From 194347bc3a66886aafed42de6ddfec3df8afe6cb Mon Sep 17 00:00:00 2001 From: divyansha1115 Date: Wed, 8 Apr 2026 14:18:22 -0400 Subject: [PATCH 1/3] update notebook --- .../project-notebooks/Macrocircuits.ipynb | 33857 ++-------------- 1 file changed, 2595 insertions(+), 31262 deletions(-) diff --git a/projects/project-notebooks/Macrocircuits.ipynb b/projects/project-notebooks/Macrocircuits.ipynb index 23adadeb4..723fb5ad7 100644 --- a/projects/project-notebooks/Macrocircuits.ipynb +++ b/projects/project-notebooks/Macrocircuits.ipynb @@ -1,31339 +1,2672 @@ { - "cells": [ - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "\"Open   \"Open" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "# Macrocircuits\n", - "\n", - "***Macrocircuits: Leveraging neural architectural priors and modularity in embodied agents***\n", - "\n", - "**By Neuromatch Academy**\n", - "\n", - "**Content creators:** Divyansha Lachi, Kseniia Shilova \n", - "\n", - "**Content reviewers:** Eva Dyer, Hannah Choi \n", - "\n", - "__Production editors:__ Konstantine Tsafatinos, Ella Batty, Spiros Chavlis, Samuele Bolotta, Hlib Solodzhuk\n", - "\n", - "---" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "## Background\n", - "This project explores how we can build a biologically inspired artificial neural network (ANN) architecture, derived from the C. Elegans motor circuit, for the control of a simulated Swimmer agent. Traditional motor control ANNs often rely on generic, fully connected multilayer perceptrons (MLPs), which demand extensive training data, offer limited transferability, and possess complex internal dynamics that challenge interpretability. The project aims to understand how the biologically motivated ANN, which is shaped by evolution to be highly structured and sparse, could help to solve these problems and provide advantages in the domain of motor control. We will train MLPs using algorithms such as PPO, DDPG, and ES, and compare their performance in terms of rewards and sample efficiency with our bio-inspired ANN. The project also includes visualizing the C. Elegans connectome and building the network using this circuitry. We will conduct various ablation analyses by removing sign and weight-sharing constraints, and altering environmental parameters like the swimmer’s length or viscosity. These investigations aim to understand how architecture and modularity impact performance and learning across different environments. Finally, the project aims at building an agent that is robust to environmental variations, navigating towards specific targets, and enhancing our understanding of bio-inspired motor control. \n", - "\n", - "\n", - "**Relevant references:** \n", - "\n", - "- [Neural circuit architectural priors for embodied control](https://arxiv.org/abs/2201.05242) \n", - "- [Hierarchical motor control in mammals and machines](https://www.nature.com/articles/s41467-019-13239-6) \n", - "- [Continuous control with deep reinforcement learning](https://arxiv.org/pdf/1509.02971.pdf) \n", - "\n", - "*This notebook uses code from the following GitHub repository:* [ncap](https://github.com/nikhilxb/ncap) by Nikhil X. Bhattasali and Anthony M. Zador and Tatiana A. Engel.\n", - "\n", - "**Infrastructure note:** This notebook contains GPU install guide as well as CPU ones for different OS." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [], - "source": [ - "# @title Install and import feedback gadget\n", - "\n", - "!pip install vibecheck datatops --quiet\n", - "\n", - "from vibecheck import DatatopsContentReviewContainer\n", - "def content_review(notebook_section: str):\n", - " return DatatopsContentReviewContainer(\n", - " \"\", # No text prompt\n", - " notebook_section,\n", - " {\n", - " \"url\": \"https://pmyvdlilci.execute-api.us-east-1.amazonaws.com/klab\",\n", - " \"name\": \"neuromatch_neuroai\",\n", - " \"user_key\": \"wb2cxze8\",\n", - " },\n", - " ).render()\n", - "\n", - "feedback_prefix = \"Project_Macrocircuits\"" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "yAIcfUDHnudx" + }, + "source": [ + "\"Open   \"Open" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "9X9VzAz7nudy" + }, + "source": [ + "# Macrocircuits\n", + "\n", + "***Macrocircuits: Leveraging neural architectural priors and modularity in embodied agents***\n", + "\n", + "**By Neuromatch Academy**\n", + "\n", + "**Content creators:** Divyansha Lachi, Kseniia Shilova \n", + "\n", + "**Content reviewers:** Eva Dyer, Hannah Choi \n", + "\n", + "__Production editors:__ Konstantine Tsafatinos, Ella Batty, Spiros Chavlis, Samuele Bolotta, Hlib Solodzhuk\n", + "\n", + "---" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "wlAoLYYqnudy" + }, + "source": [ + "## Background\n", + "This project explores how we can build a biologically inspired artificial neural network (ANN) architecture, derived from the C. Elegans motor circuit, for the control of a simulated Swimmer agent. Traditional motor control ANNs often rely on generic, fully connected multilayer perceptrons (MLPs), which demand extensive training data, offer limited transferability, and possess complex internal dynamics that challenge interpretability. The project aims to understand how the biologically motivated ANN, which is shaped by evolution to be highly structured and sparse, could help to solve these problems and provide advantages in the domain of motor control. We will train MLPs using algorithms such as PPO, DDPG, and ES, and compare their performance in terms of rewards and sample efficiency with our bio-inspired ANN. The project also includes visualizing the C. Elegans connectome and building the network using this circuitry. We will conduct various ablation analyses by removing sign and weight-sharing constraints, and altering environmental parameters like the swimmer’s length or viscosity. These investigations aim to understand how architecture and modularity impact performance and learning across different environments. Finally, the project aims at building an agent that is robust to environmental variations, navigating towards specific targets, and enhancing our understanding of bio-inspired motor control. \n", + "\n", + "\n", + "**Relevant references:** \n", + "\n", + "- [Neural circuit architectural priors for embodied control](https://arxiv.org/abs/2201.05242) \n", + "- [Hierarchical motor control in mammals and machines](https://www.nature.com/articles/s41467-019-13239-6) \n", + "- [Continuous control with deep reinforcement learning](https://arxiv.org/pdf/1509.02971.pdf) \n", + "\n", + "*This notebook uses code from the following GitHub repository:* [ncap](https://github.com/nikhilxb/ncap) by Nikhil X. Bhattasali and Anthony M. Zador and Tatiana A. Engel.\n", + "\n", + "**Infrastructure note:** This notebook contains GPU install guide as well as CPU ones for different OS." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "execution": {}, + "id": "QsX40b9ynudy" + }, + "outputs": [], + "source": [ + "# @title Install and import feedback gadget\n", + "\n", + "!pip install vibecheck datatops --quiet\n", + "\n", + "from vibecheck import DatatopsContentReviewContainer\n", + "def content_review(notebook_section: str):\n", + " return DatatopsContentReviewContainer(\n", + " \"\", # No text prompt\n", + " notebook_section,\n", + " {\n", + " \"url\": \"https://pmyvdlilci.execute-api.us-east-1.amazonaws.com/klab\",\n", + " \"name\": \"neuromatch_neuroai\",\n", + " \"user_key\": \"wb2cxze8\",\n", + " },\n", + " ).render()\n", + "\n", + "feedback_prefix = \"Project_Macrocircuits\"" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "a32a039d15fc4ad484047d085fa0dda4" + ] + }, + "execution": {}, + "id": "8eKRwaBBnudz", + "outputId": "d58d2b7f-5ed8-4801-e6ce-46f7d213d435" + }, + "outputs": [], + "source": [ + "# @title Project Background\n", + "\n", + "from ipywidgets import widgets\n", + "from IPython.display import YouTubeVideo\n", + "from IPython.display import IFrame\n", + "from IPython.display import display\n", + "\n", + "\n", + "class PlayVideo(IFrame):\n", + " def __init__(self, id, source, page=1, width=400, height=300, **kwargs):\n", + " self.id = id\n", + " if source == 'Bilibili':\n", + " src = f'https://player.bilibili.com/player.html?bvid={id}&page={page}'\n", + " elif source == 'Osf':\n", + " src = f'https://mfr.ca-1.osf.io/render?url=https://osf.io/download/{id}/?direct%26mode=render'\n", + " super(PlayVideo, self).__init__(src, width, height, **kwargs)\n", + "\n", + "\n", + "def display_videos(video_ids, W=400, H=300, fs=1):\n", + " tab_contents = []\n", + " for i, video_id in enumerate(video_ids):\n", + " out = widgets.Output()\n", + " with out:\n", + " if video_ids[i][0] == 'Youtube':\n", + " video = YouTubeVideo(id=video_ids[i][1], width=W,\n", + " height=H, fs=fs, rel=0)\n", + " print(f'Video available at https://youtube.com/watch?v={video.id}')\n", + " else:\n", + " video = PlayVideo(id=video_ids[i][1], source=video_ids[i][0], width=W,\n", + " height=H, fs=fs, autoplay=False)\n", + " if video_ids[i][0] == 'Bilibili':\n", + " print(f'Video available at https://www.bilibili.com/video/{video.id}')\n", + " elif video_ids[i][0] == 'Osf':\n", + " print(f'Video available at https://osf.io/{video.id}')\n", + " display(video)\n", + " tab_contents.append(out)\n", + " return tab_contents\n", + "\n", + "\n", + "video_ids = [('Youtube', 'CwOUn0Bt4JU'), ('Bilibili', 'BV1Zx4y1t7BU')]\n", + "tab_contents = display_videos(video_ids, W=854, H=480)\n", + "tabs = widgets.Tab()\n", + "tabs.children = tab_contents\n", + "for i in range(len(tab_contents)):\n", + " tabs.set_title(i, video_ids[i][0])\n", + "display(tabs)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "bf42862ae33d45f9b5430bcdf345164d" + ] + }, + "execution": {}, + "id": "g6jdacYznudz", + "outputId": "a5b8e2ea-e638-45d3-e784-d7652df55e94" + }, + "outputs": [], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_project_background\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "execution": {}, + "id": "PmmojTcDnudz", + "outputId": "986e87cb-0bec-43c2-e1c9-f8393d68ed12" + }, + "outputs": [], + "source": [ + "# @title Project slides\n", + "\n", + "from IPython.display import IFrame\n", + "print(\"If you want to download the slides: https://osf.io/download/cz93b/\")\n", + "IFrame(src=\"https://mfr.ca-1.osf.io/render?url=https://osf.io/download/cz93b/?direct%26mode=render\", width=854, height=480)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "execution": {}, + "id": "uXVKFKpSnudz", + "outputId": "5804fed1-c3e8-4f41-c21d-acead38d1ebe" + }, + "outputs": [], + "source": [ + "#@title Project Template\n", + "from IPython.display import Image, display\n", + "import os\n", + "from pathlib import Path\n", + "\n", + "url = \"https://github.com/neuromatch/NeuroAI_Course/blob/main/projects/project-notebooks/static/NCAPProjectTemplate.png?raw=true\"\n", + "\n", + "display(Image(url=url))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "a849d94b64834371b77f7ee87fdc1a6f" + ] + }, + "execution": {}, + "id": "oUzxL3gnnudz", + "outputId": "038bbd6a-2939-42cd-9e99-89423aad8654" + }, + "outputs": [], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_project_template\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "m9u32xF6nud0" + }, + "source": [ + "**Tutorial links**\n", + "\n", + "This particular project connects a couple of distinct ideas explored throughout the course. Firstly, the innate ability to learn a certain set of actions quickly is the main topic of [Tutorial 4](https://neuroai.neuromatch.io/tutorials/W2D4_Macrolearning/student/W2D4_Tutorial4.html) for **W2D4** on biological meta-learning. The focus comes with the observation that the brain is not of a generic architecture but is a highly structured and optimized hierarchy of modules, the importance of which is highlighted in [Tutorial 3](https://neuroai.neuromatch.io/tutorials/W2D1_Macrocircuits/student/W2D1_Tutorial3.html) for **W2D1**, forming inductive bias for efficient motor control. The default model for the agent used here is already known Actor-Critic; you had the opportunity to observe in already mentioned tutorials as well as in [Tutorial 3](https://neuroai.neuromatch.io/tutorials/W1D2_ComparingTasks/student/W1D2_Tutorial3.html) for **W1D2**." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "07PNYekknud0" + }, + "source": [ + "---\n", + "## Scetion 0: Initial setup\n", + "\n", + "Disclaimer: As an alternative to Google Colab, Kaggle, and local installation, we have prepared a Dockerfile with the instructions on the virtual environment setup. It will allow you to work locally with no interventions into already installed packages (you will just need to install Docker and run two commands). Grab a [Dockerfile](https://osf.io/xdpur), put it in the same folder as this notebook, and follow the instructions in [README](https://osf.io/sgrb2) file." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "3ZACwQhGnud0" + }, + "source": [ + "**IF USING COLAB (recommended):**\n", + "\n", + "Uncomment the cell below and run it." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "execution": {}, + "id": "L0ZNFQ9Nnud0", + "outputId": "4f31197b-e86e-44dc-e7f2-8d0663ff29a6" + }, + "outputs": [], + "source": [ + "#@title Installing Dependencies (Colab GPU case, uncomment if you want to use this one)\n", + "\n", + "import distutils.util\n", + "import os\n", + "import subprocess\n", + "if subprocess.run('nvidia-smi').returncode:\n", + " raise RuntimeError(\n", + " 'Cannot communicate with GPU. '\n", + " 'Make sure you are using a GPU Colab runtime. '\n", + " 'Go to the Runtime menu and select Choose runtime type.')\n", + "\n", + "# Add an ICD config so that glvnd can pick up the Nvidia EGL driver.\n", + "# This is usually installed as part of an Nvidia driver package, but the Colab\n", + "# kernel doesn't install its driver via APT, and as a result the ICD is missing.\n", + "# (https://github.com/NVIDIA/libglvnd/blob/master/src/EGL/icd_enumeration.md)\n", + "NVIDIA_ICD_CONFIG_PATH = '/usr/share/glvnd/egl_vendor.d/10_nvidia.json'\n", + "if not os.path.exists(NVIDIA_ICD_CONFIG_PATH):\n", + " with open(NVIDIA_ICD_CONFIG_PATH, 'w') as f:\n", + " f.write(\"\"\"{\n", + " \"file_format_version\" : \"1.0.0\",\n", + " \"ICD\" : {\n", + " \"library_path\" : \"libEGL_nvidia.so.0\"\n", + " }\n", + "}\n", + "\"\"\")\n", + "\n", + "print('Installing dm_control...')\n", + "!pip install -q dm_control>=1.0.16\n", + "\n", + "# Configure dm_control to use the EGL rendering backend (requires GPU)\n", + "%env MUJOCO_GL=egl\n", + "\n", + "!echo Installed dm_control $(pip show dm_control | grep -Po \"(?<=Version: ).+\")\n", + "!pip install -q dm-acme\n", + "!mkdir output_videos" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "rTtFEAM3nud0" + }, + "source": [ + "**IF USING KAGGLE (recommended):**\n", + "\n", + "Uncomment the cell below and run it." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "execution": {}, + "id": "M4NgiNLinud0" + }, + "outputs": [], + "source": [ + "#@title Installing Dependencies (Kaggle GPU case, uncomment if you want to use this one)\n", + "\n", + "# import subprocess\n", + "\n", + "# subprocess.run([\"sudo\", \"apt-get\", \"install\", \"-y\", \"libgl1-mesa-glx\", \"libosmesa6\"])\n", + "# subprocess.run([\"pip\", \"install\", \"-q\", \"imageio[ffmpeg]\"])\n", + "\n", + "# print('Installing dm_control...')\n", + "# !pip install -q dm_control>=1.0.16\n", + "\n", + "# %env MUJOCO_GL=osmesa\n", + "\n", + "# !echo Installed dm_control $(pip show dm_control | grep -Po \"(?<=Version: ).+\")\n", + "# !pip install -q dm-acme[envs]\n", + "# !mkdir output_videos" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "exaHj8Nfnud0" + }, + "source": [ + " **IF RUNNING LOCALLY**\n", + "\n", + "Uncomment the relevant lines of code depending on your OS." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "execution": {}, + "id": "BPC1ubWZnud0" + }, + "outputs": [], + "source": [ + "#@title Installing Dependencies (CPU case, comment if you want to use GPU one)\n", + "\n", + "import subprocess\n", + "import os\n", + "\n", + "############### For Linux #####################\n", + "# subprocess.run([\"sudo\", \"apt-get\", \"install\", \"-y\", \"libglew-dev\"])\n", + "# subprocess.run([\"sudo\", \"apt-get\", \"install\", \"-y\", \"libglfw3\"])\n", + "# subprocess.run([\"sudo\", \"apt\", \"install\", \"ffmpeg\"])\n", + "###############################################\n", + "\n", + "############### For MacOS #####################\n", + "# subprocess.run([\"brew\", \"install\", \"glew\"])\n", + "# subprocess.run([\"brew\", \"install\", \"glfw\"])\n", + "###############################################\n", + "\n", + "subprocess.run([\"pip\", \"install\", \"-q\", \"ffmpeg\"])\n", + "subprocess.run([\"pip\", \"install\", \"-q\", \"dm-acme[envs]\"])\n", + "subprocess.run([\"pip\", \"install\", \"-q\", \"dm_control>=1.0.16\"])\n", + "\n", + "!mkdir output_videos" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "aSCbOelXnud0" + }, + "source": [ + "**Imports and Utility Functions**" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "u5ONyWllnud0" + }, + "outputs": [], + "source": [ + "#@title Importing Libraries\n", + "import numpy as np\n", + "import collections\n", + "import argparse\n", + "import os\n", + "import yaml\n", + "import typing as T\n", + "import imageio\n", + "import matplotlib\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib.animation as animation\n", + "import pandas as pd\n", + "import seaborn as sns\n", + "from IPython.display import HTML\n", + "\n", + "import dm_control as dm\n", + "import dm_control.suite.swimmer as swimmer\n", + "from dm_control.rl import control\n", + "from dm_control.utils import rewards\n", + "from dm_control import suite\n", + "# from dm_control.suite.wrappers import pixels\n", + "\n", + "# from acme import wrappers\n", + "\n", + "from torch import nn" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "BpYJfRnnnud0" + }, + "outputs": [], + "source": [ + "#@title Utility code for displaying videos\n", + "def write_video(\n", + " filepath: os.PathLike,\n", + " frames: T.Iterable[np.ndarray],\n", + " fps: int = 60,\n", + " macro_block_size: T.Optional[int] = None,\n", + " quality: int = 10,\n", + " verbose: bool = False,\n", + " **kwargs,\n", + "):\n", + " \"\"\"\n", + " Saves a sequence of frames as a video file.\n", + "\n", + " Parameters:\n", + " - filepath (os.PathLike): Path to save the video file.\n", + " - frames (Iterable[np.ndarray]): An iterable of frames, where each frame is a numpy array.\n", + " - fps (int, optional): Frames per second, defaults to 60.\n", + " - macro_block_size (Optional[int], optional): Macro block size for video encoding, can affect compression efficiency.\n", + " - quality (int, optional): Quality of the output video, higher values indicate better quality.\n", + " - verbose (bool, optional): If True, prints the file path where the video is saved.\n", + " - **kwargs: Additional keyword arguments passed to the imageio.get_writer function.\n", + "\n", + " Returns:\n", + " None. The video is written to the specified filepath.\n", + " \"\"\"\n", + "\n", + " with imageio.get_writer(filepath,\n", + " fps=fps,\n", + " macro_block_size=macro_block_size,\n", + " quality=quality,\n", + " **kwargs) as video:\n", + " if verbose: print('Saving video to:', filepath)\n", + " for frame in frames:\n", + " video.append_data(frame)\n", + "\n", + "\n", + "def display_video(\n", + " frames: T.Iterable[np.ndarray],\n", + " filename='output_videos/temp.mp4',\n", + " fps=60,\n", + " **kwargs,\n", + "):\n", + " \"\"\"\n", + " Displays a video within a Jupyter Notebook from an iterable of frames.\n", + "\n", + " Parameters:\n", + " - frames (Iterable[np.ndarray]): An iterable of frames, where each frame is a numpy array.\n", + " - filename (str, optional): Temporary filename to save the video before display, defaults to 'output_videos/temp.mp4'.\n", + " - fps (int, optional): Frames per second for the video display, defaults to 60.\n", + " - **kwargs: Additional keyword arguments passed to the write_video function.\n", + "\n", + " Returns:\n", + " HTML object: An HTML video element that can be displayed in a Jupyter Notebook.\n", + " \"\"\"\n", + "\n", + " # Write video to a temporary file.\n", + " filepath = os.path.abspath(filename)\n", + " write_video(filepath, frames, fps=fps, verbose=False, **kwargs)\n", + "\n", + " height, width, _ = frames[0].shape\n", + " dpi = 70\n", + " orig_backend = matplotlib.get_backend()\n", + " matplotlib.use('Agg') # Switch to headless 'Agg' to inhibit figure rendering.\n", + " fig, ax = plt.subplots(1, 1, figsize=(width / dpi, height / dpi), dpi=dpi)\n", + " matplotlib.use(orig_backend) # Switch back to the original backend.\n", + " ax.set_axis_off()\n", + " ax.set_aspect('equal')\n", + " ax.set_position([0, 0, 1, 1])\n", + " im = ax.imshow(frames[0])\n", + " def update(frame):\n", + " im.set_data(frame)\n", + " return [im]\n", + " interval = 1000/fps\n", + " anim = animation.FuncAnimation(fig=fig, func=update, frames=frames,\n", + " interval=interval, blit=True, repeat=False)\n", + " return HTML(anim.to_html5_video())" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "4pRoB9nonud0" + }, + "source": [ + "\n", + "In this notebook we will explore the major components essential for this project.\n", + "\n", + "\n", + "* **Understanding the DeepMind Control Suite Swimmer Agent:** We will begin by exploring the swimmer agent provided by the DeepMind Control Suite. This section includes a detailed exploration of the agent's API, task customization capabilities, and how to adapt the environment to fit our experimental needs.