE3KfNuZ5DMuWExZRQEFBV7a24KcfNaCRDC7b3dbymioQMaaQ1thkZfiUj/hAPi80/F4Ps+eLY8xZ/FyWtsr8PrM5ex0O/G7vYSpIR7KXhqQqeYuUx/f9AA+vQYv36aM4VCU0vICHNHttDXqlL81139A9fSPg6uoz/NgZhKPQ8RRw+zFV7Jl1c3EomFKKucx2Qqg7MGCYzHAWcOcJVeyZdUtzFxwIXhm0NqYfX7MTDXFZ190KCWlvpS+r7kc62zLPnTHe0ybWcoZn7+Y7Wu75rKcvehSoo6ajMcq+bq3g087sK7T9zNNnW+CUOvets9hOJR5hNtg2M+kuWea9UEi+ExOc3ohjN2vOdN+7tnZyjOPreXksxYkPrMLMWKRGMHARLweF2dcUMbu2mZeeHp96rLl+bVmcDrB6w4RCA1MwOr3dLB9zR3UzDy+W1/YdNGoE9wzcXrCUvMphBBCjHNjOgBNDhRKy73EgpvZtuYeIM7WD25n1iGX4vbOAKKJCeKdbifllW46m1ZRXH4AwciERDCZvL6iQqjb+kLK9mLREPt3/pPKaSdnHVwjU/PDnpq35io5OHZ5nHgc9TicHkLRMuJZouFMzVzT/xbJoZ9ecpPH9Ax1mVVD09bSeyAL3YOP5JpD+zzi2M7WVfcxff65zDvqm3SGCvEXdd/HbPudr94C+Ex/Tw/K7Noq+29xB4SjNVRMPZ2GHU8lvjfj4AuIOquI9TASa1/ZQeisRcvZs/01qmZ8JhFAJbOD0IOO/AadnR5aGwNZCwScbmfG/a+oKkwZhCg5iM/UZDkXdduaCUUPZtaii9m25m5mLboEPDPoYTBfoHvwCdDRvK0rCA0X4HQ7E4ULrc1d8wan19ImB6HJxy5bIcwZ5x9i+qI6Ulsf9NYH1el2UlDso605wH0r3s64TG8FFMkFW8UlPtyOfdSte4qp885n/z5nXoVd6c8Kv6cjMSfu9g/vyzggUzcOp9R8CiGEEGJsB6A2t9uJI7o7EXwacXZufIIZ8z9PW9NWiioPJxzx4HFHaNv3Nnu2PIvbW8KcJVfSGSimvS21Vs7hKGD6gsupXXsroUAjAKU1i6iafhLBsCcl81dQ4KWzM3vzw4FgB26Xf/VoSj2tbF75F5xOL7OXXJU1CM3WFy8WiSUCxhNOnde9VvP8QyirLMw57R3tIer3dB8NNF8+H0QDH1kDwcSpXfcAk+eeSmH5ocT6cCnnGxT1VjubnJlPD8oy9b11urz4SxcwtcjLjg2PMOPgL+AqPMDUFvVTtsKFeBwi8Rqqpp9KONJV89nt+zHoCPhoa8nelDj9ukk+nsUlfsLRrprEfPoj93Re3B4PDu8s5i39FwIhf6/BJ4DDESca7iQeS227Hgm1gaPrvuitltYOUGMZArdshTBllYXd9tE+N61WH9VIKMoFy4/A7XZSUJB63RUWebnkmqU0NXTwxP0fpCxbVNxzMGfvT3llARdfNYuPVq4gHgtT++FdOItOBypyLuxK7YsbY9vq21PmxLWDUFfBgURjY3JsOyGEEEIMkDEXgMYiMTraQsRicVqsDN7+ve0UzymlsHQGHc3bAPAWVDD1gFP5aOWtxGNhamJRyiYeTvPe99mz5VkAIqFWNq+8mZmLlnPrrWsIdJraEztT6vG6uPbbJggtmDCNmlmnEUxrkgck+jwme/y+VZxw6jwmTy+ltTnAIYdNZM37e7P2i8u+w3E87iCtTQFKy/0UFTSxedUKYtEwsWiYLStv6jEIzaSjPZSYlL61OcDj961Kq9Xsnqm203zJtUvxeF1ccs3SlFqfabPKuGD5ETTu78DjdvLUQ6sTtUPpNUOZag6dTgfFRW1sfOdeugoRzLyKsxZV4vTOzbvJar6DNPVWO9vTMck26rDT7cddeDDzls4hGCnoc/CZHnD2ONCP00GcApw5bKq3mtz0/bG3VVZRSH0OU4L0th+25PMSjUF7oPuxzvbdWMyByzODWYsuYevqO4A43oJKZh1yecpI0va+tjYHE4MoJRdI5DJ4Uvo9kOm8p19HdsEOWNeRN21ApTJ/YhDZF55e32srieSCktJyP2eeN4ktH6xI1P4G2nbhiz1J+dRlhHu5ZRJ9wK1naXNDJ6WlPrwFFSkBqMPpxuObQDSHgdV7ankhhBBCiLFvVAagdgYm2BFO6UsJ/5+9swyM47r39jOws7xiZlm2LDOEHIfTcBpmBqdNUrrtvW3TW0x7274pc9pQA03aNNRww8wxowwCixl2tTT0fljtSiutyHacOJ3ni63BM2dgz+/8aXhw9+fxVgxBgC/edB7tux5Gi/opqjqFhs3/TAzKOhteJj1nLt1Nbybtq0X9DPVt4fIbDqKjJThuEB5RFcoXX4tpSkRGJSOJC8njTpmLTZG49POHIQow0DcykPemObj/tvc47dxKFi1sZU7NXB59YAOGYU46yIyfI+ZW10Xztsdwpn+WU8+upHX7P5KSzGjqEC21j1A873LCEVvS/gkLnikQCapEInqijS8/uy3Rxlg/6LFrECe22o4WIPYxcV52WUSN6jz/+OZYJlhSW4cmsxyaokBW0aH0tIzcX2/WHGzOQiKTjKRTxd2OZTpxnDMRYxNdTyo0XULTp66zmYqR5DfQ0thPQUkaoiRMmehnpsSfg+lkUY73t6rqKc87WV/vTXztRAJRFAV0AySljPKFl9O26xnKFl5JOJrc5/F7ZbONlOuZadboyd6BOKliZvdlQqHRAjcrxwWmBmayqdg0VHRdI+APJ9qU6vkYGwMeb+9p5xyKNyuWkEkQZSoXX40uFsTct6fZvv1dS9nCwsLCwsLik8EBKUAni5l0uZUJC9FHVYXiuRcS9tcRDLQlxGec5tqnmLX0GnatvQtdiw3cs0uOwJN1EFHNRlpmTOSMHZSOtqKMtW7IisTdf3ibE8+cT16hNyFY4oPNL950CF0NT9LXVovdXc/1X7sA/5Ay6UA0OBTlyQfXc/l1FTRsvHPY2vkontzz8eafR3/LA4nC74ojI3bNEVvS/qPb2NE2CDAug+1oy+fLz27jmi+vTIrrg9jg3jTNaWX+jQ+8nc7pi73R20RVhYyiYwDoaXkXb9Yc8medhWHKOO0hwlHXjFyNk65jGkJxOm61+xtV1elo9WO3S8iKNK0425kwOrnOTPcZe16bFMVEREOe0C119KTIYG8Iu1OeUjxP5hqdniGiR3ZjdxUTUR0xEbroWkKRid1XPV5HypJA03G9ng57Uh5pJpmsxwrcZ58QOfeSK2nafA+mqaM4snBknc1ffr0BTY25Sc/0+Xj60Xq+eNPpiKJMdvGKKcXnZFmQbdLE9XktDhyUkB99sB9ZUehrqcPudKAFQ8guZ+JfAG0oiOx2jfw7ZptJ95li273dp7cpiH2mbdqT69jH+wz2upCCwU9sH0/Wpr7mEPYDoI/39FnZ1/31iXpW9tc+Uzwrn7Q+nvBZ2c/9taf7AAiSzGCvguL0EHWmqiOx9xxQ/k+pCt4P9IYShepHx1Y9//hmXMMxUt5hS4ooi4SjDmyeGrzZh5JTenTiOIozi+Ka84ka2VQuWYUkO8kuOYL0/CMnTCiUivjg7/LrVySVY7DbJTBJSi7jdKp0734ykQk1MtRKZ/1DZOeYKZMCBQbCBAbCDPkjnHlBfkJ8AqjhXgKdD+FL91K+8FokmwvFkUH5wqvp7ZVxKBEkMXUbbZMMoLWozqWfOzQ2QPWOsVaKIJnt2OVBBGGCA4zefnjgLSmxfycbuMe3HbtNXIQWzz07IT6Hetawa82fUKT+4ey/yf01esAbf1b2hplmvd3XiKKQuL4hf5TnH9+ciA888cz5nHjmfI47ZS4Qs6zti7bGn4PJjjPZ+2kTIwx2vEW4fz2yNL6OUFy0xgVzR9sg99/2Hs0N/QnhMhFj933iwfXcd+u7bF5bT6DnQxo3PUD7riew28LohjCp+IQRF/P48xc//ktPb6Ww2Js4/n23vjtl2yYj8R5O4/7E34ep3pvR28YnuzrbAoTVHCoWXY3dlUNh9WU8dN8uTj1nwYTnj99LURQ58cz5nHbuQiAW/3359bF9VM1BbsXp07J8xvsw1X2KW2EtDmz0wX62fvu7BLZtY8v3f0igdgdbf/CjpH8DtTvYevP/Jf87ZptJ95li2/21z15fxz7fZ/snuo8na9OWA6aPPxn99Yl6VvZzH0/0rHzy+viT0V97us/WH/yILd/9Phu/8S30wf6P7DfjgLKATpUkBEha39Xm58Qz59PWNEBReXpihl9VBcBGWt7hAAx0bRqOB3MDJqqYSdVBX0DXbUniczrCIz74G+wNpSzHcNwpc7n084fFEogYvfh7dyTtHwq0oIa7kGxl6HrqBCm+dDtnX1iY+vwSaGYms5ZcB4JMb6+MGu6hYcOjFM0+A8lWCinaGE82BCQSDo12CxRlMSmuTxRBMjqoW38nkuykcsm1SRmDP0qiqoLiXYRhqgz1rKG97t8A1K+/g4rFsXjXmZT9mCl7U9Zmb5ElHUHvxBTTue/W8Umi4nHFcfbUSjvW6hd/HkRJmNDqN7bPjztlLuGwhlcNMdCxlu7mmHt7YRU40hcnMk/vLalcowuKHUQDa+lseBEYqd2ZP+sMImqsP0RRmFbcsMutcNUXV+B2BQj0txM1ZiPblMS6PWVvnqOpSjfZ5CiybWRWSFNNDE8h5YuupbvLQFP1GcU7x78NkYgOAon9IurE12+3RRAFjbC6Z+7lFhYWFhYWFp9ODigBOhVjB6Ienz2WOVMWEzUi4xiaQe+ATnrOCjIKDiEcHalHaRgmoYhr7OH3ifCIu7IKkoBqZlKx6CrqN9ydiNEqnXcR2IqTxOfoa4OYVenxh7Zz6TVXs3vLXzF0FcWZScm8K4mobjB1egYcCAJ43CFamh9GDfdTv/FeKhZeMVz/NDYAH92uOPHB5kQD1NHi0zS0RLKmsSJUlnUUSSWsOvdpTUsATJ3QwMaE+ATQokPUr7uDWctuQHc7kvprT8p+fNKQJZ3I4CZatj9ORv5BHHvy3MR9i98zWZEQpWmYoyfBJusM+LUZC/ix75+sSPj7+sjPbk6IT4DWnU+PE6Gjy5h0tA0mrPJxz4HAQHhC4Tv2vUzPcuJ2RWje9GLSdv6ebaTnLkB2z8cmDmFoATQxd0rrnWSTSLcPUrcu5ppfMvdCbJ4pSo58xEwWhqDYovQ2vUh63hKu/vIKNNWMuRIbEIooOF3GtF3g4/cyr8DHpZ87FLtTToqRnQi7LUJH3VMEBxupWLwKt8c74fs4NmOyhYWFhYWFxaebA8oFNz4oOuPCxYllo10Mx7qepWU6Scu043Z24HIlu3nFB3D9fUaS+NxbRBHcjjDpGTYu/dyhfPaCRUntHO3KahgCplxExaKrEARp0jIco13w0jKd9PeGGApnULH4WhyePMoXXo1qeBElMZGISQ330lJ7L2q4P3YQ06B+472gNSGKJi5Pcn/G21hcns5VXzyc3FyQpfGjc4cSoXHzA6PKWgjklKygu/lt7LbYMlnWCfdvZMeHv8cm9CaJ3X2Bbki40yuRbMkTBem5i9ANeVx/wYigPhAzb44WnwB97R9SlLeNVV9eDkBGVqwfcvI8uNzKOGu9Q1GndQ8UW5TBjtfJSA9z5RdWTPiupSLe59n5noRV1qYI6Gpo3La6FmZ0NuP4voZh8Pzjm3n6kY1AzHPgvj/PzN3VNCFqeCmdd2HS8uySldg9s7GJQzRuupdda29H0tsmzAZsaAahQASZHurW3Z6IC2/a9iBacEfKd+OjZjI35/7eIIotSk/jc/S2fUj9+r/icfbgy0h+5idybx/N2G8pgokv04ndaZvy/YmLz8HuzWjRAPXr78Bh9+NNT/0+pmeOn+yzsLCwsLCw+PQiTLc0x76iq8u/1ycMDIQnnP2HEfc0X5oNU62ncdPfcbhzKV1weSJhUPwY+zIToyiCqLdSv/6vFM89F5t7Dv294xPg5OR4k0pUiKKJU4kQ0ezIokY4mhxzOrZswei2e9Md2JUo4ciIKAgMhLnvz+9y7iWzMcPPEQk0j5xLslO55Fo0chJWybF9IYoCNqGHXevuoGjOGdhcc9B0MdHu2Ppe6tbdga6FKZ5zOv1dW8gtPRJTLkUQY+KzdccTAMMuuqtQzcx9agkVBAFF6o+JAzVIdtEK0guPJqolC6SP4l7PFJusImAQ1SaPPxxLTo6X7m4/drmf7e//btz6krnn88SjYU4+ZwFqNHXWWYdtiKat/6C4+pxJ74Fii9LT9AJ9bauRFTcVi1fR1+fgnj++A0zfdXmwN5SUDOnYk0vJzdhMoDdW2iSv/Hg8OYegpoitHl3248lRVjJJErE75GklI4r3gSQZ6MEd7N7yINklK0nPPwpRUGncNFLDUhAkKhdfgy6NxDHGn/PAQJi6bc2UFG7G370+6Vyy4qVq+eeJqnY0PWYRdCgaEVX+SN3QR3/7xvLFmw6jv/UF+jrWJpYJgkTF4qsxpMJpZagdy0xLpig2jZ7dz9HXvjppuax4mbXsBkIRx7hjjv0e7gk5Od59O8P1H8je/jaPTkKkB4eQDsAkRJ/EBCbT28eFdoAmIdKDIaQDoo8/Gf31iXpW9nMfT/SsfPL6+JPRX3ubhEiyK5h7mYRost/mA1KAxgcwNpuUKK0hCCQN/CTJxAjvonHT34lbWhzuPErnX053tzhhKY1xg3dFJaopUwqn0eLTNGPuZCU1FyA5qhgc0JKOnWrAFRd1LTsep6TmAkAgHHVimuMFVKpBoSwZyJJKOGpPig/zuKN01D9MJNAcE5+Lr0UTcpKuZ/TxZEWKic+1t2Pokdh1zLsAm2sOGZlpo2JAY+0NB3bT176BQH89CCKzll5HNNhN07ZHkq5Pkp1ULb+RUHTfxoPFRehA53p8uYeNE5/x6zMMgzSfTjiqoBsj74NNVhEFPREX+FFgk1X8ne+ihvvJLjtp0ri5scSfFVnSCPWtp23X04l1GXlLySo5kd5eM+WzKwgCTmWQuvX3EA31TjoRMFp8xpEVNxWLVtHX78AwUp8jFXrUYGgoymBfMJGFurjMwWDHK9gcaXgnEJ+jGf3Mp2U6kIxORNlLWB3vrWC3RREFlbDqGZcFWZIMbEI/Bl4QRLobnqS/c0PSNqJkZ84h/0UwHJscsEkSfb1DiW/EaedU4LW/h79323C/eKlaeh0tO5/Bl1WN3bcAWYzQuuMxCmd/9iONhR4dmzu2hEtOjknjpnsJD3Uk7VM05yzs3vloxkefbVYQBBSxL8liDFBScz42d3VKt2VLgH4y2Be/zXH2xT39OLDavf85UNtutXv/c6C2/T+53ZP9Nh94voiMuIcVl2UiyiKKrGKX+pGkkd9Phy3C7i3/ZLSbX3iog96Wt9i8tnFcJsZULn4OW5DmrX/DJvRM6r4oCGAT+5LEJ0DT1n+C1oQvwzm5u9soi6LdmUl/2wfsWvNnbMIAQX9kXBZXIMmFTpYM1OAOmjbfh0MJJbmfBoYUBMdJeDKqYpbPMeJzdH+KsohdGkwSnwBNW/6JHq7DNEauzTBMBMlFX+fmmPgEMA0aNv4NpzcfWUmeMfHlzEM3p59NeLqYpklUT8ebuzKl+ASQFRG3s4dt7/0KM9qIJMau3yarBLrep33X49htkZT77i1x8dnZ+Ap9HWvpbnwOu236mVP7e4PD7pUaEX026QUnApA+LD6juj2lO6UgCDht/QnxCaBrIerW3YFN6E1kC44jCSqD3VuTlmnRIUKBJrzpyoxclyVFZNacHNKH3YLTMp2YopPMkuOnJT5hxN3e61NAbWLn2tto3vYgDluyO6/dFqW78Tl2rflzUhbkOLouEtEziWo2oqpEbsWJONx5I/0kylQsupJwdMQyHfCHk7K1Pv1oPf7IoTjT5iSJT3/PNlp3Po1EL42b7iXQt4u6dXdOOyv0njDONZYRV1ZPWszLY/T1Fc0+A7tv/4hPGH4fjQwql1yHJMfaOJn4tLCwsLCwsPjP44AfESiySn/rq2z/4PeYkYaECA1FHVQsuhpBGBl4eTNnk1F4JPOXlo2Lexwb2+awBWncdA/BwSZ2rbsjpQiNx2PpqgGCC29WddJ6h7sAxZU3qfVUEEbEpy+7GpvipaPxNbSon4aNd2GoPTz/xBZgRCyPFsoJ8bnlQUKBVnZvvh+Hklyn0OXLIr/qvCS324kwUPBkzEpaZrOnYXflI4jJg1jTNNC1ZOGmq0GiYT+VS65NiNCMguVklZxAdAaWv4mQpPGPrGmaqFrqAbYogqS3sXP1HZiGSsPG+zCjjdhtMfHZ0fAS/p5a2nf9a8YiVJEj2CR1wvU2aUR8xomLUEWe3rniYui+W9/lvr+sYcMGL/mzL6OjZwG9vanvZcwK1U842JUo0xPHNLXh2N3kfcOqJyYaRsXUFlSdjilVoUb2jWFE1ezTEp8QE1ppmQ5Es4X6DfeAaRAc3J0kQuPis69jLZoaS0CVSoSOtkaGo66ESBNEOeZ+K+ZP6Z769KP1hLQVzFq6KiE+BUGidO7Z7N7ycMKlN56Q66MUoZMx+vqKZp+BPW1hwkV4fyDLQpIILZ13kSU+LSwsLCwsLJI4oEcFaiRAf+urdLe8A5j4e7ahiDFLqGGAIRVQsfgaBEHCmzmbgqqziWipE2GMtvDExWck2AWAoYUTInT04DaeyCg4FCWi2smr/Cy+7HmxY7gLKF1waSLmdGJMDD2KK60UuzOLzt1vJNZoUT+DbQ9ywRWzU+4piQbasPiME46LUFsQGLGYTMeNGBh3HTZ7GhWLryWieRLbxIV4RHVSUnMRTl/J8BqBsgWXINjLiGg+KpdcS07pUftMfMqSDtH6JIE9GkWOYh9lIRMEARs91K2/a5Rl2mSgaz2Dne/S0fBSYtuECJWnV5Mw7rIa6PkQmzy+rmXsTAI2u2/ccpsjDdOc3qvn8ToSEyRnXLiYjWu6GBjIpqC0YMJkQA5liLp1t9G09TGK55yWmAgQJVvMBZeccS6icUtyXIQWVJ3Oe28r3ParPa91ubf1Uh22MA0b70tkiAYIDu6mp+V1nHaNvtbXk+Id4yLUOcHzEScu0mYtvS6l+Iz3+dgETJl5eWi6DXnYsieIMoIko0UDSfvrWihl4qXpIkvalBMUk9UQjV3flftdfNqVCKp/I4otmhChkvPjzRZsYWFhYWFh8cnjgB0ZyDL0dqwbFp+QVXgwgihTv+Fv2KWYz3JchFYtv4GCqrMJj4rzGzs4lkQDWYwLCT3JBRXANDQMQ2Ws5Wg0cfGWW3rUOPHpUMI4bP6U1hldzCev7Hgc7pyE21ocX/Z8ZCXW7rFZSE1EZMWbZOUFUOw+TPZ84Bm/jqyiQxPiMy5YHEoI2exIZA4NR2Mi1OUrpWzBJYiOSnRdwDQhovnw5R+1V+JTEAQEQUCWdNRALfUb7qFp6z/GiVBFjtLf9jrNW0cswKZpIshuXAmBHEfC4c4ddy6HKxdjzCuh2Mbfb8UWpWf38/S1r6Gj/gUC3R+kFKGaLmP3LaBozpmJZbllx+DNXYGqT88SmJ7pGpfN1+mZ3CVWN2xk5C9D10I0bXuc4jmnoTizmLXkGrRR4lMSTWzyiLg0TZNw1MesJTcS1qrYuLYbGHH9NrSZZbGZTrbVyQhHHZQvuAyEkf2dvmKyio8iHLWRUXDwuCzIeRUnJNXunfjYLlQzdQmWeJ+ncnNVdQfZZSeRkbcUQ4/QXPsUlYsuT7y3I1bVvD2KA7VJOuH+9XQ3Pjupq/ZoN/tU/RuOOj4y8SkIscRWDmVkssauROjY+ThN2x6lt/kVBCOErupJ8dYWFhYWFhYWFnAAC1BNg/Sc+bjTKxLis7v5HaLhPurW34PDNgTERGjUyEwSn5A8OJZEAyNcRzSwNVbuQvNSsfjahPVKEGUql1yLLuRjmuNLIcQH6IGBMKGQDV/+0ePEZ2vtw+xa+xcUqX/ctRiGiSbkICuZlNacnRjMZhUdRmbRMajDsY1jy4jEBHYhFYtHXI19WXPJm3UmEXVm2VbHElHtZBR9Jkl8RoI9NG25n11rb0ccVb4iHHVSXHNxQnzGMU1Q1T1/xERRQBF7sMt9qIFamrY9DEBosClJhMbFZ3fz24T8rTRtGRGh4aiDorkX4E4vB2KJqHLKjkN0zo7VXB0mp+RIfPkrE30N4LCF6Gv+d5LYVeRIQnzGiYtQOYU7rqZLCRGaEJ/TdEPdU6KqjfTCo8guXomuhWire5FZS65GJS8huCTRxIw2MNjxNjZ5pN1D/gi//r/3+dtfRq4vlev3/kA3AFspFQuvAEHE6SumpObi4eRcyRZbGE6245s/beE1VQK2iayMEVUhq+RE0vOWUlB5Kt29HtKLLkZWvLFySBMI26mwSTqh/nW07nya/s4NdDU8M6N44f2BIIBd9lO//nZatz+KQwknxOdgTyxJU2/re/Q0v4wkfjRx1RYWFhYWFhYHNvLH3YA9RQn5ifQGKJ51Jv096+hoeDWxLhruo2HDXVQsXkVoOJPsRMTFZ+PmWLbc4mpQvPMSIrRx470U15yHLuQnXFhHF4EHEslKIFaqQpRHxG5cfAb66wCoW3c7c5Z/HkHwJQ2ADcNEE3NweNKoXLKK/s4NpOWtIKopuNzjC8eLooBDiRCOKgkR2tPyLrkVp+21+IwTVUcG8g4lRN36Bwj5WxElBUMbRLEpqEI2um4mJXHZFyRKway9nVlLr6ap9tGk9aHBJgY61+DLPYT+1jfpbn57ZN2wCC2puZSw6iQcdVCx8BLadr1AVsnI5IDkqqJ03kWE/C0pxWfztgcJDu5maLCF0vmXxoQPwjirG4AkOwgHNcLh8aVQYiJ0Pg7B2CvxOROX1rgIlW1OvNkLCEZcSZZPM9pAw8a/ASaYBr78Iz9yYbwn6AZItlJmLVmFpKQl1ewdLULDgZbhWMM9s/rFHRNGfyvik1Sp6O01aWqrofndAHXbP8TttXPWRZfx97sbOPXcjBmX+5EljVD/elp3jmQ5jmfrzS47Zcble0YjCGC3qURU215l5x0Rn3eiRgZRI4N0736ZtJy5CfEZJ9CzmtySQxj0izPKoGxhYWFhYWHx6eeAHRHog/1s/Ma32PatH+PxVCBKyYPntJyF6Mbk+nqs+ARorn2MqH8LkhizhJYvvi5JfAK4PQpXfenwKRMZ2W0anfXPJsQnxJL07FhzG05lfKyhYZgEwzaiRia+vCMSWV3HujLGxdnO1X9EMmPJTwypkJyK0/eJ+BybPEWxGXQ3vkTQ34IoKZTWnE3rzuepW3c3itg3zq14bxktPg09Qkvtk5RUn5nkipmWswBfzkGomownc07Sutj6hUlZd+3ODDKKT0qyTOu6iOSswpc3sfiEUXG1SghVU0jLP5LskiMS2xfOPgNBmcvtv35vQkuhpstJ59ijfpmGS6sgjNy/qGrDnX0YUd03sfgEupreZLD9DWxyNCFyx8Y/7k0s596iG6CLBUniM05chMrumj0Wn6JoIhmt2KXpJw5yuRXKqopZefxczrhwMUP+CP5BmVPPXbhH/WQiIEjj94tNZu35+xUXjS3b7scuB/YqMZJDiVC//i7UyGBiWW/bh0SCPRRWnZK0bVbJWTzzr1bu+eM7H4v13MLCwsLCwuKTywErQONEOjrY+YM/UFpydkKE5pQcRVr+yiljwSRRZaB7C2PjOge6NiGJGqYJoUhy8h5BAKcjiNfZSXb+SJkJT5oDl1shOBRNxMpFNRs5Zcch20bXvhQorTmXyCRiZPKsrsPibN0diYybcRG6LxL9xNxee3HYRgRyVBXJLjsel680IT6j4T40dYhda+9MmXl0b7DbIjRt/WciDjfob6Gn5X1Ka84GQSQtZ0HC0msYAqZcRMWiqxIiNL/yJNxZy1G15AmI6Bh3YFEU0A0RVR/pN0EQMPQAIX9L0rbhoXb0aD+iKKBqtoQILZx9Bo70hYRCH3+sW6wm6gCKOHI/VE1MsnoJgjZcJzL5mQ8OtiAK+qRlPvbWghV3XZ9pLCkwaQIt0zSTXL9ngiiaCFoLdevvom79ndilwal3IjkGc2xCsz3pJ12XsHvnUVR9dmJZZuEhZBYdN2F5odHYZJVoeCBp2WiL5dDAburX37lXIjSqKRTOPp3RgliUHbjTZ+HKXEZ+ZUyEZpWcxVtvmOyq7duzE1lYWFhYWFh8qjngBSjERGj9z++kcsFV5JUfPy3xCRDV7OSUnUx67qLEskS23BSWxNiALkD9hruo23A3Tls713xlRcLiMTorLoxYZyqWrBoWoQJlCy4lLbsGWYzEsrrOAEEAm9DLrnV3YGgxgWgaKnXr7kSma69FoCgKSEYbO9f8mdYdjyaJ0IjqomLhxXTufotoeGRgqalDNG68F4ey7+K9wlGF0vmXYbOnJZap0QBObwWzl98wzs14tAgtmHVKSvE5FocthGS0JdWOhdg908ihYtFVI8mdBJGKhVdgiCOWcFWzkZZ3BHbvfPp71EQ8MOx50p6xiCLjyqhMREx89lO/7g7q1t0+oWVa0224sw4ir+KExDJ3WgVF1ecTUUdE52RZVveUse/HnrAvje1x8Vm/4W4wjdiEzvo7CfnbZ3Sevc32G0cbJUJnKj4DXe/TXPtkUimh0e6yAGpkICFC9wRdFxAdlZQtuAQQEGUHs5asQjWziKoSzvQlzDn4K2iUs6u2b0LPEAsLCwsLC4v/bKYVA1pdXf1r4DBiZpOv1NbWfjBq3bHATwEdqAVW1dbW7t3Iew+IdHZh9IEn91CiU4iPpP1UhZzyU4FY+YSx2XLjjBafargfgIZN91G+8HIEW2ksYUoKRuLUVhEN9yHYy9DUAO27HseXVTPDpCkgiAqyzU1UGxGHss2JKDmw+f3oA8lWB8mXTtTpnfLYcfFZt/4uTEMj0LeT1h2PUjj7HCKaE0Xso73hfUrmns3OtXeiq8NlXiSF0nkXE47uuwFmLIOuh4rF11K//k4AKhZfS1h1AW5Mfbw1zDAERLkIZ0b+tMRnc+2DBAeaKF94GZK9PMmCZhjAsKCt33hPLBOrrWRcRk9VVwgMhJPigWEkJvjyGw6bcSxgHFEEUW9lsEdFkksntfCNFp+aGku+VbfudiqXXEfUyBiXbEfVZDzZBwMQ6N1JUfX5EybpSn0+ph1LaGhGQnCOTtoFzDguUBINZKEfU/TskbVfFIUkS6pDibJzw4NJZV60qJ/mHU+TN+scItHpfUcm66uZIEkmkqhj987D4ZszI/EZLylkmiY55acQ1RwYhjq+Tq8ewTSiM7qHozEMAclZSfnC2ASRamYl+lQ3behaGtLwxFXcImxhYWFhYWFhMRphqkyQ1dXVRwNfr62tPb26uroGuKu2tnbFqPU7gGNra2ubq6urHwL+Wltb+8xEx+vq8u+TqvZKyI8QCqCpI+Uvpiu2UhGzHJhEUojP2HqdroYnE4lBEueUHcxa9iW6uwUGekM88eB6zrhwMWmZzqQBdqyciIlNCtOx64lE0o6ZZu6EWAmEho13Ew31YLP7hkuleBHbm9j67e8mbVvz4x+h540tQzIetyPMtvd+jWkkW9xySo8iI28Ju9bejq6FSMtdRH75MexcewemoVG5eBUq2XuV3GQi4qIfSMrGuyfk5Hjp6vKPEp+742ehfOFlCGNEKMREoFMJE47aJywnERdY8XsPpLz/MyEuPuvX/xXTNCZsXxynPUrjxr8Ou9aOYHdlU77oOkKR1N4ANllDFDTMQRV9sD9p3UTvkkMJgREhamRgGCaypGGY8risr/H+DgyE2bVlN+mZdp75V