\n", + "* **Training Models Using Various Reinforcement Learning Algorithms:** Next, we move on to learn how can we train models for the agents we created. We will be using Tonic_RL library to train our model. We will first train a standard MLP model using the Proximal Policy Optimization (PPO) algorithm.\n", + "\n", + "* **Training the NCAP model:** Finally we will define the NCAP model from [Neural Circuit Architectural Priors for Embodied Control](https://arxiv.org/abs/2201.05242) paper. We will train it using PPO and compare it against the MLP model we trained before.\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "c2618459c244455b8645287ec8e81c95" + ] + }, + "execution": {}, + "id": "s8Q4dtwbnud0", + "outputId": "ef22523a-1b08-4740-cdd3-2e4e10d1c6c2" + }, + "outputs": [], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_initial_setup\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "TDgYQEI1nud0" + }, + "source": [ + "---\n", + "## Section 1: Exploring the DeepMind Swimmer" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "UcfE1eZwnud0" + }, + "source": [ + "### 1.1 Create a basic swim task for the swimmer environment\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "GLTnazQ9nud0" + }, + "source": [ + "First, we'll initialize a basic swimmer agent consisting of 6 links. Each agent requires a defined task and its corresponding reward function. In this instance, we've designed a swim forward task that involves the agent swimming forward in any direction.\n", + "\n", + "The environment is flexible, allowing for modifications to introduce additional tasks such as \"swim only in the x-direction\" or \"move towards a ball.\"" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "0zN4dzIBnud0" + }, + "outputs": [], + "source": [ + "_SWIM_SPEED = 0.1\n", + "\n", + "@swimmer.SUITE.add()\n", + "def swim(\n", + " n_links=6,\n", + " desired_speed=_SWIM_SPEED,\n", + " time_limit=swimmer._DEFAULT_TIME_LIMIT,\n", + " random=None,\n", + " environment_kwargs={},\n", + "):\n", + " \"\"\"Returns the Swim task for a n-link swimmer.\"\"\"\n", + " model_string, assets = swimmer.get_model_and_assets(n_links)\n", + " physics = swimmer.Physics.from_xml_string(model_string, assets=assets)\n", + " task = Swim(desired_speed=desired_speed, random=random)\n", + " return control.Environment(\n", + " physics,\n", + " task,\n", + " time_limit=time_limit,\n", + " control_timestep=swimmer._CONTROL_TIMESTEP,\n", + " **environment_kwargs,\n", + " )\n", + "\n", + "\n", + "class Swim(swimmer.Swimmer):\n", + " \"\"\"Task to swim forwards at the desired speed.\"\"\"\n", + " def __init__(self, desired_speed=_SWIM_SPEED, **kwargs):\n", + " super().__init__(**kwargs)\n", + " self._desired_speed = desired_speed\n", + "\n", + " def initialize_episode(self, physics):\n", + " super().initialize_episode(physics)\n", + " # Hide target by setting alpha to 0.\n", + " physics.named.model.mat_rgba['target', 'a'] = 0\n", + " physics.named.model.mat_rgba['target_default', 'a'] = 0\n", + " physics.named.model.mat_rgba['target_highlight', 'a'] = 0\n", + "\n", + " def get_observation(self, physics):\n", + " \"\"\"Returns an observation of joint angles and body velocities.\"\"\"\n", + " obs = collections.OrderedDict()\n", + " obs['joints'] = physics.joints()\n", + " obs['body_velocities'] = physics.body_velocities()\n", + " return obs\n", + "\n", + " def get_reward(self, physics):\n", + " \"\"\"Returns a smooth reward that is 0 when stopped or moving backwards, and rises linearly to 1\n", + " when moving forwards at the desired speed.\"\"\"\n", + " forward_velocity = -physics.named.data.sensordata['head_vel'][1]\n", + " return rewards.tolerance(\n", + " forward_velocity,\n", + " bounds=(self._desired_speed, float('inf')),\n", + " margin=self._desired_speed,\n", + " value_at_margin=0.,\n", + " sigmoid='linear',\n", + " )" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "4Fo9xJSdnud0" + }, + "source": [ + "### 1.2 Vizualizing an agent that takes random actions in the environment" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "QFXErvWonud0" + }, + "source": [ + "Let's visualize the environment by executing a sequence of random actions on a swimmer agent. This involves applying random actions over a series of steps and compiling the rendered frames into a video to visualize the agent's behavior." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "aJTgxe_3nud0" + }, + "outputs": [], + "source": [ + "\"\"\" Renders the current environment state to an image \"\"\"\n", + "def render(env):\n", + " return env.physics.render(camera_id=0, width=640, height=480)\n", + "\n", + "\"\"\" Tests a DeepMind control suite environment by executing a series of random actions \"\"\"\n", + "def test_dm_control(env):\n", + " spec = env.action_spec()\n", + " timestep = env.reset()\n", + " frames = [render(env)]\n", + "\n", + " for _ in range(60):\n", + " action = np.random.uniform(\n", + " low=spec.minimum,\n", + " high=spec.maximum,\n", + " size=spec.shape\n", + " )\n", + " timestep = env.step(action)\n", + " frames.append(render(env))\n", + "\n", + " return display_video(frames)\n", + "\n", + "env = suite.load('swimmer', 'swim', task_kwargs={'random': 1})" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 501 + }, + "execution": {}, + "id": "nM4KCYv9nud0", + "outputId": "e4c96e15-c621-48c7-87a4-d64835c6c30a" + }, + "outputs": [], + "source": [ + "test_dm_control(env)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "bcpp5yklnud1" + }, + "source": [ + "### 1.3 Swimmer Agent API" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "tjSHPkvVnud1" + }, + "source": [ + "The observation space consists of 25 total dimensions, combining joint positions and body velocities, while the action space involves 5 dimensions representing normalized joint forces." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "jtJI4teznud1" + }, + "source": [ + "\n", + "**Observation Space**: 4k - 1 total (k = 6 $\\rightarrow$ 23)\n", + "\n", + "- k - 1: joint positions $q_i \\in [-\\pi, \\pi]$ (`joints`)\n", + "- 3k: link linear velocities $vx_i, vy_i \\in \\mathbb{R}$ and rotational velocity $wz_i \\in \\mathbb{R}$ (`body_velocities`)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "execution": {}, + "id": "yn9xprgLnud1", + "outputId": "84991cb3-4d9d-4108-b633-b24645e8ecc5" + }, + "outputs": [], + "source": [ + "env.observation_spec()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "sb6yL5GKnud1" + }, + "source": [ + "**Action Space**: k - 1 total (k = 6 $\\rightarrow$ 5)\n", + "\n", + "- k - 1: joint normalized force $\\ddot{q}_i \\in [-1, 1]$" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "execution": {}, + "id": "22ST8WBEnud1", + "outputId": "9ef2af6d-e6f2-4162-dd72-f98ceb97608e" + }, + "outputs": [], + "source": [ + "env.action_spec()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "gxtvcuaYnud1" + }, + "source": [ + "### 1.4 Example of simple modification to the agent" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "7vS9ScKunud1" + }, + "source": [ + "\n", + "Let's make a new swimmer agent with 12 links instead of 6, introducing complexity. Additionally, we have the flexibility to adjust various other parameters." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 501 + }, + "execution": {}, + "id": "igfS99Z4nud1", + "outputId": "897c1e83-2520-408c-e80e-27749e1707b5" + }, + "outputs": [], + "source": [ + "@swimmer.SUITE.add()\n", + "def swim_12_links(\n", + " n_links=12,\n", + " desired_speed=_SWIM_SPEED,\n", + " time_limit=swimmer._DEFAULT_TIME_LIMIT,\n", + " random=None,\n", + " environment_kwargs={},\n", + "):\n", + " \"\"\"Returns the Swim task for a n-link swimmer.\"\"\"\n", + " model_string, assets = swimmer.get_model_and_assets(n_links)\n", + " physics = swimmer.Physics.from_xml_string(model_string, assets=assets)\n", + " task = Swim(desired_speed=desired_speed, random=random)\n", + " return control.Environment(\n", + " physics,\n", + " task,\n", + " time_limit=time_limit,\n", + " control_timestep=swimmer._CONTROL_TIMESTEP,\n", + " **environment_kwargs,\n", + " )\n", + "\n", + "env = suite.load('swimmer', 'swim_12_links', task_kwargs={'random': 1})\n", + "test_dm_control(env)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "Zky0Q6jPnud4" + }, + "source": [ + "We can visualize this longer agent using our previously defined test_dm_control function." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "OuE4pwawnud4" + }, + "source": [ + "❓" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "ZiE8OVdHnud4" + }, + "source": [ + "Using the API provided by Deepmind we can create any kind of changes to the agent and the environment.\n", + "\n", + "Try to make the following changes to make yourself more familiar with the swimmer.\n", + "\n", + "* ***Adding a target (like a ball) to this environment at some x distance away from the agent.***\n", + "* ***Increasing the viscosity of the environment.***\n", + "\n", + "\n", + "\n", + "Have a look at the following links to see what kind of assets you will need to modify to make these changes.\n", + "\n", + "\n", + "* [swimmer.py](https://github.com/google-deepmind/dm_control/blob/main/dm_control/suite/swimmer.py)\n", + "* [swimmer.xml](https://github.com/google-deepmind/dm_control/blob/main/dm_control/suite/swimmer.xml)\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "G2ufn20Onud4" + }, + "outputs": [], + "source": [ + "# add your code" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "b0debe8ff6ef4938ad0b3cf606e406a8" + ] + }, + "execution": {}, + "id": "lO8_Hhcnnud4", + "outputId": "7a45ca5c-1a28-4aaa-ae8d-e9cfd5652666" + }, + "outputs": [], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_exploring_deepmind_swimmer\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "4fOSnfyEnud4" + }, + "source": [ + "---\n", + "## Section 2: Training models on the swim task" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "7X8bhlu0nud4" + }, + "source": [ + "\n", + "To train the agents we defined in the previous section, we will utilize standard reinforcement learning (RL) algorithms. For the purposes of this tutorial, we will employ the [tonic_rl](https://github.com/fabiopardo/tonic) library, which provides a robust framework for training RL agents. Throughout most of this project, you will primarily be modifying the environment or the model architecture. Therefore, I suggest treating these algorithms as a \"black box\" for now. Simply put, you input an untrained model, and the algorithm processes and returns a well-trained model. This approach allows us to focus on the impact of different architectures and environmental settings without delving deeply into the algorithmic complexities at this stage." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "execution": {}, + "id": "zp2TC8Otnud4" + }, + "outputs": [], + "source": [ + "#@title Download and install tonic library for training agents\n", + "\n", + "import contextlib\n", + "import io\n", + "\n", + "with contextlib.redirect_stdout(io.StringIO()): #to suppress output\n", + " !git clone https://github.com/neuromatch/tonic\n", + " %cd tonic" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "hz87wfqWnud4" + }, + "source": [ + "### Section 2.1 Defining the train function\n", + "\n", + "First we defined a general training function to train any agent on any given environment with a variety of available algorithms. Given below are some of the parameter definitions of the function. You'll likely want to adjust these parameters to customize the training process for an agent in a specific environment using your chosen algorithm from the tonic library:\n", + "\n", + "* **Header**: Python code required to run before training begins, primarily for importing essential libraries or modules.\n", + "\n", + "* **Agent**: The agent that will undergo training; refer to section 3.2 and 4.2 for definitions of MLP and NCAP respectively.\n", + "\n", + "* **Environment**: The training environment for the agent. Ensure it is registered with the DeepMind Control Suite as detailed in section 2.\n", + "\n", + "* **Name**: The experiment's name, which will be utilized for log and model saving purposes.\n", + "\n", + "* **Trainer**: The trainer instance selected for use. It allows the configuration of the training steps, model saving frequency, and other training-related parameters.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "execution": {}, + "id": "_Pi3B8qSnud4", + "outputId": "a6526aa1-9603-4d4d-eae3-15e69ebaa565" + }, + "outputs": [], + "source": [ + "import tonic\n", + "import tonic.torch\n", + "\n", + "def train(\n", + " header,\n", + " agent,\n", + " environment,\n", + " name = 'test',\n", + " trainer = 'tonic.Trainer()',\n", + " before_training = None,\n", + " after_training = None,\n", + " parallel = 1,\n", + " sequential = 1,\n", + " seed = 0\n", + "):\n", + " \"\"\"\n", + " Some additional parameters:\n", + "\n", + " - before_training: Python code to execute immediately before the training loop commences, suitable for setup actions needed after initialization but prior to training.\n", + " - after_training: Python code to run once the training loop concludes, ideal for teardown or analytical purposes.\n", + " - parallel: The count of environments to execute in parallel. Limited to 1 in a Colab notebook, but if additional resources are available, this number can be increased to expedite training.\n", + " - sequential: The number of sequential steps the environment runs before sending observations back to the agent. This setting is useful for temporal batching. It can be disregarded for this tutorial's purposes.\n", + " - seed: The experiment's random seed, guaranteeing the reproducibility of the training process.\n", + "\n", + " \"\"\"\n", + " # Capture the arguments to save them, e.g. to play with the trained agent.\n", + " args = dict(locals())\n", + "\n", + " # Run the header first, e.g. to load an ML framework.\n", + " if header:\n", + " exec(header)\n", + "\n", + " # Build the train and test environments.\n", + " _environment = environment\n", + " environment = tonic.environments.distribute(lambda: eval(_environment), parallel, sequential)\n", + " test_environment = tonic.environments.distribute(lambda: eval(_environment))\n", + "\n", + "\n", + " # Build the agent.\n", + " agent = eval(agent)\n", + " agent.initialize(\n", + " observation_space=test_environment.observation_space,\n", + " action_space=test_environment.action_space, seed=seed)\n", + "\n", + " # Choose a name for the experiment.\n", + " if hasattr(test_environment, 'name'):\n", + " environment_name = test_environment.name\n", + " else:\n", + " environment_name = test_environment.__class__.__name__\n", + " if not name:\n", + " if hasattr(agent, 'name'):\n", + " name = agent.name\n", + " else:\n", + " name = agent.__class__.__name__\n", + " if parallel != 1 or sequential != 1:\n", + " name += f'-{parallel}x{sequential}'\n", + "\n", + " # Initialize the logger to save data to the path environment/name/seed.\n", + " path = os.path.join('data', 'local', 'experiments', 'tonic', environment_name, name)\n", + " tonic.logger.initialize(path, script_path=None, config=args)\n", + "\n", + " # Build the trainer.\n", + " trainer = eval(trainer)\n", + " trainer.initialize(\n", + " agent=agent,\n", + " environment=environment,\n", + " test_environment=test_environment,\n", + " )\n", + " # Run some code before training.\n", + " if before_training:\n", + " exec(before_training)\n", + "\n", + " # Train.\n", + " trainer.run()\n", + "\n", + " # Run some code after training.\n", + " if after_training:\n", + " exec(after_training)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "4YCVHYvonud4" + }, + "source": [ + "### Section 2.2 Training MLP model on swim task" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "v0wzYIuwnud4" + }, + "source": [ + "Now we are going to define a function for creating an actor-critic model suitable for Proximal Policy Optimization (PPO) using a Multi-Layer Perceptron (MLP) architecture." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "bFlwZCEZnud4" + }, + "outputs": [], + "source": [ + "from tonic.torch import models, normalizers\n", + "import torch\n", + "\n", + "def ppo_mlp_model(\n", + " actor_sizes=(64, 64),\n", + " actor_activation=torch.nn.Tanh,\n", + " critic_sizes=(64, 64),\n", + " critic_activation=torch.nn.Tanh,\n", + "):\n", + "\n", + " \"\"\"\n", + " Constructs an ActorCritic model with specified architectures for the actor and critic networks.\n", + "\n", + " Parameters:\n", + " - actor_sizes (tuple): Sizes of the layers in the actor MLP.\n", + " - actor_activation (torch activation): Activation function used in the actor MLP.\n", + " - critic_sizes (tuple): Sizes of the layers in the critic MLP.\n", + " - critic_activation (torch activation): Activation function used in the critic MLP.\n", + "\n", + " Returns:\n", + " - models.ActorCritic: An ActorCritic model comprising an actor and a critic with MLP torsos,\n", + " equipped with a Gaussian policy head for the actor and a value head for the critic,\n", + " along with observation normalization.\n", + " \"\"\"\n", + "\n", + " return models.ActorCritic(\n", + " actor=models.Actor(\n", + " encoder=models.ObservationEncoder(),\n", + " torso=models.MLP(actor_sizes, actor_activation),\n", + " head=models.DetachedScaleGaussianPolicyHead(),\n", + " ),\n", + " critic=models.Critic(\n", + " encoder=models.ObservationEncoder(),\n", + " torso=models.MLP(critic_sizes, critic_activation),\n", + " head=models.ValueHead(),\n", + " ),\n", + " observation_normalizer=normalizers.MeanStd(),\n", + " )" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "NDpLqYuQnud4" + }, + "source": [ + "Next we call the train function which initiates the training process for the provided agent using the Tonic library. It specifies the components necessary for training, including the model, environment, and training parameters:\n", + "\n", + "**Agent**: A Proximal Policy Optimization (PPO) agent with a custom Multi-Layer Perceptron (MLP) model architecture, configured with 256 units in each of two layers for both the actor and the critic.\n", + "\n", + "**Environment**: The training environment is set to \"swimmer-swim\" from the Control Suite, a benchmark suite for continuous control tasks.\n", + "\n", + "**Name**: The experiment is named 'mlp_256', which is useful for identifying logs and saved models associated with this training run.\n", + "\n", + "**Trainer**: Specifies the training configuration, including the total number of steps (5e5) and the frequency of saving the model (1e5 steps)." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "6mB67cQznud4" + }, + "source": [ + "\n", + "*Note:* The model will checkpoint every 'save_steps' amount of training steps* \n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "nycO7k8fnud4" + }, + "source": [ + "⏳\n", + "\n", + "The model can take some time to train so feel free to skip the training for now. We have provided the pretrained model for you to play with. Move on to the next section to vizualize a agent with the pretrained model.\n", + "\n", + "Uncomment the cell below if you want to perform the training." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 527 + }, + "execution": {}, + "id": "vLg7af5Lnud4", + "outputId": "50e0eaee-24a2-4219-d635-889481397b4e" + }, + "outputs": [], + "source": [ + "train('import tonic.torch',\n", + " 'tonic.torch.agents.PPO(model=ppo_mlp_model(actor_sizes=(256, 256), critic_sizes=(256,256)))',\n", + " 'tonic.environments.ControlSuite(\"swimmer-swim\")',\n", + " name = 'mlp_256',\n", + " trainer = 'tonic.Trainer(steps=int(5e5),save_steps=int(1e5))')" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "G6fvUyUonud4" + }, + "source": [ + "❓" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "lgH4d86Bnud4" + }, + "source": [ + "**Try playing with the parameters of the trainer and the MLP model and see how it affects the performance.**\n", + "\n", + "\n", + "* ***How do the actor and the critic model size affect the performance.***\n", + "* ***Consider increasing the number of steps in trainer to train the model for longer.***\n", + "* ***Explore [Tonic library](https://github.com/fabiopardo/tonic) to see what algorithms we can use to train our agents. (D4PG is usually faster than PPO)***" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "GR5R72uynud4" + }, + "outputs": [], + "source": [ + "# add your code" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "ZDmwap8onud4" + }, + "source": [ + "### Section 2.3 Function to run any model on the environment and generate video" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "x5S4Xqb2nud4" + }, + "source": [ + "One of the most fun things about these environments is their visualization. We don't want to just look at the reward to know how good our model is we want to see how well the agent swims. This is particularly important to avoid \"reward hacking,\" where an agent learns to exploit the reward system in ways that are unintended and potentially detrimental to the desired outcomes. Moreover visualizing the agent also help us understand where the model is going wrong." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "mEIQ2IwKnud5" + }, + "source": [ + "Here we have defined a function that will generate the videos of the agent using the input model. The function requires path to the checkpoint folder and the environment you wanna run the trained model on." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "1XDb0IOYnud5" + }, + "outputs": [], + "source": [ + "def play_model(path, checkpoint='last',environment='default',seed=None, header=None):\n", + "\n", + " \"\"\"\n", + " Plays a model within an environment and renders the gameplay to a video.\n", + "\n", + " Parameters:\n", + " - path (str): Path to the directory containing the model and checkpoints.\n", + " - checkpoint (str): Specifies which checkpoint to use ('last', 'first', or a specific ID). 'none' indicates no checkpoint.\n", + " - environment (str): The environment to use. 'default' uses the environment specified in the configuration file.\n", + " - seed (int): Optional seed for reproducibility.\n", + " - header (str): Optional Python code to execute before initializing the model, such as importing libraries.\n", + " \"\"\"\n", + "\n", + " if checkpoint == 'none':\n", + " # Use no checkpoint, the agent is freshly created.\n", + " checkpoint_path = None\n", + " tonic.logger.log('Not loading any weights')\n", + " else:\n", + " checkpoint_path = os.path.join(path, 'checkpoints')\n", + " if not os.path.isdir(checkpoint_path):\n", + " tonic.logger.error(f'{checkpoint_path} is not a directory')\n", + " checkpoint_path = None\n", + "\n", + " # List all the checkpoints.\n", + " checkpoint_ids = []\n", + " for file in os.listdir(checkpoint_path):\n", + " if file[:5] == 'step_':\n", + " checkpoint_id = file.split('.')[0]\n", + " checkpoint_ids.append(int(checkpoint_id[5:]))\n", + "\n", + " if checkpoint_ids:\n", + " if checkpoint == 'last':\n", + " # Use the last checkpoint.\n", + " checkpoint_id = max(checkpoint_ids)\n", + " checkpoint_path = os.path.join(checkpoint_path, f'step_{checkpoint_id}')\n", + " elif checkpoint == 'first':\n", + " # Use the first checkpoint.\n", + " checkpoint_id = min(checkpoint_ids)\n", + " checkpoint_path = os.path.join(checkpoint_path, f'step_{checkpoint_id}')\n", + " else:\n", + " # Use the specified checkpoint.\n", + " checkpoint_id = int(checkpoint)\n", + " if checkpoint_id in checkpoint_ids:\n", + " checkpoint_path = os.path.join(checkpoint_path, f'step_{checkpoint_id}')\n", + " else:\n", + " tonic.logger.error(f'Checkpoint {checkpoint_id} not found in {checkpoint_path}')\n", + " checkpoint_path = None\n", + " else:\n", + " tonic.logger.error(f'No checkpoint found in {checkpoint_path}')\n", + " checkpoint_path = None\n", + "\n", + " # Load the experiment configuration.\n", + " arguments_path = os.path.join(path, 'config.yaml')\n", + " with open(arguments_path, 'r') as config_file:\n", + " config = yaml.load(config_file, Loader=yaml.FullLoader)\n", + " config = argparse.Namespace(**config)\n", + "\n", + " # Run the header first, e.g. to load an ML framework.\n", + " try:\n", + " if config.header:\n", + " exec(config.header)\n", + " if header:\n", + " exec(header)\n", + " except:\n", + " pass\n", + "\n", + " # Build the agent.\n", + " agent = eval(config.agent)\n", + "\n", + " # Build the environment.\n", + " if environment == 'default':\n", + " environment = tonic.environments.distribute(lambda: eval(config.environment))\n", + " else:\n", + " environment = tonic.environments.distribute(lambda: eval(environment))\n", + " if seed is not None:\n", + " environment.seed(seed)\n", + "\n", + " # Initialize the agent.\n", + " agent.initialize(\n", + " observation_space=environment.observation_space,\n", + " action_space=environment.action_space,\n", + " seed=seed,\n", + " )\n", + "\n", + " # Load the weights of the agent form a checkpoint.\n", + " if checkpoint_path:\n", + " agent.load(checkpoint_path)\n", + "\n", + " steps = 0\n", + " test_observations = environment.start()\n", + " frames = [environment.render('rgb_array',camera_id=0, width=640, height=480)[0]]\n", + " score, length = 0, 0\n", + "\n", + " while True:\n", + " # Select an action.\n", + " actions = agent.test_step(test_observations, steps)\n", + " assert not np.isnan(actions.sum())\n", + "\n", + " # Take a step in the environment.\n", + " test_observations, infos = environment.step(actions)\n", + " frames.append(environment.render('rgb_array',camera_id=0, width=640, height=480)[0])\n", + " agent.test_update(**infos, steps=steps)\n", + "\n", + " score += infos['rewards'][0]\n", + " length += 1\n", + "\n", + " if infos['resets'][0]:\n", + " break\n", + " video_path = os.path.join(path, 'video.mp4')\n", + " print('Reward for the run: ', score)\n", + " return display_video(frames,video_path)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "4ddNK-YUnud5" + }, + "source": [ + "Let's visualize the agent with a pretrained MLP model. Once you have your pretrained model, you can replace the experiment path to visualize the agent with your model." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "0qO0jX8enud5" + }, + "source": [ + "⏳" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 735 + }, + "execution": {}, + "id": "0T6WdER5nud5", + "outputId": "2575a04d-0d48-49d2-e96a-2a892bf4bacd" + }, + "outputs": [], + "source": [ + "# play_model('data/local/experiments/tonic/swimmer-swim/mlp_256')\n", + "play_model('data/local/experiments/tonic/swimmer-swim/pretrained_mlp_ppo')" + ] + }, { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "a32a039d15fc4ad484047d085fa0dda4", - "version_major": 2, - "version_minor": 0 + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "8vRrm4S-nud5" }, - "text/plain": [ - "Tab(children=(Output(), Output()), selected_index=0, titles=('Youtube', 'Bilibili'))" + "source": [ + "❓" ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Project Background\n", - "\n", - "from ipywidgets import widgets\n", - "from IPython.display import YouTubeVideo\n", - "from IPython.display import IFrame\n", - "from IPython.display import display\n", - "\n", - "\n", - "class PlayVideo(IFrame):\n", - " def __init__(self, id, source, page=1, width=400, height=300, **kwargs):\n", - " self.id = id\n", - " if source == 'Bilibili':\n", - " src = f'https://player.bilibili.com/player.html?bvid={id}&page={page}'\n", - " elif source == 'Osf':\n", - " src = f'https://mfr.ca-1.osf.io/render?url=https://osf.io/download/{id}/?direct%26mode=render'\n", - " super(PlayVideo, self).__init__(src, width, height, **kwargs)\n", - "\n", - "\n", - "def display_videos(video_ids, W=400, H=300, fs=1):\n", - " tab_contents = []\n", - " for i, video_id in enumerate(video_ids):\n", - " out = widgets.Output()\n", - " with out:\n", - " if video_ids[i][0] == 'Youtube':\n", - " video = YouTubeVideo(id=video_ids[i][1], width=W,\n", - " height=H, fs=fs, rel=0)\n", - " print(f'Video available at https://youtube.com/watch?v={video.id}')\n", - " else:\n", - " video = PlayVideo(id=video_ids[i][1], source=video_ids[i][0], width=W,\n", - " height=H, fs=fs, autoplay=False)\n", - " if video_ids[i][0] == 'Bilibili':\n", - " print(f'Video available at https://www.bilibili.com/video/{video.id}')\n", - " elif video_ids[i][0] == 'Osf':\n", - " print(f'Video available at https://osf.io/{video.id}')\n", - " display(video)\n", - " tab_contents.append(out)\n", - " return tab_contents\n", - "\n", - "\n", - "video_ids = [('Youtube', 'CwOUn0Bt4JU'), ('Bilibili', 'BV1Zx4y1t7BU')]\n", - "tab_contents = display_videos(video_ids, W=854, H=480)\n", - "tabs = widgets.Tab()\n", - "tabs.children = tab_contents\n", - "for i in range(len(tab_contents)):\n", - " tabs.set_title(i, video_ids[i][0])\n", - "display(tabs)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ + }, { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "bf42862ae33d45f9b5430bcdf345164d", - "version_major": 2, - "version_minor": 0 + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "NOaTNGQInud5" }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + "source": [ + "Try testing the model on a modification of the enviroment it was trained on.\n", + "\n", + "\n", + "* ***Train on basic swim task and test on a environment with higher viscosity.***\n", + "* ***Can we train on the basic 6 link swimmer and test on a larger 12 link swimmer?***\n", + "* ***Train the model for a bit on the modified environment and see how quickly the model can adapt to the new environment.***\n", + "\n", + "\n" ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_project_background\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ + }, { - "name": "stdout", - "output_type": "stream", - "text": [ - "If you want to download the slides: https://osf.io/download/cz93b/\n" - ] + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "-pgrPPOLnud5" + }, + "outputs": [], + "source": [ + "# add your code" + ] }, { - "data": { - "text/html": [ - "\n", - " \n", - " " - ], - "text/plain": [ - "" + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "fdaad8ecf250415aa406d36a9aea135c" + ] + }, + "execution": {}, + "id": "gA_aLFM4nud5", + "outputId": "a0578931-a1e7-4b54-dfe6-9443c86b9b32" + }, + "outputs": [], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_training_models_on_swim_task\")" ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# @title Project slides\n", - "\n", - "from IPython.display import IFrame\n", - "print(\"If you want to download the slides: https://osf.io/download/cz93b/\")\n", - "IFrame(src=\"https://mfr.ca-1.osf.io/render?url=https://osf.io/download/cz93b/?direct%26mode=render\", width=854, height=480)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ + }, { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "2XNbDa-hnud5" + }, + "source": [ + "---\n", + "## Section 3: NCAP" ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "#@title Project Template\n", - "from IPython.display import Image, display\n", - "import os\n", - "from pathlib import Path\n", - "\n", - "url = \"https://github.com/neuromatch/NeuroAI_Course/blob/main/projects/project-notebooks/static/NCAPProjectTemplate.png?raw=true\"\n", - "\n", - "display(Image(url=url))" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ + }, { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "a849d94b64834371b77f7ee87fdc1a6f", - "version_major": 2, - "version_minor": 0 + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "VaKUXNVjnud5" }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + "source": [ + "Now that we are familiar with how to train standard models on the swimmer agent let's take a look at NCAP a model that was inspired from the C. elegans motor circuit.\n", + "Our hope with using such models is that they would already have really good priors which should lead to much better transfer, faster learning curves and possibly really good innate performance (zero shot performance).\n", + "\n", + "Check out [NCAP paper](https://arxiv.org/abs/2201.05242) to learn more about the model." ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_project_template\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "**Tutorial links**\n", - "\n", - "This particular project connects a couple of distinct ideas explored throughout the course. Firstly, the innate ability to learn a certain set of actions quickly is the main topic of [Tutorial 4](https://neuroai.neuromatch.io/tutorials/W2D4_Macrolearning/student/W2D4_Tutorial4.html) for **W2D4** on biological meta-learning. The focus comes with the observation that the brain is not of a generic architecture but is a highly structured and optimized hierarchy of modules, the importance of which is highlighted in [Tutorial 3](https://neuroai.neuromatch.io/tutorials/W2D1_Macrocircuits/student/W2D1_Tutorial3.html) for **W2D1**, forming inductive bias for efficient motor control. The default model for the agent used here is already known Actor-Critic; you had the opportunity to observe in already mentioned tutorials as well as in [Tutorial 3](https://neuroai.neuromatch.io/tutorials/W1D2_ComparingTasks/student/W1D2_Tutorial3.html) for **W1D2**." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "---\n", - "## Scetion 0: Initial setup\n", - "\n", - "Disclaimer: As an alternative to Google Colab, Kaggle, and local installation, we have prepared a Dockerfile with the instructions on the virtual environment setup. It will allow you to work locally with no interventions into already installed packages (you will just need to install Docker and run two commands). Grab a [Dockerfile](https://osf.io/xdpur), put it in the same folder as this notebook, and follow the instructions in [README](https://osf.io/sgrb2) file." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "**IF USING COLAB (recommended):**\n", - "\n", - "Uncomment the cell below and run it. " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [], - "source": [ - "#@title Installing Dependencies (Colab GPU case, uncomment if you want to use this one)\n", - "\n", - "# import distutils.util\n", - "# import os\n", - "# import subprocess\n", - "# if subprocess.run('nvidia-smi').returncode:\n", - "# raise RuntimeError(\n", - "# 'Cannot communicate with GPU. '\n", - "# 'Make sure you are using a GPU Colab runtime. '\n", - "# 'Go to the Runtime menu and select Choose runtime type.')\n", - "\n", - "# # Add an ICD config so that glvnd can pick up the Nvidia EGL driver.\n", - "# # This is usually installed as part of an Nvidia driver package, but the Colab\n", - "# # kernel doesn't install its driver via APT, and as a result the ICD is missing.\n", - "# # (https://github.com/NVIDIA/libglvnd/blob/master/src/EGL/icd_enumeration.md)\n", - "# NVIDIA_ICD_CONFIG_PATH = '/usr/share/glvnd/egl_vendor.d/10_nvidia.json'\n", - "# if not os.path.exists(NVIDIA_ICD_CONFIG_PATH):\n", - "# with open(NVIDIA_ICD_CONFIG_PATH, 'w') as f:\n", - "# f.write(\"\"\"{\n", - "# \"file_format_version\" : \"1.0.0\",\n", - "# \"ICD\" : {\n", - "# \"library_path\" : \"libEGL_nvidia.so.0\"\n", - "# }\n", - "# }\n", - "# \"\"\")\n", - "\n", - "# print('Installing dm_control...')\n", - "# !pip install -q dm_control>=1.0.16\n", - "\n", - "# # Configure dm_control to use the EGL rendering backend (requires GPU)\n", - "# %env MUJOCO_GL=egl\n", - "\n", - "# !echo Installed dm_control $(pip show dm_control | grep -Po \"(?<=Version: ).+\")\n", - "# !pip install -q dm-acme[envs]\n", - "# !mkdir output_videos" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "**IF USING KAGGLE (recommended):**\n", - "\n", - "Uncomment the cell below and run it. " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [], - "source": [ - "#@title Installing Dependencies (Kaggle GPU case, uncomment if you want to use this one)\n", - "\n", - "# import subprocess\n", - "\n", - "# subprocess.run([\"sudo\", \"apt-get\", \"install\", \"-y\", \"libgl1-mesa-glx\", \"libosmesa6\"])\n", - "# subprocess.run([\"pip\", \"install\", \"-q\", \"imageio[ffmpeg]\"])\n", - "\n", - "# print('Installing dm_control...')\n", - "# !pip install -q dm_control>=1.0.16\n", - "\n", - "# %env MUJOCO_GL=osmesa\n", - "\n", - "# !echo Installed dm_control $(pip show dm_control | grep -Po \"(?<=Version: ).+\")\n", - "# !pip install -q dm-acme[envs]\n", - "# !mkdir output_videos" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - " **IF RUNNING LOCALLY**\n", - "\n", - "Uncomment the relevant lines of code depending on your OS." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [], - "source": [ - "#@title Installing Dependencies (CPU case, comment if you want to use GPU one)\n", - "\n", - "import subprocess\n", - "import os\n", - "\n", - "############### For Linux #####################\n", - "# subprocess.run([\"sudo\", \"apt-get\", \"install\", \"-y\", \"libglew-dev\"])\n", - "# subprocess.run([\"sudo\", \"apt-get\", \"install\", \"-y\", \"libglfw3\"])\n", - "# subprocess.run([\"sudo\", \"apt\", \"install\", \"ffmpeg\"])\n", - "###############################################\n", - "\n", - "############### For MacOS #####################\n", - "# subprocess.run([\"brew\", \"install\", \"glew\"])\n", - "# subprocess.run([\"brew\", \"install\", \"glfw\"])\n", - "###############################################\n", - "\n", - "subprocess.run([\"pip\", \"install\", \"-q\", \"ffmpeg\"])\n", - "subprocess.run([\"pip\", \"install\", \"-q\", \"dm-acme[envs]\"])\n", - "subprocess.run([\"pip\", \"install\", \"-q\", \"dm_control>=1.0.16\"])\n", - "\n", - "!mkdir output_videos" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "**Imports and Utility Functions**" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [], - "source": [ - "#@title Importing Libraries\n", - "import numpy as np\n", - "import collections\n", - "import argparse\n", - "import os\n", - "import yaml\n", - "import typing as T\n", - "import imageio\n", - "import matplotlib\n", - "import matplotlib.pyplot as plt\n", - "import matplotlib.animation as animation\n", - "import pandas as pd\n", - "import seaborn as sns\n", - "from IPython.display import HTML\n", - "\n", - "import dm_control as dm\n", - "import dm_control.suite.swimmer as swimmer\n", - "from dm_control.rl import control\n", - "from dm_control.utils import rewards\n", - "from dm_control import suite\n", - "from dm_control.suite.wrappers import pixels\n", - "\n", - "from acme import wrappers\n", - "\n", - "from torch import nn" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [], - "source": [ - "#@title Utility code for displaying videos\n", - "def write_video(\n", - " filepath: os.PathLike,\n", - " frames: T.Iterable[np.ndarray],\n", - " fps: int = 60,\n", - " macro_block_size: T.Optional[int] = None,\n", - " quality: int = 10,\n", - " verbose: bool = False,\n", - " **kwargs,\n", - "):\n", - " \"\"\"\n", - " Saves a sequence of frames as a video file.\n", - "\n", - " Parameters:\n", - " - filepath (os.PathLike): Path to save the video file.\n", - " - frames (Iterable[np.ndarray]): An iterable of frames, where each frame is a numpy array.\n", - " - fps (int, optional): Frames per second, defaults to 60.\n", - " - macro_block_size (Optional[int], optional): Macro block size for video encoding, can affect compression efficiency.\n", - " - quality (int, optional): Quality of the output video, higher values indicate better quality.\n", - " - verbose (bool, optional): If True, prints the file path where the video is saved.\n", - " - **kwargs: Additional keyword arguments passed to the imageio.get_writer function.\n", - "\n", - " Returns:\n", - " None. The video is written to the specified filepath.\n", - " \"\"\"\n", - "\n", - " with imageio.get_writer(filepath,\n", - " fps=fps,\n", - " macro_block_size=macro_block_size,\n", - " quality=quality,\n", - " **kwargs) as video:\n", - " if verbose: print('Saving video to:', filepath)\n", - " for frame in frames:\n", - " video.append_data(frame)\n", - "\n", - "\n", - "def display_video(\n", - " frames: T.Iterable[np.ndarray],\n", - " filename='output_videos/temp.mp4',\n", - " fps=60,\n", - " **kwargs,\n", - "):\n", - " \"\"\"\n", - " Displays a video within a Jupyter Notebook from an iterable of frames.\n", - "\n", - " Parameters:\n", - " - frames (Iterable[np.ndarray]): An iterable of frames, where each frame is a numpy array.\n", - " - filename (str, optional): Temporary filename to save the video before display, defaults to 'output_videos/temp.mp4'.\n", - " - fps (int, optional): Frames per second for the video display, defaults to 60.\n", - " - **kwargs: Additional keyword arguments passed to the write_video function.\n", - "\n", - " Returns:\n", - " HTML object: An HTML video element that can be displayed in a Jupyter Notebook.\n", - " \"\"\"\n", - "\n", - " # Write video to a temporary file.\n", - " filepath = os.path.abspath(filename)\n", - " write_video(filepath, frames, fps=fps, verbose=False, **kwargs)\n", - "\n", - " height, width, _ = frames[0].shape\n", - " dpi = 70\n", - " orig_backend = matplotlib.get_backend()\n", - " matplotlib.use('Agg') # Switch to headless 'Agg' to inhibit figure rendering.\n", - " fig, ax = plt.subplots(1, 1, figsize=(width / dpi, height / dpi), dpi=dpi)\n", - " matplotlib.use(orig_backend) # Switch back to the original backend.\n", - " ax.set_axis_off()\n", - " ax.set_aspect('equal')\n", - " ax.set_position([0, 0, 1, 1])\n", - " im = ax.imshow(frames[0])\n", - " def update(frame):\n", - " im.set_data(frame)\n", - " return [im]\n", - " interval = 1000/fps\n", - " anim = animation.FuncAnimation(fig=fig, func=update, frames=frames,\n", - " interval=interval, blit=True, repeat=False)\n", - " return HTML(anim.to_html5_video())" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "\n", - "In this notebook we will explore the major components essential for this project.\n", - "\n", - "\n", - "* **Understanding the DeepMind Control Suite Swimmer Agent:** We will begin by exploring the swimmer agent provided by the DeepMind Control Suite. This section includes a detailed exploration of the agent's API, task customization capabilities, and how to adapt the environment to fit our experimental needs.\n", - "* **Training Models Using Various Reinforcement Learning Algorithms:** Next, we move on to learn how can we train models for the agents we created. We will be using Tonic_RL library to train our model. We will first train a standard MLP model using the Proximal Policy Optimization (PPO) algorithm.\n", - "\n", - "* **Training the NCAP model:** Finally we will define the NCAP model from [Neural Circuit Architectural Priors for Embodied Control](https://arxiv.org/abs/2201.05242) paper. We will train it using PPO and compare it against the MLP model we trained before.