32S5+9MBLokGujhXeze/A+yig4lo+iYGYlQRY5iRDsQlPxEsqWYO3svdevuQNdiotjpLWLW4ssZHNq/FjtJMkFtoaf5bfJmnTHhd2g0sqQy1P1+Uj1bgPTcRWSXnYJmOJDppm7dHRh6JMliOZ2awGMRBLBLg5imgUY6pimkPE78nZju8x9/VvaGnBzvx+8Df4Czr36bYd/c048Dq937nwO17Va79z8Hatv/k9s92W/zdKb4jwf+BVBbW7u1uro6o7q62ldbWxsPllo+6v9dQNbeNHa6RJ1eckoLkzpnZg6tyUyVvCeiSuSWn0Q00p8QL6Jkp2zh1dz5+w0M9o+4YKaygJmmiSKHad/1OP6e2sS2Ldv/RdEcUHzz0acpQsOqm/KFV9G6/VEK55xFRPPutQAMq3ZK511A46YHiKsEV1o5mXmL2DksPgEGOjcABlVLr0XXdVTzoxGfELPQhFXPPjueYjPpbXtnlPgEMGnc9ABzD/tvhvTkQb9hwFB4ciGQyvq1N5afZPEZe6IbNv4tpaU2TjiqUDLvYurX34EWjQl2yeYaztyrMFHt2pilWEYa7Eo5ccEYAepQQuze9DfUSB+VS67DtHkJdH+IO70SxNSlRzIyBGZXNRMe6uD6r53On3+1mjMuGBHo02G0+ASTnpaYxXm6IlSRo/S1vkpPy7vklX8GT87BqJoNwzBRxUwql6yibt0dKM5MSuZdgt2VBUMj35VYHVptwrjsvSUuPuOuwKapk1919jREqJjkph7HZk/DRBjOrJ1N5ZJVNG76G+ULL99r8Vm3/s7YxNOS64iaGalbtY8swhYWFhYWFhafTqYjQPOB1aP+7hpeNggQF5/V1dUFwInAd8ceYDQZGS5ked8N5HJy9sziuWd4qVx0GfUb7icUaGf28uvQyeW8K9IB6O0O8q8H1nLWJUvJzHbh8TpIzxzJuhoNG8jK+BIeit1Fms+FJM/E6uKlcskV2BQP8R4Y7B1/O2WbTOY0+yjcU0z5vAtp2PIgdlcOZbPPIhzqQteSM/YO9TcgyU486TkzaO/HT1q6D4f9KEL+Fob662MLBZHKJVfgcGfg8u55VSKbJHHNl1cCjLvvM0GNDFK38dWE+Ixh0tHwMlVLr0Zx+CbY08vs5Z9jx+rbME2DOcs/j8tXOK1zTue5iQR72Lnub4SH2gDoa/8QSXbQ0fAKgmhj9vLr8GSWIYzKRpyeJtBe9zbdzW8OL3mKM847guw8D8VlmdNqG0DI38aW1THxGaen5V1cvgJyig5FECf+nqgRP211rydEa0fDi4iiQG7ZEciJcjoe5hx8PZJkj4lPkr8rwcFWelo/JL/iWGz2ffu9MQ2dwd6d7BwWnwD+3h2w61+UzzsfxZk+6f66bymiJLB7yyMA5JYdFWunMnrixsPcQ7+I4pj8WJMR8rezffWdaNGYMK9bdztzDvo8Ll/RHh9zNPv3O26RigP7t3nfYbV7/3Ogtt1q9/7nQG271e7x7MmIe5wJprq6Ohd4Erixtra2Z7Kd+/qCe3DK1Hw8Zm2ZouoLMc0wET0Dw9Cwu2Iufd40e+Jfu8uGqutj2ieSXXISAH1tawEonX8x2Cvp7YsAe5LIZ+T40ih35DiaqiXaEK8dGoooKa2WUkcnLX9/jJIrzoQBjXWf+2/m3fJ/lM2/OFGqRlY8VCxexVDYQSB04LgUjDwrMkVzzqel9iGGBhuHkwsV09MTmvIYUxF/Dsbf95kgUFh1Di3bH0qIZIengJKaSxjwi+Cf+LiCELs3YBKM+hiaZhumem7sikb7jkcJB2LiM6swFj/a0fAKEEuEtWP17VQuuRZdiFlC09ME2na9TFfTG4ljBvp24PTqOF1nz6h/bLKD/Fkn077r2cQyb+YcHL45dPdM/D2RJAGiDXQ1vZ20vK3uBdwZs1DNvFHxscMf2SF/4lmJx9bWrbsdXQ2iqSEySz6zT7JNxxFFAzMaHBeQqUWHiESiDASm7ifZNZfi6nOIhrvx5h5O/4DJ6O9CDGnSZ2cyHHaVpk0PJMQnxOLld62/j4rF1xGK7F1/7CM3n73a3+LT8Nu891jt3v8cqG232r3/OVDb/p/c7sl+m6cjQFuJWTzjFAJt8T+qq6t9wLPAt2tra5/fwzYeMCghP2pHP4giguFHYiRebjrZMCOqQvHs08EAb/ZcJOcsdH3fJCOWfOkx18kxy3Ri4lOmm52r76V8wWWoQk5KEerftBX1N/1EuroxVRUjFEVMr6Rs/sW07HiSisXXJtWV3FsEAZz2CBFV2eNSGjMlrDoomns+hjqALuROGN/5cRFWHTGRvP0hdC1M6bzLCKvja2COxTQhqvuG/7/v/KKjqkxB1WmE1rWhRf14Msppr3s5+dyGSqB3O57sTAxkJMmOK60EmgRGWy69mRWIoi2lu+5EqJqMO3Mp+UD7rmfxZs4hf/bZRKKTu83ruonNXkhOyZFJQji/8mRMMRNTm7iPxopPiNW8BGYkQiXRRBQ0VD11HK5hiEj2yqRJHqe3iJJ5l6Sse5oKTZdQvDVk5suEgwNINm04Yde+IRK1UVxzAfXr7xxx8ZadlM2/ZDh04SPywbewsLCwsLD4VDIdAfo8cDPwl+rq6mVAa21t7WhJ/Evg17W1tf/+KBr4SUMf7J8wXm66sU+Kw0dW6UnoprzPxCfE4mLHxu2NFp/xZCR16++IJQ+aQISGW9uSj2GISI5K5h76RfxDtn0qPm10sf39OympOR/JUbn/RGjUgSg6x8XDKSE/RjCAkutBGwyjB8J7ldxqj9unOiiccz52RZxRQpw9uTe2nAwW/OZn6EMjFvj4xEX8mBHNm4iVbNr2JLOXX0fDxgeIhGIODzmlR+PNGclALUo2RMcsyhZcTOOmmLDKKzsWn7Mara0DZYZ9Gheh5c5MbO7iKcXnyH4KvvyYa3RX0xvkV56MO2vZlJmSRdEgNLg7IT7jDHZvJaf0GGDqeyJJJmakAf9gE77cFROWhoq/X2XzL6az6XVKai6etvgcOYaEGvVTt/52JNlN2YIr9pkIjU1spCWyUpuGTuWSVahm5h7Fk1pYWFhYWFj8ZzOlAK2trX27urp6dXV19duAAXyhurr6KmAAeA64AphdXV29aniXB2pra2/7qBr8aWE6JRamixLyT5jFVBBAFnqoWxsTnxCrLVm3/g4ql1yHSs60rGW6IWJ3pjE4DZfA6RAXn3Xr78DQVRo3PUDZgkv2qwhNmcEzGEDTemhYdx85WYfhf24Tead+dpyw3x9EVAe+dG9SQpx9jU3WGOzdiiiIOAuXoA4nwhqb0Gu0CNXVABE9g7KFV9G48W58OQtIyzt8nMDSdQHJMYuymgsY6mog9GoDjc/EyuqkSnI0FaomI9qriERnJnriItSXMxeknCnFZ7ztireGwqoorTufBkC2ualYsoqw6mYqq19cfDZs/BtgYgJpuSvQTRnDEMe9c3ERWlJTQnia4jqOIIAiDbJj9e1o0SG06BCNm+79yEQopmGJTwsLCwsLC4s9ZloxoLW1tTeNWbR+1P9nNlqy2OdMZpU1TRBFO7LNRVQfZeGyuRElB6Y6MoiczIV3XxIbMPeza01MfMaIZaOtWHQFoq08aXArCLHSM4YpT5mteDrndijRlHFroiggZYo0bHoGQwvT0fEqeScdg+Rx7PM+2N+kmqSw5WQy2LslEVtZWAXO9BEROpa4CEXwYhvyo/oHKJ97CUZYR2tpT2nV1HUBWySd8BtNdL/8ZsrjQkyw2W1RQhHHpBMiY0WPTTZQtam9CFRNQRQLMbTxFu+x/RI2c0BwoOkyjvTFFFZBZ+OrVCxZRVRPn3LCRhKTxSdAV+Or2J0ZiKINuys/ZX1W3RDRZyg+IfY81627Gy06lFgWCXbSUvswRXMvJhxNbXmdKXERGvu/JT4tLCwsLCws9ow9T/t5gBFLwBMkqiozqrn5aSCsuilfdA0NG+4iGu7D5kinYtE1RLTkEicTufDGB+mDvXIiYc3euKWaJgiCA1daOYHeHYnlijMDmyObsJosPu2yn7p1d+LylZJbcdoei1BBAJlOGjc+Sun8y8aVeLHLfnasvwdjVNbfjo5XsWdkIUk56AewCh07SZF9/JF4T5lPe/1I2HbrzqcprAJH+mI0PfWnIa47Jpv0GIsRjk4pPo3wLnauf5yKJdcS1ceLs1Q4bAEGOtfhzTlkWh4FqSx2qa5j4c9+CpkFAAkRWpU9j1DUNa12CYLGkL+F0VZSX3Y1ph5h97bHkGQnlQuugqiLiN095fGmIqLaKa25gLr1d2Eaw++nzUXh7DOIqBOX4dkTLN1pYWFhYWFhsbf8RwhQURSQjDZq37uLglmn4EhbtMcidH9ZCfc1ht+kouYyWhqepqj8VKKtA9g85rRE5NhBeulll+CumoVk608sm6kgDasOCqvOpnXnYwR6d6A4MylfePWwe2OMuPisX38namSQga5NAHskQk3TRKaTunV3YhoqDRvuonzRNUki1DAVfJnV9HeOGPhtdh9ORx5qewuKx7ffY0E/KmyZ6URCveOWR0I9ODN0pvo0CLKMkplJtHf8MUajhPzoanTC9XHxGY8TrVt3B5VLVk0pQh22AA0b/ko03IcaDZBZdNw+dWsfjabLw4J8eupL0214cw4F06Sz8RV82dV4M2bRsuMZIJZBtm7T3VQuuApB8Oy1NdEwTBALmL1sFTvW3IEoKVQuXpXSymphYWFhYWFh8XHzqRegcfEZtw607niSwtnssQidyEr4USMIAg55EANljyyA+kAfW/77/yi+7Dw2/fJ/0UPhPYrDA5Dsdrb+IFmE78mx4iK0p/lVsoqPTBKfAA4lTN3au1Ajg4llA12bEGWFrJKTiarTe3wFAQL9DQnxCRAN948ToRFVIa/4eAD6O9djs/soSDueTf/1PfSh4B731yeRtoeeZNGxvwRRpLf1fQCyig4jo/CYKYWcKIKQrlP+P1fT+Ot7iXR1TbitPtjP0M5dVFx7dWKZo6QYyZeOOeyqGhefALoapG7dHcxa+nnCauq+Hi0+gUT7P0oROlmcdSpUzYY39zAAfJmVNGx+MGm9roXo7fiAjOITE4mb9gbDMPFkV1C5+FpEyb5X4lOSBHT9oxOuY/tysFdGcXo+NZM7FhYWFhYWFpPzqRegijTAjrUjrmkArTuepHSeC8k19yMdaO0rBEFAEfvYueZ23Onl5FWekSRCp2uVNSIRdt95/35o8fQJqw4yik8krI6P41M1G/kVJ9C07eHEMlF2kF10+HBZi+nfO0EQEQQheQ9BiqnTUYRMDznlp2BT3Dijeez62a3oQ/uuPt7eMFMRNBVqX5CsouOAWP9MJT6VkB8jFEBI06nbdC+CIFL21SumFKG7//ZA0t81P/5RLEGWCYojE1lxJcUvOr1FTJRlVpIgNNiYEJ9x+jvWkVNyxIT77S0zcTmOExehomhQOf8K6jbfk7hOr3c2WdmHEd4H4jOOIIhoQh4Ywh6LT1nSQG3Fbs/b63jridiTvrSwsLCwsLD49PCpF6AGDtLzFtPXtjqxzO7KxeEpSYo13F8oIT+DtW2JWEqYXETExWfdutvRtRCD3VsBkkTox2WV3VdEU4hPiNU3tHmqKZl7Hk3bHkaUHcxasgrVzEpZPmUicWaa4E4rTZQRMfQoijOL8kVXEY6Oj8GLqArpnqVsuem7nxjxCXs3cJ9okiKiKWQOi9CprIdGKICqddK86WlMQ8MEmtufZvaP/xujz0R0eWb03I1kVl1F/fo70KJDeDJnU1h1DuEJxI+ug81TTWHVaYnstKKkULlk1biY3umQql+UjAwiE2w/U1TNhgrI3T0UZp5Ea+9zOO2FOHtyUL1DkJe5j84UI6Y791x8hgc20LrjKdJyFqR0dZ/pJMjY7RN1iRWF0msvoeWBR1EHBlPua2FhYWFhYfHp5FMvQKOqQlbJCQD0ta3G7srdp+UJZspU8ZSyoqCHw5hiTJTZC9PZsf4OdC2U2GeweyuyzU1myUlE1Zm5EZdedgmSfXhQqUaROpqmtKLFB+myTUZTNZgkpm9fExehpfMuwO7KTSk+YWpxJggCqplN5ZJVtNQ+Rsn8S5LE59iBsqZGP1Hic2+ZbJJium6rSqaL5m1vJnkTGHqU1vpnKa65lHB0ZtbHeJ/rkkTl/Cvpan2LvJLPEJzC8jY6O217/QvDNSmz9yhBTqp+ceR48Xftfemb0c+UpCigepi14BpM1UT1Dn2iYsdHi0+IubpjmuQVHIvaM5T4Rsx0EmTs9jU//hEIArO+eQM92loqv/456n5uVe2ysLCwsLD4T+JTL0BhRIQqjnTScpZ+bOIzFWPjKSuuvZr6O/+a+Dtt2SKKrjqF3bWPJJbJioes4iOIatMXnwlLjxqdcfxmfJCemeOlq8uPEvLv10RMmi4hueagmtLEls9piGJb0I8RVCmtuoBocx92WyAh9vUx/VJ62SXU/OC7YBsRVZ8kwfBxEOnyk+8+gjbjNdRIPxDzJiiee+GE4nMy9/C4OCm97BJkj4eMkgVEGtuRbMqUkyJxEVp90FwibYOIWlPS8Ufvu69dl6fLRGJNzyuBvMxP1LNkk4LUDYvPOAPdm3E7i+m672WKL78MBSZMKDVRH4+7RkFAyXXRsu0toqFemkO9VH79cwjSf1ZmcgsLCwsLi/9kDngBOt3BZVRV8GSvJKxyQDGwZgMll19GybwLaNryT2TFQ8XiVUR134wsPnERKXU0Tb3xBIQ7u5A6u5IGlQnLyB4fdWLG3ls5VZ3J4UH+6CQ3qY4zWNuGHgxOKPYrrr0a0W5n1jduJLCplt1/e2BELMTPNUG7YGZuiFNt/1GyVwlmDJOdt9xK1TdvoI3XEEWZ8uoLCU0yoTMd93DJbqfuz8lWsOm4Fmu6jNnaNqVFbl/EHH6Ss1/vizJJqu6hZO65NG0bmehKT59PdHMX/m21QKwfw03NKfefyLNjNIIso+S6aNj2d6LDGZh1NUhz97+ZtegadHPPY1ctLCwsLCwsDhwOeAE62eBy7MDfAJQJBmYft0iIu8bac3OS/gbQB/zY0zIpn38RNlf+jMTnuOuahqVwwr4IBcbXTPz5LUgptgX2uj9Tuu/twf2YjkgVJImqb95I29Dr+BZWUMCpSetH98lYa+lUbdsTAZRKVNg8nmmLoPj+sqKgDQViy/IzCAVbcbjKCTM+XnKqd0DypVP93W+DKFBZchkgoIdkcE54GZ8aRgvphOvwYH/i2f+4JhRg3whsTRexeWoSIjQ9fT7ybjvN9z089c4piHt2jH7nSi+9GNM00PVw0raGrmKYGvuyXqmFhYWFhYXFJ5cDXoBOxkwGZvsrM6PkS2fhz34ai6WEhCCU7Hbq7/xrYsAW/3s0839xC1H7iPicjmgee12TibCJ9gESMaBj0YYCqcUYTNmf+1L065FI4tocJcUw7MY5HQuVaLfjXjSLhvqHUcN99IT7yFq4DDnNmdh/tLuoq6R4xu2bKZO6b47ebor941beshuupCv8DgF/HdlFK0gvPHpc7KcghGm6914CtTuSzhm/Z6NFWCIi+QAUn6WXXZKIf44zk+duunVxPwnW0ZkgBoaw6zlULVlF/+trUorP0e8ZjJTUGfsep9reUVzElq/9gMpvXE9r73No0SEE0cbs5dcRNbIxjY/iqiwsLCwsLCw+aXyqBegnkajTS05pIV3DSU4S8ZTDQjQ+YItbQkdjRKJJls89Ec16JPKJiW3cG8tgguF+G13qIy7UpntNs75xI43D4jNOT88aZE86HvdhqPrIayLZ7UQ6Jy45sj+ZroAvu+FKhtJaCPjrAOhueQcEkfSCIxMiVJGj9A2sIf/Kk2m/hyQRuteIBqqgYtOHLfpyFNlQkuKS9yf7qo7tVMebidvux+2BASPvY/mqa7A50pj3f9/F1EhM5gC4a2pStnGsF0ScpPfyB99F8weo+9mfqfzG9bT3v0zpnPPwpJfR3T2Ucn8LCwsLCwuLTx//EQJ0osyvMMpNdMwgeG+tJNNlbGxmfMCW5LoWb/9wexKZcnUt5TEnY7LYxv3FTBIHjSWV9Wm6gnqslVR2e5j3o5uR0l1kBBfTsfvVxLaiZMObPRfV+OS+ItMR8JLPg1QgEmh8I2m77ua3yCxYiiBkYpOi9LW+Sk/re4BA8ZWn7jsRKhrsGqrj7abVXFRzJqZgcse6Bzhn7ikUuAsxh13lpxJqEwk0piHyxgnB/SR4Z1IeaV+U2ElkqWbvJpUa77mPqm/cQK+6nrziYwkJGSPHmuB6ZtLHCRH65eswBkSE/NRlmCwsLCwsLCw+nXxyR9fTZDpWhlTurGPdRMe6pu5rK8me4CovxV6YO679cbfK6bjT7kuUjIxxfS0YM/ebm05MJoy/t6lc/aaTLEhWFObd/D1M00SQZExRjNXAHL6XGuDxpoMo0dHwEqJko3LJdROW9pjQDXGa15G4FmaQPXQU0xHwo62L3S+/SfZhh9Hd9W5ifem8C1HNdBxmgO7mN+lpe394jUlzyzPDInTvY/I0KcqDm56gxd9ORI8QiAyxo7ceEYFVSy5FNuzTEmqTuiRPsG8iVnPUusncRfeWPSlxtC8Ym6Ua9nxSSbDZqPrGDXRE3iXa300k3EfJvEsIq5P7Wo+9h6kmFUZ/KzR/gO0//vW4bSwsLCwsLCw+/RzwAnSywetMXPziosJTPRstGGJPigrOxI1uXIZXRWHej25O1P+0eVw4DyonHOzAJZaM23+67En2zon2ceTm4BccSe2XHI6YBRKSxB0w5Xmnitsce291mNDVLxWTiZax169qNjw5hyCIEp6MqnHic7IyNgt/fgvaqIQ08e3j932yBDYTJTSazKo1HQEfP6cS8pN95HHIPgeyy01740uUVp+HEslA72/BzHISGmwZs7eJrqiUf+4ajKC6V0JKVh189bDP8Yu3b2Vt2yYA5mRVcPXii5C1yet97i0TWhX3komsfRNOdO3HSasJLcVMIymYIIyIz1A3AKFAC01bH6CkZmoROvr8Y0V/dBJLt4WFhYWFhcV/Fge8AJ2MmZQeibu+1vzgu+OyN07E2MHeTLKjTiaORNFE01qp23AfmAYFFSeS/ZmjcOUXJ2XKnU7inZm4Ac5kn2mJuxQJh6RRlru9iduciKR7MkNXS1Wz4co8CNWQx80/jBZ0YwfRejjM1u9+P2nZdO/7RM/ZvrJqxY+jA25POtU5NTT87q8MrN2YOH962jxwQ3AoJkQLKk7E/+8t1L/45ymvZzpIgoTT5kj87VbciHx8bpd7W1JlQmvffo5lTcVkojueRCtupXWUFCPZ+hMCUU7PQMyC6MbepP3DQx0YehBBcE1ZJiXV+eOZslOJ0gMtUZOFhYWFhYXF3vOpFqBxJhxw7qUr3p5kmJ0KUTQRtVbqNvyVeFrItvrnKTj5RNxSGZu++q3EefZGwM3EWmvIGlI8EY9ooKExUdn4CV1KR/XVVP00+hjxMiJx62rcUiw5HInyIoJhJKx0+mA/Q1u3Jgn1maDpE78Sogh4HejOZIv03tRWnQ4TJV6aaeZfVbdhdAUZWLsxqezPtlt+QeV/XQduSMudj1uZlSQ+9wZVCnHr6nuo72+iMqOMYDTI2rZN2CU7F9WclUhMlPI6iZWeUQMBZEWh5gffRXY5Yx4KJN/3mVhn92RSZqI2Js49aqJrJq64o93EU3kS7GuBNpmVNqK4kSQXFYuuon7D3WAaCKJM5eJr0Mje4xqdE2bK/pjK1lhYWFhYWFh8vPxHCNCJBpwK413y4nFKe1PWY2+QRI3+nq2MrUnQ370J36zqfda2iSwlgsuXGGhKkkgQP/dvfJQL5n2WNN3Bdv8O2vwdHCtWzOi4SdsMtz/edki2QI0Vq6kGzFp0Amsz40va7AtEEUS9le7m1eSUnUhE/WjdR0cz0UTHHk1AGMP3dnQfGQZ1v7mdii9chVuZhe5PrtM4k4RcY+uXisCqilO5S3iWzy+7HN00+M27t3NEyUHYzOQyMCmfnWGPhNHX/nG6uU6nNu1YkTe2TMtol9hUXhMLf34LWjQ6ozqjSsjPYG1bYnJirAie9vXpApKtiIpFV9G46X4qFl2JLhZgGFaNTgsLCwsLC4t9w3+EAI0z2tqgDQXQiVkbJIcjllVWFBOZZaca3CshP/qYgd1MSpxMZJWNajYyCo/CNHR6W98DwOktpGTepUSbu6fVttHXOu74Ti+ypGMvSkfJziba3T3SfnR6jA5ypDyiQoT2aBeNAy2sbtvIrr5GTptzPA9s+BeCIHDM/BtSXNX0SLg7j0oe9FEI+9FC3Vlaginb9mgSIS4+69f/FdPUMU2N3PJTEyJ0b1w696Qszr4spZM0mZFVBIIDSBagM0nIlUpEzv3xj7h+2ZXYtJgb7tcPvwFZt4MhxI4vCej6vhc4e+tqu8fnG/NdGNt/o11iU02S7InFcGxccKrEZdMlLkKrD/kvQlGHJT4tLCwsLCws9in/UQJ09CAtVVZZiFkOJrPOjT5WuKk5sU/C2jDMVDFOk7kBRlWFzOJjETAJDjZTOuvcmPiMzsCSMYElUva4UAPbaNjxFOVfu4qGX92dEKEt/nZ+Vfs03zrii7zfso6nd7zElw+9hpOrjuHfO1/l/g2PIQoi/3P49djMzI/ErXlfMlqoL/zZT4lkFuy1+AQY6IzFT8ZF6ExcOieceBiTbGky9qaUzliRNHYyI+r0jvcMGCWoxpYEStX+sQiQEJ8QS0wUR5FV9EgLir1wnwnDyRLhTHSO0RM2cevtVNc11jKs8/G/AxPVEU5MWkz3OLrAkG4HZiY+Uz3fe5Ip28LCwsLCwuLTy6dOgO5tQfeZWOdGD/a2/fRnSev21i0wqipkZhyMoy+DDTd8HVPTplXzUpZ0BHRSDflEl0I0sI2mbY8A0Nz+NOVfuwq1vg8MA5s9i6/kn0xw504KFSc+u5diXyG6MXIGmyiT5cxANb2YjvGia6IstfvLGiX50mOTB/sIAR013JcQn3EiQ90IQuqB9WTP4N7EH07EWMs+xCz7YnrmuOd+Oom5xrYxyfV2H2Z6VWSV/rbX6W5+i+yiFWSkL532vpPFWe5JTc092WdCy/DHSKo6wvHlo7Mrj2Zfvoepnm+n4GfRrb9E7Q1+JOe0sLCwsLCwOLA44AToRJYKmDim6qOKEZtosDe2rWOFwWCvguL0TCmKtb4gu35xa9L5JrN8yZKOOrSdcKCN9PRFScdyV1Wi2fpo2vpIYpmhR2huf5rZh61iw/U3YapqYl3mN67jh0tWQXMnXv8AN5WchUO20yIM8dM3f8+3j/wyLt2X8lpTJVPZUyth/HjxY8XXQ+oyL1GnFyVr/DolI4PImLam2ncsuiFh89RQXH0OzbWPAuBwF1C64DLC0dRlKfZEzEzGVKJhIsv+ZOeciRBJ2nYfZXodLT4BulveAWDhH3+B1h9KbGfzeJLamShXpGsf6Xset27a+zqS3l3J4RgplzRBX0xUpiXVNqnel31hMZzITXsm7+HeTuYB2G1ROhpfwTT1JLd1S3xaWFhYWFj853LACdCkwb0okn3U4eSccBIwcUzVx8VEwgD27WDZtGnYDAF1aDtNWx+KLSvSKTjvdNoefgqAcEsrDkcuNkc6arg/sa83owqtN5AkPuP0tDcx+NM/Jf4OAZXf+x+KvPnI2FJe69hrHB2fOt0B7ehBsg6QkZd8rvh/JnJhTjHIduR48cfLmcxQIGq6iOKdR3E1dDe/M6H4TFzfBIlg9rSe5kdhNZ3smKaoI5oypmkiCBD1uBPbTpXxd7L6pXFEUcDUuhLiM053yzv4cuZhFpQm4g51AHfGuDZ+1JmH49bNVO/u3B//EK2gAFtbW8p9430rSmDojCvdM1oIpnq+J6qXOdk9l3zpLPzZTxN9nnSeYcbFsE/xLu7tRIrdFqWr8d/0d6xLLBstQi0sLCwsLCz+MzngBGgCUaTyy6uIZvlRcjxEu4am3GUiq0OSVWPUtlMN+Pa1VWhPCEkB3tv9Hkdl5NM8yrrZ3fIO2ctWsPCYX6ANxCxKelihYtE11G+4CzXcT1rOAvLyj8H/wcZxx812ZdId7B23PN3h49qKS1D0qYvSj2VfWwb3J3ERWrqginDUkXKbyRLBxMVovPYiJA/4JxIEsH/7RpdU1nStZ3ZmBXkRhUh/D0E1iEfxIJjCOOvcRHGQvtLCCeuXGoaJJOeSX3kS7XXPJZbnV56IIOdifAQJifYlfeF+dvV0cxATl/mJSiF29tdRnTabqNtDk9RHht2Hl3SmurzRNWfjz4Q+2I89HEwkS4sz2rU7Z1Sfw+STFKPLFcVxlBSjZDFugmRPJlIUOUJX43NJ4jMeO51TdipRzRKhFhYWFhYW/6kcmAJ0WHz2K9sItjcTCndQUHbqcKHGiZnI6qCl2HYqC9NoC9KEFou9TEYylZukIBu8Uv8mocggA7bx+0ejg5geD7ojG4hdk6BBxaJr6G19l4zCI1GbO1Oe26N4cMgOdo5ZLpgCdt21V9f1SWImSXU0XUTTU4vPqZgqdnLi8jWFe3S+PUEQBPq0Xu5e90/cioufVF1G3Xf+L2mbhT+/ZZx7aeo4yPHtHi2oDMDjraSg8kTa6p4nv/JE3JnLUfUUD3IKxr4bsqIAJjTvQnY5qfn+d0AQECQZXQIxzYcOaFIETVBx6h5Gl7VMcvu2yWjBIBMxEPHzr9rXOXjp9SnfT1VW+fvmx3i/ZR3n1ZxKWXoJv373dtLsXr5/9NewqdObvElVfmdfelJMN553T+J+DdOGJ2NWkgAF8GTMwjAPzJ8dCwsLCwsLi33DATgSEEbE51AsC+1QfwNt5jNUfnkVWndgv9fvnMidcaKEPKNRpQg20waGiCCCKkaQh60DU7lemprICeXH8MCWx3jTP8jhRSsYGo6l8+XMJ6/i9HHubqYJEc1DeuFxRFQRieRSHBDrN8mbjjA4MO0+2JvkJvsi1mxP2ZdJdeJMlIn0o2Iiy744w+feNE0ypAzOrTmVR7Y+Q+tgx7httGg0KQZ5Jq6wqUT2gt/9nKrlN2AK6dMWn5Di3ehoIlxXN+5ezv7xD/hm7d2cOvs4ji5bwbM7Xubd5tV8a+UX8ZCe8niZOV56N22Z8NyyKPPNlV/AMHyYeRlJ63RA0gXOrD6JzZ3beXjrMwAICFyx5Hxs+v61/E30bn3UMZiaLqJ4aiieey7Nw0nPiqrPwu6dj6ZLH/HZLSwsLCwsLD7JHHACVM7IQMwRaF3/UtLyoYFG8hcfD/0ioiCiDQViST2IDXwVxruWTYdxAzhBQPKmEXV6Y7FspplkSRm9T1wQyC5nssuvXcF0egjLIe7b+DBHlB7C3PRqmoJNPLzlaa5fdkVKK6MhaohIifqJpqwjGzKzMyu4f+OjULGClcWHI0YGUorPOKYJUXUkoY+7piZpfSKZD8nJfGSbjOn0pBy87k2c4v52zZ3KfTp+OwUBNDk2ITD2Hk/GVMmpYLzr6t64cY+27CsOF/pgf+K5lwb7pxTzESmIZmp4TB+yYOOw0mU8MiycJkMQkq9ntJumf+cu5GAoyV00VXId3R9BTc9B1GKfIk2KYg8OQX8gabu9nZB4aMtTvNLwNt3BXtIdI8mzNDGKLmjYdReCIBCVg0Q1xzhRrxkaUXQ6wn0MOkwyECd8JkzTJEvO4qy5J3H/xscAqM6exZz0SohO7qWR9L0ZE0scn9CYyCU2lbv2xJb1qZmorul0GS1CTVO3xKeFhYWFhYUFcAAK0IjiRpKclC28lMaN9xOTCwJlCy/FUAqI5EWxN3ftswyZqQZwc3/yIwS3l3a1DZfNiZe0pMHoZAl5ADJyvHR3+xlUO1nXvpk1bZs4ofJIXm54G83QaBtqZ5Z7FvqoYDFD1FnXs4FMZzoV7kqCBHi/ZQ0+u5f7Nz5Kia+AWTlzeLt7B+VpJTjMKHZRRjAmH/BNWo90zLrMHG9SjNlMmdBKOg1L8b60ko6+rlQWvIAawG0z6Ip0c9v7f+Mrh63CY/gmFByiKMTiGhPXJwDmSMbWFBlTx5bw2FfJs2Yq5iNSkFtX30NXsIdvH/kVQnqI3755JxCz9E1EUPKjGSoZxFToWEtySnfRFHUodTS+/crP+NzyS6nwlfL8rlc4WMum78e/n/Y1TIaMzLeO/CLfeflnnJ1/OJlRidL0IqR2P5ISxgj66Y0MkOfJAa+H767+A9cddAlVnipMp5eopPL04Ic8t+s1spwZFPry2Lh9G/mtb/KNw2/ErqVwRxdN6oYa+fumxxEQEASBbd07eWX3WxxVuALJUMbvE++PUfdvbCxxqtjipP6Zgbv2dMoVTVayR1YU6Ggal+E7Kes1wyLUPRdTwBKfFhYWFhYWFsABKEABhgjxRMNqTpx9OoM7n8ZXdRovdtYxKwv+vvFx/rf0nI/0/P6on8FoC7e89SfcNic3H/M/2FQnZlyhjDYNTYBpQraUy/8cfj23vPUnnq97HYDrD7qMMldZkvgEUKUQd617EAGBa5dexJO1L4AAly0+h4qMUi5eeAb/2PgE5847lYge5cHNT7K8YCHz0+chGBKGqCFjwzBMBEHAEDUEXUIQhES7BYEZWfpmyt64Ku9PK2l3sJfHtz7CB60buKL0BOSmNkR5IGEaHT3AFkRoV9tw21wILh9Rj42WYBslrmL0US6l4+KExwjSicpmfNSISFRmlLKjt56bX/sVVy09H83UOaZ8BWXFc+n/wdfpCw1S5ItlPpZ8aQTlIX759l8IRIf42UFfpPTmbyFoe1Y6RDM0/NEAv3rnNqoyy9neU8fiffj+moLBm7s/ACAzKhH+2e1sH143WiT3A+6brscfHWIg4qfH0Y1X8qGYdg4tXsqGzm187bDrUAQ7/9jyLyozy7CZqYWkjsrmrlpM0+TLh11Lnjubn7z+e9a3b+HwooORmFiAJh1n2JXbUVyU9PdEltDB2u3TKu8ETFiuKJV7bqqJIz0cZut3vz+tuFQtPgkmGAiCiDn8qIiyiaFN/a20sLCwsLCw+HRxQAlQQYCwNMRAZIA3m9fgs3s4d8V/89D2V5Alhdca3qN5sI02//jYtX1JT7CPW16/G4DLll9Kf2QAWRgiQ8hGFcOoemjyA4xCEpOtArJoQ2D8oMyuu/ivQ1fxm/fu4PY1MRfPlSUHU+ou5suHXsODm56krm830e4eslSZY4UylK4wUrgFKS2Nf/euYVnBQnLtOXRFunl/91qOKV/BYCRAtpyLgECP3oXb5k5t1RlmbJyqJkWQh2NYUzEdy+XexI9qShib5sA0ICqFAXNGGXqTzy2gobIx3Mybu2KiZY6cQ+P3fpq0z+gBdkAY4Cdv/h6f4uGmI77Aw1uf4b3mNXx++WUsyVyEMXwRY8X3WKtSqhqvUsjPYO12pNGlNdLSiTqGxa9iYA67dAqCiSHMfPbAptv57OwT2dFbT13fbv665p/cdOSN+GxpqKodR6mTHElF0j3ohhmbMDCjrChexmPb/s2Nb98CwLdKzp7yXKLbSfVPbkaxOUasZkj8qnoVW6Jt3F73FDbJRpE3PyESp4vkS8czd26SlVWQZYbcMv/e9ArpDh+F3jzqJjmGbuicV3Maue5svvfKLzi8+CAuWnAGL2x7nTPnnkDUUHHj44K5ZyIjI+qpP5+SoXBi2bGsLDmYNCEdwZT43rH/hWmaOAwXpmgwJPhxmC4kY+K417grd/yaxrp272388kTZdse6baeaOJo89jf2/dJFFRMD2bCDaNIQbESRbBTZi4kIId5qfp+VRYeyvzM9W1hYWFhYWHy8HFACdEj08//e+AMLc+fyg2O+SkSPsuqZH3Lzcf+DYRp4ZS+qodIuhcn8xnXYZYV8Ty6iKe7TxBteu4evrljF8ztfpzKzlP998RYkQeJbR3yRF3a+wWF67oT7iqKApmsIAvToXfzsrVsBOKrsUN7a/QF/fP9uvrHyBipcFclWUEOk2FeAQ7YTUsMALC9chGQoSJrARfPOJKyFcQxF6f3ZHwEIA4NA5f99l0e3Psu/d77KFUvO5b71j3JsxQoe2vIU7zSt4SuHXYvP7uWnb/6BMl8hXzjoGhTdiSjC6LA9VVdpjbbw2NZnWbX0EgRT5O9bHmVl6SHMclemFKETWS4FlxdVDmPTHXscP6qaKv/78v/jq4ddR54zl0e2PklYi3LZ/HOx6Q4iUhAJCVm3oxs6mhJG0ZyJGpOQPLiO3ZMO7nr92WmcPSbG7Tg4ovRgXql/m6+/EMsYW+DJZXZmZUJ87imp+m7Oj38AXhchM8jzO1/jxMpjcBkedoebCEQDLEornpGYN0WDXf0N1PfHBMWQGuSXb9/Gt474El7BHnu+DAUDM2Etl3WFz5QfxZq2TTQOxBKB5bgzaZzieuq6G/hr71t8v+JCase4yGd+4zoA0u1eTMxk6x6AGkUJ+Se07iXu45iampIU4dx5p3JI4VLs7VO7j2/q3MahpUvJc2XzVtMHvN30ISYm3aE+blx+JaYGihnLhBwRgwiCiKI7EEQTVY5gUx2YJsi6QrqQiWlAWArw5w/uoy80wLeO/BItg2387r27uHDBZzk8/9BJRejeMp3JnZl4F6hSBB0V9yTn1NAQbDrvtn5IX3iAk8uPw5A0fvnOXxAFkf86bBVPb3+Jrd070AyN83yn7sUVWlhYWFhYWBxoHFACVEIizeHl1cZ32NFbT4u/HYccExe5ch4hM0hIDXN721MIgkB1ZiWfn3M5iuZCh0RheGQdtJjlURBNdHQkUwZMTDM2ex/fdnQyEnXIj27omJJIqKWHqytOJqiGOLbicJ7d8QrfeeVnACyecy7VP/4BEiPWTcmXjhT2ExnopqtVxy7YyUn3MCe7kqPLDmNh5nxWFC/nwc1PkuvKSYjPuFtsWArw87duJaSGKfLm0xro4A/v/5X/XvF5yp1lYIIkpLZCDkWGOG/eqTy85Rn+/MHfAMh1ZVOTPZt3m9fym3fvSGx7TMXh2EwbhqixaWAbs9LLcRlehsRBeno7eHzbv9nctZ0/fng3bpub9R2baQ108t+HXY/NmF6JEt3tIiIGuOWtW1m19GKK7MWYxuTW0vh9CBthbKINSZDwO2EoGuSWN/9ISVohdX27yXNno6OBHObu9Q+S7crknOrT2NRZy2/fuYtvrryRbCk3SYQm+kkc5Cev/QHV0DimfAXvNa9NWQvVFGLCLTzYhmNI5ULPMg4rycPh9tEc7aG0vAaXERNSEzE2XjS+TAr70QeG+yBF8pdWfztOzcP7Let4fufrbOvayZlzT+JP79+DgclvTr4Z2VWcSFQlyKCnqjM0jCZHuG3N/QgI/ODYr9IV7OUP793N643vcmLVUSiqC8Mw0aQIvWovOXIuCCarO9YlxCfATq2H+T/+ARIypmAg2mTm/uj77A60Ywz7XPbaND5TegK9/ZFx7ZBFmW8d8UUGo352BwaorKpk6w+SS8Dsicu1rNs5tuhIREMCc3DSbV02J9uad/HI5mf42srP8Y3nf5y4h18+5BrEyIggjkoh/rrhQdLsHi6cdxatgTZ++96dfOPwG8iV8zHNEXd2CZmqjHKe73udXXUbyIiIfLPkTAqMXJS29iRrYyrBaPN4Es+KhoouQvUPv4s4Da/nsRMsuqSiazHBq4sqIpMnRRqNKoV5YudzbOveyXfKzptwu1Z/O+9sX8cr9W/jlB18pvII7JqTzy2/lD9/eB+/ePvPAMzOLOeokhUosgKMfyYsLCwsLCwsPp0cUALUrrv4yqGr+NZL/48vr7ieP7x3O1ctOZ8cKY+oEOHu9Q+yrXsnq5ZfTKEnD9UUaA91k+fOQjAFNnRsYWFeDU9tf5FTq47HjYfG4G4GIn5K0wrpDvZR6a5EF1TW9WyhJntObPDm9GJ2NrFtzIDYvOl6fr/+ea5ZdiHvNK2mPzxIsa+A/NIqdNGLZDoIEyRihvHhg/ZGdnz7ZgBcVVWkXX4OC3Pn0jHUxfxMnTJnOV895DpkLSbkonKIITVAppSDKIh4HR4qs8q4eN5Z1PU3cuuH9+KyOdEljX9ufYLVbRs5taya8Jh+G1KDzC+p4dGt/8YwDfLc2czPq8Yn+LhkwZn41ShlGWW83fgmy3IXY2LSMtTCrR/cS74nly8dcjW3vnsPSwrmccmis3lw0xOsa4+VqSj05vFfh6zCpk5PfAo2Gz1ON+2DHXQEuni3eQ1nVuUioaS2xPz0xwguL2Gvg36ng+++/HsyHGl8++iv8OyOlzh33ik8suVZ6vp241XcfP3wG3HoHkKSn5bBdjZ0bGVO9lz+sfFhhqJBuoI9ZHqyYHjgHZVChIwQaWIWdtHB4cXLKU4r4KCCRZw062hCu3aN68+IHsZvdBNs203wlr8AYEtLI+f//T9KBuz85p07+ObKL+Bh4sRFUacX0+2mKdREgTsXtyOdwVAvtpZ2dn0nJkBSJSbSDJ3vvPQzLl10Ngty57Cpczu/f++vCAh8bcXn8EcC9ASbqPDNQUDlvfbVLM9fhCCAbNqICmHsggNDtKGqQwgGfOuILyII8NDmp0h3pHHzsf9NWAvz7Zd+xjdW3kC6LZ3Hd/ybl+vf4oaDrqAys4RHtjyLItn4xsob2Ny5nT9t+xcXLziTZYULea3hXZ7a9CJXLT2fgBjh4c3PIAgCXzr0anKEbNRwEMnpRA+NuKoX+vLYqUf4oGU9gmDDZauc1vM0HQRdwmSUuBvW/LKiMPdH38Ovh/EqXoQ0LyvVgzh7/sncsfrvScf4x6YnOH/uGYkyKjo6nYEuNnZspXWwg8aBZk6sOhp/NEC2bCAKApqgIhkKsm7njDknsb23jvSIQOhntwEk3IFrfvwjRLcPwzBTegMYgoDpzkCUoDXcxC1v/Qnd0Plu2fkjG4kiohz7nI+O6070gQABcZAHNjzKlYsuQBFdvNvyIWl2L4uFtGl2pEkgOkTHUDeNcpi0730FHGnM+f63kQQRQZLo14bYqffwSt3bKJKNbx35JVy6F8MwWZAzl3xPLu2BWO3hz1afiMP89NQUtrCwsLCwsJge05/+/gRgSBrvt67jqPIjeaS2j9Oqz+SxLc8SFoPIhsJnq09k1bKLWNe2GQODgCoTiIr0h8M8u/Nl1rRv5J3m1bxc/xa/eOfPbOjbxD82PU5RWh4/e+tWfvXObWwZ3MIrTW9y+5oHuHfDQ2i2MJIkoJRXICrJyUN0Q+e4isP5oHkd/eFBsl2ZnF59PN99+Rd82LmRsE3g8R3/5ubXfs0gfSOxnaKIZ9V16Bm5vLDrdQ4rXI6oyZgGCfGpSiHuXPsAN7/2a1qjLbQNdbKy9CAW5c1F1w3m+Kr46WduIlfJQTYUjq1YQWlaEQXevLHdRl56Pobg49iKo1mQM4dz5p/Cre/fS5c6wOycBczPO4SokU55egk90W629tWS6Uzn7LkxC6/b4eOc+afSOdSLw+bhzJqRJDF22Y44geV1LN5jjqHwf/+Xh3d20R3ycuGCszhr9skgm+PyNol2O/b8fMKZmYRtJg/XPokkipxYeRReu5ch1cbcrNk0DbQBsVjakBahP9KPIILL8HLTEV+gJmc2qpnLadWn87nllzLHOwfMEfF598YH+eGrv6bPVPHrAk6bg/L0Yv784X10DHVTUjyHyh99h6zvfIXZP/4++d//H7ptKr979y5yyxeSfvrpAKRdcQW/2dqBkF7MQMRP42AzKUJ5Y9cpmIiiQHO4iVve+iMbexp4qLaF1R21tE4RvywMd9Sbu9/nM7OOoiKjhP9e+TkKvXmUpOdzy5t/5M41f6cpFKQ9MoRLsdMX7eXF+jfY2l/Lfz/3IzojIVZ3DvKv2n/z87dvxS27sIsOmgbbeLXhHRoGOvjTB/cRiA7RNdSDIthYUbwcWZS59cN7ufnV33DFknP56uHXkW/P59iSI7jpiBsp9OXx/Zd/yaL8uSzMnYtNsvHYln9TklbIlw/7HM/ueIUHtvwdV2URaRddlHRdA+FBfvvunZw+9wyOqjiZqDlz/2VBiJUqSiDpw89STJhFnV5Chdl8oHShFecTycmnPdeJXpoP+aXo9nSuKjsZW1MnZzoW8IOKC/njghv58pxzebv5Q/zaQOI5deoevn74jRR68zhr3kl888gbyXRmkOnKQLVFaIo28VLT62hSFESDHX11NPa3JDdYFKn43ncxRJOdwZ2Y0vhrFgToMjoYEgeRnHYK3AV85bBrAOiSI5T98H8p/sE3mP2H31H+xz8w6DTpN3sISwFUOYxoEzFFDVUJ8e+dr7KufQv9qkpXVGNjx1b+vfMVVFOdsD/jhCQ/m3tquWTRRaxadg0RVyat6R5ejO7EKK9AL55FpLiINfY+/rb7RU6sOg4BAUkQiQghQrKflqEhjq04jnk5s3ErLn733l20RlpQtUlM9BYWFhYWFhafOg4oC2hYCNIXDpLjmc87O/14FQ+XLrmM9qFWKlyV5DgzyXD66Az0MBhVeaXRpCrDgSjaKU6fzfr2LVyx+DyaB9p4p3k1rzW+wwlVR/LCzjdYtfxifvn2bfzx/XsA8ChuLll0Fi1D3eS683l8SxufOe88ev/+96RUsRUZJbza8C7Zrky+d/Q36Al1kG73UZY+l//3znauX/oZdNMgakTRhyOvMs74LI/3RDlISeOC+Z/FJ/oICyFkXUEwJDQpiimarCw9mE1dtfzf678FYsXsv3zoNdgFO13RLn7y5u+5fNG5LM6dz6am7ZxefTyCzcfcn/yQ3lA/TpudwXAANaeQO9c2c8m8ldiEPnb1NbKsYCG9YQNZcvPUjjb6IxpXLlhMf6ibl+reZFHeXI6ZdQIlGXO4d2MXRxa7KEkrpGkwyJqOICfMOpYdPdspT6/g6Z0vc9qs42PJf2Q9ll1XAgwBMcNL2v9+AdnlQy6cw7MNXTQODtDkD3NyZQ1BBAYCbfjsPtJHCdn0iy7CNX8+WwMq6lCE7b31NH3YzFcOv46qnkX8YXUTq5aUsK79fk6fczyHlSzjrjUPct+6R7jxsCtx4MAfDnDS7M9y3+YeTqrIZ0hrRBdUZGJWLBkbS/MXUOgr5okd7fgUEcEw0U2d2p46tnXv4orF5/KP7U8QNVT+32duosOv8k7zahRZoS5sknXUMWQvXcbrUZmB/ggPbO/ku8feTLbNhqpHkUdlPBUE6NDaME1Ic/jIcWdy1ZJLCesZvNfax9lzisjIiRK3CyayoJYUExQ1BsJ+WsUgJb5CTqw6mie2Pc9xFSv5ywf3c+XS82gd7ODKJedj4OChbR3UZHnIdwpous4R5cfRF2zlxKrjWdsZ4M2mIa5YcMSwRhZwGR5uWvlF/rLmb9jlUk6dcxpFnjSKPYWs7l7PstyF/PC4b/O/L95MIDrEO02ruW7xpYTUKLIgkefJJapFmZc7h/vWP8qli87mlfq3MUyTa5atQhQduBUXlXlV3Le1leMXLyPte14ybT4coh3SPRyhHkLjgM4ru/u5obqaoKJgRke7IQsjbvTDxP8WBOjU22nsb2Z59hI0Qacl2EKRt4itPUHmZXgQxCCPbH6KN3d/wE1HlaFIPn71zl8wgZ9+5gdImoDeMUDdd2KeDmGgD5j7k5v5xuE3kCllx4yngokhaPSG+zhv/qmAnaihU52zjDcaX+bI8oP42/pHQYDDSw9CkW3csebviIJAoW8kEVL6aafyupzGoW745ds/47tHfYU8Rx6CJidc72Nu4b/ntDkn0zxUyWmz0nmnaTUAg26RP7e8TKu/g2uzv0r/QIg36p/k9Orj+eemp1icN48V5ScTVXv4+cu/5YfH/Q+L82toGNB4s7mZyxecQ0QdYEtbM3nf/hJ57hyEeAhCWhpdZhc+KQ1BJObibRh4HdXkeEp5amcnFele3IobQ1SJimE2d9by4KYnuHjhRRSmzWV9+0bWdWymaSD23L3SFGVhdiUnz/biVdz87r2/4lAUXml4m0WZC5D0jy4W1sLCwsLCwuKTwwElQNOdOfSpNby1M5ZM5MP2ADv6InztkEpMSeSJTS8wN3c+h5Ydz2O1rfSEo5yQkcc/NjdzXHk+Xzz0OtymlxUly8lwpXFsxRHcvfYfbO7czorSFVy++GL+tuEf2ESZm478AkORMDY5jw1dQTZ0+TlkxUpqTjuF1s3vEdEiKJkZbO5p5PLF5+Cxudkd0CjxFPHVld/kgc3NhDSD5+oGOXfuWdR2b8KNi7ybf8gGU6G2zc/uYJTTq/LpJ8Qtr/+azy27hNk5c3ir7h1erX+bm464kZWlB/PWcBmJk6qOZm76HAwtVr5CEERuX/MAeZ4cOgJdZLsyqTj8Rlz2UtKUAtpD3QTUDJ7Z2cWQqvPPbb2cVOFkRclKQppBZ9Dkn5ubGIjELBB3bujhvLkFLC88hLnZs1nbPkhY97Krv5NDCwtYUlDAA1vaaA1E+OrBJ3LqnFPoCkbwKBI2yUQVwrzW9DaHlxyEPxrGY1MYEAM4KstwKtls7w2xvTeW/dQwYW2Hn6oMFy/UvYfX7uDS+eciOR2ITif60uV02Z38a9NuTBOuXvp5Cj1OGgf6eaMZoobJI9t6+erh3yKidfKDV37ND479KmEtwn1rH+GKZZexe0jmxYYhNMPkmV2DHFpYQsAUUCQ/TlwYks78vINpbWintncQATi69CCynLl8+8gvsbFrG92hXq5edgH5rhwa+pu59YP7+MEx30SxpXPb2t186aAqHhvQ2NgfeyZbhyLcvaGFLx9UyYbOTSzJn4eJiWhIaJLKz1+7lauWXUDEhHRHFnX+AtZ3DgDw2PZBmvLSOOWWW2j/6U9jWU8FgbRv3chAvpfbVz9JkS+fLxx6Fe2BTnJcWQxE/ASiQ2ztrOP4WZ/BFA0e39FNXzjK2y19nD93Fm6Hk4e2dnB2dTGDuo0tu2P34IEtfs6acxKS6AFdYyDi57Q5Z/LA1h7OqKog3+fk1YY3eWv3B5Rl1LCmfYi52XPY1r2d1a0bOW12O281fchhJcv43bt38dk5J3DF0itpHtjFr9+5gzOqP8OZc0/jjeYAEW2ISxddxUsNrTT5A/xzRxcX1FST7fVgaBCWoSrnMzy+oxPVMNkRsTH7tr8gdLUghoIE1RBGupPNA1uoSCvFZXiISENEUfFIPlQpyq/fvD3mTn/sHCTB4I3G9/lM1Wd5cGsrVy0q5sOmZzltzvGASJNf4v3WVj5/8Co8sszmbj8lPhfZKb47oilS7ixhSPDTPtSJiUm2O5O/rnuQyxadR+uQh3k5afzmgwZuXHYMP3/zF3zhkFVkuwt4ZPNDSILITUd+gUA0iL0vNsniXriQ0CEream5j8r0Qr53zDfRjRBvt33AQQWLCGlhMsUsFMHOquVX0Rd2UdsbwCHDvNxliEgcVX4UFRllIPh4YHMPgajGjcuvw6fo5HtzqMqez59W13POHE+s9qnopT8q8fSuLlTD5M2mCEeX5WMWiAg2Bd1ZAHqUgOansb+RW9++j9PnfIaTq47hwvlnkuEupD2g807LAPUDYXYPhjlt1nyGDJGuQCf53lyWFiwgxzuX+ze3cf3BnyeodlOcNostPTpbu4M09Ec4fZaPpoF6vnfM1/nN27fSONDClw+9hhpvTcrYbAsLCwsLC4tPFweUC646FOW82YUcVZwFQInXwTlz3ATVMC83dnJ81Ulku0sJRFVqstI4Y3YBj29vI6jpPL2zkzdbonQbUep6G6nImEVvWODceady8YIz0Uw3dlsBXzzkKv73qC/x7x2vkOku5KmdnTy+I+YWGUHm0Z0dZM87hF0+leyCKo6vOIreoQFyPKU8X9eJIYj8fXMLLYFYUo0Mp4OIIVKTU4OtsJzNrgyeG87GGdIMntnlJ6jaOLr0cFz2bG5f20BlZhUXLzyLbT27eHfY2gHwUt2btIRaMB0iRY4ifnvqT0ize+kIdGEbTuLiNn2YokFt704MZHb0iWzvDQIwEFEZiDoI6zJ3rm9lSNVYUZSFOOxqt7I4E4foZ3HBIrz2NN5r7eXZXZ0cWphJtsvFrz9opDUQwSGLdIVUgho8XNvBC/Vd6CI0+puo72uiabCT7rCToGaS7S4lpPv4y9omnq/v5KJ5JXgUmfnZXs6qctI3tJPmgd2UZ1Tzp3UNlP7+dxT9+je0mjJ/WddAWDOI6Ab3bepENxVWd6jsHoz1bUcwykuNAxSnVfD5gy7j7rUP8dPX/8AxlSvRdZ00uxPb8MWJgkCm04VqqLy5+wPW9qzn/dZNdARDbOuJ2RxNYFNXkL5IlKL0cnJd2Ty9/WWe2PYChmCwrXsnnz/oGtpDLn71fj19EY3/e3sbuW4HVy6IlU9ZWZTG55fms717CzX5S9jVX8+L9W/wwu5XeXr7i1y88Cw8ipeGARlFsrMkL41cV8wiW+ixc3RJBjafi4JbfkzVn35P5Z/+QMStsL59K7ec+ENuPPhKHt78FNmuDC5adAbLCxZyTs3JHFVxIv0REVkUsA+X9jkoP42yNA9P7+qiIxihfSjK/GwvihR77XNdNnJdIiI6EZtBe1Di8Z1RorrBzr4odf0GR5Ydy7ePuYk3mvp4ZfcA5y28hO8e/V/YRBsRI8rq1o30hwdQJBvVOYv5ydvbUeRM8tzZLC5YwXttOu+0+FlWkMl7bf281xYTv0FN51/buxjUDQyHjl+L8GH7AKph4pIlJEFgW98QgXQnD/rX8Lv259imd/LH9+/mN+/ejuk02da7i5tf+TV9Rg8mBtcuv5jq7Cp29GlIUhqzc47jjvUdmMC9G5uZlf0ZJCmT0swTeHZXF53BKJu77bjs+Ty+o4tHa9tQc3ORfb4xXx4BVYrw2/fuxBRMXmv4kHebNvCVw75ErqeMHLeHh7a1E9UN/r6lg8uWfI6I6ebO9Y1kufOp7anDI7sptZciZKRRccft7Lj4am5vifVFQ1CjL+JBENxkuTK4c+0/uPm1X9Gjd+JwuPmw3cXTdbFt13cG+He9zNnzL2RzVwDVzOXWNe30hlWihslvPmikxQ/nzL+C15pEIrrBkzuHuGTR54kYIu+1xvoYoCrTh2Ha6AsH+de2F3intY/OSJj/e/13ZLsz8dm9NA22geDAr2eyuTtEX0Rlc3csmZNuQm1vCBOZQTUTQfCxpOhs/r65lZBm8M9tAxT75tAR8vJiQ/ybp/PkrgA1uUvZ3qtSk7uA5YWLqEwrt8SnhYWFhYXFfwgHlAA1DROHZnJ8STYZDhtXLCqjyONmW88QgxFY1xHk9nW7ERlkSb4HmygkxBXERIgsCpww+3h8jlLu2diBTfKxoGApT+/q44WGIIqcjiR6qMw+mufqOjm6NJvKNBdnzSmktsfPe619NAwOcETZ4XRHogzpAmVZB/GnNbtpHAyxqXOQQ4oyOW1WHooksjjXx70bG+kI9LC+ZxtRXeOGpZXIokCZz8HXDimnoXc1y4uXs64zzLbeIer7ddxKGk9vfxnDNPnCIVdy3bJLUQ2NoBphfecAftHktrWNnFFzFgCqobGtZxeGaKDJEe5Y83dueeNXHJxncM2iWFzosaXpHFGYxraO9zmlUuLN3V00DAQ5viyHBTkeCpw9lKTl8mhtB3/b3MSJlXlUZbh5r7WXXb1DfOXgcmZnuPjckgpkQeD+zc10DEVY1xkgoNrI9ZRzaPFy3PZC/rGlAwQfj21vxa3IlPls9IVVHqlt4YyqfE6qzCbPk4lddvBfh3+J1oCHAq+TblPiJ+/toC0Q5vIFpSiSiCKJXLWwmJd3vcjJ5S6uWFgIwFmzM/nc0grWtLxPVdZcDi9djmGaKHIG3SE/a1qe54ZlpSiiwIU1eaxveYjuoQZqcisZjATw2W08seVuzqwSyHYqlPmcnFpp4pSC/G1TI/m+SpYWzKfV38EPX/0tJeklVGVXIwkCx5TlADG3aI+iUuSVWJDj5eACF9958Yfkeir405rd2OQ0nDY7Df3NvFT3FjneHGxyBplOD6/s7uEfW5o5u7oAWRS4bH4BtT0f0iHC+kGVHbrB+mAQb34hJ1Ydx3P1HQRUkQ9bN/B/r/2OD5s30BHo4eiKz/D0ri7u2diMx+bg8oWFVKQ5OXduMU/saGNzlx9/VOOF+i6W5WVw6fxiPDaJo4o1fv7Gj1EJIpoSDpsb3TDJdCgszU/ng7Z+oqbEbeuaeLfVj2HClq4oslzALSf9kDxnDv9z+Od5v2kDX1v5dZ6t6yOk6Ty9a4AvHfZlVENmV/8QJnD7ugb6QhH+6+AqJEFgbpaLVYuzaepfz+/e/Qt9Q/XMSWvm9KpcLp5fzPP1nTy1swNZSufQ0iNYUbKM8rQSTp19HPPzFvJeawCHzc28nNmsbt3Id1/5BYXeQs5bcDkvNvRR1xckx52emICQBAGXTUA1YGuPH92E8+cWketx8ov3dxHSdHb1h/jlpjbcP/sF1b//DSU330T+9/8H3edAMZ1cvfQi/rbuMU6fezYry45iR59GSBP4oK2P+v7YJE+R14XDlsHj23tp8kewydX8zxFfQzHdaFKEB5qeJyhGyPVAul2h0OMgx2nnb5t3k+bIpCxjLgcXLSKqq7QGw7QHejmiWGBFYSxZT0Wagy8fVMGbTZ28ursbuyRx8bwSHLKIAFxUk0Oh18Ha9gFaA7H0WQFV54WGDhQRji/VOLQwncp0F0FV472WHkQMjik/kWd3dfFGUz+fnXs6LsnJ1w67jnPmXci9m5opcItIQpC3mru5bEEpbptETZabyxYUE4iGebulH6fio3EgTHRYSPaGo2zp7mdxjsKVC9ORRYEij52vH1LOUDTA37e0UpaxkEsXnYWiTy+JmYWFhYWFhcWBjzA2W+JHTVeXf69PKAgCplMipOm80dRNebqXdR39rOuIuTJevaiMHJeNsGqQ7rTxi/d2cmJ5DtmOLorSZrGzL8QTO9pYkpfG7AwPj9S2JNxQDy1I54iSDHpCGg9va6XI6+Cc6mLuWF9PV3AkHu2imkIaB0NUZbiRBJPn67pZUZxNZzDMm009fO2QKvxRjcdqW/HZbZxalcdbTT2s6Rig1OdkfraPOZlOXt31FGfMO5Pb1jXRMTRy/DkZTq5cVELLQD0ljjIQTNoi7bjteaxtD2CXRR7f0c5xZV4OL8rk5ld+SiA6xI+OvYl0MYs+vYOQFqbEUYoq6Ty3u4/jS7NxahAQBrhvw8Oct/AqXt/dw9GlPvyRID57OjbJ5LX6V8n2zOeJnX5uXFbO3Rub+MKyIta2fkhF1iFs7hqgKtPLKw1dNPlDHFWSTW8oyumz82gaDLK1O8DivHSeq+ugNRDmhPIs5mbBOy0aYd3giEIBr6Kwox8OKcrl1+/voisYs2peOr+EIq+T+zY2IgoChxVnoupRXtt1D7sHWjlr7kkcU3Esj+/o4ohiNy82+DmtKpend7azOGcQ0zTYHchFkQRm+QapSC+m3m+SpkQwTJXVLR/yTvMaLl98AYXeIhr6d1LgzaM1ICALJqU+N21DAnduaGZFURrHlKbx41f/H6dVn0yuZz73LGWkHwAAxf9JREFUbmrDBA4pzCCiGRR6HBxe5OHdpndZWb6S7kA3Id3OY9t7aB+KcnhRGsvzFXqHmilMq2