\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ + }, { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "c2618459c244455b8645287ec8e81c95", - "version_major": 2, - "version_minor": 0 + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "execution": {}, + "id": "7r8bWuKAnud5", + "outputId": "908e7704-d90d-475e-edb1-1be1b9faab9d" }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + "outputs": [], + "source": [ + "#@title Paper Illustration\n", + "\n", + "from IPython.display import Image, display\n", + "import os\n", + "from pathlib import Path\n", + "\n", + "url = \"https://github.com/neuromatch/NeuroAI_Course/blob/main/projects/project-notebooks/static/NCAPPaper.png?raw=true\"\n", + "\n", + "display(Image(url=url))" ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_initial_setup\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "---\n", - "## Section 1: Exploring the DeepMind Swimmer" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "### 1.1 Create a basic swim task for the swimmer environment\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "First, we'll initialize a basic swimmer agent consisting of 6 links. Each agent requires a defined task and its corresponding reward function. In this instance, we've designed a swim forward task that involves the agent swimming forward in any direction.\n", - "\n", - "The environment is flexible, allowing for modifications to introduce additional tasks such as \"swim only in the x-direction\" or \"move towards a ball.\"" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "_SWIM_SPEED = 0.1\n", - "\n", - "@swimmer.SUITE.add()\n", - "def swim(\n", - " n_links=6,\n", - " desired_speed=_SWIM_SPEED,\n", - " time_limit=swimmer._DEFAULT_TIME_LIMIT,\n", - " random=None,\n", - " environment_kwargs={},\n", - "):\n", - " \"\"\"Returns the Swim task for a n-link swimmer.\"\"\"\n", - " model_string, assets = swimmer.get_model_and_assets(n_links)\n", - " physics = swimmer.Physics.from_xml_string(model_string, assets=assets)\n", - " task = Swim(desired_speed=desired_speed, random=random)\n", - " return control.Environment(\n", - " physics,\n", - " task,\n", - " time_limit=time_limit,\n", - " control_timestep=swimmer._CONTROL_TIMESTEP,\n", - " **environment_kwargs,\n", - " )\n", - "\n", - "\n", - "class Swim(swimmer.Swimmer):\n", - " \"\"\"Task to swim forwards at the desired speed.\"\"\"\n", - " def __init__(self, desired_speed=_SWIM_SPEED, **kwargs):\n", - " super().__init__(**kwargs)\n", - " self._desired_speed = desired_speed\n", - "\n", - " def initialize_episode(self, physics):\n", - " super().initialize_episode(physics)\n", - " # Hide target by setting alpha to 0.\n", - " physics.named.model.mat_rgba['target', 'a'] = 0\n", - " physics.named.model.mat_rgba['target_default', 'a'] = 0\n", - " physics.named.model.mat_rgba['target_highlight', 'a'] = 0\n", - "\n", - " def get_observation(self, physics):\n", - " \"\"\"Returns an observation of joint angles and body velocities.\"\"\"\n", - " obs = collections.OrderedDict()\n", - " obs['joints'] = physics.joints()\n", - " obs['body_velocities'] = physics.body_velocities()\n", - " return obs\n", - "\n", - " def get_reward(self, physics):\n", - " \"\"\"Returns a smooth reward that is 0 when stopped or moving backwards, and rises linearly to 1\n", - " when moving forwards at the desired speed.\"\"\"\n", - " forward_velocity = -physics.named.data.sensordata['head_vel'][1]\n", - " return rewards.tolerance(\n", - " forward_velocity,\n", - " bounds=(self._desired_speed, float('inf')),\n", - " margin=self._desired_speed,\n", - " value_at_margin=0.,\n", - " sigmoid='linear',\n", - " )" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "### 1.2 Vizualizing an agent that takes random actions in the environment" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Let's visualize the environment by executing a sequence of random actions on a swimmer agent. This involves applying random actions over a series of steps and compiling the rendered frames into a video to visualize the agent's behavior." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "\"\"\" Renders the current environment state to an image \"\"\"\n", - "def render(env):\n", - " return env.physics.render(camera_id=0, width=640, height=480)\n", - "\n", - "\"\"\" Tests a DeepMind control suite environment by executing a series of random actions \"\"\"\n", - "def test_dm_control(env):\n", - " env = wrappers.CanonicalSpecWrapper(env, clip=True)\n", - " env = wrappers.SinglePrecisionWrapper(env)\n", - "\n", - " spec = env.action_spec()\n", - " timestep = env.reset()\n", - " frames = [render(env)]\n", - "\n", - " for _ in range(60):\n", - " action = np.random.uniform(low=spec.minimum, high=spec.maximum, size=spec.shape)\n", - " timestep = env.step(action)\n", - " frames.append(render(env))\n", - " return display_video(frames)\n", - "\n", - "env = suite.load('swimmer', 'swim', task_kwargs={'random': 1})" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ + }, { - "name": "stderr", - "output_type": "stream", - "text": [ - "/tmp/ipykernel_74663/4073379236.py:65: MatplotlibDeprecationWarning: Auto-close()ing of figures upon backend switching is deprecated since 3.8 and will be removed two minor releases later. To suppress this warning, explicitly call plt.close('all') first.\n", - " matplotlib.use(orig_backend) # Switch back to the original backend.\n" - ] + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "WsL6MmJZnud5" + }, + "source": [ + "### 3.1 NCAP classes" + ] }, { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "1VzEqCT2nud5" + }, + "source": [ + "Now we are going to define ***SwimmerModule*** (NCAP model) and ***SwimmerActor*** (wrapper around NCAP model to make it compatible with tonic) classes.\n", + "\n", + "\n", + "\n", + " " ] - }, - "execution_count": 15, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "test_dm_control(env)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "### 1.3 Swimmer Agent API" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "The observation space consists of 25 total dimensions, combining joint positions and body velocities, while the action space involves 5 dimensions representing normalized joint forces." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "\n", - "**Observation Space**: 4k - 1 total (k = 6 $\\rightarrow$ 23)\n", - "\n", - "- k - 1: joint positions $q_i \\in [-\\pi, \\pi]$ (`joints`)\n", - "- 3k: link linear velocities $vx_i, vy_i \\in \\mathbb{R}$ and rotational velocity $wz_i \\in \\mathbb{R}$ (`body_velocities`)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ + }, { - "data": { - "text/plain": [ - "OrderedDict([('joints',\n", - " Array(shape=(5,), dtype=dtype('float64'), name='joints')),\n", - " ('body_velocities',\n", - " Array(shape=(18,), dtype=dtype('float64'), name='body_velocities'))])" + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "tGn-081cnud5" + }, + "source": [ + "#### Section 3.1.1 Defining the constraints" ] - }, - "execution_count": 16, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "env.observation_spec()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "**Action Space**: k - 1 total (k = 6 $\\rightarrow$ 5)\n", - "\n", - "- k - 1: joint normalized force $\\ddot{q}_i \\in [-1, 1]$" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ + }, { - "data": { - "text/plain": [ - "BoundedArray(shape=(5,), dtype=dtype('float64'), name=None, minimum=[-1. -1. -1. -1. -1.], maximum=[1. 1. 1. 1. 1.])" + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "j06YTrsCnud5" + }, + "outputs": [], + "source": [ + "# ==================================================================================================\n", + "# Weight constraints.\n", + "\n", + "\n", + "def excitatory(w, upper=None):\n", + " return w.clamp(min=0, max=upper)\n", + "\n", + "\n", + "def inhibitory(w, lower=None):\n", + " return w.clamp(min=lower, max=0)\n", + "\n", + "\n", + "def unsigned(w, lower=None, upper=None):\n", + " return w if lower is None and upper is None else w.clamp(min=lower, max=upper)\n", + "\n", + "\n", + "# ==================================================================================================\n", + "# Activation constraints.\n", + "\n", + "\n", + "def graded(x):\n", + " return x.clamp(min=0, max=1)\n", + "\n", + "\n", + "# ==================================================================================================\n", + "# Weight initialization.\n", + "\n", + "\n", + "def excitatory_uniform(shape=(1,), lower=0., upper=1.):\n", + " assert lower >= 0\n", + " return nn.init.uniform_(nn.Parameter(torch.empty(shape)), a=lower, b=upper)\n", + "\n", + "\n", + "def inhibitory_uniform(shape=(1,), lower=-1., upper=0.):\n", + " assert upper <= 0\n", + " return nn.init.uniform_(nn.Parameter(torch.empty(shape)), a=lower, b=upper)\n", + "\n", + "\n", + "def unsigned_uniform(shape=(1,), lower=-1., upper=1.):\n", + " return nn.init.uniform_(nn.Parameter(torch.empty(shape)), a=lower, b=upper)\n", + "\n", + "\n", + "def excitatory_constant(shape=(1,), value=1.):\n", + " return nn.Parameter(torch.full(shape, value))\n", + "\n", + "\n", + "def inhibitory_constant(shape=(1,), value=-1.):\n", + " return nn.Parameter(torch.full(shape, value))\n", + "\n", + "\n", + "def unsigned_constant(shape=(1,), lower=-1., upper=1., p=0.5):\n", + " with torch.no_grad():\n", + " weight = torch.empty(shape).uniform_(0, 1)\n", + " mask = weight < p\n", + " weight[mask] = upper\n", + " weight[~mask] = lower\n", + " return nn.Parameter(weight)" ] - }, - "execution_count": 17, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "env.action_spec()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "### 1.4 Example of simple modification to the agent" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "\n", - "Let's make a new swimmer agent with 12 links instead of 6, introducing complexity. Additionally, we have the flexibility to adjust various other parameters." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ + }, { - "name": "stderr", - "output_type": "stream", - "text": [ - "/tmp/ipykernel_74663/4073379236.py:65: MatplotlibDeprecationWarning: Auto-close()ing of figures upon backend switching is deprecated since 3.8 and will be removed two minor releases later. To suppress this warning, explicitly call plt.close('all') first.\n", - " matplotlib.use(orig_backend) # Switch back to the original backend.\n" - ] + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "Dg2Brf6cnud5" + }, + "source": [ + "***Can you think of more kinds of weight initializations and constraints that might be useful for the swimmer agent?***" + ] }, { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "VXdLSvZQnud5" + }, + "source": [ + "#### Section 3.1.2: Defining the ***SwimmerModule***" ] - }, - "execution_count": 18, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "@swimmer.SUITE.add()\n", - "def swim_12_links(\n", - " n_links=12,\n", - " desired_speed=_SWIM_SPEED,\n", - " time_limit=swimmer._DEFAULT_TIME_LIMIT,\n", - " random=None,\n", - " environment_kwargs={},\n", - "):\n", - " \"\"\"Returns the Swim task for a n-link swimmer.\"\"\"\n", - " model_string, assets = swimmer.get_model_and_assets(n_links)\n", - " physics = swimmer.Physics.from_xml_string(model_string, assets=assets)\n", - " task = Swim(desired_speed=desired_speed, random=random)\n", - " return control.Environment(\n", - " physics,\n", - " task,\n", - " time_limit=time_limit,\n", - " control_timestep=swimmer._CONTROL_TIMESTEP,\n", - " **environment_kwargs,\n", - " )\n", - "\n", - "env = suite.load('swimmer', 'swim_12_links', task_kwargs={'random': 1})\n", - "test_dm_control(env)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "We can visualize this longer agent using our previously defined test_dm_control function." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "❓" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Using the API provided by Deepmind we can create any kind of changes to the agent and the environment.\n", - "\n", - "Try to make the following changes to make yourself more familiar with the swimmer.\n", - "\n", - "* ***Adding a target (like a ball) to this environment at some x distance away from the agent.***\n", - "* ***Increasing the viscosity of the environment.***\n", - "\n", - "\n", - "\n", - "Have a look at the following links to see what kind of assets you will need to modify to make these changes.\n", - "\n", - "\n", - "* [swimmer.py](https://github.com/google-deepmind/dm_control/blob/main/dm_control/suite/swimmer.py)\n", - "* [swimmer.xml](https://github.com/google-deepmind/dm_control/blob/main/dm_control/suite/swimmer.xml)\n", - "\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "# add your code" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ + }, { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "b0debe8ff6ef4938ad0b3cf606e406a8", - "version_major": 2, - "version_minor": 0 + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "ok88ocysnud5" }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + "source": [ + "The ***SwimmerModule*** class represents the neural network module inspired by the C. elegans neural circuitry, designed for controlling a robotic swimmer with specific architectural priors, such as proprioception and oscillatory movement patterns." ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_exploring_deepmind_swimmer\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "---\n", - "## Section 2: Training models on the swim task" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "\n", - "To train the agents we defined in the previous section, we will utilize standard reinforcement learning (RL) algorithms. For the purposes of this tutorial, we will employ the [tonic_rl](https://github.com/fabiopardo/tonic) library, which provides a robust framework for training RL agents. Throughout most of this project, you will primarily be modifying the environment or the model architecture. Therefore, I suggest treating these algorithms as a \"black box\" for now. Simply put, you input an untrained model, and the algorithm processes and returns a well-trained model. This approach allows us to focus on the impact of different architectures and environmental settings without delving deeply into the algorithmic complexities at this stage." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ + }, { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/hostedtoolcache/Python/3.9.19/x64/lib/python3.9/site-packages/IPython/core/magics/osm.py:417: UserWarning: using dhist requires you to install the `pickleshare` library.\n", - " self.shell.db['dhist'] = compress_dhist(dhist)[-100:]\n" - ] - } - ], - "source": [ - "#@title Download and install tonic library for training agents\n", - "\n", - "import contextlib\n", - "import io\n", - "\n", - "with contextlib.redirect_stdout(io.StringIO()): #to suppress output\n", - " !git clone https://github.com/neuromatch/tonic\n", - " %cd tonic" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "### Section 2.1 Defining the train function\n", - "\n", - "First we defined a general training function to train any agent on any given environment with a variety of available algorithms. Given below are some of the parameter definitions of the function. You'll likely want to adjust these parameters to customize the training process for an agent in a specific environment using your chosen algorithm from the tonic library:\n", - "\n", - "* **Header**: Python code required to run before training begins, primarily for importing essential libraries or modules.\n", - "\n", - "* **Agent**: The agent that will undergo training; refer to section 3.2 and 4.2 for definitions of MLP and NCAP respectively.\n", - "\n", - "* **Environment**: The training environment for the agent. Ensure it is registered with the DeepMind Control Suite as detailed in section 2.\n", - "\n", - "* **Name**: The experiment's name, which will be utilized for log and model saving purposes.\n", - "\n", - "* **Trainer**: The trainer instance selected for use. It allows the configuration of the training steps, model saving frequency, and other training-related parameters.\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "import tonic\n", - "import tonic.torch\n", - "\n", - "def train(\n", - " header,\n", - " agent,\n", - " environment,\n", - " name = 'test',\n", - " trainer = 'tonic.Trainer()',\n", - " before_training = None,\n", - " after_training = None,\n", - " parallel = 1,\n", - " sequential = 1,\n", - " seed = 0\n", - "):\n", - " \"\"\"\n", - " Some additional parameters:\n", - "\n", - " - before_training: Python code to execute immediately before the training loop commences, suitable for setup actions needed after initialization but prior to training.\n", - " - after_training: Python code to run once the training loop concludes, ideal for teardown or analytical purposes.\n", - " - parallel: The count of environments to execute in parallel. Limited to 1 in a Colab notebook, but if additional resources are available, this number can be increased to expedite training.\n", - " - sequential: The number of sequential steps the environment runs before sending observations back to the agent. This setting is useful for temporal batching. It can be disregarded for this tutorial's purposes.\n", - " - seed: The experiment's random seed, guaranteeing the reproducibility of the training process.\n", - "\n", - " \"\"\"\n", - " # Capture the arguments to save them, e.g. to play with the trained agent.\n", - " args = dict(locals())\n", - "\n", - " # Run the header first, e.g. to load an ML framework.\n", - " if header:\n", - " exec(header)\n", - "\n", - " # Build the train and test environments.\n", - " _environment = environment\n", - " environment = tonic.environments.distribute(lambda: eval(_environment), parallel, sequential)\n", - " test_environment = tonic.environments.distribute(lambda: eval(_environment))\n", - "\n", - "\n", - " # Build the agent.\n", - " agent = eval(agent)\n", - " agent.initialize(\n", - " observation_space=test_environment.observation_space,\n", - " action_space=test_environment.action_space, seed=seed)\n", - "\n", - " # Choose a name for the experiment.\n", - " if hasattr(test_environment, 'name'):\n", - " environment_name = test_environment.name\n", - " else:\n", - " environment_name = test_environment.__class__.__name__\n", - " if not name:\n", - " if hasattr(agent, 'name'):\n", - " name = agent.name\n", - " else:\n", - " name = agent.__class__.__name__\n", - " if parallel != 1 or sequential != 1:\n", - " name += f'-{parallel}x{sequential}'\n", - "\n", - " # Initialize the logger to save data to the path environment/name/seed.\n", - " path = os.path.join('data', 'local', 'experiments', 'tonic', environment_name, name)\n", - " tonic.logger.initialize(path, script_path=None, config=args)\n", - "\n", - " # Build the trainer.\n", - " trainer = eval(trainer)\n", - " trainer.initialize(\n", - " agent=agent,\n", - " environment=environment,\n", - " test_environment=test_environment,\n", - " )\n", - " # Run some code before training.\n", - " if before_training:\n", - " exec(before_training)\n", - "\n", - " # Train.\n", - " trainer.run()\n", - "\n", - " # Run some code after training.\n", - " if after_training:\n", - " exec(after_training)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "### Section 2.2 Training MLP model on swim task" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Now we are going to define a function for creating an actor-critic model suitable for Proximal Policy Optimization (PPO) using a Multi-Layer Perceptron (MLP) architecture." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "from tonic.torch import models, normalizers\n", - "import torch\n", - "\n", - "def ppo_mlp_model(\n", - " actor_sizes=(64, 64),\n", - " actor_activation=torch.nn.Tanh,\n", - " critic_sizes=(64, 64),\n", - " critic_activation=torch.nn.Tanh,\n", - "):\n", - "\n", - " \"\"\"\n", - " Constructs an ActorCritic model with specified architectures for the actor and critic networks.\n", - "\n", - " Parameters:\n", - " - actor_sizes (tuple): Sizes of the layers in the actor MLP.\n", - " - actor_activation (torch activation): Activation function used in the actor MLP.\n", - " - critic_sizes (tuple): Sizes of the layers in the critic MLP.\n", - " - critic_activation (torch activation): Activation function used in the critic MLP.\n", - "\n", - " Returns:\n", - " - models.ActorCritic: An ActorCritic model comprising an actor and a critic with MLP torsos,\n", - " equipped with a Gaussian policy head for the actor and a value head for the critic,\n", - " along with observation normalization.\n", - " \"\"\"\n", - "\n", - " return models.ActorCritic(\n", - " actor=models.Actor(\n", - " encoder=models.ObservationEncoder(),\n", - " torso=models.MLP(actor_sizes, actor_activation),\n", - " head=models.DetachedScaleGaussianPolicyHead(),\n", - " ),\n", - " critic=models.Critic(\n", - " encoder=models.ObservationEncoder(),\n", - " torso=models.MLP(critic_sizes, critic_activation),\n", - " head=models.ValueHead(),\n", - " ),\n", - " observation_normalizer=normalizers.MeanStd(),\n", - " )" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Next we call the train function which initiates the training process for the provided agent using the Tonic library. It specifies the components necessary for training, including the model, environment, and training parameters:\n", - "\n", - "**Agent**: A Proximal Policy Optimization (PPO) agent with a custom Multi-Layer Perceptron (MLP) model architecture, configured with 256 units in each of two layers for both the actor and the critic.\n", - "\n", - "**Environment**: The training environment is set to \"swimmer-swim\" from the Control Suite, a benchmark suite for continuous control tasks.\n", - "\n", - "**Name**: The experiment is named 'mlp_256', which is useful for identifying logs and saved models associated with this training run.\n", - "\n", - "**Trainer**: Specifies the training configuration, including the total number of steps (5e5) and the frequency of saving the model (1e5 steps)." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "\n", - "*Note:* The model will checkpoint every 'save_steps' amount of training steps* \n", - "\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "⏳ \n", - "\n", - "The model can take some time to train so feel free to skip the training for now. We have provided the pretrained model for you to play with. Move on to the next section to vizualize a agent with the pretrained model.\n", - "\n", - "Uncomment the cell below if you want to perform the training." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "# train('import tonic.torch',\n", - "# 'tonic.torch.agents.PPO(model=ppo_mlp_model(actor_sizes=(256, 256), critic_sizes=(256,256)))',\n", - "# 'tonic.environments.ControlSuite(\"swimmer-swim\")',\n", - "# name = 'mlp_256',\n", - "# trainer = 'tonic.Trainer(steps=int(5e5),save_steps=int(1e5))')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "❓" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "**Try playing with the parameters of the trainer and the MLP model and see how it affects the performance.**\n", - "\n", - "\n", - "* ***How do the actor and the critic model size affect the performance.***\n", - "* ***Consider increasing the number of steps in trainer to train the model for longer.***\n", - "* ***Explore [Tonic library](https://github.com/fabiopardo/tonic) to see what algorithms we can use to train our agents. (D4PG is usually faster than PPO)***" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "# add your code" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "### Section 2.3 Function to run any model on the environment and generate video" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "One of the most fun things about these environments is their visualization. We don't want to just look at the reward to know how good our model is we want to see how well the agent swims. This is particularly important to avoid \"reward hacking,\" where an agent learns to exploit the reward system in ways that are unintended and potentially detrimental to the desired outcomes. Moreover visualizing the agent also help us understand where the model is going wrong." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Here we have defined a function that will generate the videos of the agent using the input model. The function requires path to the checkpoint folder and the environment you wanna run the trained model on." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "def play_model(path, checkpoint='last',environment='default',seed=None, header=None):\n", - "\n", - " \"\"\"\n", - " Plays a model within an environment and renders the gameplay to a video.\n", - "\n", - " Parameters:\n", - " - path (str): Path to the directory containing the model and checkpoints.\n", - " - checkpoint (str): Specifies which checkpoint to use ('last', 'first', or a specific ID). 'none' indicates no checkpoint.\n", - " - environment (str): The environment to use. 'default' uses the environment specified in the configuration file.\n", - " - seed (int): Optional seed for reproducibility.\n", - " - header (str): Optional Python code to execute before initializing the model, such as importing libraries.\n", - " \"\"\"\n", - "\n", - " if checkpoint == 'none':\n", - " # Use no checkpoint, the agent is freshly created.\n", - " checkpoint_path = None\n", - " tonic.logger.log('Not loading any weights')\n", - " else:\n", - " checkpoint_path = os.path.join(path, 'checkpoints')\n", - " if not os.path.isdir(checkpoint_path):\n", - " tonic.logger.error(f'{checkpoint_path} is not a directory')\n", - " checkpoint_path = None\n", - "\n", - " # List all the checkpoints.\n", - " checkpoint_ids = []\n", - " for file in os.listdir(checkpoint_path):\n", - " if file[:5] == 'step_':\n", - " checkpoint_id = file.split('.')[0]\n", - " checkpoint_ids.append(int(checkpoint_id[5:]))\n", - "\n", - " if checkpoint_ids:\n", - " if checkpoint == 'last':\n", - " # Use the last checkpoint.\n", - " checkpoint_id = max(checkpoint_ids)\n", - " checkpoint_path = os.path.join(checkpoint_path, f'step_{checkpoint_id}')\n", - " elif checkpoint == 'first':\n", - " # Use the first checkpoint.\n", - " checkpoint_id = min(checkpoint_ids)\n", - " checkpoint_path = os.path.join(checkpoint_path, f'step_{checkpoint_id}')\n", - " else:\n", - " # Use the specified checkpoint.\n", - " checkpoint_id = int(checkpoint)\n", - " if checkpoint_id in checkpoint_ids:\n", - " checkpoint_path = os.path.join(checkpoint_path, f'step_{checkpoint_id}')\n", - " else:\n", - " tonic.logger.error(f'Checkpoint {checkpoint_id} not found in {checkpoint_path}')\n", - " checkpoint_path = None\n", - " else:\n", - " tonic.logger.error(f'No checkpoint found in {checkpoint_path}')\n", - " checkpoint_path = None\n", - "\n", - " # Load the experiment configuration.\n", - " arguments_path = os.path.join(path, 'config.yaml')\n", - " with open(arguments_path, 'r') as config_file:\n", - " config = yaml.load(config_file, Loader=yaml.FullLoader)\n", - " config = argparse.Namespace(**config)\n", - "\n", - " # Run the header first, e.g. to load an ML framework.\n", - " try:\n", - " if config.header:\n", - " exec(config.header)\n", - " if header:\n", - " exec(header)\n", - " except:\n", - " pass\n", - "\n", - " # Build the agent.\n", - " agent = eval(config.agent)\n", - "\n", - " # Build the environment.\n", - " if environment == 'default':\n", - " environment = tonic.environments.distribute(lambda: eval(config.environment))\n", - " else:\n", - " environment = tonic.environments.distribute(lambda: eval(environment))\n", - " if seed is not None:\n", - " environment.seed(seed)\n", - "\n", - " # Initialize the agent.\n", - " agent.initialize(\n", - " observation_space=environment.observation_space,\n", - " action_space=environment.action_space,\n", - " seed=seed,\n", - " )\n", - "\n", - " # Load the weights of the agent form a checkpoint.\n", - " if checkpoint_path:\n", - " agent.load(checkpoint_path)\n", - "\n", - " steps = 0\n", - " test_observations = environment.start()\n", - " frames = [environment.render('rgb_array',camera_id=0, width=640, height=480)[0]]\n", - " score, length = 0, 0\n", - "\n", - " while True:\n", - " # Select an action.\n", - " actions = agent.test_step(test_observations, steps)\n", - " assert not np.isnan(actions.sum())\n", - "\n", - " # Take a step in the environment.\n", - " test_observations, infos = environment.step(actions)\n", - " frames.append(environment.render('rgb_array',camera_id=0, width=640, height=480)[0])\n", - " agent.test_update(**infos, steps=steps)\n", - "\n", - " score += infos['rewards'][0]\n", - " length += 1\n", - "\n", - " if infos['resets'][0]:\n", - " break\n", - " video_path = os.path.join(path, 'video.mp4')\n", - " print('Reward for the run: ', score)\n", - " return display_video(frames,video_path)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Let's visualize the agent with a pretrained MLP model. Once you have your pretrained model, you can replace the experiment path to visualize the agent with your model." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "⏳" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "ZdsGP7_Pnud5" + }, + "outputs": [], + "source": [ + "class SwimmerModule(nn.Module):\n", + " \"\"\"C.-elegans-inspired neural circuit architectural prior.\"\"\"\n", + "\n", + " def __init__(\n", + " self,\n", + " n_joints: int,\n", + " n_turn_joints: int = 1,\n", + " oscillator_period: int = 60,\n", + " use_weight_sharing: bool = True,\n", + " use_weight_constraints: bool = True,\n", + " use_weight_constant_init: bool = True,\n", + " include_proprioception: bool = True,\n", + " include_head_oscillators: bool = True,\n", + " include_speed_control: bool = False,\n", + " include_turn_control: bool = False,\n", + " ):\n", + " super().__init__()\n", + " self.n_joints = n_joints\n", + " self.n_turn_joints = n_turn_joints\n", + " self.oscillator_period = oscillator_period\n", + " self.include_proprioception = include_proprioception\n", + " self.include_head_oscillators = include_head_oscillators\n", + " self.include_speed_control = include_speed_control\n", + " self.include_turn_control = include_turn_control\n", + "\n", + " # Log activity\n", + " self.connections_log = []\n", + "\n", + " # Timestep counter (for oscillations).\n", + " self.timestep = 0\n", + "\n", + " # Weight sharing switch function.\n", + " self.ws = lambda nonshared, shared: shared if use_weight_sharing else nonshared\n", + "\n", + " # Weight constraint and init functions.\n", + " if use_weight_constraints:\n", + " self.exc = excitatory\n", + " self.inh = inhibitory\n", + " if use_weight_constant_init:\n", + " exc_param = excitatory_constant\n", + " inh_param = inhibitory_constant\n", + " else:\n", + " exc_param = excitatory_uniform\n", + " inh_param = inhibitory_uniform\n", + " else:\n", + " self.exc = unsigned\n", + " self.inh = unsigned\n", + " if use_weight_constant_init:\n", + " exc_param = inh_param = unsigned_constant\n", + " else:\n", + " exc_param = inh_param = unsigned_uniform\n", + "\n", + " # Learnable parameters.\n", + " self.params = nn.ParameterDict()\n", + " if use_weight_sharing:\n", + " if self.include_proprioception:\n", + " self.params['bneuron_prop'] = exc_param()\n", + " if self.include_speed_control:\n", + " self.params['bneuron_speed'] = inh_param()\n", + " if self.include_turn_control:\n", + " self.params['bneuron_turn'] = exc_param()\n", + " if self.include_head_oscillators:\n", + " self.params['bneuron_osc'] = exc_param()\n", + " self.params['muscle_ipsi'] = exc_param()\n", + " self.params['muscle_contra'] = inh_param()\n", + " else:\n", + " for i in range(self.n_joints):\n", + " if self.include_proprioception and i > 0:\n", + " self.params[f'bneuron_d_prop_{i}'] = exc_param()\n", + " self.params[f'bneuron_v_prop_{i}'] = exc_param()\n", + "\n", + " if self.include_speed_control:\n", + " self.params[f'bneuron_d_speed_{i}'] = inh_param()\n", + " self.params[f'bneuron_v_speed_{i}'] = inh_param()\n", + "\n", + " if self.include_turn_control and i < self.n_turn_joints:\n", + " self.params[f'bneuron_d_turn_{i}'] = exc_param()\n", + " self.params[f'bneuron_v_turn_{i}'] = exc_param()\n", + "\n", + " if self.include_head_oscillators and i == 0:\n", + " self.params[f'bneuron_d_osc_{i}'] = exc_param()\n", + " self.params[f'bneuron_v_osc_{i}'] = exc_param()\n", + "\n", + " self.params[f'muscle_d_d_{i}'] = exc_param()\n", + " self.params[f'muscle_d_v_{i}'] = inh_param()\n", + " self.params[f'muscle_v_v_{i}'] = exc_param()\n", + " self.params[f'muscle_v_d_{i}'] = inh_param()\n", + "\n", + " def reset(self):\n", + " self.timestep = 0\n", + "\n", + " def log_activity(self, activity_type, neuron):\n", + " \"\"\"Logs an active connection between neurons.\"\"\"\n", + " self.connections_log.append((self.timestep, activity_type, neuron))\n", + "\n", + " def forward(\n", + " self,\n", + " joint_pos,\n", + " right_control=None,\n", + " left_control=None,\n", + " speed_control=None,\n", + " timesteps=None,\n", + " log_activity=True,\n", + " log_file='log.txt'\n", + " ):\n", + " \"\"\"Forward pass.\n", + "\n", + " Args:\n", + " joint_pos (torch.Tensor): Joint positions in [-1, 1], shape (..., n_joints).\n", + " right_control (torch.Tensor): Right turn control in [0, 1], shape (..., 1).\n", + " left_control (torch.Tensor): Left turn control in [0, 1], shape (..., 1).\n", + " speed_control (torch.Tensor): Speed control in [0, 1], 0 stopped, 1 fastest, shape (..., 1).\n", + " timesteps (torch.Tensor): Timesteps in [0, max_env_steps], shape (..., 1).\n", + "\n", + " Returns:\n", + " (torch.Tensor): Joint torques in [-1, 1], shape (..., n_joints).\n", + " \"\"\"\n", + "\n", + " exc = self.exc\n", + " inh = self.inh\n", + " ws = self.ws\n", + "\n", + " # Separate into dorsal and ventral sensor values in [0, 1], shape (..., n_joints).\n", + " joint_pos_d = joint_pos.clamp(min=0, max=1)\n", + " joint_pos_v = joint_pos.clamp(min=-1, max=0).neg()\n", + "\n", + " # Convert speed signal from acceleration into brake.\n", + " if self.include_speed_control:\n", + " assert speed_control is not None\n", + " speed_control = 1 - speed_control.clamp(min=0, max=1)\n", + "\n", + " joint_torques = [] # [shape (..., 1)]\n", + " for i in range(self.n_joints):\n", + " bneuron_d = bneuron_v = torch.zeros_like(joint_pos[..., 0, None]) # shape (..., 1)\n", + "\n", + " # B-neurons recieve proprioceptive input from previous joint to propagate waves down the body.\n", + " if self.include_proprioception and i > 0:\n", + " bneuron_d = bneuron_d + joint_pos_d[\n", + " ..., i - 1, None] * exc(self.params[ws(f'bneuron_d_prop_{i}', 'bneuron_prop')])\n", + " bneuron_v = bneuron_v + joint_pos_v[\n", + " ..., i - 1, None] * exc(self.params[ws(f'bneuron_v_prop_{i}', 'bneuron_prop')])\n", + " self.log_activity('exc', f'bneuron_d_prop_{i}')\n", + " self.log_activity('exc', f'bneuron_v_prop_{i}')\n", + "\n", + " # Speed control unit modulates all B-neurons.\n", + " if self.include_speed_control:\n", + " bneuron_d = bneuron_d + speed_control * inh(\n", + " self.params[ws(f'bneuron_d_speed_{i}', 'bneuron_speed')]\n", + " )\n", + " bneuron_v = bneuron_v + speed_control * inh(\n", + " self.params[ws(f'bneuron_v_speed_{i}', 'bneuron_speed')]\n", + " )\n", + " self.log_activity('inh', f'bneuron_d_speed_{i}')\n", + " self.log_activity('inh', f'bneuron_v_speed_{i}')\n", + "\n", + " # Turn control units modulate head B-neurons.\n", + " if self.include_turn_control and i < self.n_turn_joints:\n", + " assert right_control is not None\n", + " assert left_control is not None\n", + " turn_control_d = right_control.clamp(min=0, max=1) # shape (..., 1)\n", + " turn_control_v = left_control.clamp(min=0, max=1)\n", + " bneuron_d = bneuron_d + turn_control_d * exc(\n", + " self.params[ws(f'bneuron_d_turn_{i}', 'bneuron_turn')]\n", + " )\n", + " bneuron_v = bneuron_v + turn_control_v * exc(\n", + " self.params[ws(f'bneuron_v_turn_{i}', 'bneuron_turn')]\n", + " )\n", + " self.log_activity('exc', f'bneuron_d_turn_{i}')\n", + " self.log_activity('exc', f'bneuron_v_turn_{i}')\n", + "\n", + " # Oscillator units modulate first B-neurons.\n", + " if self.include_head_oscillators and i == 0:\n", + " if timesteps is not None:\n", + " phase = timesteps.round().remainder(self.oscillator_period)\n", + " mask = phase < self.oscillator_period // 2\n", + " oscillator_d = torch.zeros_like(timesteps) # shape (..., 1)\n", + " oscillator_v = torch.zeros_like(timesteps) # shape (..., 1)\n", + " oscillator_d[mask] = 1.\n", + " oscillator_v[~mask] = 1.\n", + " else:\n", + " phase = self.timestep % self.oscillator_period # in [0, oscillator_period)\n", + " if phase < self.oscillator_period // 2:\n", + " oscillator_d, oscillator_v = 1.0, 0.0\n", + " else:\n", + " oscillator_d, oscillator_v = 0.0, 1.0\n", + " bneuron_d = bneuron_d + oscillator_d * exc(\n", + " self.params[ws(f'bneuron_d_osc_{i}', 'bneuron_osc')]\n", + " )\n", + " bneuron_v = bneuron_v + oscillator_v * exc(\n", + " self.params[ws(f'bneuron_v_osc_{i}', 'bneuron_osc')]\n", + " )\n", + "\n", + " self.log_activity('exc', f'bneuron_d_osc_{i}')\n", + " self.log_activity('exc', f'bneuron_v_osc_{i}')\n", + "\n", + " # B-neuron activation.\n", + " bneuron_d = graded(bneuron_d)\n", + " bneuron_v = graded(bneuron_v)\n", + "\n", + " # Muscles receive excitatory ipsilateral and inhibitory contralateral input.\n", + " muscle_d = graded(\n", + " bneuron_d * exc(self.params[ws(f'muscle_d_d_{i}', 'muscle_ipsi')]) +\n", + " bneuron_v * inh(self.params[ws(f'muscle_d_v_{i}', 'muscle_contra')])\n", + " )\n", + " muscle_v = graded(\n", + " bneuron_v * exc(self.params[ws(f'muscle_v_v_{i}', 'muscle_ipsi')]) +\n", + " bneuron_d * inh(self.params[ws(f'muscle_v_d_{i}', 'muscle_contra')])\n", + " )\n", + "\n", + " # Joint torque from antagonistic contraction of dorsal and ventral muscles.\n", + " joint_torque = muscle_d - muscle_v\n", + " joint_torques.append(joint_torque)\n", + "\n", + " self.timestep += 1\n", + "\n", + " out = torch.cat(joint_torques, -1) # shape (..., n_joints)\n", + " return out" + ] + }, { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/hostedtoolcache/Python/3.9.19/x64/lib/python3.9/site-packages/gym/spaces/box.py:127: UserWarning: \u001b[33mWARN: Box bound precision lowered by casting to float32\u001b[0m\n", - " logger.warn(f\"Box bound precision lowered by casting to {self.dtype}\")\n" - ] + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "cACERrQKnud5" + }, + "source": [ + "#### Section 3.1.3: Defining the ***SwimmerActor*** wrapper" + ] }, { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m\u001b[32m\n", - "Loading weights from data/local/experiments/tonic/swimmer-swim/pretrained_mlp_ppo/checkpoints/step_10000000.pt\u001b[0m\n" - ] + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "hXKbqjLPnud5" + }, + "source": [ + "\n", + "The ***SwimmerActor*** class acts as a wrapper around the ***SwimmerModule***, managing high-level control signals and observations coming from the environment and passing them to the ***SwimmerModule*** in a suitable format. This class is basically responsible for making the SwimmerModule compatible with the tonic library. If you wish to use any other library to try a algorithm not present in tonic you have to write a new wrapper to make ***SwimmerModule*** compatible with that library." + ] }, { - "name": "stdout", - "output_type": "stream", - "text": [ - "Reward for the run: 985.1410482749343\n" - ] + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "APyfuQ1unud5" + }, + "outputs": [], + "source": [ + "class SwimmerActor(nn.Module):\n", + " def __init__(\n", + " self,\n", + " swimmer,\n", + " controller=None,\n", + " distribution=None,\n", + " timestep_transform=(-1, 1, 0, 1000),\n", + " ):\n", + " super().__init__()\n", + " self.swimmer = swimmer\n", + " self.controller = controller\n", + " self.distribution = distribution\n", + " self.timestep_transform = timestep_transform\n", + "\n", + " def initialize(\n", + " self,\n", + " observation_space,\n", + " action_space,\n", + " observation_normalizer=None,\n", + " ):\n", + " self.action_size = action_space.shape[0]\n", + "\n", + " def forward(self, observations):\n", + " joint_pos = observations[..., :self.action_size]\n", + " timesteps = observations[..., -1, None]\n", + "\n", + " # Normalize joint positions by max joint angle (in radians).\n", + " joint_limit = 2 * np.pi / (self.action_size + 1) # In dm_control, calculated with n_bodies.\n", + " joint_pos = torch.clamp(joint_pos / joint_limit, min=-1, max=1)\n", + "\n", + " # Convert normalized time signal into timestep.\n", + " if self.timestep_transform:\n", + " low_in, high_in, low_out, high_out = self.timestep_transform\n", + " timesteps = (timesteps - low_in) / (high_in - low_in) * (high_out - low_out) + low_out\n", + "\n", + " # Generate high-level control signals.\n", + " if self.controller:\n", + " right, left, speed = self.controller(observations)\n", + " else:\n", + " right, left, speed = None, None, None\n", + "\n", + " # Generate low-level action signals.\n", + " actions = self.swimmer(\n", + " joint_pos,\n", + " timesteps=timesteps,\n", + " right_control=right,\n", + " left_control=left,\n", + " speed_control=speed,\n", + " )\n", + "\n", + " # Pass through distribution for stochastic policy.\n", + " if self.distribution:\n", + " actions = self.distribution(actions)\n", + "\n", + " return actions" + ] }, { - "name": "stderr", - "output_type": "stream", - "text": [ - "/tmp/ipykernel_74663/4073379236.py:65: MatplotlibDeprecationWarning: Auto-close()ing of figures upon backend switching is deprecated since 3.8 and will be removed two minor releases later. To suppress this warning, explicitly call plt.close('all') first.\n", - " matplotlib.use(orig_backend) # Switch back to the original backend.\n" - ] + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "275c02f0d5ba47b1a93875c3affeec5e" + ] + }, + "execution": {}, + "id": "EN3g2q00nud5", + "outputId": "9de86d0c-f1c7-4df5-c206-cad31ba6fceb" + }, + "outputs": [], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_ncap_classes\")" + ] }, { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "AKUyx_1Gnud6" + }, + "source": [ + "### 3.2: Train NCAP" ] - }, - "execution_count": 27, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# play_model('data/local/experiments/tonic/swimmer-swim/mlp_256')\n", - "play_model('data/local/experiments/tonic/swimmer-swim/pretrained_mlp_ppo')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "❓" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Try testing the model on a modification of the enviroment it was trained on.\n", - "\n", - "\n", - "* ***Train on basic swim task and test on a environment with higher viscosity.***\n", - "* ***Can we train on the basic 6 link swimmer and test on a larger 12 link swimmer?***\n", - "* ***Train the model for a bit on the modified environment and see how quickly the model can adapt to the new environment.