Brd5iDi/K4Z0MjdcOiZX62jxMqcslxSWzvbmB7n5N5OWn8a3sbUd3gqoVZBFWduzZ0c3BBGocVyPzy7d9y2eLzKfDVcO/GZnrDUVYUZRLRDaozPWQ7FR7b3sqsDA8+u40nd7Tx5YNm8UhtC9csKqYnFMUh9hGMRihzlmEaYEoaIUFhU4+fF+s7WF6QzvzsNDqGwjyzqwMwubCmmO5QlJX5XtBMuvVOfI4c7t7QRv1AEEkQOLo0m2Kvgyd3tnNMaQ61vX7aAxG+uLwYQw/yTluIIo/GPzfeT8dQF7Io872jv0KmK5fGQZ27NjSgGSbL8tMxTShLczInQ2cg1EN5RjWNg37+vLaJLy4vRdPa+aB1HcdWHMPmHnh2V2fiHcpwyFy7uJxfvb+TqxcW0ty/hgLfYnrCAl3BCJ3BCOdW5/Juaz9vNPUjiwKnVKaB2YZXsaPqQbJdeaTZHezYrpFfohPUw2hCAW6bRFAzeKWhiwKvgxKvk9reAJ+dXcBv3t9JSBsJVF2S6+XCmmL80W5+9fbtXLjgs7xW9w4XLr6C9Z1DvNzQiSQKnDe3iNd2d3PB3Aw2d6xDE2vIcCi8tONuPjv3s6zpcHB2dSH3bmxkWX4mEV3n+boO0h0KK0uy8IdVDi30sKMvzOqOQY4pzebO9Y2cOTuX5v63qO+t4/pDLkM1XLQN6fxjSwuXLSilOxjh33UdaMPCsdDj4OpFJUS0ME/u7KG2N8g1CwvJ90hs7AojIOK06czKSGdDZ4Dn6zvRDZMrFpayvcdPrtvBEzvauGKBF7cc5Tfv3kmuO5uV5ZeyICed+v5BntrZQ0DVUSSR40q9LC/IwqtLSXWHZ0JOjjdFyi+LmbAvfpvj5OR46eqauu7uJw2r3fufA7XtVrv3Pwdq2/+T2z3Zb/MBKUABFEVkd7iHjqCBU/awrSfAe6291GR7yXHZ6Q9HOSonA49LY3cwSqFHobGvkdKMuTy0rZXGgSDZToUrF5ayrcfPM7s6kEWBzy+twCWbDISa8DiK+O0HjXz9sNn4ozr3b27CLomcNaeAXX1DvNDQhSKJ3LisghKfi1+/v5Nmf4iabC+nzcrnz2vqCKg6hxRmUJ3p5YX6DtqHYkLrc0vKsYtRNnR8SHVWOWnOUv6+pYlmf4SaLDvL80Req3uOc+editdeiCiKtPpD5Hud3LOxkd2DMbfREypyyXc7qMly8V79arKUAkSbSmVaCSIG7Wo7GUoGLrsPPaSCYGIaoMsqInYMScTUh0Cyc9vaJgq9Tman9+BTMnm5SeP8uXmIokBndz8CJpLNS6+u80htM+fXFBPVYy6yLzV0cen8EgJRlWKfi999uIugOjIIX5Tj4/TZeRiGSZt/O7meWfzy/XquX1aOYAo8X99BWDNZWZzFs3XtXLWolG3dfsp9UTqHutnRtYHOoV529DXwuWWXsrBwGe82tZPp9vFOcw9dwSjXLC6lYWCIx2rbEQQ4oyqb8jSR/nAvdb2NeF3LmJ8JLsXNYFTjjd19BEJvUOTLJs9TTFVWOY/UdrGpayjR7gyHjeuXFOK02Xiy9jnm5R7MQ7UDhDWdrx1SRUgd4LYP/sxFC8/glfp3uXTxZdy2rpW+cCyz6PHlOSzOTSPbKdMb7qMvFGV9p0G+x0lUN3i+vpODCtI4uSKTgGpS1x/GZ7fxz60tRHWDG5dVsrFrgDebehJVRbOdChfNy2Io0oNNLiAQ1bFJIrv6hniruYezqgtxSGLC/fys2QVkuxQ2d/t5p6WXs2bnsTw/A5uqYxgmhqAjmhKyJNHQH2JQNEhzKLzc0MXWHj/ZToUzZhcgiQL/2h67ti8uL8OrqPzsjT9w/UFXMqj66Iuo1PWHOaEih9vXNjAY1RCAqxaVAVCT4UENhTHtEnevu5/VresA+ObKGylzlmMaYCgibaEoXcEoAVXjmV0d2EWBbx4+G8MUeK+1l1cau9EME5socHx5GpVpIpo+iCwX0RPS+OfWFpyyxFmzPfgjLWS7q/EqKh1Bgcd3dBHWDK5bUk5Y02gd+JDlhYt5pHaQqgwbC3NEHtn8HIeWnkmhx2RXv07n4Acszp2PrKThtHl4v7WP13Z3I4sCl84v4aFtLVy/tILXdnexslCmM9jP6g6FHX0hLpmXzc6eD9jQvh67rHBm9Qk8u/1VvnL4FwmqGh+0DRJQdWZnenhqRxuBqMY1i8vRDIO/bmhEFkWuXVxMmqJiYqO+r47yjGoGowZP7Wynafg7cP7cIpYXpPNYbSvvtfYBsDQvnTS7zMqSLFr6a/ntu7dzxtzTmJ19KPdubCZqmMzJ9LCyOIvV7X1s6BzEIYtcPj+fYp+P//fODkKajijAlQvLaPGHOKwoHcPQMUyDgSh0B1Va/CGqMj28UN9Biz/MNYvKGIyqtPa9zc7eHZw8+xhCWoRFuctRTZ3tvSEe39FGSDOQRYGjSrwcUpBBumnfYzdcS4DuPZYAtdr9cXCgtt1q9/7nQG37f3K7J/ttPqBccEcTjRqU+NJJVwYRiGKXBL50UCWlPhdvNHWzvnOQrYEhegMCOQ4dn93NG61ufvPBLuZkeji6NJtZGW42dQ3SF4pyZEkmVyws4ckdbaztHMTnLKShbzsXzy+mdbAOu9DLpfMLWJSbhiyKfNDWjwCcVpXPP7e2sK69jwtriji6NIOt3X7eaGrnq4fMYkF2bMCabodVi4so9joo8zkR6Obnb/6UJ7Y9jSQ5eHJnGxfVFOK2SRycLyAJATZ3befx7S/yZksvHcEwiiTy1I42jivPZU6mh0KPg3y3gwc276a9P0KWVMS/6h7itx/+iQEzQrcxxC/fvo37Nz1KKOwnSoQPu9cQloLIusKA2k1fqIMhw87ft7TTFAjzXlsf2/syiYbcnF9VyD2PbsWOSY4zjRxPJjl2G/Mybaws9jE708P23kDCUhfRDd5t7SWo6pw1p5DFubFYumsX5XNChYc7P7wNCNMTKeBX7zewJC+d7qDK3zY1cd7cYhbk+hLW6B09AQ4pzGQo2k/bYAOn15zN5Usv5uSqo1lQsIzndnUyLzeXB7c0s6NviJUlWbQPRXl6ZycmsSRHz9X34lcV+kMDzM87lKd3doDooXFQ4991vXzQ7ueYilOoyVlARPfz9w0PsTA7ytJcJwC5LjsXzk1DMwVuW9fCnKwqntv+MOdVF3B8WS6ZNnhsy0OcM/9sFNlBIBoAY5DPLy3koHw3TlmiMs3Fc/XtNPsHaRkM45JCnFSZzjstvczP8VCe5mJlkYvvvHQzA6E28l02QqrOqbPykQSBp3e1c1B+GgcVxGo1ehSZs+ak4ZTtPFMPt61rpD+iYpdEtnQPYsKwCOnlSwdVUux1ckhhJg9va+Wdll4A/rWjg7+sa8TmshNVdJrDnfQzSFAIMBQIYPSG8dpEFuelkWa3sSg3Dbss8tcNjXQFo2iGyW8+aOD91ghfXXEjppjOXzc2U+hxEdY0PLLBNYsyWJgdq2eZ51So9DjQglEQTLZ0bmRd2wauXnoB83Jm83rje6hSGFUOYUYN8p02dNPkubpY7PWRpTl0DMVEqUuWUcTYZ0uRRNwyZDjTGVB93L5uN1u6/awoyuScufm0+zchiRp5bh2P3cf6Tj9hLWZie6WhE49N5PDSI5FFF2fNyaXYa1DbvYujK07g3dZB/KqDx3d0MztnCbpgENY0/rG5Cc0wuXR+CYZp8k5LL9csLsMhRrikpoRMu4PVLe9wemUei7N9FLklOgZbOKHqJI6tOJ4cdyEry47k1jUNhDSVSl+Ao0uzeXhrC71hlfNqimkNhLljfSO6CRHd4PEdnbQHRfqCndz24V95pe5pRMIsy0vn8KIMbKJArivKYKibqgwnVywoBqA7FOHYsnSGwq10B3sAeHb7czy2+S6+uWIWWU6F5sEQdjHAKRVesp0KF9YU8I+Nt9MX6uPS+SUszPFy8bwS3mzq5qWGLrqHBshwOHmmrpc/rq7nvdZeTqjI5aX6Tlr8MZffR2tbyXDYOGnO8Zwx90TeaVqNQ3LQG25FEgTeb+3j+mWxOq/XLS7jmJI00kzFigG1sLCwsLD4D+GAtIAKAkiSSEaGm96+AH5CBA2ZiAr3bWpiMBpzp3XKEqeW5rCo0MP9G/7JGf+fvbMMkOS6zvZT1Dw9Mz3MtLuzzLzaFVpsSSu0JMtyBCYZkjiOEztfnMRx7BjixBCZLVlkMWu1Ymm1zDjM2D3NTFX1/aie3pndFdiWkziZ94+0032q7n3rvdX33HvOufM280THGGlV4sb5tbwx6GXvWIC5JcaO5Ut9bo5OhLmwqZx2X4Sr5lQSTY1gVyT2jRzhklkXk9FlklkVSRTwJTNsH/ZxwhtBAD69vBGXReanhwa5Y3EtTxz/LdcsvIkXeye4vKWSSDqLhookinx/+7cwSwpfPusvOTwR5qkuH7csqKG52IFAlIOjR5lfvpTBiMqDx0eQRIG/XTcHgB/u6+HTy5s57AnxSv8EaVWjyKxwWWM5BaY4T3Y8zvzKK3GYBBqcCiYRypVi9k0c5JcHf0trSQs3LbqKb++4m7W1a1lbfz4Pt43lw2DrC6xsKi9m265BDp5w8+9/fjYWWcivhmSlNJ50HFXXKbU6iWTAE8/wSp8HTzzFRU3lWBSJuS47z3SNcVFzOW3eKF0Tz+I0O7l0zhWoushLfW4OukPUFFi4YnYVu0cCHHAHAbDJIle3VjO7yIoopHhlIEBtgYBVimBTCgimoT8k01JcwJaecdyxFH+1ZhaSIPKTg33IosCHW2TMsomhiMIRT4Sr5tRgkkR+crCXWG539tZF9VhkiRoHfOGFrwBwy9KPsm3EyV3LGxAFmac6RzkyEeaKWRUsLXcgI5NF57XeFzk+0cma+hsos6WxiGlMsp3jPpmNdSWMxzI83TnKOQ1lHBwPEkxl+NSyBgQyhFIaRWaZApONeDrMtsFdmCSFaCZJbdFqBoIpbCaBQDLFeQ0l6LrKr496uGpOOc+cuJcbF1+Pqhfym2ODhFJZPrmsgQq7hV8cGkDVda5vdaBqcQJpF/OKC0jrKs90uTkyEWZttYNFZSI2xU4wmcFusiIK0OE5QIm1gMP7JQpsNmYtKsdlNvHzI/387do5BFJpfn54kHhG5cpZTuaWFnJgPMGrA140HayyyFfXzyWjqhSaJNyxDLvHApxX5cIkgKbpJOQIX375G9y24iM0FrUwFOxjJDJOdUEFW7vf5OMLP8ZX/+Mg//jZ9dgdZk74oqyvLeHnh/roCcQotZq4bFYl9x4d5EtrZ2MVk/SFszx0YjwfQnr7kgbsski5w8zLXS8zFB6mpbgel60Sb7KY1wbCfHZFDRYpQU/ITCqrs7xcIqML9ARiWBQHI5Ekbw0ZO60rK4u4bFYFwbiPIquTe4+NU+e0YpZE5pcUUGETENOga7nzZcUMv3y6i2svnEM4OcEz/U+xpu5qap1F2GSJdn+UF3omqHOauXFeFSIZ0rqFF7rHaffH+PLaFrI6/GhfH1ZZ5FPLG+n1dzLLVcH3d/ycv930V/jjXmTZCZrIUDhNU7FEXyjDw23jrKosAgE21ZXw5LH7mF8xmweOPMUsVxN3rbmTv3rx71hYMZcLZ99AMJlmjqsAQVDxxBKEkmPUOut4fcCPKFrYWFfCzw/1E8m9UwXgkpYyFpVZaPeFeLorzDl1LlZUuegORHm6a5zr5pbhVEK80vsax9wd3Lb8BlxWF/Gswt5xjXZfgtVVRTQW2llYWkCV0/ZHXWWdwfvDzA7oTLv/O/Cn2vaZdv/X40+17f+X2/2/agc0peqcGApx30udPLutl2AsS4Fuo8Qk8eab/Xxsdg01DguFZpnr68pxqAl+tu+XrKldxHe3fZt11SIWWUTXM4iC8Xtb57TijiUJpbLckAsrHQwnePD4CAXmKsqt1VzceBE+b5p0RuOBE8Mc80ZQNT0fAqcDz3WPk1F1vrRmDkWCwi0Lr6NAF/nIvFp2jQV48MQwZVYLDYUO/uasu/iH877K/SfcPNVl7E7cd3yEF3s86JipL2qhN5TmtydG0YFWl4OX+ozjVK6fVwWopFSNjGrs6CSyKsFEmgKTi4vmfIS3hqKMRUX2jWuIYjFaVmBh2TxaS1ro8PXwtTe+Rywdx2kyo0XifHJhA6VWhdYiO62qzL//ci+7j4yxaVkNVmW6TGTVRKXZTqXFhl2VcZlN+BIp/Ekjh/WV/gkaC204FJEb5tfxVOc4r/RPcOW8G7li9sV0tvuxShrLK4toKbIxEknyWNsw5zYUcGlzCZIgcMM8B1s7f41OhkBK4e3hCK8OJLGZStnS/SolFpX1NS4ebx/h5gV1fHRhHVt7Pdx7dIBrWqv4UKONSDqEN+6lwi5y+9Im7j06wM5RH1e31lBsUTirtoQuf5RnOsfo9A1glS187+J/wS5LfHpZNVbFxL/t6eLIhFH185luN/cdH8NulRGJMBQe49qFN/LqQJh2v0Iso5JUncQyOoksHBoPcklLJW8P+egKxLDIEnvGQrhjUG6zYM3KZGIp5LSZc+s2sKB8EQsr1tJSaGFTfQlLy22c31DK/vE40bTMxxfVUGM38aWzPk+JuYROf5SPLaynyKxQa7eg6ElumFvDR+bWUmqxUWOtYpHLiSmrYcvAFbMqcVlMXNhYAXqSQ54Ekmjnqc4JXur10eBaRqmjns3nNBEMpdD8aXq7/Xx2RQsWVadKkbl6TgXLK+yccL/Ols4XWVDmZFaRAzAK/QyF4ggqvLRrkHseP0qr1crf/Hg7w744gggWzcqnVt5CY1ETrw/GULExHp3gZ/seZCg0ijcWwGk386+/2IuUhdFIgr9/6wRzXA4ubq7Am0iTzGT5+KI63u5/mbaJE1TaNL60poVii4JVlnCaVFLZcbb2eFhTdzb+uJ+VVauoKGhheVkJFzWW4VBEAikrz3aN82Kvm85gnLSqYZJMpFUda64SryjA4vJC7j06RDyb5se7f8aHm8toMJnZUO2i3KQgJMW88wlgFswIus6418uhwH4unXMNu0YTNBc5eaF3ghd6JgAYCqf44f5BbCYHkeQIV86pYHWVk1AqQiKd5JJmFzctqOCxthEc5lp+uf+3fHjuZr63ZwB/MoWuhomGIzTYrHQHVB5tHwdg73iQdTUlgMCNS66l2FrE35/z19y67OM83uHlrzZ8jkJzAXUOCwtLi9gxHGI4rFHtMLOoYi6/PjrBfneCw+4gnniKmxbUYpWNysob65wsKLXw6NFHiCW7WVzmZGmFncPj25ldLLKwtICFrkIq7IWc17gBURD55f7fktEEhiIiXX7jfblnLIjDJJNSdbK/b+LnDP5HQjQZWpHMxilvgklCFAV0WQRRQBcFNElAEAVQRARByNuIZglBOGmjyYJhI51qY3x3mo2Su49k3GPyPqJofHYmGxQRIfc9XRLIqBqaLCCKAoLpFBuThCAIJ21y9xByfZu0mdp3MdcP5JP3mezHpM278SVM9kM8M1+S2TgzOJFVT3IsvQPHZ+QLNEmY9lxEUXhffJGzO5XjqX2fxpdk9IP34Ctvk3smujTd5lS+xFP1lbMRpBzvwrtz/LtoUhDIazKVVd+3JrXcMzkTX++qSdHg+VRNviPHZ9DkqX2fqpWp2n83G/EdNCm+iyanjWHpdxnD5Pt+qiYnv/tuYxjxd+BrynN5X5qc8i76XTSZzKonNXkGvt63Jt9jDPM+OT617++kyT82/qQc0LSq86PHj/Cd+/fz8p5BfvbUUb76kx0EYhnElMDFaxr4/r372FRWzMV15cRDKSorTIRyx0SktTT+2BC3LqrjwMjbaNm9XNRUxu4RP3OL7XxuZTPdgShvDHoB8CbS/OzQMEld5lhviJRZ4nv7uxmNJnmue5yBcJzPrmimwCSzrKKQOxfX4dAk1EQabzjFhF8jrOs81z3Oy30e3PEUvzw8SNtYCCHtxD0R45LmShaUGKGKdQ4Lc2xWsipEMib2Dz/DxxYWcF5DKUsritgz6uehE4NUO6zIapbzqlzcurDeqH7ZXEWjzUJHOMYDxz1srCuhudjOrtEAD50YJqGIWLFz06Kr8nyaJRNzHEv4h5/s56ePHGJzSzWrXYU88NwJsqpGQ6WTqza1cKZdcjGroGSNnC05pXJObSl/vrIFgBvn1VJtMRFManxrZyf9oQSqDt/f28cbQ1GKiq3c/dBhnCaRG+fXYpZEbl1cy092/5gl5Q6uaa3GFx3kY8tuYsdojH/b24OqG8fWZPUCrpp3A6JgplCU+OKa2QjA6wMTHJkIMxZLMRHPUOUowmFuocU1m/sP3U0yk+SKOVXE0ll2jfi4Y0kjiYzKjhE/Y7EkO0ct/L9zvsYRT5JZJQvJagKv9Lm5em4NrS7DwbqwqYSbF1TwtVe/SXfQw6r6a7n3aBCLLLGovJj+qItfHRlm71iAh04McU5DKSZJpM5pY3llEec3lvNa/wSPto+QyAjoAkxSK2QVEqqNe46OIwtmCnSBAsVMOA2vDUzwwIlhrLKCjIm3Bn30hJNs7fNgkyU+s7wZOa0jpU0UShJqLM2PHuzkl093Mjoeye8M2jX467WzyeoiwXQpdc4Cnu4aI5BMs76ujEfb3Ryd0LBbHPzZxXOZW1PIhnkVlMkSmqqTFpIkM0MsLoOFxQu5oOkC7j06xMUtZdgViaubK2m2m+no97NwfiWjnihf/+lO/OEkX//VHiJJFUGTmeuaTyJjZ+9YhJGojdrCRhwmG/98/t/x6LMT+MNJwrE0Q94x1teYuba1ki09bqyySHORjeZiC77oMRaVt7C8fDGBlMjrAxNcP6+Ga1qrKDGbMcuVvD3s59kuD7cvuYuxoMCP9/cTCKdZ7HIyGNb55eERMpqOqus80hZgKKKzpLyYWoeJ/eNB7lrezMcWNfDagIf+UJyRqMhFsy8iFUtQbjVh1TQkTSet6mgYkRmiJCBbFW69dD5mxU5zybkMhBU+1FTBv+/tpqXIwaUtlQDMKyngS2tmYcrq1BeUYxHTXNRcwltDEV7o8TO/rJj+UIruYIK3BkN8dOkddAcLCKUyHHCLuOMJVCHJ13+6E9GX4u82zMUqi5TbTJSYZUplnS5vNxOxGGm9iG1DEY5OREhppVwzdzNoEkPhFK8Penm4fQRfUsAX9/KhBpVFZVbSmk6710+lXeT6eVW0FNk5v74UuwC3LLqGDTVL+ci8WspNFjbWL6dMcXDb4kaUjECBVsTs4lb+dtOXaCyu55n2FzDTwxdXz0IAzq0vpdlhxZ7VkMU/qZ+hGbwLBFGgL5bCn0jTE02gmiQG4ykSkoAnkyUmQASdoKqRkgRGkxmyikhfLIlmkuiLJskoEkM5G19GJSpAVNcJqBppWWQkmUFVjO/mbWSR4WTasMlqRAWICTq+rEpKEhhKplAVid5pNhKjyQwJUSCgakR0HU8siTeTs4mnUHPfVU0SfbEkadloc1wUCGrG73tcBE8mS1oWGYyn0ExSvu/98RRJSWA8nSEuQljTCGkaCUnAnc6QlkX6p9hkc3wlJQFPOseXrhPUDb7Gkhkyikh/PHnSRpHo8EVISAITmSwxIIrBVyrXXlUR83z1TnKcTJEQRXxZNccX+LOGzXAyfTrHisF9QhTwqyf77suqpCWRoUSKrHKy71P5SogQVDUi6CRO4SuQSNETTaApEn2xFClZYDyVIS4IBFWNkKaTFA2+MrLIQO659ObuMxBPkcrxaXCsE9Q0kqLAWDpDVhbpi6VyfU+gKu9Hk0Jek705rQzFUyRlMa9Jdyz5/jQpCvgnNSmCT1VJSWJek6faTNMkOnGB0zR5KsdjZ9Jk2uB44BRNtnkjJHN8xXKaDL6LJlWTcY2kOIUvPcfxlDF8qiaH4ikSooA3oxqa1KdrMnsGfRmaFPBlVWJTNSnBUDJFIJE+OR7PoMnIpCan8pXTpJbnS8yNYUOT4SmazEwZw71TxnBekyKENI3wFE2ezpehSWMMZ4gLMB5NntRk6gx8TXlPTrzbezJ6iiYTKRLSyTEc0XX871eT6hk0mZgcW0nDEf4j40/ql3/EF+N4r7Fb2FpfzCeuWsRHLmzFHYgjSiIlDhP/dOdaml12lJTK3U8c5Rt3t3Hb4o9T76jjn8/9a9ZWL0NTo2yqW8fFzZtYU+niowvqkDMa2Wiac+tL+eSyRgDmlTj48upZ7NozzI8fPsTbOwe4vrGSApOxYlFqMWEXRa6fW8Mql5PPfOMN3jg0wgMvdfHFH2zjgZc7GfHG8MRT+QIy4UwWXyzFgCdCDPjxgV7Ori/FJkucU+bi2Zc66fQmeLTdy5q69ZRYLWQ0nQeOD6EDY9E0/7yji4gm88LOfhodFq5prcaiQXmJjXDsAP+4sdU4h69txOAtmuSbuzrx6SpvDe4FDOczpaZ5rPth7rx+Fsd6ffR0eVGyOj/4m/P47hc28pWPrcSmGCs874lkFpckcWlzBXMKbajJLMWyxCcWN+LIrVydV11CURL+8+FDHO7y89qb/Tz2QgdfXD0bl2jiy2fdRRFmlpU6WVmxmELRwoZKFzfOr0EArphdxf3HBnHHYvzn7l/RH+3FOx5maCTMHKc9f+SOP5nCbjLzSNsIbwwE+X9n/zWVDjs2WeLDLVWU2ExIgkB8SqXSYouCLkhsG/aiyBIPnnDz+qCP3xwdZF1tCZV2C2trXHx723cZibhJpCPMKXIwv8xJIqsyHk0yr6SAQrMCQCytEkupFJkULmwqp9Ju5p4jA2Q0HX8ywzd3dTCQyiCaJFRZpD+V5p6jg8QyKg+2DYNZYdtImP880I+mQySdZc9YkKimMRRJcM/RQQC+t6eb3mCUjCKiCfDI1g7+7sc7ONrjZcfRMf7upzvpGAoZK2uajpZOEcvE8cUTSILAhU3lbG6t4fnucUKpDG8OeXmse4yICIosIug6WsbYoZIzFha46imzOqhyzeW3HQECyQwPHBvhjiWNFJkVYikV2a7wkyN9XHfp3HxeXyqj4gnEEawKWwb9/PBAHwDbR2K0B+r4ytlfZSwusbS1LP9MTvSEebP7TeKJbhaVOWkstPCxheUoJFlZM58mRwuhrMzTnT52jYawyzKLyot4sT/ID/b3IQoCNU4bYymVZwY9qDo8PTTBYCCOIw1fWTuHApOMVZb41KJ6osNh3P4UE6MxrphdQYFZ5qHjQ/SHjF27uCrjsjXQWlNOuV0hktB46NUuvnz3dr55/3763DFigvFMFItEU5mDOQ4byysK807W8z3jJLMqLUV2rpxThTULWlZHQGYsluI3R8c44U3w4TnVbBv080KPl0KzceTUA8dHOeA2duOPeWNs7YeWikZuuWQejVVOagusXDOnmhvm1mJRdYbjI4xGJ1hdu4aHjg+ze8yoEv7ro4P4MwK7PEF+fmQAHYhnVH64b4BIxkGl3cmFTSW4LCbOb3TxYueLNDktfGReLUpawqRaMKt2zKqdZDTNziMe7n6oh+e3D+LxRo33haDjSaY45k1xzYIbuHTOFTx+4jnS2QkuaipnY40LcUqRshn86UMQICEKPN4xwtjkIm00yfZhL0e8YTr9EV4ZMM4kfqxzhEA6yyNtw4SyKo93jOBJZXi+x01fJMHOUT/7PSG6gzFe7HMzkcrwaPsIwZxNIJPlic5R3KkMW3rd9IQT7B3zs3s8QF84xpbecbzJDI92jBLKajzaPkIgk+WpzlHGkmle7vPQGYpxwB1k51iAwUiC53rGccfTPNw+Qjir8ki70cYnO8cYS6R4bWCC9mCMIxMhto34GIklebp7DP9kPzJZHm0fxp/J8kzXGMPxFG8OTnDCH+WYN8ybwz5GYyme7BwjkMrycPsw4UyWR9tH8KazRlGxWJK3h7wc9kZoD0R4dXCCsUSKJzpGCaSz+bY91j7KRI6v/kiC7UM+DnpCdAVjbO334E6keaxjhGBa5eH2YYJZlSc6RvGk0rzY66Y3HGfPqJ+9nhB9oThb+tx4k2ke7RgmmFZzHKs83jHKeDLNS30eukJx9o8H2D0eYCAc5/kcxw+3jxDM8RXMGHyNJ9K82j9BRzDGYU+Qt0cDDEUTPNs9jj+VyfGl8mj7COOxFE93jTGcSPHGoIe2QJSjE2HeGvYyGk/yVNcY/nSGh9tGCGZUg+N0lmdyfL01OMFRX4Q2X5TXBicYj6d4oivHV9sIIdXQlzed4dnucfpjSbaP+DjsDdPpj/LyJF+dRvsfaRsmmJnkK8OWHjd90Ti7Rv3sd4foyWlyLJbi0fbh0zWZTPNin4fucIK9Y4GcJuO80DuON5Hm0fYRQpP6ymR5MqfJV/o9dIbiHHAH2THmZyiS4JmeMXyp7DRN+tNZnuocYzSnybZTNPnUpCbbJzkexjdFk28MeDjmj3DcF+GNIR9j8RRPdo4STBuanHwuk5ocjKUMTfoidPgjvDI4wXgixROdBseP5PozqckXJsfwiJ+DE8YY3trvwZM8qcnfthscPz7Jca+b3nCCvaOBvCZf6J3U5AihjMajbSN44sZYcE/R5IHxALvOoMnwNI4NvgxNRjnsCbJ9JMBwNMEzXSc1Gcz13Z/J8lTXGCPxFK8PTOQ1+eZwjuOuMQLp3H1yNr50lmcnNTnk5agvwglflNeGJhiOJKZpcrLv3nSG53vGGYgm2DHi49BEmM6AoUnP5BjOGM8ymMme1GSvocndY372uUP0hGJs7XMb77z30OS+nCb7w3Ge7xkzOJ7UZIfxzvv5oX68mewf/zfjTyUHVBQFXj04wn1b2tm4tIYKl42n3+ohk9VQZJGbL5rL+oUVgMD3Hz5EW78/byuJApduaOLqjU1kVZ3OkRD3PH8CbzDBOStqufr82RRIIpqmo8oikghP9Xq4oKEMIaHyj7/ahTdoFNgodJj46A2LaQvFOKu4kIpCC7s6PRw84WFgNMQ1583mnudOTGv3P3xyHTv9IXojCS4vL8FhVTgWibJjLIAOVNjNfHpZM6msyqHxIC8PTpDVdKrsJq6fV4UiafQFkzzeMUGRWeHDs6wEYsOMdzuxKRYuO6uZQDrDKwMTfLi5iGgmRFIrxh1L8Uj7CC6LiTuXNJBWvfzzm9/jw3MuZFPDOn60+9d4E15umXMb37+nk6yqM7u+iHMvmc3iUidiSmVoIsbAeJimKiez6orR30OUslVBTWbyO3uiKNCdSLFjxI9pNMGLb/edZnP3l8/D/C4+rmbRGYmpvDEwQZsvik2RuLjJQXOhjZ8+0E7XUJjl88qZvbKKykIrNkXi0fZRorm8teYiGzfOr6NAEtHTKrLNRDaWApPE493jrKgsYjic4MU+N6oOZknkslmVpLMaz/WMc9P8WhZXOPnqy/+IPxGkwl7K32/6C0gpaIrEfxzq5dyaUtoOjLN+bR0/Oz7Al9fMplDPhU4pIknNCOu+9+ggFlniE0saKTfJiLpOXBS4//gQfSHjWBZRgAsaythYV8p4LMWvj/bz56tm82zXGNUFVorMClt73QRTGcptZj4yz3A44rEMf/eTHafx53Ja+MYn12GWBHRR5USonRJ7KXvGNOaXuhAFkS294/kiMutrXJxXV4ptsprTKYjp4E6neaprDG/CCLu+alYl9TYLilnmvmODeBJp5hU5WOVy4h6LEAgl2bi0hoyqkVUE3hz3cdwbpcyq8MU1szk24eOhEx6+uLqRH997mJ6REBaTxE2XN9Fc7aSipBRR1dHEOHLGjChL+FSV7+3pRs2JTQAuaipjbU0JO4Z97BsPcuOCOnaN+Nk/Hsx/Z121iw81lmNSdQ56QyQyGs8/04YsiWzePJ/mIjsdvX7e2jvELVcv5KmeMdzJNLcuaqDbH+WCqmLiKZWv/eLke6G61M7VF7fSq6Y54AlxSXM5ayuKMak6CAK7fGHmlDj4xeF+1lYVc05DGVoyg67m2i4KREWNNwa9bB8x2np5SwXNxQ5+uK+H+aUFXD2nmj1jAbb2eTi7poQWi4W7HzpIIJKipszBX9y4nMJCE4IOsqaTkOHFvjEymsTi8kJe7BlnPJZiQ42L8+vLsAjGKvmPDvRSYJL5yDwXWjqKxVqJU8liVkyQTaFrArJmAsFYxJhEIqvxjXv2Muo9WTXaZpH59l0bkOwyvzo6QIPTQUpVUTUNWT9AX6CPv1z/OUhq+Wv9sfNMZvD+8IfkgGqyiDudYTyWQhKMo9IyqopVUYikMxSZFfyJNCU2M75EikKziWgmi02WyKiaEV4mQFrVsCkS4VSGYqsZfzxFic2MP5HCaTbSHCySRFbXEABZFElksjhMSs7GhDdnE0ykKTDLORsRVdfRAUUUSWQNm2AyTYnVzEQ8RYnVRCiVwaHIJFQVkyii60Z0gyKKxDJZnGaFYCJDic2EL56ieNLGJJPMaiiigA6oqoZZlohlshSaFfy5+0y1sSsSaVXP85VWNayKRDSVpchyZr6sskhG1Y2wPyCd1bCZJCKpLEVWk2FjNeFLpCkyK0Qz2TxfIkZYYjKr4lBkQjm+fDm+Ask0TpNMPKtiFg0bdFAkkWQmi91s8OWyGm1yWUyEUmkcikJCVTFLIqoGGjomUSSeUXGaZQI5vrx5mwwFikx8kuMpfEVzfAVyfZ+0Cacy2E1G/Q1ZEEGArKphkSUimQzFZhP+yeeSSFFkMRFJZbEposGxKCBATpMykXSWIovR99K8vkzEMhmsskxG0xByfKWz6jRN5vl6B01KgmgU4zMpeY698TSlNhOBRBqnWSaeUTHLBl86el6TBaYpfY+ncFlP8pVQVRRRRNN19NxziWeyFJgVAokMpe+hyUm+JnUcmKLjIquJSDqDTT5dkzZFJpLKvKMm7bJEStVO0+RJvtKU2EwEptic5EtAEgSS6klNut5jDKODnNOkw6wQyI2tafrK6dgYw4YmzzSGp3I8ddxruo6q6VjeRZMnx7CGNEWTVkUy9GVW8E0+lzNoMs+Xqhoc523SOU2mc/oyNJlWNUThpCbtikw4nTmDjqdrcnIMJ07l6wyalESBrb0eQqkMNkXihnm1NDksKFmN39dV/INzQFtbW7/f2tq6s7W1dUdra+uqUz6ztLa23tva2rrv92ve+4Om6dSWFSBLIgtbSnjstS4yuYqWmazGPc+fYCKUIhhLT3M+AVRNZ8uOfqKpLAOeKN+5fz8TgQS6DruOjrPjwAgj/gTjoSRqWkXIaGyeU4WU0diyqx+X05q/ViiaZmIkyrrSIjJplTFfnPueOcGxbi8LW0rZ1+bOf/fcFXV8/vql6KrOfLuNi2pK+OVjR3jilU5abFYW5KqExjMqE6EE0USGkWgiHzIZSqsEkipZNYFD9rG4zMk1cyo5PLqdArWCV3eN0TUYJJJVebRjlH3jQQJpEaepghKzwqKSAhaXOblxbg193X6eeH6M/7z8uyRH6vBOwNkll3PLnNu4+8FesqrOrLoirrlkLi/0unlpYIITI0H+/bcHeXBrB9+4Zy+/fPZYvoroOyGbyEwTqqbp1DssXDW7ipd29J/2fYdVQcvlsQqCQFY38nyZIlkBhYFQnE5/NM/XfneaVNqMKBm7qwfaPJTpEqWyQrGsUF9gPDNJgLmuAgQN9IyKrumo8TS6DmpKZXlxAZlklkJVYG2VK9cO0JIqdSYTzUU2ah0S/7rt3zDLZm5YdB3umJc3B3eiShnSyQybmyoJu2O8vGeAF1/v5vaFDQhpDV3XEVQNIZXFmtWZXWBlU10J17VWUyVLCFkNXdWxZTXuXFjPxU3lANzYXM3Btwb58r+9hTWtsbSkkLFAnGUFDvr9UZ7vHuOauTVIAtyxuIGf/GY/f/m9NxkYC5/xmfjDSdK53V5Bk1hYPI9yaxHn1JcjChlKLBK3L27AZVE4v6GEVF+YwYFg/uUgTH19SAJpER7rGOWq1moKTDIbq12EB8MU2s08cGIIT84pbQtGORiOsGx+BYos8tzbfXzlP7fztR+8zQU1LqrtZj6xrIk3Bn38ts2Dquv89NAQN1y7kH/5/Fl8avMijrVH2fq2G783hpZRkdJm49llVIolkb9ZN4dKuxkwuDir0oUppbKp2oVNkRB0WGG3c93sKgCuba5k8MA43/jpTkZ9MQJjMdRQmngyy01XzOeZPjdHPSEWNblY0FLCb585wXWtNXx8UQNPdozw2sAEI+ks8YyGP5wr2lVZwP/71Dpe8gU44DF2Gbf0evjFsUHMBWbQNZaUOSmQBG6eX8eqyiK0+EnnE0DXdOxZgSuaKji3vpS6AivrqoqoMsmcU1fK8sICPv+NV1GCaWoLrCwodPAvP9tFIGK0YWQiyt//bAfJeBYxq6FpOoomsLKyhP5gjPuPDXJpSyXFFoULG8uxqjpkNIRYlo2VxZxXWcKxIx7UTBF3H+xjyK8iqllkzYKomRFFcZrzmdZ02gcC05xPgHVLqgmgc++xIc6pr0DTdfaOBTngDmOzrOUTqz4NKW3atWbwpw9VAH8ijU2RiKazOcdAQ5Fy+U8AgvH/FlkinnM+o+ms4XSlM1hliVg6iyKKpNXc+1MQiGdUrLJEPKMaNhljohxJZzHLIvGMcZxPWtXIaoazkcioucm2MVGL5O6Tt0lrSIJAVtPJaBomybCxyhKxrIpdzrVJkYmkDJtERkUSBFQ0MpqWcwCMNsXSWayT/ZEl44xbWSSRMZxrPVfR2iyLxNJZbIpMLKPlbSy5a5gkkaSqoWPUlZjkK5HN5u5jOEOxVCZ/H0UUSeX4Ap1EVsUqi8Qm25Y12hROZ7BIIrG0avClqWj6Sb6suetbJcNJsSkSkXTGaHNWzfGloeaOwDLuY0z07bKUm1wbDrRZFnNHOAmoeo4vUZzyDLPYZcOxscoS0azBVyprTLI1dNKqhjnXXpsiG/+VZSKZzDSOU1nNWBxDJ6VqWKScvhTj+RttMmwiGaMdyaya11cyq2LOa1Ke8iwzWCUxr8lMjuM8X4p8Rk1aZJFYTpOZPF+c0iaZaCqLVRHzmoyltRxfel5fUzU52aZJZ2WSYynX94xmbMbk25SeMsZyY8EkiySyhia1HF+GtrNY5ZOajEzRpCIJeU0inNRkPKfJSDo7TZOxnCbTqo6u64iCnrfJP488Xxksikg8r0kNVZ8+hk9yrE4bw7FJfWk6WU1Hzi2uTGrj5BiWpoxhY9xPatI0dQznnn8kZXAcy57kS5zClyWvSSnHl0w0c1LHiiQa82RBgEkb+XRNxtKTOjY0mcoaHAt5jsXcu0/OvTNyNpLhSMuTecg5vuJTxnC+P4ox1syTmszxNVWT1ilt8icyxHKbTMmsykjESJ8ThD/O+u57OqCtra1nA7M7OjrWAbcDPzjlK98BDn3wTTsddeV2Ni2r4Wi3d9rfK1w27rp2Ce0DASaCiTPaZlVjteXR17ryfzObJD519WLePDjCV3+yg6/cvYP/97Nd+GIZpLTKm/tHeH3/MB9aXT/tWi9v78XviVJgUwjH0vm/pzMqllx47q2XzSeRyiAKAmPeGFte72GgJ8CchmLOXlpDT5eP8ypdFJoVbphTzavb+mhvm2BzcxUfnlWBIgr81apZLHDYKDSZqLCUs6bYSccJL1bfIn7yUC9LWsu4efNCvr2ni55gDAEIplW6wnEcJhk9qXJBTSlCUuUHjxyitaWcnx8awOl08uCLbURCMt+/p5NoIsOf37KCtec1cn/vKFlNZ89YgG3RCH915xqWtZazZlEl11zUSu9Y+HcWo5zRsOuwcm75aZ/dfFErdpOEBnSNhvn6PXv5yx9s454t7URSRrK8mFI5u7yIL64y8j3XVxRzQUkx//6rfXT0B/LXemxLO0+/3IlnJMxNc2sot5k5t6aUfW/084VvvsoTb/aR1vR8WGgonuGR59s4cHicex47yjyLhRq7hQ9Vl/L0M21891d7uH1hA/uHdtEfGOLPlt9GmWMhzcX1bOl6nayYZmA8youv9fD41g4Adh8d5/DBMbbuHEDJJcDruuFgCBmNs2tLaXHa8m2IZzQO9wXYcXiUepOZs6qK2b5zkKNdXsKxFCd6/TSZzPR0+/j2z3eztrgQDSiURD63soU3tg8wOG7sHtmtCmd6NFWldiyKkUgfTGR5dvswv3ish7AnRaXZyk8eOsJPf3uIq5orqRJMdPQFeG5HL7G0Sr8nxp6OCUYDCQSzzMFgjO/s6SKYyvBo2wiXz6pkVa2LxbPLMGVVPru0iQ81GmG0N7XWwGCMv/zO61SW2Hnz4DBg8PFvv95v5OFmNeIZ4yUKkNV0wokM8WSWHz12mD0nxtl2aIQv/3g7x/v9SNLJDoZUjXuPDPCR+bWsrS6myWZBzC2QiBmN2xY1UmlWaCl3UG02s766mP4uP/uOuxn2RBlyR3n4hTaSiQwf/chinhn1klI1tgxO8KYnwDnrGvjiLcvJivDzQ3144ml04EcHetkfjvDVO9YAMDge4Zs/383FZS7mFefyhRvLuX1hPeloCl0Hq6qjZKHSpGDTMCY/orHgIkwJcVdTGmfVuLhhbg1CSsMfStFsMrNj7zCqpvPYi518dnkzv3z08GnPOZ7M4gkkEAQBWRYxAbWywieWNKLpOrUFFv585Sz6BwLsavcwEUnjDyUp1SVMGY26hkq2jPhIqxqP943TG9E4MhTkuw8d5JUDI8QzxuQgmMzy6GvddAwGT2uDxxtDTKlc21oL6LT7Tu5sHvaECCU11D/Sj9kM/vugZDQWFtiotJlp80eRRQFPLEUsnSWjGsX6rLLE8YkwRWaFg+NBXFYTh8YDOE0ynX7j92sikSacyqDp0B+MYzdJHJsIUWQx8rJdVhOH3CEcJpneYAxdB38qTSCRBgF6g1EKTApHPEFcVoX940GKLQpHJ0LYZJn+UBxV0wmlM3jjKSRBoNtv2BxyBym2mjgw5qfIYuLYRASLJDIYTpBWNWIZFU8siSKKdPiiFJoVDrqNNh0YM+5z3BvGJImMRBMkMyoJVWU0ksAkibR7wxSaTRx0BymxKBwY91NoUWjzR1FEgfF4inhaJa1qjIQTWBWJNm+YQrPC/rEQLqth6zTLdPijiAJMJFJE01mymk5/KI5dkTnqMfg6MB7IcRykwCTTHTAWi/zJNMFkGl0X6AtGcSgyRzxBis1K3uawJ4hdkekPJdA0nUAyiz+RQhREevwRHCaFI+4QxRYT+8cCOb7CWGWRwXCcrKoRTmWYiKdyfEUoNMscchv92D8epMiicNwbwSyJDIUTpLIa0UyWsWgCkyTR5otQaDaeiyvHV5FFoc1r8DUWTRLPqCSzGiOROBZZ4vhEiEKLwoGcVg6OByk0K7T7o0hTNanpDIbi2GRDX8Vm0xSbAAUmma5ADEEwaoGEUhnUSU0qsqFJs8L+SY7dIeyTmgQCk5oEegLRKXwZbSu2KBzxGGkj/aE4qqoTzmlSFAS6fFGcZjnXdxP7x/wUT2pSFhmKJEhnNaJpFXcsgSIKBsem6ZosOpMmsypjkQQW+aQm948HKbGaODAWoMhi8CXnNBlLZ0mrGsPhBFZZ5sTkGB4LUXKKJgUBPIkUkXQWVTc0aTtVkxYTh3NjuCcQA/2kJoHpmrQq7Ms9lyOeIA5Fpi8Uz2vSF08hCALd/sj0MTw6ZQzLxhjOqBqRTE6TkqFJp1k5qcncGD6R0+RwTpPxKZps94ZzNkFKLKbTNRlJEk+rJFWVkXDipCbNCgfGQ3lNOs0y7b7cGI4bYzijaQyGpujLYuKAO0CJ1cQhtzGGO3Nj2JvIEMq/J2P5cV9sMXHQPalJg6/eYAxNg2AqjT+RRshpsiCnSVdekya6/RE+sbQJgDsXN3LVnGrMuQXtPwbeMwS3tbX1n4DBjo6OX+T+3Q6s7ujoCOf+XQCUAI91dHSsfK8b/qGl3lVB4MGXOnh9vzGZNSsSd127hB8/fphUWuW2Dy/g4Zc7iCWz1JY7uHhdIwLG5Ly1voh/+uUexnzGQ7x0fSMdgwF6hkPT7lHhsvEvn1rPvz98iKM9Xpa3lrNmYSUv7uxHEOD2Kxbyg4cP4fbH+ex1S/hRbjJ43so61i6s4v4tbSxrLSeRytI3GkIUBBa2lNA5GKS1oZjHck5wkcPMF+9cTbFZpsgko6oaqqqTkkW6Q3EWOa1o6klH5QePHKJvLJzf+QX4zhc2otgVfnN8kDU1JbR7w4zHUtw5v55YOMUL2/tx2BUKnBasFTZeHfNxcX0Zy8uLOHBsDEWReH3fMLUVDi4+p4Vt40a4okUWuaimlLg3yVOvdPLpjy5ny5iPm5qrcLujtNQUUmCR8u17L4iiQCyjsq/Nw8t7BrGaZK4+p4WWGidmWaRzJMw37tmb//6c+mIuXd9IMpWhpNCGq9CCJAvsnAhRrktsfbOXpmonW3cNTLuPIMD3PrcRMZfsHQ4muPuhQ/nPP331YtbMLQNBYNQf5yt3GyGriixy24cXUF5dwMBwiN88fRyzInHzxXNprDdjdegc9Qq8OeTjS2ua0LUoVq2QNw6OcP+L7fnru5wWbrqolXFfHF8owfLWclpqnFgkMd8+gIymE02qfPv+fYz74tz24QVs3TXAHdcs4h9/sjN/vbuuXcJ9W9qQRIGPXTqfQXeEs9fVs+fgKBuXVfOZb72GrsONF7ZSVGBm2B3l2bd7p/H+tdvXUF9qxxtJ8ZWf7Jimn6n6/eLHVpBNqxzp8rJpaQ33PH+CgfGTDsSmpdXcdPl8xhMpfn54AEkU+IuVLTgkkWwyS/dImM7BABvX1PPqqA+rO8lTr3UDcMeVC/nF08fyHP3lx1fx2piXE/4oc1wOFpQ5ebpzlL9aPZuJ4TD/et++06J/nXYT3/nsBjQd4iI83DHKYDjO7YsbqC+0YcmqhBNZfMEkkiRSWWJDRierw3ceOMBHL5/PP/1sJ1lVp6rEzs0Xz+UHDx/k0rNbqGss4tVxP/6k8YJeV1nMHLuVYkWmtNhKUFX52eF+Qqkst8yvo9pi4m//YxvJ9PQ8xn/83AYe73dz15JGlFOjBQRjVdesSESTWZ7b3seJXh+z6oq4cmMzLodibHuIIll0kkmVo70+7nn2OOkp17rtwwt46KUOEqksDqvC5nNmUVJoweW0YDHLDLsjvHVohOoyBxevbaDAJuPJqNhU+MVTxzjcNUGBTWHlvEouWF3Hd+/fz6duWEpHPM4uTzDPe2uxnU3lLn792BGGPVFuvHAOVrOM1azwq2ePc+OFrfzq2eP5dl25qZmsqvPS7gGKHGZuvH4RJU4Lz3SNoek6N8+uYXw8Sl25A6dFykdKzITg/s/AB3JEmiSyxx9mZZWLnSM+VlUUccwbYW6Jg9FIklKbiayqk1RVSqwKvaEEc4rs7PeEWFFeyF53kBXlRbT5I8wptjMeS1FkMcZFJJOlwmamKxhjbrGDfe4gKyuK2OsOsry8kM5AjJYiG954GodJRhIF/Mk0NXYL7YEY81129rpDrKwo4oAnyNKyQrqCMZqcNgKpNGZJwm6SGYsmqSuwcMIXZWFJAXvcQVZVFHHQE2JxmZPeUJz6AiuRdAZREHGYJMaiKeqdFo55IywudeZtDk+EWFjqZCCcoNphIZbJoutQaJIZiiZpLrRxeCLE0rJC9uT6c8wbZp7LwUg0SbnNbJyxrWmUWEz0heLMKrJx0BNmeflJmzZ/lNlFdsZjSVxWE6qmE89kKbeZ6Q7GmFPs4IDH4HavO8jyikI6/DFmFdnwxFM4TQqiCKFUlkqbmc5AjHkug+MVFUXsdwdZVp7jq9CGP5nGKkuYJRFvIk2Nw0KbL8qC0gL2jAdZXVHEfk+IpWVOenJ8hVMZZFHErkiMxVI0OC0c80VZVlHEjpxWJjnuDyeodViIZjKAgFORGI6maCy0ctQbYckUjo94wywoKWAwnKDSbiapamQ142i6wXCCliI7Bz2hKXwVctwXZa5ruiYTWZVSm4neUJzZRXYOnEGTs4sduGNJiiwmJEkgkEhTmdNka7GD/bnnsc8dZHl5ER2BaF6TdpOMIgr4pmhykuOpmuwOxmh02gim0pgkCYss4Ymn3lWTfaE4dQVWwmlj06PAJDMaTdLgtJ6mySPeMPNdBQxGDE1OLgAXmmWGIlM0WV7InnHD5mhOk6PRFGU2U/7c9xLrpCZzHFcYNisrijjhi9Ba7GA8x5eu60SnjeHJcX+qJu144kmcJgVJhGAyS6XdTEcgxqIyJ7tG/azKcXyaJiUJsywyEU9TU2Ch3RdlfknBFI5P0WQ6gyyI2BSJ8ViKeqeV494Ii0pPcnzIE2JRTpM1uTEM4FRkhqNJmgqtHHkHTQ5FElTYzGR0nVRWpdhiYiAUp+W0MZzTZLGD0ViSUquhyXhWpcxmojcYZ3axffoYLi+kPRBldpEDTzyZrz8STmffUZPLpr4nE2nsynRNtgWiLHAVsNcdZHVZIZXF9j/qb/P7cUB/Bjzf0dHxdO7f24DbOzo6Oqd8p5H36YBms6ouy39Yid9jPV7+9j+3A3D+qjpGJ2L5sNvKEhvXnDubl3b1c/7qBu557nh+knjeyloqiu089LKxW/WJzYv42ZNHz3iPH/zlOezvcHPv822A4cDeetl8Klw2fvXMsfzEfMXccpqqC4klMsSTGeKpLBevbeDuJ46w+exZ/Dw36T53RS3nrqjjH36+c9rEetWCSsLRJF+7fR0FdlP+75FUhoKcoJKpLAjg8cd59NVO9rZ5qHBZ+dil81nYVEI8ozIcS/J45ygjEWMHuNiicEVTJVFvnAUtpdxzfJDB3GcXNJbTVGSj3KTw/Xv30VRTxOxaJyvmViJZJP59Xw/n1ZXyyCNHqSixc/7GJt7yGoUazqoqZlV5EXsOjhJNZDh7WS3NNYXYrcoZefQGEwTCSTqHAjy/vZ/SQgtXbGqhobKAsmIbyXSW3uEQP3vqKD0jxkJAc00hl5/VxC+fPsYnNi/m1b2D+MNJlreWs2BOKfc9e4JhT5RPXW181jUUBECWBD53/VI2LK5mx9ExdrW56er3MxE4uSu+YXEVV25q4fkdfSxuKePeF07kd7E/evFchr0x9h4fJ5bI8JlrFrO/w8OmdQ3sD4Y5kQsBdphkrmiqJOyOYhZEfvyY4cAJAvz5R5bzsyePEEuezJWd3+Tir29ZSUmhERYciqZ46s1uREHkkVeNYfRnl8/ngRfbpzkaANedP5uj3V7OXl7Lwy93EoymWDy7lCNdXj5++XwefrmThc0l2K0KbxwY5twVtcxrdNE5FMRpN7FxSQ0NVU6yqsa37t3LgQ7PtOvfde0S/vPxw3z4rGYG3REOdU5QXWpn7aIqnni9O/89l9PM1efMoqLEjsOm0JU2cg3ObSxjIhDn67/akw8BrnDZ+ObnN3LnP72EmhP7XdcumcbTOSvrWL60mtfdRmGOG+bWIAgCE31BrLKUd1an4qwl1axdWEVdfSE/mHKWqwAsLS/kxvm1fOZfXiWayACwvLWMWy6dD7rOv95nOPr1lQVcuakFsyKRyqhksho/e+ooNrPMP3x2Az883Me51SUc3jXMwXYPogDf/vxGWutd7B32s3fUT6DNjywIFNhMbNnZz/pFVSxrLSerasxvduFy2SiymKa1fdgT5cGtbcypK6ausoDv3LdvmkbMisT3vrCRiWCCVEZj685+uoeDXLGxhQe2tk+7VmtDMU1VTt44MMxnrlnCU2/2cMWmZvrHwvSPhTnSNcFHLmzFrEgU2E3YLArlJTbuffY4h7u8XLS2gZoyB9sOjTCrrgiX08IDL7azaHYpHzq3mQd7xrissZzBE15e3WUUKfrEVYtwOS3824MHuPGiVu557gS3XDKPtw4OMzAeoazIyoVrG3hgymLMRz88n7nNLrKiQDCS4qf3HSCRymI2SXzjU+tpbXCd9oz/AMw4oH8gPojfZoBoOovDZISN2U1yPmwwmgsxzWpGaJ5ZlkhmVQpMRo7XVJtI2sh7imey+bw3VdexyRKJrEqBWcl/N2+TCwGMZ41wPjAiKmyKRCLzzjaW3DWNY5eMsEm7IhPP5eSd7EcWu3IyzDKVC2WcDP91mIz2Ok6xORmWnAsXBUySETZr2KjvwZeRf2WWjdC+d+LLJsvETuHLOsmxWTntuURSRnhiPHMKX++T48ljqjKajk2RSeTyEaf23ZGzmXzWoiAgC0ao5fviWD2Z6/vOHJ+BL4xaDu+HL5MoktXfhyZTmVzY7R9Hk1P5+uNq8iRfZsngFU7q6/1pcpKvd+f4TGN4qibPyNcfrEmDr3fS5Em+JFJZ1eArp8l3GsOnanIyr/KPrUlN1/PtfOcxPMmxgKbzO2lSEgQE4Z01+QHhHX+bf587/EE/9IFA/A8xB6DMaeYz1yzm18+dYH6Ti9f2DeU/G/fFefqtHj65eRH/8PNd+Qmw1Sxz2aYWkokMs9oK6R4OvWtHVE1j2Zxynnu7D18oSaHdRCiSIqtq03aF9rcbE/oPrWngW/caO3iz64pQJGOCa7fIxJJZXt8/zOy64tN2dfYeN87u8wXjJOOpaZ9FhRSecJL7nz+BJAhcflYzH72wlRvOn4NJFokmszzzdi+NVQWINiW3opdAB6qsZgrNMlsPjuK0mNhUWsR2IKqqVDmMiqx/NqeWMV+cjctqGfcn+MpPtlNgU/j0R1dgEQTKi218/OqF/PBgL9HcZP/tsQCeZJrr19Tz9Z/tRNV0YvE0LbVOwrEMgUgKh1WhyGEikVZ57PVubBaFF3f2AzDkjnCwc4KL1jZww7mzGA8m2N/uyeeybVpWwwWr6vnO/fv48KYWHnqpnUA4xV/cuIwj3V6++cs9CAJcsbEZWRK48aJWBAR0XafEaabAIhMJJ1BVjR0HR6bxaTXLrF5Qyd/8+G00Hdr6/Hzs0nn89MmjZLIav325k9uvWEBzZQH942HGfDH6RkKsSmQot5jpEKKoOhSZZEirqFmNigo7S+eUcqjTy6JZRg7wVMdCkUUGxsL0DAfRckWRhv1x+sciqOpJZ3PXsXHOWVHLS7sH8387f1Ud5UVWrj1vNhPBBMGowdGRLiMEfdvBES4/q4lip4VfPGUspLy+f5i3Do7QUOUklc5yzrIaBsdDaDp0DwdP0/muY2Ncc84syl02ntlm7JzOqS/Oh7nbrQo3X9RKfWUB37l/P6Go4az/5cdXUldsJuCPc7TbOy3/1O2P89ybPVSW2BmZMJz2rqEgK+dVsK/Nzer5lSxodBGZiHPzvDq+f6AHS0bH543xwPNtfOrqxUiikB+7YBQdWDK7jO8+sJ/PXLuYa+sq2OMP0RaMcV1rNaVIfP5fX8s7nyvmljO30cWXf7iNsmIb6xZV89KufjafPYu3Dg5R4bLz4q4BZtUW8anNi5BEgYF+P5ubK4l6E3nn89INTXh8cXQNBgb9LK0o4JtHjF2/DYur+cc717LnhJt7njvOzZfMY88xN4lUhll1xTRXFWASBdKaztd/uYezV9RyqGuCYDQ1TSMA5S4b+9s9eINJTvT78lEZRQXm07joGAjwZ5fPp7bCwdPbetiwpJp7nj/BzRfN5ak3e7j+gjnsb/Owcn4FL+0eoL0/wB1XLORIt5fZdUXYLEp+57JrKMiqeRV85eOriSczVFhMnFtfijmu8fLOAcqKrHxq8yJe2z/MvCZX7p1mLDY99FI7N188D03TcVhlntk2vcDY4y918tnrlnCoewJBEkmksvlx2NbvRxQELCaRusrCD2KV9Q+yn8EH89s8CUdZAfFQgskrTi4BTv2FS57yt8nvxN/h86n/n8x9Gv8AbcDQUXQi/o42Z+rHqfdJvA+b9+r772ozNYrg3fr+QXI8Fe/F17vZFJQp76mVU20+CI7P1PffxWaS8w9Sk++Hrz9Uk++klQ9ak2f6/N368X5sTtXKH6LJD15f72wzyfkHwdd/5Rj+gKKT3vGz9+OAjgKVU/5dDYz9QS36AyECq1vLWDnvXBSLzOIDIxyekhc6md81OWmTRIGv3raatkiMlDvO4tllXLimgeoyOyvmluedSFkSaaktZPX8Str7Azz0cgcfubCVSCxNdamdnz99jJsumntae3yhJPunFB96ec8gH1pdz5sHhrl0QxOPvtqVu/6ZXd6iAjOydEo6riDgiafxZTIMjUeIJbMc7/Nzy8VzOW95DeFElq/8ZAexRIY7rljIb7a08bU71xCrKGI0nmKlw4EWyzLsDrPzyCgVJVauWlJNTzTBo+3G+YdPDrj5wh2r8Y1HePqFHnQdGqucDA0EefqNbmMn+a0+7lzTwNZBNycCMS6tKyM0EmXnoVHOW1nP7uPjFNgUBjxRHtzajq7rLJpVyuUbmnl17yBLZpfxq2dP3816efcAV25s5oWd/fhDSZa1lnGi109DpZMhd4RIPEORw8y4L84tl8zjvhfaueoc45zRj148jwMdnrzDBHDZ+kauOKsJjCJpNFY6jUOQp0zcNy6t4bltfflFAE8gwVNv9nD7FQsptJswySLlLhtOi8T6RZV8/dd78QQS/Oj+A9xy2Twuri/nrTE/GwqcvL1jkOoyO/c8c5xrzp3N6vlVWEzStPDq6y+Yg6ppJFOqUcRFMKrRHev14QnEWTyrlIOdEwC09ftZt6iKdYuq2HN8jOvOn0Mmq/Hjx49QX1nA/MaSafw5rArnrayjqsxOJqNNW9hQNZ3ekRDnr6rn1f1DNFUVcqjTQ1N1IYe7JqZdZ3+7hxsvaqVrSj5fMJqirMhK93CQT1y1iL7REK/vHyYUTTO/ycX5q+rxeeL4vTHWzK/iQOfJa1rNMhuX1uC0K/zZ5fP59n37SGc1Xto9wE0XtXL5hkb2d3jyYb/zW1z85fVL2bN/hN++ZEQmvH14hA9vbOapN3socpi5aG0DTdVOth8Zo7rUjtsX5z8fO8IXb1tFFggMRUiIIsHoyXzsDUuq+cHDhwCjQI/TbuLGi+by1JvdXLS2Ma/J7uEg3cNBmqqdzK4rwhlM8kourPu2Kxay48goz73dxyeuWsSDz7dR5DDn77H7+DiLZ5Xy/PY+PnvdEh7c2kFW1bjhgjlMBOIMjIVZu6QK2SThDsQpsJuIJTO4T5noL2gu4ZJ1jdz9xBE+evHcaSHUz2/v41NXL+a3L3fgCyUxySLXnDuLYruJ+Y0l/OLp45y/sp5gJEUqo6LIIkUFZsZ8MSRRoD2XIx2MpigtsrJpWc20kHGAvW1u9rW7+bcvbKLQInNJmYNHt3ZgNknccsk8vKEkO46OsmR2KQB9o6H8e/Pe509Q6DBx3fmzyarTd+8TqSyBSIqXdxmLKpUlNq4/fzY2i4lfP3ecXz5znEKHiTuuWMi8+qI/rTPBZjCDGcxgBjOYwe+N9/Ob/xJwLUBra+tyYLSjo+MPc4k/AGiajmYS+dauTj529cLTPreYjFAil9PC1+5Yg2CVeb7XjbXUSv94GLc/zr42N+sXV7Nibjnnr6rjzisXUl1ip66igJ8+dZRwLM3PnjzK1l0DqJpOOJamayjAohZjIma3yGw+p4UrN7VQVWrP33sikCCWyLJoVinxZIZbLplHVYmdcV+cJbNKT2vrrZfOw2YSyeqQVHU0QSCNzo5xPy+P+rjtmsWYc/15fkc/sYzGlp39xHK7PbuPj3P2shoGRiM0KmYuqivjRI+Pb/x6DzdeOBeTIhJPZjHJEu5YMl/JNpjK4M9kMJnlvAO8ZkElP/jtQQbGI3z/twcYckeYcEdZWVTInGI73oEQXm+MnuEQD73UQd9oiJoyB/dvaaO00MJffGQ5TpuJSDzNnhPj6LpO9pQ80cWzS/n0NUsIRlOEo2lO9PmZ31TCZRuaeGZbD4IoIOWcR1EUsFlkRrxRDnZ6+Nil81A1LX8e7CSe39HPeK4Aiy4IOO0KX7l1Fc5cWLMowLLWMoZzO3KTGPZE+ckTR9B0naYKB3ZFRFV1JEGY9kytJhkxkuWmubX85uljrJpfwVNvGk77Y6918fhrXbgKLTRVFyJLArddsYCHXmrnl88c54Gt7fzjL3bRPRriqW09KLLE4HiEpurpocu/evY4NovEv33hbBqqnDz5hhEC6/bFqatwTGv3HVcu5NHXuvinX+zGF0rgclqmfS6JAvMai2nvD3C0x8vbh0c5f1UdiiwiCkZI+KeuXsyf37gMu0mmssSWtz3SNcGahVUsn1vOrmNjlBVZ6RoKUldRwPpF1fzo0UPc+8IJMhmdnz55NG87v8nFHVcupGckyCOvdLH3xDjfvGsDf3njMj577RLWraihuMTGs1N2yk70+Hn8hXYWNrkoLzZClI/1+AhGUvzDHWv4zLWLeW3/EC/s6CeraixtLWd3Lmrg2Ve7uXVhPQ+90IY0ZQHn45fNZ+yU6qy/eeEEpUVWBsYjZ9TksCdKU3Uhj73cSTCSormmkDFvjBN9Rmi/KApkstq0ImcNlQV0DgVorHLSPxYmGEly+xULeeTVTn793AmefquHgVCCw94wC5pLCEZSDLmjzKotAqCqxM5f3LichsoCCh1mYqdUkAaIJtL0j4W56aK5fPMzG/iPvziby9Y3YpZFZMkYJ5Pn9JoVCZfTwrg3RnNNIW19J6uBv7ZviCs2NiMIAqkpeauSKDC7roiGSmf+fZKNpTl/VT0Xrq7n+e19ZFUjBPBEn581Cyp5YUc/DVVO7rhyIRuX1nDxukaWzS7j0nWNnApT7jDrpmonm8+ehSiKfPv+fbj9hhMeiqb53oMHGPV/cLtvM5jBDGYwgxnM4H823tMB7ejo2AHsb21t3YFRAfeu1tbWj7e2tm4GaG1tfRT4rfG/rW+0trbe9EdtMcZkMCmLvNA9ji+R5vUhH9/+4tlcsKae2XVFfOKqRbTUFlFcYOavb1/NsJblZ8eMXKZnBzzUL69g2eIqdh4d58ePHWZOXTGFDjN3P3EEh12hczAw7X7+cJKjPT7mNhbzxv5hNi2rYePSaj65eTF7T7j5j4cP4rSbMCsn82eefquHnuEQ566oY+Xccv7+ttV8aHUdn9q8iNuvWEhdRQFzG4v56sdXs6DRRc94lH/69R5+9Phh+kMJnuxzc8AbxptI83YkzJc+uZav3rGGv7hxGVt3DtAxpY1He7yUFVspKbSw9c1etFiG57b1kkhl+eEjhxgYi6BqsH3vEFc1VfCRuTUIGMd9OCJZfvzgQTJZjbJiaz5kEoxqpUe6vfzmhRNkYmk+tqCe1/cMsqC5hF3HjE3wyhI7A2PGesSNF87lx48f5u3Do2RVDZtZJp7MUlxwctdo2Zwy5ja4uOf543gCCdYtMo7H+NmTR6kptxOKptl1bIwPra5H03WcNiUfVrnjyBjJtHpaHuMkIvEMh3r9fPO+/Xzrvv3oms6/fGo93/rMen78pfNoqChgbkPxGW1LTnHgdE3nqrNbyBco1eHJlzrQommSaZV0ZnrxmRs+NIf/ePggaxZUsnFpDa/sHSQSz+Q/P2tJNSZF5rm3+3HaTNitCvdvaePOKxdy0doGbr10Hn976yo+tLqB+19sxx9K5nc1UxmVQCSVX/hYPLuU/e0egrmw5cde6+bmi+fmJ/sAN17UysBYmLIi45lmVZ3fvtTBXdcu4at/toZgJMUvnj7G0W4vJ/r9FDnMzKotBIyjP59+q4erz5nFka4JVE3HrEh8aHU9D2xtR8+dw2W3KhzqmqCsyNDeh1Y38KNHD9EzHCKezLJ19yB//9OdNFU5WdVaSnsgxlAseZqzvP3wKL9+/gRfu2Mt/3jnWr5y6yqu3NSMy2nh+w8dZCKQoMhh5pzltaTSKlazEbjRORDg4HE3mqbj9sdorHJyybpGBt3haSGrYGi5eyhIhctGPDVdk2Ac5ZRIZjlnRS1g6HRS4wAn+nysnFcBGE7Vh1bXc8XGZsqKrIYjOhhk+dwKdh4dIxRN01BZwF03L+d1t48X+z1cfP4sZjcUE0tkSGdUWuuLufHCVn7y+GHmNro40eejssRGOJ6mrMiKIMAtl8zjgtUNdA0F2d/mRpFF9rZ7+I9HD/PmkTEUWeKC1fWMeY2iYG39fuY2FlNWbCUUTVFSdPL4KH84Se9oiMYqJyWFBv9nL6vhk5sXGe+ihmJkWUTP6b3QInPBqno6BgN4Qwlqyx28cWCYpmonN180l6PdXg50eLhsfSMXrarDKousnl/BpmU1+XtazTK15Q6Wt5Zx6fomnnu7l56R0Bkr6j2/vW/aIsIMZjCDGcxgBjP434v3lQPa0dHxN6f86fCUz677QFv0HhBFAdlu4u5dnUzEjZC7fZ4gA9EEX7h4Llvf7mPZ7FIsssjf37aGYDyDLVd5LaUa5/5UOawMu8PEkxk0TafIaeanTxxh3aIqrCaZzBkqu759aIQv3ryC/3j4IHc/cYQ//8gyfv3s8Xzu4mOvdfGZa5fw0u5+OgYC1JUXcMMFsym2KwinXO6qs1tYO68cUTRWAMaCSf7pl7sBmGMtJpnKIk45qkAWRbJZjWOdE9hMMj0jQRqrnPSNnsy7e3BrByvnVXD9BXMYPWWXr2MwkHdYz11Ww3yXg8tnVWLTQXCYsZgkkmmVTEbDfIbEY08gwehEDFeBmas2zZpWKEfXdZwOEy01hbQP+EmlVS5cU082q3HRuka27u7npovm8pMnjqBqOhuWVPOjRw9z55ULuW9LG+etrGPNgkp2Hx9nz3E3LbWFHOny0lTlRJEEPn75AlTt5P26h4IU2s2ntXFZaxlt/X6e335yd+0b9+7lhgvmcPGqOhKqzt/9dCcfv2w+bf3+adVLz1tRR4nTRDStGmGOikSp00yF08K/fHoDD7/SSd9oiDn1xfzqqePccuk8pClHZ1SW2HD74wTCKR7Y2s6ff2QZX717e/7zBc0lVLhsjHiM5/LQyx188qpFbDs8wi+fOcZd1y7hubf7uPeFNj65eRF729ysml8xrX+Pv97FVWfPYuPSaooLzNz9xMniWf5wkide7+b2KxZiMcuUFpo50DGBLIv0j4VZMbec9n7jzMZth0awmmWO9fq469olvLJ3kFf3DiGJAp+/YSmxRIbtR8aoKbNTYFMoKbKy/cgoH1pTb5zNlcvjc9gUAhEjV+C+LW38xU3LeWF7/2k7ePFUFm8sRcIk8kz3GBZZ4vaPLOH17f3sO34ybN1mlrEqInVTdmL7PFESqSznraxDEgXePjxKQ2UBzdXOfOGp/e0e1iys4rm3jVBVs0niu/fv53PXLz0tBPvVvYPcedUifvXssWmalCWR269YQDiWprzYypc+ugKn3ZTfaQXYdmiE269YSHmxlbmNLp7f3sfLewb5wg1LOdI9QW25g/JiK8+93celZzWxdHk197cNkc7d/77uES5sLOcfP72ef/zJDj59zRIOdU6wrLWcN/YP0zsS4pZL53H/ljb+7PIFDHoiHOz0cKzH2Ok/d/MivvWbvXiDBud7T7h56s0e/ukT63h93xCXn9XM24eNyrcNlU4yWY25DcW8tncQi1nmpovmEomlOdrt5dNXL+bZbb0UOy385+NH8n3cunuAv/3YKuorHIz7Y4iCQEmhhZd2DfDJzYv55bPH+O3LnbicFlbPr+DitQ0UWo0Kpd5Ymsde68bltPDlj63EZlEocZqxmyTuuGIhJ/r9SJJIKj099zWvk2SWmZNBZzCDGcxgBjP4v4EPrMzRfxU0TScbS3PX0ia29LjZ7Q6ysrSQaiT++vtv4Q8nqS13sLixGJdDYU+bm+fe7uXv79rAvx/s5Yr6csRgmh8+eiQ/Oc1kjRy6FXPL+dGjh884eU1lVMyKyLc+vZ4RbwxJFPPOJxjFj3786CE2Lq3hU5sXY5FFZJHTJuSTkAQQEMjCtFzGzoEA3/vVHj52+XzWVRfTHYyxoaCAf/v5bmbVFVFcYOFEn58L1zSw69h43iEAo0pulcuKIp8517TCZUMWRZSszlnVLrRkBlEU+fz1S/nuA/sJRlOUOC0osjjtqA6AWbVFLG2toKLYRiCWRpYEbBaFmy6aiywJlBVZGffFKXKYqSlz8POnj3HV2S1sWlbLq3sH+PTVi0lnDMfaaTeRzDl7j77axXkr67jr2iWomsaGJdX886928/RbvRQVmDlvZR1nLanm4rUNvLhrgMNdE3z2uqW58N6T7duwuHraZLq82MqiWaXG7h+wdVc//nCS+19s4/YrFuIJxAlGUqycV0FzpYO+sSjfe/AAqdxhzXdcuRCzItEzHOTKs5spLbQiiQIPbO3gtb2D3HrZfJqqjUWAyhJ7/ixOtz/O/nYPJUXWfPXdjUtr+PlTR/nk5kUABCMp/v3hg6yaV8GNF7bSNxrmWC6keLJPBzo8nLeyLl9gS9fhyTe6+fLHVlJX4aCqxIY/fDKVfGQiyt1PHOHv/mw1kijy+OvdfO76pTy7rY+aMgdlxUZ7lrWW8+tnj3PR2gZe2NGXd+RUTef7Dx3krCXVfPHGZUgCaKrGLRfP5Rv37GVRSykVJTZEwdghDcfSlOaq+kbiGbYfHsMXOv0M3s99ZBmjqDy71wgnzqSz3N8zyo3nNDO7vpiHthj5iNecO5tTK3TpuhE6Pa/Rla+gO15XxLXnzeaOKxfyyCud7D4+xueuX0qh3cTPnzrKn12+AIAtO/r55OZFPPxyJ/5wEqtZ5upzZzGrqoC/vHE5u4+P85c3LSeWyFBd6uDnzxybVkipvNjKDR9q5YePHMq35RdPH+Nz1y/lvi1t+Wf75Js9bD57FhazxLEeLxUuGy/tHEBWRK6bU8UT/W4SWZVLG8ppcdhQExm+ePMK4sks/eNhNiyu5tFXO0mmVZ55q4ePXjIPbzDBwuYSHsvljpcWWQhEUnnncxKBSIp9bW6u3NhENJllYUsJiWQGSRT4yq2r6BgM8MWbVyAI8KNHD+erPTfXFHLHFQv5u5/uOI1vbyjB42900TEQpKzIypWbWvjVs8f51bPHuersWVhMEiZFYk5dEQVmyTiPLZ7hb/9zRz4HdMvOfmwWmW9+egO6pmORjDD6QXeEyzY0TSu0NYkPrW5A17TT/j6DGcxgBjOYwQz+9+FPzgEFwwkVVZ1mxUy/3UytIPOT3x7Kf+4LJREEAVXVmd/o4qGXOnjw2eN8/OJW0qEUPZ4oaxdWsePIKGCE1MmSQDxXmXLLjn4+tXkRj7zaiTeYxG6RufniuVS7bEgCzKl2MnyGnKV0VuP1A8NctakZSXhn5xMgmlJ57I1uTIpIIDy9HteGJdVYZImWYifLyov41o93kM5qjE7EWN5azvYjo9y3pY07rlxI32iIMW+MpbPLWN5ahkkUKHNaWNBcclqe5G2Xz0cSBXzRFHFvjCKHGYdFoLW2kO9+fiND7igOq8zf376Gnz15lCGPUbzllovn0VBh5EPKApQVmLnzyoWksxq/fOYYhXYzH7lwDkPuKFUltvwZrU+92UNDZQGbltWSzKg0VDlJp1UjT813MkfvtX1DeUdr1fwK/vWus+gbCxNPZJhVV4TTInP1pmY2La2hazhIoUPh/922hnueO8HwRJTrzpuNy2lB03QEwShSlM6o7Gtzs2ROGUPuaH4nyRNI8OPHDlNaZGH53AoUWSCSUvn2/fvzE+iPXjKPZ7b1MpzbsTza6+Oac2fR1h+gvrKAS9Y1YjFJfPGm5bx5YIRjvV7mzSlnb64Q1ev7h/IT96oSO0UO41y2kYkY85tcnOjzo2k6u4+PU1ZszRfBAsORbK4pZNexcS4/q4nbr1jAoc4JLCaZS9c34rSb+Odf7eGa8+Zwot8/TWNVJTZqSm20DQQBePrNHu66dgkv7uznio3NqJpOhcvYYayrKOCFHf2n6fLtw6NsPruFYpuRm9pYUcD/u201D73UgabpXLi2gRd3DqBpOmO+GItaSjna46W938/qBRXTduUB/vORw3znzzdSu6yJnx3qwySJfGJJI50dXh57qYM5dUXcetl8Koutpw2Y8mIrNWUOhtwnU867hoJ889691JQ5uPHCVuY1FmMzySyfVcKHz2oikCtE1D0cJBhNctHaBuxWBZtZZunsElB1KgstbN7YbFxQ1xmYiE1zPid14gsluP2KBfz2JeNc4ZbaQkqclmnH+gyOR/j500e5cmMT56+qZ15TCd+9fz/PvN7D50oL+FBNKX2ROJ2H3PzygDEuSgotfOdzZzHui+ELJagssdM/FmZgPMIPHzmEy2nhuvNn5+9hLHBMb98kjvX6uGBFLVZZpKxk+pldy1pKECWRh17pzDufAL0jIXpHTw+FvenCVkCgI6efiWCCE31+Pn31Yt44MMSrewc5b0UdS2aVYJFENE1HkkRe2Tt0WgGieDJL13CAOXXFjPniuJwWJFHgSLeXzee08PRbvfn7X7S2gTm1he/6vpzBDGYwgxnMYAb/e/An6YACmGSBcCDBXUua+MoPt037rLW+OD+5KS+ycOn6Rl7Y0U9LbREH2zwsainhIx+aw5A7zJA7yv52D2cvr8sX+ukeDuIPJ7lwTT0Om1EddUVrGcKUCVuJ00Khw5Q/lmISZy2uxm6RT9vNmYpxX4yv/WIXgYhRbfS8lXV0DAYQBLj2vNkUF1j46ZNHaakt5MZL5uUd42A0hUmRqC13MOyJ8sNHDlFfUUBLbSEr5pZhyeVQKaLAXdcsYl+7h9f2DVPkMHP1uS2UFlr5zYvtvHXIOJ5ElkTuvHIhK+aUUmRVKGo08iMFAf7u46tIpI3dQLtZQp0alqzrrJhTRp87SiiaJhRNc/fjRlhy7yikuk6Gtw6MR7hvi3GW6meuWcyCJhepdJa6ijOXZm6uLqTQKrOkqRhyx6uAEXpdWWSh2lWVdzT/7uMrAZFD3RMMe6LYLDLnLK/lcNcER7q9+WM0Hnu9i/rKgvw5owBXbGyhZyTEN369l9uvWJifQBcVmEml1bzzaTXLXLGxhX976OC0CfvqBRXcfvkCLltXzwUra0mrOq/sHWQikMAXStIxEOAL1y9FUSTC8QyCAM9u6+Hmi+exbE45Bzs9FBWYuWBVHR39J/N5X907yGeuWcKDL7Xz3Nt9WM0yaxZUcN15s3GYJV47OMrwRIytu/v5/PXLePPgMBOBBKvnV3D+yjrMkojLaYQoD7oN5+jcFXUIgoDNLDGntpCNy2reNdxxaj8lAZorHHz5oyuMvEoBZtcW8dz2Po73+Pj45fO5/KwmDndNsKK1gsNdXnqn8Hz+ylpskkiRInJRUwUui0KVLFM+v5JlLWX0jobYfmSUOXXFzKotxKaczAMssEh85prFnJjCzyRGJqIc6/GyeFYJQxNGqG51iZ1Sp5nlreUc6DCONHnopQ4kUeDrn1wHUzSsTXGYgpEzFWSHZ97q5ftf2MiKOWVkVA2bSWbkDAtP8WSWh1/pYv2iGubXF/H1T6zjkVc7jQrI/gQrygv41oET+e/7QkkmAgnOXlbDt+/fz5WbWvI7vGCEVE8tTjXmjXHBqnp2HRvnVCyeVTrtOJ+p0DSdtKpyuMt72meKLCJMWSTbfE4LmazG3hPT77Hr2BiHuyb46CVzWTO3AkUSTrvfkOf0mnQupwWH1cRf/WAb6axGTZmDz1yzmAe3dlBZYudTmxdhMclUlRpF3+LRMxWGn8EMZjCDGcxgBv8b8SfrgGqqzpoFVfzggQPTQtMuW99ImfNkjqAiCmze2Mw5y2qZCMZZ0lxKWaEFkyTw1VtX4QunSGdUSossxFMqNWUORiai+MNJfvtyJwB/92erEXV92qTdpkh89eOr+e4D+/HkdkQWzyrhhgtODyU8FQPj4Xz47kQwgcUsM7/JxbpFVdgtCvc8b0xWe4ZDeCZi+RxNMPLtjIIzEoPjYWbXFdFaX4xVFqftIFgkkbMXV7FuQaVRKRPY3e7JO58AWVXj7ieO8O3PnkWpw5T/u64bvCkWQx7qGXJiRZg2EY3EM3zrN/u488qFnLuylge3dpxm01xtOBh/87FV9I0ZbZ8MAQVjZ+isxVVTHKDT7zv5ma6DLAgkVY37trRR6DBz44WtmBUpv7PXVFPIiT7/aSHLy1rL6BkJ8WZuR0qcks9ZW+agd/SkA7VxaQ3Pb+87bbdoz3E3mze1UFFoQREFTJLA125bw/E+Hyf6AixodjGnvpiv/3o3DZVOzltZx6t7h7hvSxsup4W5jcWcv7KOYpvCNefN4lu/2QdAMq3ykyePcNXZLcxvdKEoEk6rgkUWAYH9uQJM7f0BeoZDrJpXwZLZpVhMEk6rTDarUVFso6GygIHxCPFklue39yEI8PVPrEPNqFx/7iyO9vqoqyiYtrsI0FTlpHCKFia5liCf97pidimLW0oQBAEJ0IsszKsrRNN0/vrm5XiCSSLxNKWFFoodZmQBdFVnVYVx1IaW1UhkNP71vr2MTBg74S/QT3WJna98fFXeCdU1qCq2YrUoPP56V34hBowjja48exZfuXvHtEWgT1+9iDuuWEDXcA1vHRihosTGeSvqcDmUM8kJgIopeadTsWR2KZIgIMlijn8odVqwmuVpoe8AaxdWYTNLoOnUuKz8+fVLiSQy/P3Pd1Jgm56zbDZJ2MwyDrPE39yyglFfnL+9dRVbckcSbVpWw6waJ5vPbuHJN3uMc4gLzPkw6km4nBaWzyk7Y1GfSSiSQGOVk9FTqgLva3Nz2fomntvehyKLlBXbeG3vEE3VztOukUhlSSSzKBKnOZ+6rrN+UVU+wgCMI4I+d90Sfvjo4Xy++MhElHtfaOOKjc0saHZhVWQKrDK6pmO3KjMO6AxmMIMZzGAG/4fwJ+uAAlSV2rnrmsV4AgmCsRSVLlt+wjsVkgClBSZKC6ZPrE2iQFXRyYqcDpPEV25dySv7hth+eBSX08INH5pDXan9tPAwXdcpKzDzT3euJRhNo0giTruCxLtDECB8yq7pfS+c4NbL5hOMpBAFYVq43LPbernzqkX8+tnjRBMZMlmNXUfH+ML1SzlrYQWqqqPr+hnD11RVN9qj6WSBF3PnG56Ktn4/Z09z/N4fKopP5gSCkUv7n48f4SsfX8Xq+RXsOWGEpCqyyKevXkSRXUHXocAssbjJRUtNIcOeKO0Dxvmfs+uKcJjE3ykUL51VicQzROIZdh4d47INTSc/1A2+wXDc77xqId1DQeY2uPiPhw/mvxZPZigptBg7U8EEcxtd+c+qy+z58OBTEYqlqchVFNV1sCkia+aWs25+JZqm4Y2kGffFGffFuWJjM7d9eAH72t2YZYkLVtZTV2ZHVXWaqwr47HVLuH9LO8FoitryApbNLqPMaaakxMHEhHF0iCAIzKkrzk/2M1mNHUeNSq2f3Lwo//zMksCXbl7BrmNjbDs8SoXLxuazZ1FeaDhCFllkZWsZLbVFfO/BA/kjS2rLHXzhI8ve86WgaTldTVmUyeYcDZMoUOuyUtZaftoBxhZVB3QEUeBEvz/vfE5i1BfjaK+PdfPK833RNJ0iq8w/f3IdD2zt4Ei3l6oSO3ddt4RHXu44LQLhp08e5Xtf2MTiRhfLZ5UaR65ktXd0PgFcdhMXrW1g65Tx4bAqXHve7NPCgu0mkb+9dRX/et++/LElTdVObrqwFWHKdwVdp9Amc9mGZh56afpizM0XteKwGM6XTZGYXWWcWTv72sVkVR2TZOSfX7K2nuWt5RzumkBE5yu3rqJ9IMDRbi/zm1wsmVWKwyy963jRNZ3N57Sw58T4tKNnRjxRbr10HgubS9jf4cbti9E9HOTys5p448DwtBxwi0lixdzyMy5EaZrOklmlNNcU0jsSQpZEPnHVItyB+LQcZTB2mn/zQhvf/Mx6o92/4/tmBjOYwQxmMIMZ/O/An7QDCsZku67URl3pmXcxfhfoOlhlkSvXN3LR6noUUUQUzuzcGd/XMYkC5c7Tq7K+2z0aqqbvMmg6xJJZXt07xLkr6/K7sABjvhgPv9zBdefPprGqEKtJpCjnZGez779ohyAI046JmQqz8u6T2HeC0yrzhY8s44ePHMpPbmfVFlJTaufOKxZw7XmzSeSOYXFYpOlOgK5jV0Tm1jqZX1+Epr2zI/1usJlk6isKGHRHONHnz4WbGjz3jYa4dEMTr+wZxBdK8oOHD9FY5WR+U8m0Yzoef62LT25ezEu7BzjW66PCZcuHV494jJzMU4/mAShynP7cNU1H04zdarMiIksiWVXjmW292K0Ki1pKyGQ1ihwmpJxzLAsCK2eXsqBxPVlVw6JIRhGgUybo2azGpqXVvLirf9puYHGBmYVNrmnftykiF6yo5exlNciicNpkX9ChxK7wD7etzudNFjtMmCThj5aLNxlOLcsiBzvPfJTOgQ4PZy2szHMIk06owmc2LyKVUZElkYyq5XeDp0LTwRdMUGiRyZxyVM47QRYFrt7UzFmLq2nr91NRYqOpykmBWc63+WQfoK7Eyrc/swFfJIUiCZQ4zciCcNp1dQ3OXVpNc7WTLTsHkESBS9Y1Ultmn/Y8dF3PO3fylOcuCwI1Liv16xvRdR1N01k3r5yzFlaiqlpuzLx3/0ocJr71mbN4YWc/Q+4IaxdWsWZ+BTZZpLXWyfzGIg52G4saj77axeeuW8obB4YZyEVYXH/+HIqs8jveyyqLfOmm5Yz6YmiaznPb+1i7sGra4tQkBAEsyp/8z84MZjCDGcxgBjP4AzBz8NoZoGmGYynwuztE7wc1ZQ5uuGDOtL9ZFAlFFnl17yDXnDcLecqZeJ5AAkkUqCu1Ulpw+g7v+4GIca7lqZAlgdb64tMm2u8HArCo0cX3Pr+Jv79tDd/41Hq+dNNyrLKIBJQ6TNSV2nCYpXfcgdJ1I6zv97k/gCIaYZeTZ2DuODrKh88yCsxoOuw4MsrHLp2XPztyzBtDkUWWzC7NXyOWzPLDRw9RW+Hg3/9iEwubXHz9E+u4/vw5eAJxrr9gNrI0nfSzFlfjOmVH/VQ4LDJXbmo+eZ9Ehl3HxjGbJJx2Zdp3NU3HLAnYTRLSuzzfIpvCv3xqPVdsbKa1oZgbLpjDP9651uD4FEzuVL7TTtNkqHW500y504wi/vGcz6lQVY05dWc+j3VugwvtHaqhCrpuVJcWjHDgwjMsAABYzL+7g6OIhrN34cpazltZj8MkvaMmdR2sikity0pFoeWMzuckZFFgVlUBn792MZ+9ZhGN5fbfefxOOptgPNNMRv3dohV0cNkVPnbRHP7moys4f1n1yTBnHbIZjZbqQlxOCyMTUf7j4YOYTRJnL6vhpgtb39X5nIRZEmgqd1BVYudwl5eDnROctbTmtO+dvbyWQtuMAzqDGcxgBjOYwf9lzMwE/htgtypcsKKGlfPKcfvjFFhNVJbaMJskfv70MZ56o4dPXb2IiUCCVEZl9fwKygst7xpG+F7QdWiuLODOKxfy4NZ2YskslSU2PnPNEops7z3BfLcLF5glCsrtv3/j/gDoOlQWW/n2Z8+ieyREPJllUXMJaxdWcqzHR4HdxKKWEs5aUo0/ZFQ0dlhkqj68gG/ft5/h3E6zxSSxaWkNRVYl5wxKXLa2jkvW1CGK8K93ncXOY2N4/AnWL66isaLgXR0PMBy/D62qo7TIylNv9pBVNS5Z18iGRVWIvyffmqbnqwJrmo4kkgvD/v2u998BTdNZ0VrOk2/2TAs3d9pNrHqHUM9TYZFFbr5o7rTiPQANlQWUFlrewer9te2Dhq6D/g6Fgv4roak6AmdOUbebRP7hjjW8um+I/e0eREFg3cKqd108OhNEAewWmT3Hx7n54rlsPqfFqIqtwyXrG9i0pOYPeo/NYAYzmMEMZjCDP30Iv+/O0++LiYnIB3bDsrKC0/LM/hTwTu1Oazqv7Bvm6bd6yGQ15je5uP3DC3Dlcic/CIiiQCytks6o2MwyJkl837uP/9P5FgQj1HjSiRBzO3q6rp+x7WlNxx9JkVV1SgrM2HPnGr4TJElEFAWyWfV3eh6iKJDKaugYjtPv4uT8T+f8nfBe7RYEgXAyy/Yjoxzt8bGg2cXGJTU4LaeHvb4TsrpO22CQ377cSTSeZuPSGi5d1zitku4fo+3/U/FBtFsUBdKqhiKJv1eOpigKvH54jHtzhdTqKwpYu6iKApuJtQvKkc5wyQ+i3WVlBb9HXMgMpmLmt3mm3f8d+FNt+0y7/+vxp9r2/8vtfrff5pkd0P9BMIkCl62t5+ylNWSyKnarjOkDDovUNB2rLGKVJ0Pw/vdsR0w6m5N4L0fPJApUTtkte6/vq6qG+v7SCqdB03SUXAXZP8YO258i9NzO+WVr67l4TT2SQL6g1vuFLAgsaXIx7/Y1qJqOVfndnPsZnA5N05GF03OGfxf7dQsqMCkij77axZgvhj+UYNOS6jM6nzOYwQxmMIMZzOD/HmYc0P9h0DUdu0kE08kcrRnM4H8rJsNtfw+/Hph0mIxc5hnn838GTKLAWQsqWDGnDC2XLztT8fb/DiymTP6/qYyCScmQzcpIYgZNFwEdAR0NGUnMklVNmOQM6awJk5yeZiOKGfRJG0FH02Qk6XSbdNaEIqXJajKiMGkDgqCh6QqymCWjKqfYKMhSGlWVEcUsui6QzSQwyWlUTUGWs6QzCmZluk3+PmQxgtpFREHN22Syxn0yqglZSpNVc33XJARUjPOtRUQpZ5PrjyKlT9pkFSQxjaobNgKg5/jK5PqeydmkMgqZVARJ1N83xyf7obwLXye5PclxiuwUvkCYYpPJt+00jqfxJSAKWp4vXdexmE72J52VUcRMvu/Gm0NCFFVU1YQsZ87Ml5TOcayBoKPrEpKgktEUTHJ2Gl+/tyZVCVHIousi2UwcRU6jaTKylD1D38+kyZyO34uvaRxP19c7aVLVZIQcxzoi0jRNGt/NqCZDK1JOK6qEIBi/vrouvYcmDb6M56IZNVLeRZPTOZYA7T3G8KmaPFVfWXRdw2I6g80ZNSkjS+oZ+XovTU7anFGTggq6wfH71WQ2HUOR0uh8cJo88xg++Z40NGk+wxh+t/fkSU2mMtPrlPwxMFOEaAYzmMEMZvCBQlWNQm4W6fffTZ3Bnx4spgRjPU8SCw0x3vMMJtGDf/h1hMwA8cAR0pHjaKkhwu63kfEy0f8CZinIWPcTmCUf7t5nMQluAiNvQrqPZPAYqdBh9PQIobE3UQQ/E33PYZaCjHc/adj0PYesjxIcfxs91UMq3E4ieBCyowRHXkMR/Hh6n8YsBxjvfgqz6MPT9wKyPkrYvQst1U062kXcv59osB//8CsoYgB3z9NYlCDjPU9hEifwDGxF0oYJe/agxjvIxHuJ+fYgaG58gy9hkgKM9zyFWQri7nkKhQl8gy8jZIeJeg+QibWTTfYTmdiBqE/gHXgRk2h81yQGcPc+jYwb3/BrCNkBYv5DZCLH0ZKDRDzbkXQvnoEtmKUAY91PYhL9uHufwSR4GO19GTL9JILHSIWPoqeHCY2/hYwvz9dY1yTHzyPr4wTH3kZP9ZIMtZEMHkLPjBIcfQMFH56+ZzFLAcZzz2WSr5B7p8FxpJNE4ABCdpzA8Ksogh9379NYcs/FJBptlbQRIp7dqPFO0rFu4r59CKoH3/DLKFIAd89TxMPDuHueRhEmmBh4CUkdITKxj2ysnUyij5h3D6I2gW9gKyYpgLv7qXzfFTz4hl5FyA4S9R0kE21DTQ4Qce9A1L14BrdglkJ5vsZ7ns5rkpwmU5Fj6KlhQu5tOU0+/86aTPXnNHmEiL83r0nPu2kymdNk4CBkxqdo8hnM8hS++l9A1nKaTHblNLkPQR3HP/wqiujH3fPUNE0afA0T9uwlO6lJ725EzXOKJgN5TQ53bkHIDhmajE9qcpehyf4tOU0+eQZNDhILHM5rMux+Gwmj3Sc1eZIv/8gbhiZDk2N4mNDYW8iCj4m+UzmeqsmenCYPG2N49PUcx88QD4+coskxQu6daKnuM2jS6LNFnuRrqib3oMY7ycS6ifv2GpocmtTkk1jk4BRNvoykDhOZ2Ecm1k4m3kfEuwtRm8Cb1+QTOU0+fQZNniDk6yLi2WGM4cEtea1M2pgED/6R1yHTP0WTQ4Tc21Dw5TQZyPHlx937LApuAqPbINVHMnScZP49+QaKOKnJQF6Tk2PY0GQ3qUgHicAByIxN16QUZKT9QUxS6I/+ezGTA/rfgJl2/9fjT7XtM+3+r8efatv/L7d7Jgf0D8cf+ttsMSUY6XiUstq1uAfeprx+A97h3biqlhL2dWEtqELNxFHVFFZ7ORF/D0UVi/EO76a8fsNJm5E9FFcsIhrow2wrRdeyZNIRbM4awt4OXJXLmBjeTXn9+pzNOryj+ykuW0AsNIjJUgQCpBNB7EX1BN3HKalZwcTQLuM+g9spr12Db/wwhaVzSETGkBUboqSQjHkpKG7G7z5Cac1qJoa2U15/Fp7BHZTWriIwfoQC1yxS8QlESUFW7MQjozhLWvGPHaSsbg3uwR1U1G/AM7ST0uoVBD3HcRQ1kk4aR3kpliJiwUGKyufjG91PWd06PING3z1DuympWkbY24HNWUMmHUXXsphtJUQCfRRXLMQ7spfyuvW4B7ZRXn8W3pHduCqXEPH3YLGXo6op1EwCq6OKsK8DV+XSHF8bcA++TXndOrwj+ymuWEgs2I/JalTBz6RC2J11BCfaKKlePoWvtymvXYdv7CCFZXOJh4dRTAUIokwq7sNR3EjQc4yS6pVMDO3I8bWd0to1BMYP4yyZRSLqQZItSLKFRNSNs2QW/vHDOY53GH0f3EFpzSoCnmMUFDeSSvgRBAnFXEAsNExh2VyD49o1eAZ3UF6/Hs/QLkqqlxOaaMdeWEcmFUbXVcxWF5HgAMVlC/CO7qO8bt2ZNemoRM0mUbNJrI5yIv5uiiuW4B3ZQ1ndpL7W4x3Ze5oms+koVmcNYW/7u2syPIhiLkQQBNKJAPaiRoKe46dwnNPk2CEKS1tJRMeQFCuSZCYZm6DA1Yx//J00eZQCVzOpuA9BlFFMDuLhEZyl765Je1EDmWQQAJOlmGhw4N016evAVlBNNhNDUzOYbWVEAj0UVyzCO7x3St83GJqsWEIk0IPFXoamZshm4jlNduKqXHIGTe7LaXIAk7UYdEgng9gL6wlOnHgXTbYSD4+8iyZ35vR1iiZjHiTJjCRbz6DJHMdDOyitXpnTZBOpRABBEFHMTmKhIYrK5uEbO/Aumqwlk5oyhoP9p2hy+hgO+7pP0WQFYV8XxZVL8J2mSYOvaLAPs7UEXVPJpCPYnbWEJtpxVS1jYtjgyzOwnbK6tXjH9lNcNp9YeBjF7EQQRFIJP468Jlcw1vsq6YQP2WRn9opPEk85/qBIzHf7bZ7ZAZ3BDGYwgxnMYAa/NyymBCPtj+Scz22U129gYnhXbqLfmXM+Y6hqCoutjHDe+cxNKHM23pHduYl+b26in8k7n6H8RH9XbrK7zZjoj+yjuGwB0dAAJksROvoU5/OY4XwO7jzp5OYn+nOIh0eQFRuCKBsT/eLm0yah7oHtlNauwj92mALXLJJxD6KkIMk24pERnCWtxiS0bg3uwe1U1G/APbiD0uoVBDzHcBQ1kkr6AVAshSedz5F9xkQ/13fP4C5KqpYR8rbnnM/IyYmrvzfnfO6hvG494/1vGRPX4V35iavFXm5MXDMJrI5KQjnn0zM0heMpE/1osM9wPjVtivM5OdHfedKmdh3esf0553MoN9GXSMW9xkTffZSS6pV48ny9TWntGvxjh3LOpzvnfJpJRMdzE/1DBseD2086BzWrCLiPGs5n3Gc4nyYHsdAQhWVz8Y0aE333wHZjoj+405joe04YzmcyZDifFheRwOREf++Uif5UTXbkJvoJ1GwSi72ccM75nBjenZvob6O8fj0Tw3tO06ThfFYT8ra9qyZjoQEUcyFAzvlsMDRZvfwMmjxoOJ+RUSTFiiiaSMY8hvM5dngKX5MO/uSCSDOpuBdBlJFNduLhYZyl765Je1HDtAWRvPP5bposqCaTjuacz9Kcs74I7/AeyuvXM96fG8PDu3BVLCHs78ZiL0PNpnPO56Qml5xBk3tzmjy5IGI4n3UEJ46/iyZbpyyInEmTO/Icn6ZJyZxbEDlVk28bOh7cbjif7qOG8xn3G86nqSDvfHpH959ZkxNtOeczN4atLmMBaYomJ8fwRH4Md07TpNVRTijnfHpP02SOr0BvzvmcXKSrJTjRlnM+T+qrrG4t3tF9hvMZGjKcT4STzqf72DTnEyCbjtG1/6eYpBDvceDD740ZB3QGM5jBDGYwgxn8/tBVVDWV/6empZEkM9l0DNnkIJMMIpsKyCRDyIqdbCqKKCpoWhYjb0lAU1NIsplsOmrYpEK5/4aRZSvZdBxBktHUtFGsTBBRsylkxUomHUExFZBOBlFMDtKpEJJsRc0mEQQZVc+i6yqCKKFmk4ZNMpyzMe6TToWQFAuqmkIQRDRVRdeyiKKMmkmgmOxkUqEpNnYyqSiSbEZTU4CIrmloWgZJko0cwdx1FVMB6ZTR90wmiiiZUFXjCCpdB03NIMkmspkYisl+sh/JILJiI5uJIoomtKyRX2vwlUaSzWTSsdx3T7ZNUmyomTiCqKDrBscgomXTyLKFTCoyre+ZZBhJsaJmEgiijKpm0PX/3959B8dxpnme/1ZlOXjvLQECScLRgJ6iEymREo3ayfX0uG71ROzOXMzG3uze7m3cull3u3ezcTO7sdM9091qqbvVkkiJsiQlURS9J0jCMQHC+4IreJS/PzKrUKCTWgYQR88nQkEIRFY9+eTvreSLerMyEO6X1RqN1z0+tx+2GP24WKPw+WYxmRSCfj/BgF/vl28Gqy0aT2ibWZexzRiKxYHfO6v3OOgnEPBhMluNfsXgmR2flxWvexJFsRPwudGvnw0Q8Hv1HnqmsdiNPtn1bRRbND6P3uOA33OfTMZF5GtM77F7CpNydyYtVoeRyTgjx/oxtVii9UyaLQT83jsyGY3XMxHeDz0H4yiWaPy+mYhM6j32+Wb1bdxj4f2w2mLmcuw3+hXQM2kyMmmx6cdF3w+X8RgT98mkNZzJecfSGoPXM6H3M+C9Tybn50vP5JSeSX8okxhj2IHXM4nVHmdsox+fOzN51xh2R45hY98/NZPGNm5XxLGMzKTvjkzq+QrVFsqxYnHg9xnjPhggEPChmK34vDNG/eNYQzmzRYf7da9M+uaNR+N15R6Z1O/Y4DFe86bu2A+jX57Q66TXGMOhTNojMhmRY0sUPu+M8Tqp99hkMuP3z85l0h4bzrE+xqKMTCr4fTPzXtb9Pg/BgAfTVzQDlQmoEEIIIT638aCCo3AXAx1nyCh4hJHeGhLTy5me6MVmj8es2PDMjBCfUsKos5a0/I04O8+SWbidgY6zpOVtZqT/Bgkpy5idGsRijcJijWZ2coCEtDJG+m+Qkf8Izo6zZC7Zob/blreR0YE64pKK8cyMYlYs2KISmR7vISmjkuHeq6QXbMHZdZaswu04uy6QlrMO19AtYhIL8HmngCCOmFSmXJ2kZK5msOcSGQVbcXaeIXPJNga7L5GSU834cDPR8dkE/B4Cfg/RcdlMjLSQkr2Goe6LZBZu07cp3MpQz2WSM1cyOdqGIyYNggF83mliEwoZG7pFWs46BrsvkLlkO87Os2QUbmGo9xqJGRVMj3Vji0rCrFjwzI4Rl1zMqLNef1eq6yyZS7Yz0HFa73F/DQlpZfoSYlsMitXB7PQQCanLGO2/TnreJga75nqcnr+RkYFa4lJKcM8MY1ZsWO3xzEz2kZhewUhvjf7uWscZspbswNl5jrSc9bgGG4lNLMTrHgeTGXtUMlNjXfo7Mz1XyCjYYvRrO4PdF0jNWcPYoEZ0fC5+7yyBoI+o2EwmRtr0JZHdF8lcsg1n52kyC7cx1H2JlOxVTIy24ojNIBj04ffNEp2Qy/hwM6m5a+f61XGGzMItDPVeJTmzismxTuxRKZhMZrzucWKTihhzNpCWu57BrvPGvkdmsozpiV6sRibdM8PEp5TictaSlr+Jwc5zZBZui8jkTeJTSo1MOrDYYiMyWaNnsvNs+Fim523Ql2smF+GZHcVsvjOTV/RMdp4xMnmetJx1jA1pxCTm4/NOQzCAIyadSVeHkcmLZBQY/QplMnu1sVwzMpO5TIzcJiVnLUNdF/T9CGfyCsmZK/RMRqdBMIjPM0VMQgFjg40R/dpmZPKR+Zl0JBqZdN03k+n5jzDSf52EtGXMTg1gsUbrY3h6kIS05eFM6uNkuzGGN+hjOLkEz8yIkckEpid6SUqvZLj3GukFEZnsmstkTGIhPvcEYMIepY/hpMyVDPVcjhjDc5kcH2oiOj4bv3+WgN9HVFyWkclqPZOFxjaF2xjquURy1vxM+rwzxCTkMzbURGrO2nljOLNwq77kOrOSqbEubFHJmExmPO4x4pKKcA02kpa7YS6TnRGZTCtjeqIPiz0eRXHMZXLgpv6u/bwxHJHJ6UEUS2Qmy41MbjZeJ7cz2HmOtLz1jDrriUsqwjPrwmRSsEUlMz0+N4ZDmcxTD6BYowEwma0kLPs2YybHV3a3DJmACiGEEOJz8wY8/KzhGKnqPpyd58kqfgzXYANJWatxz45hjU7BFp3G7IyL5Ow1jDgbyFr6OAOd58lV9+n/mCvaydhwEwkZlXi9Myj2eBxxOcxMOUnJXc/wwE2yS/bg7DpPbuleBrsvkblkB+MjLcSnLcfv92FSHEQnFjA13kta/maGe6+RvfQJBrrOk1P6pH7tVcFWJkfbiU0uAcwETAqxycWMj3WRUbCNod4rZJc+ibPzHNklTzDcW0Na/mamxnuJTijEpNjxBfzEpy1nbKSF9CU7GOy+TE7pXga6zpG9dA8j/TdJyV3PzOQgjrgcLNZYvL4ZEjNWMDrUROaSnTi7L5BTupfBrvNkL30c10AdSdnVuGdGsUWnY4tKxu2eIDlrNaPORrKKH8fZdYFco8eZRY/hGrxFUtZK/V1QeyKOmAxmZoZJyVnPyEAtWcW7cXadM3p8icwljzI+fJuEtHL8fg9mazTR8XlMTfaTmreJ4f7rZJc8wUDnOb22nsukF25lYrSduBRV/4eoYiU2qYjJ8R7S8h9hqO8aOSVP4uw6R3bJkwz1XiO9YAuT493EJC3BZLIQAOJSVcZH28ko3I6z+wrZpfuMHu/Rl5jmbWRmcoCo+Dz9HTafl4SMcsaGb5Ox5FGc3RfJUffhNPo1OlBLSs4a3NND2GMzsdoTcHumSMpaxejgLTKLd87rl57JRpKyVunvAEalYI9OZ2ZmlKTstYw66+f1eLD7AllFOxkfbjYyOYtijyMqPpTJDQz33yS7ZLeeSXUfg92XySzcwcRIK/Gpy/EH/XdlcqivhuySJxnoOheRyS1MujqJTV6qZxITcckljI91RmRyb0Qmr5OWv4mZiT6iEgowK3Z8AR/xaeV6Jot2MNh1idzSvfpxWbp7LpNTgzjisvV3Wr2zJGauYHRII7NoV0QmL5Bd/NhcJmdHsUanYYtKCWdyxNlAVvHjDHSdJ1fdr0+uinbhGtRIzFiB1zOFYk/AEZvFzPQwKTkbGBmoJXvpHpxd58gp3Tc3hodvEz8vk/lMTfaTlreZ4b7ITO7TJ0yFxhhOKdVfgMwWYpOLmBjrJi1/C0N9V8kpnZ/JtPxHmBrvJSZxCSazlUAwQPy8TF4mu2Svka89+lL83A0RmYzB53OTmFHJ2FBEJkv3Mmj02DVQT0r2Gtwzw9hjMrA6knB7JknOXMno0C0yi3fp+So1Mrn0zkwmG5l0kZS9lpGBOmMMnydX3atPlEOZTK/E759FscXeI5N7cHaeI0fdy2D3ZTIKdzAxqmcyGAxgUmxEJy6JGMNzmSyo+gFWewJxpU/xP26+z7hnUt4BFUIIIcTXT2wwgT9Z9X3+6vKrJKsHeLOjhrglOzk53IUpYwUtAQtD1nimE0uonRgmKm8LH/U2kKzu42DrRZJL9/NWxw1iCndwdnSAQEoZ7aZo+hUH7uTl1LicRBds54OuWpJL93Ow5SLJpft4u6uW6IKtXBgfxptUQo8lge6gFV9aFZdHeohZsosjnTdIKd3PodZLJJXs5b3uBqLyH+HqpIuZhEKc9lTa/UFIX8n5wXbiih7jvY4aUtQDHGq/RGLJHo72NmPL2cDN2WkmY3MZicrittuDkr2WswOtxBfv4a32K6SUHuBQ+xUSinfz4UAblqw1NHh8uKIzGIvN59bMJNacDZzsbyJx6ZO80XqZpNL9HGq7SlzRY3wy1IUpYyVNfhPDtiSmEoqpm3Rhz9vM8d5Gkkr28kbbJZLVAxxuryFuyaOcHu4jmFZBK3YGLLHMJqlcHx8kKn8bH/TUk1Syn4MtF0gu3cdbnTeIKdjG+bFBfMkq3eY4ekx2vKnlXBntJabwUY503SRFPcDrbZdILt3Hu131ROU/wpVJF+7EYvqtyXT6TQTSq7g43EVc4S7e67xOSukBDrZdIrHkSY703sKRu4kb09NMx+cz5EijzevDlLmas4NtJBQ/zjvtV0lWn+Jg22USinfzQV8z1ux11Ls9jEVn4orJQZuZQclez+mBFhKXPsHhtiuklD7FofZrxBU9zsfOTsyZ1WjeIKOOVCbjCqmfGseWt5kTvRqJJU/yZuuleZk8NdxNMK2K1qCFQUs8M4kl1E4M4cjbwke99SSV7uVQi57JN0OZdA0QSFlOhymaXpMDd3IZ11wDRBdu5+gdmXynu46o/C1cHB/Bm7iUHksi3UELvrQqLo10E1u4kyOd10ktPcChVr1f73U34MjbzNXJCT2TjjRa/QHIWMW5wXbiih7nvY5rJKsHOBjOZBPWnPXUzc4yEZvDSFQWze5ZlOy1nBloI37pHt5qu0JyRCY/crZjyVpDo8eHy5HOeFw+t6YnseZsnMtk22WSS/fzRnuNkclOTBkrafabGbYlhjPpyHuE472NJJfs46DR48MdeibPjOqZbMdBvxJtZNJJVP42jvXUkVSyn0PGuH+7q5aYgm1cGBvSM6nE0YNNz6Srl5jCnRw1Mnmw9SKJpXt5z8jk1akxZhOK6Lcl0+E3EUxfoWdyyS7e6agJZzLJyKQ9ZwM3pmeYistjKCqDFq8XU2a1kcndvNNxleTSA7wRGsP9LViy1tLg9hqZzEWbmcaSs57T/Xom32y9TFLpAd5ov0Zc0WMcH+zAnLGaJj+M2FOYjFuiZzJ3Eyf6buljOJTJ9mv3zmRSCTcnhnHkb+XDnnqSSvcZmdzHWx03iSncwTnXAP7k5XSaY+gxOfAkl3HV1U904XaOdd3Us2Js825XbTiT7sSl9FoS6QqY8affncm/q/uAYNEe/vrmu/yw+lkyrVlf2S3uZAIqhBBCiM8taArSOzlARlwaH3ZeRVEsvHrrY2wWO7+sO4IX+O2tjxjyTPNh+xVuTzhpGGrn8kAzk75ZjrZfwmq18dvGj7BabLxUfwRPMMBr2ic43VN83HWNpvEBNFc3F/o1ZgI+3m09j91q5zcNH2JR9G1mAn4ONX1C/+wEp7tv0jjWS+tYL2f7GvAEA7zdcha71cGvGo6hKDZerj/KpN/L4ebT9MyOcb6vgfrRHjonBjnZU4c/aOLN5tPYbXZerj9K0GzhVw1HGfd7eKflLF1TLi4N3OLmSAd9UyOc6L4BJjOHmk/isNp5qf4oAbPCbxqPMeqd5f3WC3RMjXDN2UzNUBvD7nE+6ryGoii8pp3AZrXzcv0RfMArjR8x7JnmWMclWieGqBtq48rgbcY8MxzruIzFauWVxo+wWu28VHcED0Fe1T5m0D3F8c5rNE04aRzp5JKzmSm/h/fbLmKz2vlN44dYLDZ+WXeE2WCAg9oJBmYn+aT7OrfG+mgZ6+VcXyPegI93Ws/hsDn4Vf0xzIqVl+qPMOX38cbtU/TOjHOmt5YGVw8d4/2c7q3HFwzy1u3T2K0OXq4/CmaFXzUcY9zv5a2WM3RPj3Gxr4HakS56poY52XMTTGbeuH0Ku9XBS/VHCJoUft3wAS6fm3dbz9E5NcLVAY3rQ+04Z1wc76rBbFY42KT366X6I/hNJn7T+CEj3hmOtl2kbXKIG0MtXBtsZcQzxQcdkZl08FL9+3iC8Kp2fF4m64c7uOy8zYR/liPtl7AZmbQp+rF0BwO83vQJg+5JTnTW0DTWT7Orhwv9t5gJeHm39Tw2i41fz8ukj0NNJ+dncryPM30NeIMB3mnRe/zrhmOYFQsvGZl8q/k0PTOhTHbTNTHEqZ5aAkYmHbYoI5OhHs9l8nJ/IzdHOumfGeVE9w1MJoWDzZ9gtxj9Miv8pvEDPZNtF2ifGg5ncmR2gg87r2FWFF7TPsZmdfBS3RH8mO6byQnvNMc6LmO12Hml8SMsFju/rHsfNwFev6Vn8qPOqzRNONFGurg40MT0/TIZCHCw6RM9k13XuTXWG86kJ+DjnZZz2I1MmswWXmo4ylTAx5vNp+idHedsTx0Noz10jQ9wqrcOP0EO3z6N3RrFyw1HQTH65fPwVvMZuqddXOxvpHaki96pYT7pvkEAE4eaT2K36ZkMmMwRmTxPx9QIV51NXB9qZ8g9zvGuGkxmMwebTuAwcuzDxG8bPzIyeUnP5GALVwdbGPVM8UHHFRTFxm9vHZ/LJPBb7ThD7mk+bL+qv06OdOivk34PR9ovYbVaeaXhQ6zGa+tsMMDBphMMuCf5pPM6TWP9NLl6ON9/i9mg/jppszoiMnmU6YCfN26fpm9mnNM9eibbxvs53dvAlf46/uO5nzEwNUTzUBs+k/crO2/IBFQIIYQQn9uUaZxXag+zMqucttEubIqNGFs0LSMdVGdX8MHtU+xTd/GrG2/wTOUBfnXjTfYu28Xx1rOUp5XSOzEAQFJUAo2Dt1mfu4r3mj7mqWWP8dL1QzxXeYBXbr7FnpLtnOq4yNKUQoanR/H4PWTGpXOjv4FHCtbx1q0P+E7ZHl6seZ1nKg/wWt277Fz6CBe7a8hLyGbCPcWkZ5L8hBwu9dxge9Em3qg/wnfLn+TFa6/zdMV+DtW/z7bC9dT01ZERm4o34GVoeoSSlELOdV7lseItvFb3Lt+r2Msva17nu+VP8NatD9iUv4Z6ZxNJDv2WGz0TA5Snl/BJ23n2LN3OK7Vv8Uzlfn5Z8zrfLtvD+80nWJNdxe2RdqKtUURZ7bSNdrIis5yPWs6wV32UX998k2crDvDyjTfYv+wxPrp9hoqMZXSN9WIxKSQ44mgaamFN7gqONJ3gwLJdvHz9EM9W7uc3Nw6zt3QHJ9rOsSy1GOfUEP6An7SYFOoGNDbnr+Ft7UO+VbabX9a8znOVT/Hb2nd4rHgL57quUJiUx9jsBJOeaXITsrjWW8vWwvW82XiU75Q9wYvXXufZigMcrH+P7UWbuNxzg5z4DGa8bkZnxyhKyudCdw2PLtnMwfr3+V75Xn5x7TWertjH4cZjPFKwlpv9jaREJxEIBhiYGmJZ6lJOdVzk8ZKtvFr7Ns9U7OfFmoN8u+wJ3mn6iHW5K7k11EKcLQarYqVzrIeqjGUcbz3Lk6WP8pubh3m2cj8v1RziqeW7OdZ8kpVZZbS7urArNmLt0TQPt1OdXcmx2yfZr+7i5Rtv8GzVAX594032qTv5uOUsZWkl9E0MQDBIcnQi9c4m1uet5L2m43xr2eO8eP0gz1Ud4JXat9ldso1THZdYmlzIyIwLt89Ddnw61/vr2VKwjsO3jvHtsj38ouY1nq18itdr32FnsZ7J3IRsJj1TjM9OkJ+Qw+We6+wo2sSh+vfDmXymYj+HGo6wtXA9NX31ZMSm4gv4cE4NU5KyhLOdV3i8eCuv1r3DMxX7eLHmNb5b8SRv3/qQDXmrqXc2keCIQzGZ6R7vozy9lE/azrGnZC6TL9ccCmdydXYFt0c6iLY6iLI6aBvtZFVWOR+0nGLvsp38+kZkJndFZLIPs8lMYlQ82mAL63JXcqTpBPuXP8bLxhj+zY3DPFG6g5PtFyhNKcI5NYzX7yM9NoWb/Y3zMvmikclX695lV/EWznVdpTAxj3H3BFOeafISs7naU8u2wvW82XCU75TrmXymcj8H699jW9FGrvbWkhWXwazPzciMi+LkQs53XmVn8WYO1r3H05X7eLHmdZ4u38vhxmNszl9DnfMWyVGJAPRNOFmeVsKpjovsLtnGb2vf5pmKffzy+kG+XbaHd5uOszZnBdpQK7G2aGyKlXZXd0Qmd+hjuHIfL9Uc4sCyxzl2+xQrM8tod3VjUyzE22NpGm5jTXYVR5tPcsDI5HNV+/n1jTfZq+7kROt5lqUtpW/CSTAYJDUmifqBJjbmr+Zd7TjfWrabX4Yz+Ra7S7ZxpuMyxUkFjMy4mPXNkh2fTk1fHVsL13G48RjfWR7q8QFer3uXR4s282rd21jNFp6p2Ee0NYrf1r1N22Q7ivLVTBVlAiqEEEKIz80RjGJrwQayYzPJiE5lbc4KpjzT7FN30TXWxx+s/C7to138eM33GZwa4pmKfZgwUZ1dRX5CDvH2WDbmrmbcPcG3lu+m09XDH616mg5XNy9UP8fQ9CjfXr4bq1mhKmMZRYn5RFmj2Jy/jpHpUb5b9iTtI138cPWzdI718kL1c4zOuNhXupNoiwM1pQg1pQirWWH7ko0MTg3zTMU+2kY6+VH1c3SP9fLHq59hwj3B7pJtxNvjKErKpzy9lGAAHivaQv/EIM9XHqB1pIsXqp+jd7yfP1j1NDOeWR5dsonkqERy4zOpylyO1+dlz9Lt9Iz384MV36ZtpJsfVz9P3/gAP1jxXTw+L5vz1pARm0ZGTCrV2VVMe2bZV7qLLlcvf7Dyu7SNdvNC9fMMTAzyXMUBAgRYk1tFXnwWifYE1uWuYsIzxYFlj9Pl6uGPVj1D+2gPL1Q/z9DUKN8tfxLFrLAqq5yCpDxirFFsLljD6MwY316+h/bRLn646hk6Xb28UP08I9OjHFj2GA6LnbK0UkqSl2AzW9i2ZAND0yM8Xb4v3OMuVx8/qn6Osdlx9pTsINYWzdKUQpanlmDGzKNLNuGcHOLZigO0jXbxwurn6BnrN3o8xa7iR0h0xJOfkE1lxjL8AT+PF2+lb2KA71d9i/aRLl6o/j59EwP8wcrvMOtzs61gA2nRKWTFprEqqxy3182TJY/SPdbH76/4Dm0jnfx4zfcZmBzk+1VP4Q/42ZC3muzYTFKikliTs4JJzzT7l4Uy+T09k9XPMzg5xNMV+wATq7MryU/IJd4ey4a8alwz43y7bDedrl69xy59m2EjkzazlcoMleLkfBwWO1sK1jFsZLJtpIsfrX6OLlcvL6x+HtfMGHvVXURbolBTiliWUoRiUti+ZJORyf20j3Tyo+rn5zLpmeDx4i3EO+JYkpRHeXopgWCAx4q30D/p5PnKp2gd7eTH1c/TOz4QzuT2JRtJjUoiNy6LlZnleHxenijZYWTyO+F89U84+f6Kb+Px65nMjEsnPTolnMm9pTvpGuvlD1d+j/bRbl5Y87xxbPcTBNbmriAvPosEezwbclcx4Z7kqWWPhTPZEZnJsidQzAorMstYkqhn8pH8NYxOj/GdsidoH+3ij1c9o/er+nlGpl3sV3cZmSyhJEXP5NYlGxiaGuHpir20RWTyh6ufZWx2nCdKdhBni6U4qYCy1BIImthZvJmBCSfPVR6gbaSLF6qfp2esnz9a9TST7mkeLdpMUlQCufFZVGUuxxfwsXvptnAm20b04943McAPqr6D2+9ha8F60mJSyIpNZ3VWBTNeN3tLd9I91q9ncrSLH1fPZTIQDLAhdxXZcRmkRCWxNmelMYYfozPc47lMfq98L2ZMrMwuoyAhh3hbDJvyqnHNTvDtst10uHr441VP0+7q5oXVzzE8Pcq3lu/GplipyCilyMjk1oL1DE+P8r3yvbQPd/HD6mf1cb/6OUZnxthb+igxtij2LN3GP3/kH+Hz+fiXW/+M7YUbKYjLw+8PfCXnDdNX9elG9/NFb3Yd6Zt84/XF8LDWDQ9v7VL3wntYa/8m1/2gm12Lz+aLnpt9Zi8WLPhNPjKTk3GODaP4bPgsHiwBKx6TB7NfIWjyEySIggW/2YfN78BrcWPzR+FTZlH8NryKG2vAhhsPCmYCwSCYgliCFnwmL9aAHZ/Fg9UXhc8yi8Vvw6t4UHwWfGYvJswQDBIkiAUrPrMHW8CBT/Fg9TvwKrNYfFa8il6b1+SBoJnYGDsT0zPYgna8ige7X//T6rfjVdz685jdmAMKPpMPc9CECTMBk1/fxuzG6nfgs3qw+vRtFGMbS9CCL+jDBJhQ8Jt8WIMO/GY3Vr8dv8Uz1y+fFY/iwRwwEyAAJjAH9W3sQQdexY3N78CnuFF8NsxRfvxuM16TGyWg4De2UYIW/Hf1y43Fr++74rfgM3kwoUAgQMAcxBKw4le84X5ZfI65Hpvd4X6ZgmbARAA/NvR9n+vxXL88ZqMmkx9T0IQJE/6IfmUmpOKcGLmrX0pQ0T/ExwSmoFnfBgc+k94vvU96v8LbBBT8+MFkQgmawz32RfQrnBVjP8KZNKE/52fMpCPKyvSMGyVgwW/2Ygveo1/hTM71K0jgHpk0+mUcdyVgwY8P0PsVzpfiwea339XjcCbxYzb6FTD5sQbt+O7IpCnKh39GMXqs3w4mlMmAyYcl6MB/R758Fg8WvxWPOSKTBDEbY9gemJ9Ji9+GR/FgDdjwMKv39UvIZEZ8CoMTo5+SSQiYAuF83SuToX7Ny6TZjy2gb2MPOPBa7h7D4UwCJh6cyVD2zQEz9igLs7NezJ8pk27MAQtB5jLpMxk9NjLpVUL5CmXSjYISfp3UM+nDFrTfO5NGj81BM8F7ZNJv9qH4rdhjTcyMf7HJ54POzTIBXQRS98J7WGuXuhfew1r7N7lumYB+cXJulroXw8Nau9S98B7W2r/JdT/o3CxLcIUQQgghhBBCLAiZgAohhBBCCCGEWBAyARVCCCGEEEIIsSBkAiqEEEIIIYQQYkHIBFQIIYQQQgghxIKQCagQQgghhBBCiAUhE1AhhBBCCCGEEAtCJqBCCCGEEEIIIRaETECFEEIIIYQQQiwImYAKIYQQQgghhFgQMgEVQgghhBBCCLEgZAIqhBBCCCGEEGJByARUCCGEEEIIIcSCkAmoEEIIIYQQQogFIRNQIYQQQgghhBALQiagQgghhBBCCCEWhExAhRBCCCGEEEIsCJmACiGEEEIIIYRYEDIBFUIIIYQQQgixIGQCKoQQQgghhBBiQcgEVAghhBBCCCHEgpAJqBBCCCGEEEKIBWFZ7AKEEEII8XAzmU1Muf24vX7Gul0EAgGCQTCbTQQCARSzgt8fwKKY8AWCKGYTfn8ARTHjDwQxm0xAkEAQFLMJnz+ARTGH//RHPIbZbCJIEDBhAgLBYMQ2Cj6/X9/mjscPBoN6rSbwB8CimPD7gyiKCX8gwETPGB6vD4ui4Pf7MZvNc9uYjW3MZny+ABbL3LbhGv2B8DZBQvseRDHp+2yxmPD77tgmtO9BCBLUawsaz2P0yz+vXwqBYMDYc71f490ufH4/itk8tz+hffcHMCtmgoEgmEyYjG3MxuNZFTNefwCrouD1+bBYlPDzBYJBCOrH1u8PYjHrfbIoZryBABZzRK99xvME557nXj1WzPOPaSgrBMFkMvqlmPD5g/O2netxELPZBEaPTaEem++xTSCAxWQmEAxiMumZmZ9J/fEsxvOF+2Y24w/Oz2SoX6FMTnpdeLxzPb9XJs0m8AeCWC0KXp9f763P/ztlcq5fRiZDxzIiX+ZPyaTJbA73S89KYF4mfT6jB4EAFvOXk0nFHFl/6LhEZNJsJhgMAGZMprt7HN4PXwCLRa9pvNuFPxAw+mUKH7vQ4/q+hEwGjH6Fs3JnJh84ho0EhPulbzPpceHxBn6nTCqRNRr7F7jPGA5l0qooeEP7HspXRCb1Y2ZkMmIM+/1GJo0cz3p8xDgsJPr8X+k54zNNQFVV/e/ABiAI/LmmaZcj/m4X8J8AP/C+pml/+VUUKoQQQoivnyBQ1z5K7e0h4mNsKGYTg65ZSvMTuXZrgM0rcvj4She71uZz/HInW1blcPXWAGpBMv3DUzhsFqLsFnoGJylfksKlxn62rszlo0ud7FqXz4mrnWyuyuF6k5OinESGx2ZQFDMJMTba+8apWprKhbo+tq/O48PLHexck8/Jmi42VGRT1zJEfmY841Nu/AFITXBwu9vFqtJ0zt3sZUd1Hh9camfX2gJO1XSztiyTWx0jZKXGMjPrw+3xkZUaQ2P7KGvLMjhV083ONfl8eKmDR9fkc/ZmD6tK02npdpGaFI3PH2BiykN+Zhy1LcNsqMjk5NVudq7Vt9mxJo8LtX1ULU2jvX+MxFgHJhMMj81SnJNATZOTRyL69dHlDratzuNyQx/LC1PoHZoi2mHBblXoG55meUESlxudbFmZzcdXOtm1toDjVzp4ZEUu1zQnpflJOEemsFoU4qKtdAxMUFmcysW6fratzuX4pQ52rivgk6tdbKzM4ubtQZZkJzI6MQtAUpyd1t4xVpakc/ZmL49W5/HR5U4eXZPHqZpu1pVn0dA6RG5GHFMzXjzeABnJ0WidI6xZnsnp6908Wq3vx6Nr8jl9vYfq5Rk0dYyQkRyDx+dnasZHbnos9a3DrCvP5FRNDzvX5vHhRb1f5272srI0nbbeMZLjHQSDQUYnPBRlx3OjeZCNldmcuDq/X5fq+ykvSqHbOUFstA2rYsY5Ok1pfhJXbw3M6/HxK51sWalnsjQ/mYGRKexWC9EOhZ7BKT2TDf1sXXX/TI6Mz2A2mUmItdHWO86KkohMXupg17oCPrnWyYbybOpbh8gLZdIfJC0xiuZuF6vVdM7euDuTa8oy0YxMzrp9zLrvyOS1uXw9uiafszd6WKWm09LjIjUhGn8gwHgok7eH2FiZzSdXu9i5Lp+PLnayrTqXi3V9VC5NpaN/ggRjDA+NzbI0N5GapgE2V83P5NZVuVxpHGB5YTI9Q1PERGayMJnLDQNsWZnN8cudPLaugI+vdLJ5RQ41mpOS/CSco9NYFfO8TIb6FZnJDZVZ1N4epDArgbFJN4EgpMQ7aOlxsbL0AZlsGyY3PZapGS9ub4DMlGi0jrszuaM6nzM3eqhelkFz1yjpSdFGJr3kZcRRd3uY9ZWZfHK1m13r8udnsiSd9r4xEuMcAIxOzFKUncD1pkE2VRk9vk8mY6Js2CwPzuQjK3K4dmuA0oJknCPT2KxmYqKsdDv118mL9cYYvtzJzrV6JjdVZnPz9hBLshMYGZ/BZDKRFGc3MpnG+dpetq/O46NLnTy6Nk9/nSzPpq51iPyMeA5+3Izb68eimHh2l8rWFVlYzaav5LzxqUtwVVXdBpRomrYR+BHw13f8yF8D3wU2A4+rqlr2pVcphBBCiK+l0SkP//P16yzNTeRUTQ8Wi5nB0Wmau1wkxTs4eqGdqqWpvPheA5tWZPOTN2tZszyTVz7QKMiM53xtH4FAkPEpD/Vtw2QkRfPO6VZWL0vn5+/Usakym58evsnqZRkc/LiZnLRYrt1yMuvxM+vxc71pkNz0ON745DZrlmXws7fr2FSZw98frmVlaTqHT7aQlhhNXcsQY5MeAoEglxr6KcxO4LXjTawvz+LvDteysTKbn71dR2VxKu+fbSMp3k5zl4tB1wwWxcTZG72U5ifxygcaGyqy+OnhWjZUZPHie/UsX5LCBxc7iI2y0tE/QY9zkmi7hU+udrO8KIVfHW1kU5W+7+srsnjpSAMleUmcuNqFzarQPzxFa+84iXEOPrjYQWVxKr98v4HNVTn87Rs3WVuWxW+OaSzJTuDsjV697+Oz3OoYJS0pivfOtrGiJJ2fv1vP5qocfvLmTdYsz+DVDzXyMuK53DiA2xtgesZH7e0hctJieetUC6uXG/2qyuanh2tZpWZw6EQzmckx3GgeYnLGh9cX5OqtAQqz4jl4opk1yzP4u7fq2FiZzd+/VUtVSRrvnG4lJSGKxvYRRsZnMZlMnLvZy9LcJH77oca68ix+8mYtGyuz+MXbdZQXpXL0QjvxMXbaeseMX0QonKrpYVlBEr8+eouNVdn89E39uPzyvQbU/CSOX+7CYbPQMzhBR/84sdE2jl/upKI4hZeONLCpKoefvHGTdeWZ/OpII8U5iZyu6cFsNjHomqGp00VyfBRHzrezoiSNX7xbz6aqbP72DT2Tv/1QIz8znov1ffgDMDHloa51mIyUGN4+3RLO5OaqnHmZzE6NpabJyYzbh9vrp6ZpkLyMOA6daGZtWSZ//1Ytmypz+Lu3alkRkcn61mFckx4CAbhY38+SHD2TG8r147GpKpufv11HRZGeycQ4PZPO0RksFhNnbvRQWqBncmOlvs3Gqmw9k4UpfHCpg2iHnslu5yQxUVY+vtKlZ/JIIxursvipkcmXjzRSkpfIJ9e6sVr0TLb06L8kOXahg0pjDOv5qmVtWaaeyax4zt3sIxjUJ2GN7SOkG5lcpabz83fqjezfpHp5Bq991EReelw4kzOzPm42D5GbFsfhk7epjsjk3xmZfPOT22Qkx3Dz9hATMx58/iBXGgdYkq1PmtaW6ZncVGVkcmkq75xuJTnegdYxwvDYLGaT+a5Mhnr8i3fqKFuSwrELHUYmx+kdnMJhVzh5rYflhcnhTP4klMn3GyjNT+LjK104bAq9g1O0940TH2vjo8udlN8nk0U5iZy5oWdyyDVLU+coKQlRHDk3P5M/ebOWNWWZ+hjOjONifT8+XzCcyazUGN4+1cIqNZ2fvR3KZC2r1HQOftxMVmos15sGmZr14fb4uaY5w5lcU5bB379VN5fJkjR+fewWbq/+rqfPH+TXx27R6Zz6ys4bn+Ua0J3AYQBN0xqBJFVV4wFUVS0CRjRN69I0LQC8b/y8EEIIIf6BM5tN1LeNoBYkU9M0SPXyDM7c6GVtWQanr/dQmJ3ArfZRoqOsjE7M4vMFSElw0Nk/TvmSFK7ecrKuLFN/Z2yZ/q5kbkYct7tdOGyK8Q6Gn4zkGFp6xqhcmsrlxoHwu5ErS9O4UN9PZmoM7X3jWK0KHl+AyRkvOelxaB2jrChJ5VJ9f/h5KotTudo4QFpSFN3OSRRF/6fQ2KSbwqwEGtpGWFWaxoW6PtYa78iVLUmhpslJUryDvuEpTGYTVouZobFZinMTqW0ZYrWazrmbfawvz+RkTQ+l+UncNN4Vdo7OEARiHFb6hqYozU/iRtMg1csyOHujl3XlmZy53kNRjv78MdFWhsdm8QeCJMXZ6RqYoGxJMtc0J2vKMjlzo5c1Rq/zM+No7nIR5bAwPuXB4wuQnhRNW+8YFcWpXGkcYJ1xPFar6Zyv7SMrLYbWnjFsVoUZt4/pWS/ZabE0d45StTSNSw39xjbdVC3V+5eeHE1n/wQWizn8C4OCzHhudYyywuhX6B3MiqJUrmlOkhMc9A5NYTabsCgmRsZnWZKTSH3rsNGvXtaV6f1SC5O50TxIQpydgZFpABx2CwPD05TkJXLz9pCekdo+1pdncbKmh6V5idS1DhMbbWPINUsgGCQh1k7P4CTLliRT0+RkzXKjx2WZnLnRQ2F2PFrHKNEOC2OTbny+AGmJUXT0jVNRlMLVxgHWLg9lMoPztb3kpsfS0j2G3aYwNeNjxu3TM9ntoioyk9d7WFmaxsX6fjJSYugw+uU1MpmbHofWMcLKkjQ9k+WZnKrpprJYf97URD2TZkVfNumacLMkey6T52v7wtuUFaZwvWkwnElMYLPqv/xZmpsU0a9e1hvHpSQ/idqWOzIZpWdSzU/mRtOgkase1pVncrqmmyU5CTS2jxBjjGF/IEhyvIPO/ohMGllcsyyDszd6yDMy6bBbGJ/2GO+M65mrKErhcuPceFxVms6FOj2Tbb36GJ51+5ia9ZITymSJ3tN1ZRmcqunRe97QT1pSNJ0DE+ElqmOTeiYb20dZWZrOhTr9eU7VdFNelHJXJq0WM0OuGYpy9BytCmXS6LFacHcmo41MluYncaN5iDXL9Xdi15Vncup6D8W5er7jIjMZZ6fbOcnyJSnUaE7WLJt7nTxzo5eCrHi0zlGi7shke9845aFMGv1abbxO5qTH0tKjZ3J6Vs9kVmost7tcrChJ5XKDsU1NDyvukUmfX89kXob+OnkvRy+0o1i+mo8L+ixLcDOBqxH/P2h8b9z4czDi75xA8YMeLCkpGotF+R3LvL+0tLgv7bEWktS98B7W2qXuhfew1i51i8/ri5ybLYrZuI4JgsHQtUf69VOhxVvhP02m8DVPQfTr1wJB4xo64zrAyAVfwaB+BVMwCIpxzZw54jEIgtnE/OcxvheMeFyzsYzMbNaXDHNHbcFQbejbeH2Er+sKXatnYv7zBI3r/ELXioX3y3he42nusY1Rt1l/5rl9n9tvU8QX4etJg3fXdNe+R+xP+GciehC69mx+Tfq+31nT3PNxj22C4ccL70/EY9yrX4Fg6PgHI65f1Huu3KdfGLnijh4EwtcN39EvuKumuR7M34aI4x6ZQUWZq+le/cK4LnKupohMhp/37uMR3uYex+WBmQxd7xfQr62M3J+7Mzk/x8E7enDPHhvfu6sm4887H5/In8WoiYgxdo9xf+c283pg9PPe+eWuPoX+vPu4GPsBKGbmehDxfHdlMnyt5B19injNuFdtkf0KRGT+znyFBI3r1OfXxF3bzHudZC5XihI5th6w7/NqgtBYJsjdWQnXNrevd7IoJhLio8K/pPsyfZ4PIXrQYuBPXSg8Ojr9OZ7y3tLS4hgcnPjSHm+hSN0L72GtXepeeA9r7d/kumUC+8V9kXOzWpDEL9+r58ffquKVDzT2bl7C+do+tlfn0tTporI4lfEpD6mJUZjNJlyTbnLT43jvbBs/OlDB68eb2L2+kEv1/WxdlUNb7xjLC5OZnvWREGvHaryrU5gdz4eXO/jDJ8s4fLKF7atzuXJrgM1V2XQNTFCSl8isx0+UXb+mtHdoigNbi/n7t+r4wZ5lvH+une2r86jRnGyoyKRvaIrCrHg8Xv2DO+JjbHT1j/PkpiX8/O06nntc5cNLnWyvzqW2ZYi1ZZk4R2fIy4jD5w8QCEJSnIOWnjEeW5fPS+838t0dSzlV08Oj1Xk0tOnv8o2Mz5KVGkMgEGTW4ycjJZrDJ5v58beq+PWxWzy1tdjoVx5NHaNUlaQyNukmIzkaE/oy0Jy0WN4708qPDlTw6kdN7NlYGL4GrKVnjLIlyUxOe0mOt2NRzAy7ZijIiufYxQ5+uK+cQyeaeXRtPlca9WvzOvonKM1PYnrWR1y0FbtNoW94iqe2FfPx4Vr+YG8Z75xuZfvqPK5pTjZWZdEzOElxTgJurx+bVSE2ykq3c4J9jxTxs7fr+P7uZRw938726lxu3B5iXXkWAyPTFGTq/TIBibF22nvH2LOxkBffrefpnaV8fKWL7atzqWsZonpZBsNjs+SkxeIPBPH4/KQmRtHc5WJHdR6/OtrIt7Yt1a+VXJPHrXb9nUHXhJvMlGgApmd94eWJLzxVwW8/bNIzWdfHttW53O5yUVGcwsS0h9QEI5MTbvIy4jhyro0f7q/g4MfNPLY+n0sN/WxZmUNb7zjLCpOYmvESH2PHZlUYGJlmSXYCH13u5A+fLOOtU3OZ3FSVTZdzkqW5RiZtFmIcVnoGJ9m/pWheJndU53G9aZANFZn0D+uZ9PoCKGYT8TE2OvrGeGJTIT9/p57nHivlo0udbF+dR23LMGuMTOamx+L3B/H79RUGt7vH2LV2fiZ3VOfS0DbMqtK5TAaDMOP2kZkSw1snb4czeWBL0VwmO0epWprK2JSH9KQozCYTY1MectNjee+snsnXjExeqOtj6+pcWkOZnPGSFGfHqujvNBZmxfPBxQ7+eF85b35ymx1r8rjcqF//GMrkjNtHTJRVX9Y6pGfyxFt1/P4Ty3nnTCvbV+dSoznZWJlF7+AURTkJeLx+rBYzcdE2ugbG2btZH8PPP76MYxc72F6dx83bQ6wrz8Q5Ok1+Zhxen/6BRknxdtp6XOzeUBDO5ImrXeyozqOu9R6Z9PpJT46m+ZP5mdSvKc9Fax9hZWlaeAwDTE5775nJC3X9bFudQ0u3i4oiPZMpRiZHx93kZ8Zx9LyRyRPN7Fqbb1yPnEN73zhqgT6G42Ns2I1MFuUYmdxbxtunWti2OpertwbYvCKbbuckxbkJzHr8OGwKMQ59Ofv+LUUcu9Bx12v77g2FjIx8/mW4Dzo3m0KfwHU/qqr+W6BP07SfGP/fCqzQNG1CVdVC4BXj+lBUVf03wLCmaf/jfo83ODjx4Cf8HXyT/8G1GB7WuuHhrV3qXngPa+3f5LrT0uK+mk9J+Ab5QudmEzT3TnCxoZ/M5Ghm3X5mPfo/aps6R/WllrW9bF2Vy4mrXWxdmcvFev2DeNp6x0hJcOgf3jPtJT8jjoa2YdYsz+TszR62rszlk2tdPLIyh6uNAywvTKFrYIL4WBtmk76ksyg7gZu3B1lfkcXp6z1sW5XLqZpuNlZlc00bQM1Ppn9oiiiHBbtN/0daaV6SPhGtzOJUTQ/bV+vbrK/I4mbLEEXZCQy7ZrBY9A9K0ZfPJXO1YYBNK3I4ea2LbavzOHO9h7VlGdS3DZOfEc/YpBsw/lHbO05VcSoXG/rZsiKHE9e62LYql3M3e6leloHWOUpWSgzTs15j2WwUt7vGWKnqHxaydVUun1ztYuuqXC7U9lJlfNhRWlI0vtAy47QYbnWMhpcvh7Z5ZGUOlxv6qSjSP1gmMc4OwSCuSQ+FWXHUtg6zbrm+JHXban2bzSv0D+JZVpBM7+AksdE2LIqZQdcMJXkJXG8aYkOFvsxw+6pcTtZ0sbEym+vNgyzNTcQ5MoPdphDtsNA3NIlakMy1W042VWVz8lo321bncua6/iExtS1DFGbF4xqfxWQ2ER9rp6t/nPKiVH3StyKHT651s3VVDmdv6ks7b3WMkJMWy8S0F38gQGpiFK3dY1SVpHKhrp+tK3M4cbWLbatzOV/bx8rSNG53u8iIzGRqDE0doUz2sXVVzrxMVhan0t43TnK8g0AgyMS0h7yMOOpbh1lrLOHdtkrPpN6vfsoKU8MfdmRRTAyP3ZHJGr3Hp2q62VCZxfWmQUrzk+gzMumwKfQbSzqvNznZUDGXyZM13Wyo0D8cqign8VMyafT4Rjdrl2dS3zZCfkYcY1NugkFIfkAmz9f2skrNoCmUSeNa1szkaJo7XfMyeeJKJ1tX5eljuCSN1h4XqYlzmcxNj6GxbZTq5Xdn8krDAGVFKXT2j5MY6wCCuCbdFGbFU9s6zHpjmek2I1+bqvQP4lEjMmm1mHGOGpnUBo0x3M321Xl3ZXJwdAab1Uy0w0rf0CTLCpK5emuATVU5nLrWzVYjk2vLMqlvHabAyCQmE4lxdjr6x6ko0pezPrIim5M13WxZeXcmJ2e8+Pz6stkWI5MX6/RfXnxyzRjDdX2sKEmjudtFRlI0Hq9fn/ynxqCFx3AfW41ttqzM5VJ9HxXFqXT069eHB4PB8AdK1bcOs/YeY/jarQGWFSbT45wMZ3LI+JCzm816JufGcDcbjUyW5CXy2vFmpma8OGwKv//kctap6Shf4Oz6oHPzZ5mAbgL+naZpj6mquhr4a03THon4+3pgL9ANnAd+T9O0pvs9nkxApe7F8LDWLnUvvIe19m9y3TIB/eK+6LnZbDYx7fHj9s7d+iBoLF8M3SYjEDBul+ALoBjXEYZvRWEcwfBSUeOWAH7j1ge+0K0IwrdJwFgaGiQQCN32Yf7tCwL+IGbjlhGRt0kwm0z4g/rtUfzBYPh2CTarYtxaI7T0MqImk/44FrMJX3Du9hLW0C08IpZrYtxaIbTvFrN++wXFuMWFoswtIQ0QJLSYLrR8LvL2C5ZwvxQCgcAd/dK/tir6NYbmiNuk+CJu3WA26ctfMZkwE8QfsYw1dAuS0O0szMYtHBRjWWL4GBpLCEM98N5v3+/Z4wCKyYwvELFN+FYe+u04QkuQAwHm73uotlC/wj2+o1+h235E3H4nMl9zy1nvk8nwLUKC4WWuoUyGbysScXsMPSs+45YtAcymyEwSfvzfKZOhbYLG7TL8zN0i5s5MAmaM46GY5tcf6q3p7kxaLGa83sBcJiO2CUT2GJO+H/focfh2LBYF/30yOTeGQ7eXMeu3Coo4LgHjoIcyqZgi9yfUr7lMWoxtQ8tWw70NzI3hcK/vkclwjj8lk2ZT5Bgm4vXlPpkMjeHg3LLfUA2+QAC71TJ3e6f79Svi+EdmMvR8itlYws7cbV4ibxEzdzuhwLxMhl6/QsdSiehbaD/uzKTH6yfKppCXGf+F3v2EB5+bP3UJrqZp51RVvaqq6jkgAPypqqp/BIxpmvYm8I+AV4wff/VBk08hhBBC/MMTCARxWMw4LOYH/FLBuMbU9nmuNVXu+PPL99l/GfJF6v8c24T7de/rsObX/UX69FX19v6P+6lZ+VzP87ts+/n6de+eL6bPVsMXr/vOfv0u1wZ+nusI52r8cn/JunBjeH7dn6UHX8YY/gKZtOvbfhXXfUb6TNeAapr2L+741o2IvzsFbPwyixJCCCGEEEII8Q/PVzu9FUIIIYQQQgghDDIBFUIIIYQQQgixIGQCKoQQQgghhBBiQcgEVAghhBBCCCHEgpAJqBBCCCGEEEKIBSETUCGEEEIIIYQQC0ImoEIIIYQQQgghFoRMQIUQQgghhBBCLAiZgAohhBBCCCGEWBCmYDC42DUIIYQQQgghhPgGkHdAhRBCCCGEEEIsCJmACiGEEEIIIYRYEDIBFUIIIYQQQgixIGQCKoQQQgghhBBiQcgEVAghhBBCCCHEgpAJqBBCCCGEEEKIBSETUCGEEEIIIYQQC8Ky2AV8Hqqq/ndgAxAE/lzTtMuLXNIDqar6X4Et6P3+z8ABoBoYNn7kv2ma9t4ilXdPqqpuB14H6o1v1QL/FXgZUIA+4Pc1TXMvSoEPoKrqj4Dfj/jWGuAKEANMGd/73zVNu7rQtd2LqqoVwFvAf9c07X+oqprHPfqsqurvAf8ECAA/1TTtZ4tVc8h9av8FYAW8wA80TetXVdULnI3YdKemaf6Fr1h3j7pf5B5j8uvW83vU/TqQZvx1MnAB+E/o4zWU70FN055e8GLvcI/Xwcs8JDkXn42cm796cm5eOHJuXnhybl54i3VufugmoKqqbgNKNE3bqKrqcuDnwMZFLuu+VFXdAVQY9aYANcDHwL/UNO3dxa3uU53UNO17of9RVfUXwP/UNO11VVX/E/BD4H8tWnX3YQyKn0E4L88A5cAfa5pWt5i13UlV1Rjgb4DjEd/+99zRZ1VVXwL+NbAO8ACXVVV9U9O0kQUv2nCf2v8D+gvTa6qq/inwT4F/DoxpmrZ94au8233qhjvGpPFzX5ue36vuyJOXqqo/B/5+7q++Hv2G+74OHuchyLn4bOTcvKDk3PwVk3PzwpNz88JbzHPzw7gEdydwGEDTtEYgSVXV+EWt6MFOAaEgutB/06csWjVfzHbgbePrd4Bdi1fKZ/avgb9c7CIewA08CfRGfG87d/d5PXBZ07QxTdNm0H9juXkB67yXe9X+j4FDxteDQMpCF/UZ3Kvue/m69fy+dauqqgKJmqZdWvCqPpt7vQ5u5+HIufhs5Ny8eLYj5+Yvm5ybF56cmxfeop2bH7p3QIFM5t6+Bn0gZQLji1POgxlLGUJLS34EvA/4gT9TVfWfAk7gzzRNG1qkEh+kTFXVt9GXD/w7ICZiWY8TyFq0yj4DVVXXAl3GMhOAf6+qairQCPwTYxAtKk3TfIDPqC/kXn3ORM86d3x/0dyrdk3TpgBUVVWAP0X/jTGAQ1XV3wAFwCFN0/5qgcsNu0/P4Y4xydes5w+oG+DP0X8DG5KpqupBIBv9N5m/XoAS7+s+r4O7H4aci89Mzs0LR87NXzE5Ny88OTcvvMU8Nz+M74DeybTYBXwWqqo+hX5w/wx9bfW/0DTtUeA68G8Xr7L7akY/sT0F/CH6spnIX1g8DH1/AXjR+Pr/A/6Zpmlb0dev/+liFfU7ul+fv7b9N05wLwMfa5oWWpLyF8CfAI8Dv6eq6prFqu8+PsuY/Fr2XFVVG/CIpmknjG8NA/8X8Dz6NW1/qarq1+IfpHe8DkZ66HIuPtVDcezk3Lwo5Ny8COTcvLDk3PxgD+M7oL3oM/GQbPSLZL+2VFXdDfwrYI+maWPMX9/+Nl/PazV6gFeN/21RVbUfWKuqapTx28kcPn2ZxGLbDvxvAJqmvRnx/XeAZxejoM9o8h59vjP3OegXtX8d/QJo1jTt34W+oWna34a+VlX1OFCJ/uETXwsRJ2OYG5MHeTh6vg0IL+/RNG0C/RgADKmqegVYxiK/Tt75Oqiq6sOeczGfnJsXgJybF9XD/pol5+aFJefmB3gY3wH9APgegKqqq4Fe46B+LamqmgD8N2Bf6GJdVVUPqapaZPzIduBrdfE9gKqqv6eq6l8YX2cCGegD57vGj3wXOLpI5X0qVVWzgUlN0zyqqppUVf1IVdVE46+38zXseYSPuLvPF9H/kZGoqmos+tr704tU330Zn5Lm0TTt30R8T1VV9TfGcbCg115/3wdZBPcZkw9Fz4G1wI3Q/6iqukNV1b8yvo4BVgJNi1NauKa7Xgd5iHMu7knOzQtAzs2L6qF9zZJz86KQc/MDmILB4BfZflGoqvpfgPByDU3TbnzKJotGVdU/QV8yEBmyX6C/zT0NTKJ/Apxz4au7P1VV44DfAImADX3JTw3wEuAAOtDr9i5WjQ+iqmo18B80TXvC+P9ngP8Dfa17D/AjTdOmF7FEIFzn/wsUon80eg/we+jLk+b1WVXV7wH/DP0WB3+z2NcO3Kf2dGCWueu+GjRN+8eqqv7fwKPoY/ZtTdP+48JXrLtP3X8D/AvuGJNfp57fp+7voI/NM5qmvWr8nAX9E/dU9A9V+V+apv3iXo+5UO7zOviH6HV+rXMuPjs5N3/15Ny8MOTcvPDk3LzwFvPc/FBOQIUQQgghhBBCPHwexiW4QgghhBBCCCEeQjIBFUIIIYQQQgixIGQCKoQQQgghhBBiQcgEVAghhBBCCCHEgpAJqBBCCCGEEEKIBSETUCEWiKqqQeNjuD/rz/8HVVX/7VdYkhBCCPGNJudmIRaeTECFEEIIIYQQQiyIz/wbHyHEl0NV1e3oN1buBsrRb1y8R9O0aVVV/yOwD+hCvzF3o7HNDuDfACbj53+MfuPo48BaTdNGVVX9GPgrTdPeXdg9EkIIIR5ucm4WYuHIO6BCLI6NwP+padpGwA/sVlW1FPg9YB3wLaAEQFXVaOBvge9omrYN+Bvg/9E0rQP4r8B/UVX1j4A2OcEJIYQQn5ucm4VYAPIOqBCLo1HTNKfxdQeQDFQCVzVNcwOoqnrK+PsKIAt4Q1VVAAUIAmia9lNVVY8Am4DNC1e+EEII8Q+OnJuFWAAyARVicfju+H+T8V8g4nuK8acb6NQ0bfudD2J8cEKisW0CMP5lFyqEEEJ8Q8i5WYgFIEtwhfj6aARWq6pqU1XVCmwzvt8EpKqqWgGgqupWVVX/xPi7fwUcBf4C+LmqqqaFLloIIYT4B0zOzUJ8yWQCKsTXhKZp9cBh4CLwOnDd+P4M8APgZ6qqngT+EjipquoK4DvAf9Y07SjgBP504SsXQggh/mGSc7MQXz5TMBhc7BqEEEIIIYQQQnwDyDugQgghhBBCCCEWhExAhRBCCCGEEEIsCJmACiGEEEIIIYRYEDIBFUIIIYQQQgixIGQCKoQQQgghhBBiQcgEVAghhBBCCCHEgpAJqBBCCCGEEEKIBfH/Ax6LP/+pn+LBAAAAAElFTkSuQmCC\n", + "image/png": 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\n", 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" ] @@ -978,10 +982,8 @@ "train_preds = []\n", "for k in range(K):\n", " predictive = numpyro.infer.Predictive(logistic, fit_list[k].get_samples())\n", - " train_pred = predictive(\n", - " jax.random.PRNGKey(0),\n", - " x=train_x_list[k],\n", - " )[\"logits\"]\n", + " rng_key = jax.random.fold_in(jax.random.PRNGKey(19), k)\n", + " train_pred = predictive(rng_key, x=train_x_list[k])[\"logits\"]\n", " train_preds.append(train_pred.mean(axis=0))\n", "# reshape, so we have (N, K)\n", "train_preds = np.vstack(train_preds).T" @@ -1007,10 +1009,8 @@ "test_preds = []\n", "for k in range(K):\n", " predictive = numpyro.infer.Predictive(logistic, fit_list[k].get_samples())\n", - " test_pred = predictive(\n", - " jax.random.PRNGKey(0),\n", - " x=test_x_list[k],\n", - " )[\"logits\"]\n", + " rng_key = jax.random.fold_in(jax.random.PRNGKey(20), k)\n", + " test_pred = predictive(rng_key, x=test_x_list[k])[\"logits\"]\n", " test_preds.append(test_pred.mean(axis=0))\n", "test_preds = np.vstack(test_preds).T" ] @@ -1094,7 +1094,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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