***\n", - "\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "# add your code" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ + }, { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "fdaad8ecf250415aa406d36a9aea135c", - "version_major": 2, - "version_minor": 0 + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "Hd0B9QCjnud6" }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + "source": [ + "We will now define functions akin to those for MLP we defined in Section 3.2, but tailored for the SwimmerActor model.\n", + " \n" ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_training_models_on_swim_task\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "---\n", - "## Section 3: NCAP" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Now that we are familiar with how to train standard models on the swimmer agent let's take a look at NCAP a model that was inspired from the C. elegans motor circuit.\n", - "Our hope with using such models is that they would already have really good priors which should lead to much better transfer, faster learning curves and possibly really good innate performance (zero shot performance).\n", - "\n", - "Check out [NCAP paper](https://arxiv.org/abs/2201.05242) to learn more about the model." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ + }, { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "RaAY_9lYnud6" + }, + "outputs": [], + "source": [ + "from tonic.torch import models, normalizers\n", + "import torch\n", + "\n", + "\n", + "def ppo_swimmer_model(\n", + " n_joints=5,\n", + " action_noise=0.1,\n", + " critic_sizes=(64, 64),\n", + " critic_activation=nn.Tanh,\n", + " **swimmer_kwargs,\n", + "):\n", + " return models.ActorCritic(\n", + " actor=SwimmerActor(\n", + " swimmer=SwimmerModule(n_joints=n_joints, **swimmer_kwargs),\n", + " distribution=lambda x: torch.distributions.normal.Normal(x, action_noise),\n", + " ),\n", + " critic=models.Critic(\n", + " encoder=models.ObservationEncoder(),\n", + " torso=models.MLP(critic_sizes, critic_activation),\n", + " head=models.ValueHead(),\n", + " ),\n", + " observation_normalizer=normalizers.MeanStd(),\n", + " )\n", + "\n", + "\n", + "def d4pg_swimmer_model(\n", + " n_joints=5,\n", + " critic_sizes=(256, 256),\n", + " critic_activation=nn.ReLU,\n", + " **swimmer_kwargs,\n", + "):\n", + " return models.ActorCriticWithTargets(\n", + " actor=SwimmerActor(swimmer=SwimmerModule(n_joints=n_joints, **swimmer_kwargs),),\n", + " critic=models.Critic(\n", + " encoder=models.ObservationActionEncoder(),\n", + " torso=models.MLP(critic_sizes, critic_activation),\n", + " # These values are for the control suite with 0.99 discount.\n", + " head=models.DistributionalValueHead(-150., 150., 51),\n", + " ),\n", + " observation_normalizer=normalizers.MeanStd(),\n", + " )" ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "#@title Paper Illustration\n", - "\n", - "from IPython.display import Image, display\n", - "import os\n", - "from pathlib import Path\n", - "\n", - "url = \"https://github.com/neuromatch/NeuroAI_Course/blob/main/projects/project-notebooks/static/NCAPPaper.png?raw=true\"\n", - "\n", - "display(Image(url=url))" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "### 3.1 NCAP classes" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Now we are going to define ***SwimmerModule*** (NCAP model) and ***SwimmerActor*** (wrapper around NCAP model to make it compatible with tonic) classes.\n", - "\n", - "\n", - "\n", - " " - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "#### Section 3.1.1 Defining the constraints" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "# ==================================================================================================\n", - "# Weight constraints.\n", - "\n", - "\n", - "def excitatory(w, upper=None):\n", - " return w.clamp(min=0, max=upper)\n", - "\n", - "\n", - "def inhibitory(w, lower=None):\n", - " return w.clamp(min=lower, max=0)\n", - "\n", - "\n", - "def unsigned(w, lower=None, upper=None):\n", - " return w if lower is None and upper is None else w.clamp(min=lower, max=upper)\n", - "\n", - "\n", - "# ==================================================================================================\n", - "# Activation constraints.\n", - "\n", - "\n", - "def graded(x):\n", - " return x.clamp(min=0, max=1)\n", - "\n", - "\n", - "# ==================================================================================================\n", - "# Weight initialization.\n", - "\n", - "\n", - "def excitatory_uniform(shape=(1,), lower=0., upper=1.):\n", - " assert lower >= 0\n", - " return nn.init.uniform_(nn.Parameter(torch.empty(shape)), a=lower, b=upper)\n", - "\n", - "\n", - "def inhibitory_uniform(shape=(1,), lower=-1., upper=0.):\n", - " assert upper <= 0\n", - " return nn.init.uniform_(nn.Parameter(torch.empty(shape)), a=lower, b=upper)\n", - "\n", - "\n", - "def unsigned_uniform(shape=(1,), lower=-1., upper=1.):\n", - " return nn.init.uniform_(nn.Parameter(torch.empty(shape)), a=lower, b=upper)\n", - "\n", - "\n", - "def excitatory_constant(shape=(1,), value=1.):\n", - " return nn.Parameter(torch.full(shape, value))\n", - "\n", - "\n", - "def inhibitory_constant(shape=(1,), value=-1.):\n", - " return nn.Parameter(torch.full(shape, value))\n", - "\n", - "\n", - "def unsigned_constant(shape=(1,), lower=-1., upper=1., p=0.5):\n", - " with torch.no_grad():\n", - " weight = torch.empty(shape).uniform_(0, 1)\n", - " mask = weight < p\n", - " weight[mask] = upper\n", - " weight[~mask] = lower\n", - " return nn.Parameter(weight)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "***Can you think of more kinds of weight initializations and constraints that might be useful for the swimmer agent?***" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "#### Section 3.1.2: Defining the ***SwimmerModule***" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "The ***SwimmerModule*** class represents the neural network module inspired by the C. elegans neural circuitry, designed for controlling a robotic swimmer with specific architectural priors, such as proprioception and oscillatory movement patterns." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "class SwimmerModule(nn.Module):\n", - " \"\"\"C.-elegans-inspired neural circuit architectural prior.\"\"\"\n", - "\n", - " def __init__(\n", - " self,\n", - " n_joints: int,\n", - " n_turn_joints: int = 1,\n", - " oscillator_period: int = 60,\n", - " use_weight_sharing: bool = True,\n", - " use_weight_constraints: bool = True,\n", - " use_weight_constant_init: bool = True,\n", - " include_proprioception: bool = True,\n", - " include_head_oscillators: bool = True,\n", - " include_speed_control: bool = False,\n", - " include_turn_control: bool = False,\n", - " ):\n", - " super().__init__()\n", - " self.n_joints = n_joints\n", - " self.n_turn_joints = n_turn_joints\n", - " self.oscillator_period = oscillator_period\n", - " self.include_proprioception = include_proprioception\n", - " self.include_head_oscillators = include_head_oscillators\n", - " self.include_speed_control = include_speed_control\n", - " self.include_turn_control = include_turn_control\n", - "\n", - " # Log activity\n", - " self.connections_log = []\n", - "\n", - " # Timestep counter (for oscillations).\n", - " self.timestep = 0\n", - "\n", - " # Weight sharing switch function.\n", - " self.ws = lambda nonshared, shared: shared if use_weight_sharing else nonshared\n", - "\n", - " # Weight constraint and init functions.\n", - " if use_weight_constraints:\n", - " self.exc = excitatory\n", - " self.inh = inhibitory\n", - " if use_weight_constant_init:\n", - " exc_param = excitatory_constant\n", - " inh_param = inhibitory_constant\n", - " else:\n", - " exc_param = excitatory_uniform\n", - " inh_param = inhibitory_uniform\n", - " else:\n", - " self.exc = unsigned\n", - " self.inh = unsigned\n", - " if use_weight_constant_init:\n", - " exc_param = inh_param = unsigned_constant\n", - " else:\n", - " exc_param = inh_param = unsigned_uniform\n", - "\n", - " # Learnable parameters.\n", - " self.params = nn.ParameterDict()\n", - " if use_weight_sharing:\n", - " if self.include_proprioception:\n", - " self.params['bneuron_prop'] = exc_param()\n", - " if self.include_speed_control:\n", - " self.params['bneuron_speed'] = inh_param()\n", - " if self.include_turn_control:\n", - " self.params['bneuron_turn'] = exc_param()\n", - " if self.include_head_oscillators:\n", - " self.params['bneuron_osc'] = exc_param()\n", - " self.params['muscle_ipsi'] = exc_param()\n", - " self.params['muscle_contra'] = inh_param()\n", - " else:\n", - " for i in range(self.n_joints):\n", - " if self.include_proprioception and i > 0:\n", - " self.params[f'bneuron_d_prop_{i}'] = exc_param()\n", - " self.params[f'bneuron_v_prop_{i}'] = exc_param()\n", - "\n", - " if self.include_speed_control:\n", - " self.params[f'bneuron_d_speed_{i}'] = inh_param()\n", - " self.params[f'bneuron_v_speed_{i}'] = inh_param()\n", - "\n", - " if self.include_turn_control and i < self.n_turn_joints:\n", - " self.params[f'bneuron_d_turn_{i}'] = exc_param()\n", - " self.params[f'bneuron_v_turn_{i}'] = exc_param()\n", - "\n", - " if self.include_head_oscillators and i == 0:\n", - " self.params[f'bneuron_d_osc_{i}'] = exc_param()\n", - " self.params[f'bneuron_v_osc_{i}'] = exc_param()\n", - "\n", - " self.params[f'muscle_d_d_{i}'] = exc_param()\n", - " self.params[f'muscle_d_v_{i}'] = inh_param()\n", - " self.params[f'muscle_v_v_{i}'] = exc_param()\n", - " self.params[f'muscle_v_d_{i}'] = inh_param()\n", - "\n", - " def reset(self):\n", - " self.timestep = 0\n", - "\n", - " def log_activity(self, activity_type, neuron):\n", - " \"\"\"Logs an active connection between neurons.\"\"\"\n", - " self.connections_log.append((self.timestep, activity_type, neuron))\n", - "\n", - " def forward(\n", - " self,\n", - " joint_pos,\n", - " right_control=None,\n", - " left_control=None,\n", - " speed_control=None,\n", - " timesteps=None,\n", - " log_activity=True,\n", - " log_file='log.txt'\n", - " ):\n", - " \"\"\"Forward pass.\n", - "\n", - " Args:\n", - " joint_pos (torch.Tensor): Joint positions in [-1, 1], shape (..., n_joints).\n", - " right_control (torch.Tensor): Right turn control in [0, 1], shape (..., 1).\n", - " left_control (torch.Tensor): Left turn control in [0, 1], shape (..., 1).\n", - " speed_control (torch.Tensor): Speed control in [0, 1], 0 stopped, 1 fastest, shape (..., 1).\n", - " timesteps (torch.Tensor): Timesteps in [0, max_env_steps], shape (..., 1).\n", - "\n", - " Returns:\n", - " (torch.Tensor): Joint torques in [-1, 1], shape (..., n_joints).\n", - " \"\"\"\n", - "\n", - " exc = self.exc\n", - " inh = self.inh\n", - " ws = self.ws\n", - "\n", - " # Separate into dorsal and ventral sensor values in [0, 1], shape (..., n_joints).\n", - " joint_pos_d = joint_pos.clamp(min=0, max=1)\n", - " joint_pos_v = joint_pos.clamp(min=-1, max=0).neg()\n", - "\n", - " # Convert speed signal from acceleration into brake.\n", - " if self.include_speed_control:\n", - " assert speed_control is not None\n", - " speed_control = 1 - speed_control.clamp(min=0, max=1)\n", - "\n", - " joint_torques = [] # [shape (..., 1)]\n", - " for i in range(self.n_joints):\n", - " bneuron_d = bneuron_v = torch.zeros_like(joint_pos[..., 0, None]) # shape (..., 1)\n", - "\n", - " # B-neurons recieve proprioceptive input from previous joint to propagate waves down the body.\n", - " if self.include_proprioception and i > 0:\n", - " bneuron_d = bneuron_d + joint_pos_d[\n", - " ..., i - 1, None] * exc(self.params[ws(f'bneuron_d_prop_{i}', 'bneuron_prop')])\n", - " bneuron_v = bneuron_v + joint_pos_v[\n", - " ..., i - 1, None] * exc(self.params[ws(f'bneuron_v_prop_{i}', 'bneuron_prop')])\n", - " self.log_activity('exc', f'bneuron_d_prop_{i}')\n", - " self.log_activity('exc', f'bneuron_v_prop_{i}')\n", - "\n", - " # Speed control unit modulates all B-neurons.\n", - " if self.include_speed_control:\n", - " bneuron_d = bneuron_d + speed_control * inh(\n", - " self.params[ws(f'bneuron_d_speed_{i}', 'bneuron_speed')]\n", - " )\n", - " bneuron_v = bneuron_v + speed_control * inh(\n", - " self.params[ws(f'bneuron_v_speed_{i}', 'bneuron_speed')]\n", - " )\n", - " self.log_activity('inh', f'bneuron_d_speed_{i}')\n", - " self.log_activity('inh', f'bneuron_v_speed_{i}')\n", - "\n", - " # Turn control units modulate head B-neurons.\n", - " if self.include_turn_control and i < self.n_turn_joints:\n", - " assert right_control is not None\n", - " assert left_control is not None\n", - " turn_control_d = right_control.clamp(min=0, max=1) # shape (..., 1)\n", - " turn_control_v = left_control.clamp(min=0, max=1)\n", - " bneuron_d = bneuron_d + turn_control_d * exc(\n", - " self.params[ws(f'bneuron_d_turn_{i}', 'bneuron_turn')]\n", - " )\n", - " bneuron_v = bneuron_v + turn_control_v * exc(\n", - " self.params[ws(f'bneuron_v_turn_{i}', 'bneuron_turn')]\n", - " )\n", - " self.log_activity('exc', f'bneuron_d_turn_{i}')\n", - " self.log_activity('exc', f'bneuron_v_turn_{i}')\n", - "\n", - " # Oscillator units modulate first B-neurons.\n", - " if self.include_head_oscillators and i == 0:\n", - " if timesteps is not None:\n", - " phase = timesteps.round().remainder(self.oscillator_period)\n", - " mask = phase < self.oscillator_period // 2\n", - " oscillator_d = torch.zeros_like(timesteps) # shape (..., 1)\n", - " oscillator_v = torch.zeros_like(timesteps) # shape (..., 1)\n", - " oscillator_d[mask] = 1.\n", - " oscillator_v[~mask] = 1.\n", - " else:\n", - " phase = self.timestep % self.oscillator_period # in [0, oscillator_period)\n", - " if phase < self.oscillator_period // 2:\n", - " oscillator_d, oscillator_v = 1.0, 0.0\n", - " else:\n", - " oscillator_d, oscillator_v = 0.0, 1.0\n", - " bneuron_d = bneuron_d + oscillator_d * exc(\n", - " self.params[ws(f'bneuron_d_osc_{i}', 'bneuron_osc')]\n", - " )\n", - " bneuron_v = bneuron_v + oscillator_v * exc(\n", - " self.params[ws(f'bneuron_v_osc_{i}', 'bneuron_osc')]\n", - " )\n", - "\n", - " self.log_activity('exc', f'bneuron_d_osc_{i}')\n", - " self.log_activity('exc', f'bneuron_v_osc_{i}')\n", - "\n", - " # B-neuron activation.\n", - " bneuron_d = graded(bneuron_d)\n", - " bneuron_v = graded(bneuron_v)\n", - "\n", - " # Muscles receive excitatory ipsilateral and inhibitory contralateral input.\n", - " muscle_d = graded(\n", - " bneuron_d * exc(self.params[ws(f'muscle_d_d_{i}', 'muscle_ipsi')]) +\n", - " bneuron_v * inh(self.params[ws(f'muscle_d_v_{i}', 'muscle_contra')])\n", - " )\n", - " muscle_v = graded(\n", - " bneuron_v * exc(self.params[ws(f'muscle_v_v_{i}', 'muscle_ipsi')]) +\n", - " bneuron_d * inh(self.params[ws(f'muscle_v_d_{i}', 'muscle_contra')])\n", - " )\n", - "\n", - " # Joint torque from antagonistic contraction of dorsal and ventral muscles.\n", - " joint_torque = muscle_d - muscle_v\n", - " joint_torques.append(joint_torque)\n", - "\n", - " self.timestep += 1\n", - "\n", - " out = torch.cat(joint_torques, -1) # shape (..., n_joints)\n", - " return out" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "#### Section 3.1.3: Defining the ***SwimmerActor*** wrapper" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "\n", - "The ***SwimmerActor*** class acts as a wrapper around the ***SwimmerModule***, managing high-level control signals and observations coming from the environment and passing them to the ***SwimmerModule*** in a suitable format. This class is basically responsible for making the SwimmerModule compatible with the tonic library. If you wish to use any other library to try a algorithm not present in tonic you have to write a new wrapper to make ***SwimmerModule*** compatible with that library." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "class SwimmerActor(nn.Module):\n", - " def __init__(\n", - " self,\n", - " swimmer,\n", - " controller=None,\n", - " distribution=None,\n", - " timestep_transform=(-1, 1, 0, 1000),\n", - " ):\n", - " super().__init__()\n", - " self.swimmer = swimmer\n", - " self.controller = controller\n", - " self.distribution = distribution\n", - " self.timestep_transform = timestep_transform\n", - "\n", - " def initialize(\n", - " self,\n", - " observation_space,\n", - " action_space,\n", - " observation_normalizer=None,\n", - " ):\n", - " self.action_size = action_space.shape[0]\n", - "\n", - " def forward(self, observations):\n", - " joint_pos = observations[..., :self.action_size]\n", - " timesteps = observations[..., -1, None]\n", - "\n", - " # Normalize joint positions by max joint angle (in radians).\n", - " joint_limit = 2 * np.pi / (self.action_size + 1) # In dm_control, calculated with n_bodies.\n", - " joint_pos = torch.clamp(joint_pos / joint_limit, min=-1, max=1)\n", - "\n", - " # Convert normalized time signal into timestep.\n", - " if self.timestep_transform:\n", - " low_in, high_in, low_out, high_out = self.timestep_transform\n", - " timesteps = (timesteps - low_in) / (high_in - low_in) * (high_out - low_out) + low_out\n", - "\n", - " # Generate high-level control signals.\n", - " if self.controller:\n", - " right, left, speed = self.controller(observations)\n", - " else:\n", - " right, left, speed = None, None, None\n", - "\n", - " # Generate low-level action signals.\n", - " actions = self.swimmer(\n", - " joint_pos,\n", - " timesteps=timesteps,\n", - " right_control=right,\n", - " left_control=left,\n", - " speed_control=speed,\n", - " )\n", - "\n", - " # Pass through distribution for stochastic policy.\n", - " if self.distribution:\n", - " actions = self.distribution(actions)\n", - "\n", - " return actions" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ + }, { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "275c02f0d5ba47b1a93875c3affeec5e", - "version_major": 2, - "version_minor": 0 + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "WVmhRjS1nud6" }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + "source": [ + "⏳" ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_ncap_classes\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "### 3.2: Train NCAP" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "We will now define functions akin to those for MLP we defined in Section 3.2, but tailored for the SwimmerActor model.\n", - " \n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "from tonic.torch import models, normalizers\n", - "import torch\n", - "\n", - "\n", - "def ppo_swimmer_model(\n", - " n_joints=5,\n", - " action_noise=0.1,\n", - " critic_sizes=(64, 64),\n", - " critic_activation=nn.Tanh,\n", - " **swimmer_kwargs,\n", - "):\n", - " return models.ActorCritic(\n", - " actor=SwimmerActor(\n", - " swimmer=SwimmerModule(n_joints=n_joints, **swimmer_kwargs),\n", - " distribution=lambda x: torch.distributions.normal.Normal(x, action_noise),\n", - " ),\n", - " critic=models.Critic(\n", - " encoder=models.ObservationEncoder(),\n", - " torso=models.MLP(critic_sizes, critic_activation),\n", - " head=models.ValueHead(),\n", - " ),\n", - " observation_normalizer=normalizers.MeanStd(),\n", - " )\n", - "\n", - "\n", - "def d4pg_swimmer_model(\n", - " n_joints=5,\n", - " critic_sizes=(256, 256),\n", - " critic_activation=nn.ReLU,\n", - " **swimmer_kwargs,\n", - "):\n", - " return models.ActorCriticWithTargets(\n", - " actor=SwimmerActor(swimmer=SwimmerModule(n_joints=n_joints, **swimmer_kwargs),),\n", - " critic=models.Critic(\n", - " encoder=models.ObservationActionEncoder(),\n", - " torso=models.MLP(critic_sizes, critic_activation),\n", - " # These values are for the control suite with 0.99 discount.\n", - " head=models.DistributionalValueHead(-150., 150., 51),\n", - " ),\n", - " observation_normalizer=normalizers.MeanStd(),\n", - " )" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "⏳" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "# train('import tonic.torch',\n", - "# # 'tonic.torch.agents.D4PG(model=d4pg_swimmer_model(n_joints=5,critic_sizes=(128,128)))',\n", - "# 'tonic.torch.agents.PPO(model=ppo_swimmer_model(n_joints=5,critic_sizes=(256,256)))',\n", - "# 'tonic.environments.ControlSuite(\"swimmer-swim\",time_feature=True)',\n", - "# name = 'ncap_ppo',\n", - "# trainer = 'tonic.Trainer(steps=int(1e5),save_steps=int(5e4))')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Let's visualize the trained NCAP agent in the environment." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "⏳" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ + }, { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/hostedtoolcache/Python/3.9.19/x64/lib/python3.9/site-packages/gym/spaces/box.py:127: UserWarning: \u001b[33mWARN: Box bound precision lowered by casting to float32\u001b[0m\n", - " logger.warn(f\"Box bound precision lowered by casting to {self.dtype}\")\n" - ] + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 492 + }, + "execution": {}, + "id": "xvBmjWlJnud6", + "outputId": "c1376096-a4a6-4602-debb-19d193ec1c81" + }, + "outputs": [], + "source": [ + "train('import tonic.torch',\n", + " # 'tonic.torch.agents.D4PG(model=d4pg_swimmer_model(n_joints=5,critic_sizes=(128,128)))',\n", + " 'tonic.torch.agents.PPO(model=ppo_swimmer_model(n_joints=5,critic_sizes=(256,256)))',\n", + " 'tonic.environments.ControlSuite(\"swimmer-swim\",time_feature=True)',\n", + " name = 'ncap_ppo',\n", + " trainer = 'tonic.Trainer(steps=int(1e5),save_steps=int(5e4))')" + ] }, { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m\u001b[32m\n", - "Loading weights from data/local/experiments/tonic/swimmer-swim/pretrained_ncap_ppo/checkpoints/step_10000000.pt\u001b[0m\n" - ] + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "tkzbpvCQnud6" + }, + "source": [ + "Let's visualize the trained NCAP agent in the environment." + ] }, { - "name": "stdout", - "output_type": "stream", - "text": [ - "Reward for the run: 934.3103520423174\n" - ] + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "GMkhxL7Anud6" + }, + "source": [ + "⏳" + ] }, { - "name": "stderr", - "output_type": "stream", - "text": [ - "/tmp/ipykernel_74663/4073379236.py:65: MatplotlibDeprecationWarning: Auto-close()ing of figures upon backend switching is deprecated since 3.8 and will be removed two minor releases later. To suppress this warning, explicitly call plt.close('all') first.\n", - " matplotlib.use(orig_backend) # Switch back to the original backend.\n" - ] + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 664 + }, + "execution": {}, + "id": "uLt00e4Gnud6", + "outputId": "b94479bd-ee17-433c-ae59-7ef4d499f548" + }, + "outputs": [], + "source": [ + "# play_model('data/local/experiments/tonic/swimmer-swim/ncap_ppo')\n", + "play_model('data/local/experiments/tonic/swimmer-swim/pretrained_ncap_ppo')" + ] }, { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "Yf1WHj4Nnud6" + }, + "source": [ + "❓" ] - }, - "execution_count": 37, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# play_model('data/local/experiments/tonic/swimmer-swim/ncap_ppo')\n", - "play_model('data/local/experiments/tonic/swimmer-swim/pretrained_ncap_ppo')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "❓" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "***This architecture was designed using the C. elegans motor circuit that can swim right at birth i.e it should already have really good priors. Can you try visualizing an agent with an untrained NCAP model. Can it swim?***" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ + }, { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "96bc780b696f41a9a611058e3bde54f6", - "version_major": 2, - "version_minor": 0 + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "_bGDYBDHnud6" }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + "source": [ + "***This architecture was designed using the C. elegans motor circuit that can swim right at birth i.e it should already have really good priors. Can you try visualizing an agent with an untrained NCAP model. Can it swim?***" ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_train_ncap\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "### 3.3 Plot perfomance" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Now we are going to visualize performance of our model" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "def plot_performance(paths, ax=None,title='Model Performance'):\n", - " \"\"\"\n", - " Plots the performance of multiple models on the same axes using Seaborn for styling.\n", - "\n", - " Reads CSV log files from specified paths and plots the mean episode scores\n", - " achieved during testing against the cumulative time steps for each model.\n", - " The plot uses a logarithmic scale for the x-axis to better display the progression\n", - " over a wide range of steps. Each line's legend is set to the name of the last folder\n", - " in the path, representing the model's name. Seaborn styles are applied for enhanced visualization.\n", - "\n", - " Parameters:\n", - " - paths (list of str): Paths to the experiment directories.\n", - " - ax (matplotlib.axes.Axes, optional): A matplotlib axis object to plot on. If None,\n", - " a new figure and axis are created.\n", - " \"\"\"\n", - " # Set the Seaborn style\n", - " sns.set(style=\"whitegrid\")\n", - " colors = sns.color_palette(\"colorblind\") # Colorblind-friendly palette\n", - "\n", - " if ax is None:\n", - " fig, ax = plt.subplots()\n", - "\n", - " for index, path in enumerate(paths):\n", - " # Extract the model name from the path\n", - " model_name = os.path.basename(path.rstrip('/'))\n", - "\n", - " # Load data\n", - " df = pd.read_csv(os.path.join(path, 'log.csv'))\n", - " scores = df['test/episode_score/mean']\n", - " lengths = df['test/episode_length/mean']\n", - " steps = np.cumsum(lengths)\n", - " sns.lineplot(x=steps, y=scores, ax=ax, label=model_name, color=colors[index % len(colors)])\n", - "\n", - " ax.set_xscale('log')\n", - " ax.set_xlabel('Cumulative Time Steps')\n", - " ax.set_ylabel('Max Episode Score')\n", - " ax.legend()\n", - " ax.set_title(title)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ + }, { - "data": { - "text/plain": [ - "
" + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "96bc780b696f41a9a611058e3bde54f6" + ] + }, + "execution": {}, + "id": "nqPmYorTnud6", + "outputId": "3f6d0beb-c474-4d1f-c334-f87715c614ac" + }, + "outputs": [], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_train_ncap\")" ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fig, ax = plt.subplots()\n", - "\n", - "#Replace the paths with the path to models you trained to plot their performance.\n", - "paths = [\n", - " 'data/local/experiments/tonic/swimmer-swim/pretrained_ncap_ppo',\n", - " 'data/local/experiments/tonic/swimmer-swim/pretrained_mlp_ppo'\n", - "]\n", - "plot_performance(paths, ax=ax, title='MLP v/s NCAP')\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "❓" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "\n", - "\n", - "* ***Compare the performance and learning curve of NCAP to MLP for the basic swimmer agent.***\n", - "* ***Try testing the model on a modification of the environment (e.g., the 12-link swimmer) it was trained on.***\n", - "* ***What happens if we remove certain weight constraints (e.g., sign constraint) from the NCAP model?***\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "# add your code" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ + }, { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "c55cb3188e63472e9ec5b50b4e8cd801", - "version_major": 2, - "version_minor": 0 + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "B85EhH16nud6" }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + "source": [ + "### 3.3 Plot perfomance" ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_plot_performance\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "---\n", - "## Section 4: Visualizing the sparse network" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "\n", - "Given the importance of architectural choices in our project we have provided a function which can visualize the network architecture. This includes the ability to render the NCAP network, representing the C. Elegans connectome." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "import networkx as nx\n", - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "\n", - "\n", - "def draw_network(mode='NCAP', N=2, include_speed_control=False, include_turn_control=False):\n", - "\n", - " \"\"\"\n", - " Draws a network graph for a swimmer model based on either NCAP or MLP architecture.\n", - "\n", - " Parameters:\n", - " - mode (str): Determines the architecture type ('NCAP' or 'MLP'). Defaults to 'NCAP'.\n", - " - N (int): Number of joints in the swimmer model. Defaults to 2.\n", - " - include_speed_control (bool): If True, includes nodes for speed control in the graph.\n", - " - include_turn_control (bool): If True, includes nodes for turn control in the graph.\n", - " \"\"\"\n", - "\n", - "\n", - " G = nx.DiGraph()\n", - "\n", - " n=2+N*4\n", - "\n", - " nodes =dict()\n", - "\n", - " if include_speed_control:\n", - " nodes['1-s'] = n+7\n", - " if include_turn_control:\n", - " nodes['r'] = n+5\n", - " nodes['l'] = n+3\n", - "\n", - " nodes['o'] = n-1\n", - " nodes['$o^d$'] = n-0\n", - " nodes['$o^v$']= n-2\n", - "\n", - " custom_node_positions = {}\n", - " custom_node_positions['o'] = (1, nodes['o'])\n", - " custom_node_positions['$o^d$'] = (1.5, nodes['$o^d$'])\n", - " custom_node_positions['$o^v$'] = (1.5, nodes['$o^v$'])\n", - "\n", - "\n", - " if include_speed_control:\n", - " custom_node_positions['1-s'] = (1.5, nodes['1-s'])\n", - " if include_turn_control:\n", - " custom_node_positions['r'] = (1.5, nodes['r'])\n", - " custom_node_positions['l'] = (1.5, nodes['l'])\n", - "\n", - " for i in range(1,N+1):\n", - " nodes[f'$q_{i}$'] = 4*(N-i) + 1\n", - " nodes[f'$q^d_{i}$'] = 4*(N-i) + 2\n", - " nodes[f'$q^v_{i}$'] = 4*(N-i)\n", - " nodes[f'$b^d_{i}$'] = 4*(N-i) + 2\n", - " nodes[f'$b^v_{i}$'] = 4*(N-i)\n", - " nodes[f'$m^d_{i}$'] = 4*(N-i) + 2\n", - " nodes[f'$m^v_{i}$'] = 4*(N-i)\n", - " nodes['$\\overset{..}{q}$' + f'$_{i}$'] = 4*(N-i) + 1\n", - "\n", - " custom_node_positions[f'$q_{i}$'] = (1, nodes[f'$q_{i}$'])\n", - " custom_node_positions[f'$q^d_{i}$'] = (1.5, nodes[f'$q^d_{i}$'])\n", - " custom_node_positions[f'$q^v_{i}$'] = (1.5, nodes[f'$q^v_{i}$'])\n", - " custom_node_positions[f'$b^d_{i}$'] = (2, nodes[f'$b^d_{i}$'])\n", - " custom_node_positions[f'$b^v_{i}$'] = (2, nodes[f'$b^v_{i}$'])\n", - " custom_node_positions[f'$m^d_{i}$'] = (2.5, nodes[f'$m^d_{i}$'])\n", - " custom_node_positions[f'$m^v_{i}$'] = (2.5, nodes[f'$m^v_{i}$'])\n", - " custom_node_positions['$\\overset{..}{q}$' + f'$_{i}$'] = (3, nodes['$\\overset{..}{q}$' + f'$_{i}$'])\n", - "\n", - " for node, layer in nodes.items():\n", - " G.add_node(node, layer=layer)\n", - "\n", - " if mode=='NCAP':\n", - " # Add edges between nodes\n", - " edges_colors = ['green', 'orange', 'green', 'green']\n", - " edge_labels = {\n", - " ('o', '$o^d$'):'+1',\n", - " ('o', '$o^v$'):'-1',\n", - " ('$o^d$', '$b^d_1$'):'o',\n", - " ('$o^v$', '$b^v_1$'):'o'\n", - " }\n", - "\n", - " if include_speed_control:\n", - " edges_colors += ['orange']\n", - " edge_labels[('1-s', '$b^d_1$')] = 's, to all b'\n", - " if include_turn_control:\n", - " edges_colors += ['green', 'green']\n", - " edge_labels[('r', '$b^d_1$')] = 't'\n", - " edge_labels[('l', '$b^v_1$')] = 't'\n", - "\n", - "\n", - " for i in range(1,N+1):\n", - " if i < N:\n", - " edges_colors += ['green', 'orange', 'green', 'green']\n", - "\n", - " edge_labels[((f'$q_{i}$', f'$q^d_{i}$'))] = '+1'\n", - " edge_labels[((f'$q_{i}$', f'$q^v_{i}$'))] = '-1'\n", - " edge_labels[((f'$q^d_{i}$', f'$b^d_{i+1}$'))] = 'p'\n", - " edge_labels[((f'$q^v_{i}$', f'$b^v_{i+1}$'))] = 'p'\n", - "\n", - " edges_colors += ['green', 'orange', 'green', 'orange',\n", - " 'orange', 'green']\n", - "\n", - " edge_labels[((f'$b^d_{i}$', f'$m^d_{i}$'))] = 'i'\n", - " edge_labels[((f'$b^d_{i}$', f'$m^v_{i}$'))] = 'c'\n", - " edge_labels[((f'$b^v_{i}$', f'$m^v_{i}$'))] = 'i'\n", - " edge_labels[((f'$b^v_{i}$', f'$m^d_{i}$'))] = 'c'\n", - " edge_labels[((f'$m^v_{i}$', '$\\overset{..}{q}$' + f'$_{i}$'))] = '-1'\n", - " edge_labels[((f'$m^d_{i}$', '$\\overset{..}{q}$' + f'$_{i}$'))] = '+1'\n", - "\n", - " edges = edge_labels.keys()\n", - "\n", - " elif mode=='MLP':\n", - " edges = []\n", - " layers = [1, 1.5, 2, 2.5, 3]\n", - " layers_nodes = [[], [], [], [], []]\n", - " for key, value in custom_node_positions.items():\n", - " ind = layers.index(value[0])\n", - " layers_nodes[ind].append(key)\n", - " for layer_ind in range(len(layers_nodes) - 1):\n", - " for node1 in layers_nodes[layer_ind]:\n", - " for node2 in layers_nodes[layer_ind+1]:\n", - " edges.append((node1, node2))\n", - " edges_colors = np.repeat('gray', len(edges))\n", - "\n", - "\n", - " G.add_edges_from(edges)\n", - "\n", - " # Draw the graph using the custom node positions\n", - " options = {\"edge_color\": edges_colors, \"edgecolors\": \"tab:gray\", \"node_size\": 500, 'node_color':'white'}\n", - " nx.draw(G, pos=custom_node_positions, with_labels=True, arrowstyle=\"-\", arrowsize=20, **options)\n", - " if mode=='NCAP':\n", - " nx.draw_networkx_edge_labels(G, pos=custom_node_positions, edge_labels=edge_labels)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "draw_network('MLP', N=6)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "draw_network('NCAP', N=6, include_speed_control=True, include_turn_control=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Notice that the NCAP architecture is highly sparse and interpretable as compared to the MLP. Moreover notice that the ncap architecture can be completely embedded within a fully connected MLP of 3 hidden layers and ReLU nonlinearities. This enables us to do a thorough investigation into how specific architectural elements influence both performance and the learning process. By leveraging this capability, we can systematically analyze the impact of the architectural preferences inherent to the model and make better design choices.\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "*It might be useful to also visualize the network's activity for NCAP. Given it only has 4 learnable parameters it becomes much easier to interpret the network.*\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "2756kVP3nud6" + }, + "source": [ + "Now we are going to visualize performance of our model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "P4bkOLDynud6" + }, + "outputs": [], + "source": [ + "def plot_performance(paths, ax=None,title='Model Performance'):\n", + " \"\"\"\n", + " Plots the performance of multiple models on the same axes using Seaborn for styling.\n", + "\n", + " Reads CSV log files from specified paths and plots the mean episode scores\n", + " achieved during testing against the cumulative time steps for each model.\n", + " The plot uses a logarithmic scale for the x-axis to better display the progression\n", + " over a wide range of steps. Each line's legend is set to the name of the last folder\n", + " in the path, representing the model's name. Seaborn styles are applied for enhanced visualization.\n", + "\n", + " Parameters:\n", + " - paths (list of str): Paths to the experiment directories.\n", + " - ax (matplotlib.axes.Axes, optional): A matplotlib axis object to plot on. If None,\n", + " a new figure and axis are created.\n", + " \"\"\"\n", + " # Set the Seaborn style\n", + " sns.set(style=\"whitegrid\")\n", + " colors = sns.color_palette(\"colorblind\") # Colorblind-friendly palette\n", + "\n", + " if ax is None:\n", + " fig, ax = plt.subplots()\n", + "\n", + " for index, path in enumerate(paths):\n", + " # Extract the model name from the path\n", + " model_name = os.path.basename(path.rstrip('/'))\n", + "\n", + " # Load data\n", + " df = pd.read_csv(os.path.join(path, 'log.csv'))\n", + " scores = df['test/episode_score/mean']\n", + " lengths = df['test/episode_length/mean']\n", + " steps = np.cumsum(lengths)\n", + " sns.lineplot(x=steps, y=scores, ax=ax, label=model_name, color=colors[index % len(colors)])\n", + "\n", + " ax.set_xscale('log')\n", + " ax.set_xlabel('Cumulative Time Steps')\n", + " ax.set_ylabel('Max Episode Score')\n", + " ax.legend()\n", + " ax.set_title(title)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "execution": {}, + "id": "twZe_WZNnud6", + "outputId": "de0504af-5501-4ff0-f433-d11653199422" + }, + "outputs": [], + "source": [ + "fig, ax = plt.subplots()\n", + "\n", + "#Replace the paths with the path to models you trained to plot their performance.\n", + "paths = [\n", + " 'data/local/experiments/tonic/swimmer-swim/pretrained_ncap_ppo',\n", + " 'data/local/experiments/tonic/swimmer-swim/pretrained_mlp_ppo'\n", + "]\n", + "plot_performance(paths, ax=ax, title='MLP v/s NCAP')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "OJaS1nEvnud6" + }, + "source": [ + "❓" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "INJtB8bvnud6" + }, + "source": [ + "\n", + "\n", + "* ***Compare the performance and learning curve of NCAP to MLP for the basic swimmer agent.***\n", + "* ***Try testing the model on a modification of the environment (e.g., the 12-link swimmer) it was trained on.***\n", + "* ***What happens if we remove certain weight constraints (e.g., sign constraint) from the NCAP model?***\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "UYMp8vkUnud6" + }, + "outputs": [], + "source": [ + "# add your code" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "c55cb3188e63472e9ec5b50b4e8cd801" + ] + }, + "execution": {}, + "id": "Si3xxrZTnud6", + "outputId": "afa71d15-91cc-41c2-8b2a-dbd98234545c" + }, + "outputs": [], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_plot_performance\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "A-vf0PwHnud6" + }, + "source": [ + "---\n", + "## Section 4: Visualizing the sparse network" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "JnfzVy1Lnud6" + }, + "source": [ + "\n", + "Given the importance of architectural choices in our project we have provided a function which can visualize the network architecture. This includes the ability to render the NCAP network, representing the C. Elegans connectome." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "BhTEK-DInud6" + }, + "outputs": [], + "source": [ + "import networkx as nx\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "\n", + "\n", + "def draw_network(mode='NCAP', N=2, include_speed_control=False, include_turn_control=False):\n", + "\n", + " \"\"\"\n", + " Draws a network graph for a swimmer model based on either NCAP or MLP architecture.\n", + "\n", + " Parameters:\n", + " - mode (str): Determines the architecture type ('NCAP' or 'MLP'). Defaults to 'NCAP'.\n", + " - N (int): Number of joints in the swimmer model. Defaults to 2.\n", + " - include_speed_control (bool): If True, includes nodes for speed control in the graph.\n", + " - include_turn_control (bool): If True, includes nodes for turn control in the graph.\n", + " \"\"\"\n", + "\n", + "\n", + " G = nx.DiGraph()\n", + "\n", + " n=2+N*4\n", + "\n", + " nodes =dict()\n", + "\n", + " if include_speed_control:\n", + " nodes['1-s'] = n+7\n", + " if include_turn_control:\n", + " nodes['r'] = n+5\n", + " nodes['l'] = n+3\n", + "\n", + " nodes['o'] = n-1\n", + " nodes['$o^d$'] = n-0\n", + " nodes['$o^v$']= n-2\n", + "\n", + " custom_node_positions = {}\n", + " custom_node_positions['o'] = (1, nodes['o'])\n", + " custom_node_positions['$o^d$'] = (1.5, nodes['$o^d$'])\n", + " custom_node_positions['$o^v$'] = (1.5, nodes['$o^v$'])\n", + "\n", + "\n", + " if include_speed_control:\n", + " custom_node_positions['1-s'] = (1.5, nodes['1-s'])\n", + " if include_turn_control:\n", + " custom_node_positions['r'] = (1.5, nodes['r'])\n", + " custom_node_positions['l'] = (1.5, nodes['l'])\n", + "\n", + " for i in range(1,N+1):\n", + " nodes[f'$q_{i}$'] = 4*(N-i) + 1\n", + " nodes[f'$q^d_{i}$'] = 4*(N-i) + 2\n", + " nodes[f'$q^v_{i}$'] = 4*(N-i)\n", + " nodes[f'$b^d_{i}$'] = 4*(N-i) + 2\n", + " nodes[f'$b^v_{i}$'] = 4*(N-i)\n", + " nodes[f'$m^d_{i}$'] = 4*(N-i) + 2\n", + " nodes[f'$m^v_{i}$'] = 4*(N-i)\n", + " nodes['$\\overset{..}{q}$' + f'$_{i}$'] = 4*(N-i) + 1\n", + "\n", + " custom_node_positions[f'$q_{i}$'] = (1, nodes[f'$q_{i}$'])\n", + " custom_node_positions[f'$q^d_{i}$'] = (1.5, nodes[f'$q^d_{i}$'])\n", + " custom_node_positions[f'$q^v_{i}$'] = (1.5, nodes[f'$q^v_{i}$'])\n", + " custom_node_positions[f'$b^d_{i}$'] = (2, nodes[f'$b^d_{i}$'])\n", + " custom_node_positions[f'$b^v_{i}$'] = (2, nodes[f'$b^v_{i}$'])\n", + " custom_node_positions[f'$m^d_{i}$'] = (2.5, nodes[f'$m^d_{i}$'])\n", + " custom_node_positions[f'$m^v_{i}$'] = (2.5, nodes[f'$m^v_{i}$'])\n", + " custom_node_positions['$\\overset{..}{q}$' + f'$_{i}$'] = (3, nodes['$\\overset{..}{q}$' + f'$_{i}$'])\n", + "\n", + " for node, layer in nodes.items():\n", + " G.add_node(node, layer=layer)\n", + "\n", + " if mode=='NCAP':\n", + " # Add edges between nodes\n", + " edges_colors = ['green', 'orange', 'green', 'green']\n", + " edge_labels = {\n", + " ('o', '$o^d$'):'+1',\n", + " ('o', '$o^v$'):'-1',\n", + " ('$o^d$', '$b^d_1$'):'o',\n", + " ('$o^v$', '$b^v_1$'):'o'\n", + " }\n", + "\n", + " if include_speed_control:\n", + " edges_colors += ['orange']\n", + " edge_labels[('1-s', '$b^d_1$')] = 's, to all b'\n", + " if include_turn_control:\n", + " edges_colors += ['green', 'green']\n", + " edge_labels[('r', '$b^d_1$')] = 't'\n", + " edge_labels[('l', '$b^v_1$')] = 't'\n", + "\n", + "\n", + " for i in range(1,N+1):\n", + " if i < N:\n", + " edges_colors += ['green', 'orange', 'green', 'green']\n", + "\n", + " edge_labels[((f'$q_{i}$', f'$q^d_{i}$'))] = '+1'\n", + " edge_labels[((f'$q_{i}$', f'$q^v_{i}$'))] = '-1'\n", + " edge_labels[((f'$q^d_{i}$', f'$b^d_{i+1}$'))] = 'p'\n", + " edge_labels[((f'$q^v_{i}$', f'$b^v_{i+1}$'))] = 'p'\n", + "\n", + " edges_colors += ['green', 'orange', 'green', 'orange',\n", + " 'orange', 'green']\n", + "\n", + " edge_labels[((f'$b^d_{i}$', f'$m^d_{i}$'))] = 'i'\n", + " edge_labels[((f'$b^d_{i}$', f'$m^v_{i}$'))] = 'c'\n", + " edge_labels[((f'$b^v_{i}$', f'$m^v_{i}$'))] = 'i'\n", + " edge_labels[((f'$b^v_{i}$', f'$m^d_{i}$'))] = 'c'\n", + " edge_labels[((f'$m^v_{i}$', '$\\overset{..}{q}$' + f'$_{i}$'))] = '-1'\n", + " edge_labels[((f'$m^d_{i}$', '$\\overset{..}{q}$' + f'$_{i}$'))] = '+1'\n", + "\n", + " edges = edge_labels.keys()\n", + "\n", + " elif mode=='MLP':\n", + " edges = []\n", + " layers = [1, 1.5, 2, 2.5, 3]\n", + " layers_nodes = [[], [], [], [], []]\n", + " for key, value in custom_node_positions.items():\n", + " ind = layers.index(value[0])\n", + " layers_nodes[ind].append(key)\n", + " for layer_ind in range(len(layers_nodes) - 1):\n", + " for node1 in layers_nodes[layer_ind]:\n", + " for node2 in layers_nodes[layer_ind+1]:\n", + " edges.append((node1, node2))\n", + " edges_colors = np.repeat('gray', len(edges))\n", + "\n", + "\n", + " G.add_edges_from(edges)\n", + "\n", + " # Draw the graph using the custom node positions\n", + " options = {\"edge_color\": edges_colors, \"edgecolors\": \"tab:gray\", \"node_size\": 500, 'node_color':'white'}\n", + " nx.draw(G, pos=custom_node_positions, with_labels=True, arrowstyle=\"-\", arrowsize=20, **options)\n", + " if mode=='NCAP':\n", + " nx.draw_networkx_edge_labels(G, pos=custom_node_positions, edge_labels=edge_labels)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "inRkF4_Dnud6" + }, + "outputs": [], + "source": [ + "draw_network('MLP', N=6)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "execution": {}, + "id": "bXDeY3ienud6" + }, + "outputs": [], + "source": [ + "draw_network('NCAP', N=6, include_speed_control=True, include_turn_control=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "tdMGtNv5nud6" + }, + "source": [ + "Notice that the NCAP architecture is highly sparse and interpretable as compared to the MLP. Moreover notice that the ncap architecture can be completely embedded within a fully connected MLP of 3 hidden layers and ReLU nonlinearities. This enables us to do a thorough investigation into how specific architectural elements influence both performance and the learning process. By leveraging this capability, we can systematically analyze the impact of the architectural preferences inherent to the model and make better design choices.\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "-U_zyJ7unud6" + }, + "source": [ + "*It might be useful to also visualize the network's activity for NCAP. Given it only has 4 learnable parameters it becomes much easier to interpret the network.*\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "b9c8e5a3a2c04ed8a21a85712bd66b86" + ] + }, + "execution": {}, + "id": "yHSUM2LQnud6", + "outputId": "172fcd25-a653-49d1-dd27-95b299d38627" + }, + "outputs": [], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_visualizing_the_sparse_network\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "XPcUMLNynud7" + }, + "source": [ + "---\n", + "## Conclusion" + ] + }, { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "b9c8e5a3a2c04ed8a21a85712bd66b86", - "version_major": 2, - "version_minor": 0 + "cell_type": "markdown", + "metadata": { + "execution": {}, + "id": "VJ4CMBgFnud7" }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + "source": [ + "\n", + "\n", + "Based on the concepts we've discussed in this tutorial, you should now be equipped to advance with the project. Within this project, there are multiple pathways you can explore. For each pathway, you will delve deeply into one of the main sections outlined in this notebook, allowing for a thorough investigation of different factors that can influence performance:\n", + "\n", + "* ***Exploring the effects of environment:*** Investigate how different environmental settings impact agent performance. This could involve altering parameters of the environment or the types of tasks and reward functions. Understanding these effects can help in making better architectural choices and learning algorithms that result in agents that are robust and adaptable\n", + "\n", + "\n", + "* ***Exploring the effects of learning algorithms:*** Standard RL algorithms often struggle with sparse and constrained networks, which can lead to suboptimal performance. Explore where these algorithms fail and analyze potential reasons for their limitations. Experiment with modifications or alternative algorithms that might overcome these challenges.\n", + "\n", + "\n", + "* ***Exploring the effects of model architecture:*** Investigate how various architectural decisions within the NCAP model influence its performance. Visualize the model and its activity and explore potential improvements by tweaking architectural elements, assessing how these changes affect learning outcomes and operational efficiency." ] - }, - "metadata": {}, - "output_type": "display_data" } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_visualizing_the_sparse_network\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "---\n", - "## Conclusion" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "\n", - "\n", - "Based on the concepts we've discussed in this tutorial, you should now be equipped to advance with the project. Within this project, there are multiple pathways you can explore. For each pathway, you will delve deeply into one of the main sections outlined in this notebook, allowing for a thorough investigation of different factors that can influence performance:\n", - "\n", - "* ***Exploring the effects of environment:*** Investigate how different environmental settings impact agent performance. This could involve altering parameters of the environment or the types of tasks and reward functions. Understanding these effects can help in making better architectural choices and learning algorithms that result in agents that are robust and adaptable\n", - "\n", - "\n", - "* ***Exploring the effects of learning algorithms:*** Standard RL algorithms often struggle with sparse and constrained networks, which can lead to suboptimal performance. Explore where these algorithms fail and analyze potential reasons for their limitations. Experiment with modifications or alternative algorithms that might overcome these challenges.\n", - "\n", - "\n", - "* ***Exploring the effects of model architecture:*** Investigate how various architectural decisions within the NCAP model influence its performance. Visualize the model and its activity and explore potential improvements by tweaking architectural elements, assessing how these changes affect learning outcomes and operational efficiency." - ] - } - ], - "metadata": { - "accelerator": "GPU", - "colab": { - "collapsed_sections": [], - "gpuType": "T4", - "include_colab_link": true, - "name": "Macrocircuits", - "provenance": [], - "toc_visible": true - }, - "kernel": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" + ], + "metadata": { + "accelerator": "GPU", + "colab": { + "gpuType": "T4", + "provenance": [], + "toc_visible": true + }, + "kernel": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.19" + } }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.19" - } - }, - "nbformat": 4, - "nbformat_minor": 4 + "nbformat": 4, + "nbformat_minor": 0 } From 6a6851d1a549df9c9ac507fdd22d5e44e309b0d6 Mon Sep 17 00:00:00 2001 From: divyansha1115 Date: Wed, 8 Apr 2026 14:23:50 -0400 Subject: [PATCH 2/3] update notebook --- .../project-notebooks/ComparingNetworks.ipynb | 65601 +++++++++++++++- 1 file changed, 63692 insertions(+), 1909 deletions(-) diff --git a/projects/project-notebooks/ComparingNetworks.ipynb b/projects/project-notebooks/ComparingNetworks.ipynb index 982aa3cc0..89c559313 100644 --- a/projects/project-notebooks/ComparingNetworks.ipynb +++ b/projects/project-notebooks/ComparingNetworks.ipynb @@ -1,1917 +1,63700 @@ { - "cells": [ - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "\"Open   \"Open\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "\n", - "# Comparing networks\n", - "\n", - "***Comparing networks: Characterizing computational similarity in task-trained recurrent neural networks***\n", - "\n", - "**By Neuromatch Academy**\n", - "\n", - "\n", - "__Content creators:__ Chris Versteeg\n", - "\n", - "__Content reviewers:__ Chris Versteeg, Hannah Choi, Eva Dyer\n", - "\n", - "__Production editors:__ Konstantine Tsafatinos, Ella Batty, Spiros Chavlis, Samuele Bolotta, Hlib Solodzhuk\n", - "\n", - "---\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "## Background" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Researchers training artificial networks to perform tasks (e.g., image classification, motor control) have found that the activity in the artificial networks can resemble the activity of biological neurons from brain areas thought to perform similar tasks. Unfortunately, it is unclear whether a superficial similarity in neural activation necessarily translates to a conserved computational strategy. We need ways to assess how well different models are able to capture the computational principles, which will require datasets where the ground-truth computations are known, and we can analyze the similarity between artificial and natural systems. The aim of this project is to explore ways to measure alignment in dynamical systems, and to study different approaches to quantify the changes in representations across different tasks and across different architectures." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [], - "source": [ - "# @title Install and import feedback gadget\n", - "\n", - "!pip install vibecheck datatops --quiet\n", - "\n", - "from vibecheck import DatatopsContentReviewContainer\n", - "def content_review(notebook_section: str):\n", - " return DatatopsContentReviewContainer(\n", - " \"\", # No text prompt\n", - " notebook_section,\n", - " {\n", - " \"url\": \"https://pmyvdlilci.execute-api.us-east-1.amazonaws.com/klab\",\n", - " \"name\": \"neuromatch_neuroai\",\n", - " \"user_key\": \"wb2cxze8\",\n", - " },\n", - " ).render()\n", - "\n", - "feedback_prefix = \"Project_ComparingNetworks\"" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "f5d925449cfe44a7b08a486572df1159", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "Tab(children=(Output(), Output()), selected_index=0, titles=('Youtube', 'Bilibili'))" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Project Background\n", - "\n", - "from ipywidgets import widgets\n", - "from IPython.display import YouTubeVideo\n", - "from IPython.display import IFrame\n", - "from IPython.display import display\n", - "\n", - "\n", - "class PlayVideo(IFrame):\n", - " def __init__(self, id, source, page=1, width=400, height=300, **kwargs):\n", - " self.id = id\n", - " if source == 'Bilibili':\n", - " src = f'https://player.bilibili.com/player.html?bvid={id}&page={page}'\n", - " elif source == 'Osf':\n", - " src = f'https://mfr.ca-1.osf.io/render?url=https://osf.io/download/{id}/?direct%26mode=render'\n", - " super(PlayVideo, self).__init__(src, width, height, **kwargs)\n", - "\n", - "\n", - "def display_videos(video_ids, W=400, H=300, fs=1):\n", - " tab_contents = []\n", - " for i, video_id in enumerate(video_ids):\n", - " out = widgets.Output()\n", - " with out:\n", - " if video_ids[i][0] == 'Youtube':\n", - " video = YouTubeVideo(id=video_ids[i][1], width=W,\n", - " height=H, fs=fs, rel=0)\n", - " print(f'Video available at https://youtube.com/watch?v={video.id}')\n", - " else:\n", - " video = PlayVideo(id=video_ids[i][1], source=video_ids[i][0], width=W,\n", - " height=H, fs=fs, autoplay=False)\n", - " if video_ids[i][0] == 'Bilibili':\n", - " print(f'Video available at https://www.bilibili.com/video/{video.id}')\n", - " elif video_ids[i][0] == 'Osf':\n", - " print(f'Video available at https://osf.io/{video.id}')\n", - " display(video)\n", - " tab_contents.append(out)\n", - " return tab_contents\n", - "\n", - "\n", - "video_ids = [('Youtube', 'KpXu34cvWPE'), ('Bilibili', 'BV1qJ4m1g7nR')]\n", - "tab_contents = display_videos(video_ids, W=854, H=480)\n", - "tabs = widgets.Tab()\n", - "tabs.children = tab_contents\n", - "for i in range(len(tab_contents)):\n", - " tabs.set_title(i, video_ids[i][0])\n", - "display(tabs)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "3ec8d884b74d444aa6402fd2441d896d", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_project_background\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "If you want to download the slides: https://osf.io/download/vb3tw/\n" - ] - }, - { - "data": { - "text/html": [ - "\n", - " \n", - " " + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "FKzzAC7wpunT" + }, + "source": [ + "\"Open   \"Open\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "qBGupG-MpunU" + }, + "source": [ + "\n", + "# Comparing networks\n", + "\n", + "***Comparing networks: Characterizing computational similarity in task-trained recurrent neural networks***\n", + "\n", + "**By Neuromatch Academy**\n", + "\n", + "\n", + "__Content creators:__ Chris Versteeg\n", + "\n", + "__Content reviewers:__ Chris Versteeg, Hannah Choi, Eva Dyer\n", + "\n", + "__Production editors:__ Konstantine Tsafatinos, Ella Batty, Spiros Chavlis, Samuele Bolotta, Hlib Solodzhuk\n", + "\n", + "---\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "xsZR8Bp3punV" + }, + "source": [ + "## Background" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "gn4QknT1punV" + }, + "source": [ + "Researchers training artificial networks to perform tasks (e.g., image classification, motor control) have found that the activity in the artificial networks can resemble the activity of biological neurons from brain areas thought to perform similar tasks. Unfortunately, it is unclear whether a superficial similarity in neural activation necessarily translates to a conserved computational strategy. We need ways to assess how well different models are able to capture the computational principles, which will require datasets where the ground-truth computations are known, and we can analyze the similarity between artificial and natural systems. The aim of this project is to explore ways to measure alignment in dynamical systems, and to study different approaches to quantify the changes in representations across different tasks and across different architectures." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "OBJr9u9JpunV", + "outputId": "668e4151-81ed-4c30-f85a-4e6381855357" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + " Preparing metadata (setup.py) ... \u001b[?25l\u001b[?25hdone\n", + " Preparing metadata (setup.py) ... \u001b[?25l\u001b[?25hdone\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m1.6/1.6 MB\u001b[0m \u001b[31m12.3 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[?25h Building wheel for vibecheck (setup.py) ... \u001b[?25l\u001b[?25hdone\n", + " Building wheel for datatops (setup.py) ... \u001b[?25l\u001b[?25hdone\n" + ] + } ], - "text/plain": [ - "" + "source": [ + "# @title Install and import feedback gadget\n", + "\n", + "!pip install vibecheck datatops --quiet\n", + "\n", + "from vibecheck import DatatopsContentReviewContainer\n", + "def content_review(notebook_section: str):\n", + " return DatatopsContentReviewContainer(\n", + " \"\", # No text prompt\n", + " notebook_section,\n", + " {\n", + " \"url\": \"https://pmyvdlilci.execute-api.us-east-1.amazonaws.com/klab\",\n", + " \"name\": \"neuromatch_neuroai\",\n", + " \"user_key\": \"wb2cxze8\",\n", + " },\n", + " ).render()\n", + "\n", + "feedback_prefix = \"Project_ComparingNetworks\"" ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# @title Project slides\n", - "\n", - "from IPython.display import IFrame\n", - "print(\"If you want to download the slides: https://osf.io/download/vb3tw/\")\n", - "IFrame(src=\"https://mfr.ca-1.osf.io/render?url=https://osf.io/download/vb3tw/?direct%26mode=render\", width=854, height=480)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ - { - "data": { - "text/html": [ - "" + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 580, + "referenced_widgets": [ + "b76a986a93e44129b26a3e3604a8d59a", + "14a4602e277a482f8a02938b2de16da2", + "ddbd19b516514fc3a63a9b98a23995c0", + "5559c9a47638430989c89b450e9a2144", + "ce99ceb06d4540b7a1e25a1f34d39202", + "dec0ed748a9844cd9df369bf9f667a3d" + ] + }, + "id": "hKVsCZL8punV", + "outputId": "44a382f8-52ed-43a7-ddda-31d83b701d6a" + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "b76a986a93e44129b26a3e3604a8d59a", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Tab(children=(Output(), Output()), _titles={'0': 'Youtube', '1': 'Bilibili'})" + ] + }, + "metadata": {}, + "output_type": "display_data" + } ], - "text/plain": [ - "" + "source": [ + "# @title Project Background\n", + "\n", + "from ipywidgets import widgets\n", + "from IPython.display import YouTubeVideo\n", + "from IPython.display import IFrame\n", + "from IPython.display import display\n", + "\n", + "\n", + "class PlayVideo(IFrame):\n", + " def __init__(self, id, source, page=1, width=400, height=300, **kwargs):\n", + " self.id = id\n", + " if source == 'Bilibili':\n", + " src = f'https://player.bilibili.com/player.html?bvid={id}&page={page}'\n", + " elif source == 'Osf':\n", + " src = f'https://mfr.ca-1.osf.io/render?url=https://osf.io/download/{id}/?direct%26mode=render'\n", + " super(PlayVideo, self).__init__(src, width, height, **kwargs)\n", + "\n", + "\n", + "def display_videos(video_ids, W=400, H=300, fs=1):\n", + " tab_contents = []\n", + " for i, video_id in enumerate(video_ids):\n", + " out = widgets.Output()\n", + " with out:\n", + " if video_ids[i][0] == 'Youtube':\n", + " video = YouTubeVideo(id=video_ids[i][1], width=W,\n", + " height=H, fs=fs, rel=0)\n", + " print(f'Video available at https://youtube.com/watch?v={video.id}')\n", + " else:\n", + " video = PlayVideo(id=video_ids[i][1], source=video_ids[i][0], width=W,\n", + " height=H, fs=fs, autoplay=False)\n", + " if video_ids[i][0] == 'Bilibili':\n", + " print(f'Video available at https://www.bilibili.com/video/{video.id}')\n", + " elif video_ids[i][0] == 'Osf':\n", + " print(f'Video available at https://osf.io/{video.id}')\n", + " display(video)\n", + " tab_contents.append(out)\n", + " return tab_contents\n", + "\n", + "\n", + "video_ids = [('Youtube', 'KpXu34cvWPE'), ('Bilibili', 'BV1qJ4m1g7nR')]\n", + "tab_contents = display_videos(video_ids, W=854, H=480)\n", + "tabs = widgets.Tab()\n", + "tabs.children = tab_contents\n", + "for i in range(len(tab_contents)):\n", + " tabs.set_title(i, video_ids[i][0])\n", + "display(tabs)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "3ec8d884b74d444aa6402fd2441d896d" + ] + }, + "id": "cWo_qPtLpunW", + "outputId": "ff034fcb-41c2-4fec-9c0a-a21abdd11a25" + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "3ec8d884b74d444aa6402fd2441d896d", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_project_background\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "id": "6-QqoifJpunW", + "outputId": "0a99daae-80c9-4537-9903-0d7193acaecd" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "If you want to download the slides: https://osf.io/download/vb3tw/\n" + ] + }, + { + "data": { + "text/html": [ + "\n", + " \n", + " " + ], + "text/plain": [ + "" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# @title Project slides\n", + "\n", + "from IPython.display import IFrame\n", + "print(\"If you want to download the slides: https://osf.io/download/vb3tw/\")\n", + "IFrame(src=\"https://mfr.ca-1.osf.io/render?url=https://osf.io/download/vb3tw/?direct%26mode=render\", width=854, height=480)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "id": "BMQotv8ZpunW", + "outputId": "c40b4476-d794-4562-b710-80beaed3e0bf" + }, + "outputs": [ + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#@title Project Template\n", + "from IPython.display import Image, display\n", + "import os\n", + "from pathlib import Path\n", + "\n", + "url = \"https://github.com/neuromatch/NeuroAI_Course/blob/main/projects/project-notebooks/static/ComputationalSimilarityTemplate.png?raw=true\"\n", + "\n", + "display(Image(url=url))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "19626adaf5eb42f79ac851e571c47955" + ] + }, + "id": "S4tRQ2CJpunW", + "outputId": "2e8cb5b3-2d2d-4877-ccf6-8eb5e0ca6c23" + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "19626adaf5eb42f79ac851e571c47955", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_project_template\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "oZhbdQ_ppunW" + }, + "source": [ + "In this notebook, we are going to provide code to get you started on Q1-Q3 of this project!\n", + "\n", + "The basic outline looks like this:\n", + "\n", + "- Section 1: Preparing the environment.\n", + "- Section 2: Overview of the available tasks.\n", + "- Section 3: Understanding the Three-Bit Flip-Flop task (3BFF).\n", + "- Section 4: Training a model to perform 3BFF.\n", + "- Section 5: Inspecting the performance of trained models.\n", + " - Part 1: Visualizing latent activity\n", + " - Part 2: Quantifying latent similarity with State R2.\n", + " - Part 3: Visualizing Fixed-Point architectures.\n", + "- Section 6: Introduction to Random Target task.\n", + "\n", + "**Importantly, we've put landmarks in the notebook to indicate**:\n", + "\n", + "*Interactive exercises*\n", + "\n", + "❓❓❓\n", + "\n", + "\n", + "*Cells that will a decent amount of time to run (>5 mins)*\n", + "\n", + "⏳⏳⏳" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Jhw8NLYfpunW" + }, + "source": [ + "**Tutorial links**\n", + "\n", + " This project is mostly associated with the materials presented in [**W1D3**](https://neuroai.neuromatch.io/tutorials/W1D3_ComparingArtificialAndBiologicalNetworks/student/W1D3_Intro.html), on comparing activities of artificial and biological networks. One of the main techniques here, DSA, completes and empowers your toolbox by enabling dynamic analysis of activity patterns. You will find the [Tutorial 2](https://neuroai.neuromatch.io/tutorials/W1D1_Generalization/student/W1D1_Tutorial2.html) from the **W1D1** the most similar by the model's architecture and the idea of goal-oriented networks." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "WeXVjqBepunW" + }, + "source": [ + "---\n", + "## Section 1: Preparing the environment\n", + "\n", + "Disclaimer: As an alternative to Google Colab, Kaggle, and local installation, we have prepared a Dockerfile with the instructions on the virtual environment setup. It will allow you to work locally with no interventions into already installed packages (you will just need to install Docker and run two commands). Grab a [Dockerfile](https://osf.io/b4yfa), put it in the same folder as this notebook, and follow the instructions in [README](https://osf.io/qtezf) file.\n", + "\n", + "**IF USING COLAB // KAGGLE**:\n", + "\n", + "Uncomment the lines of code below and run them in order. The top, the second, and the last cells only need to be run once, but **the third cells (envStr) need to be re-run if the Colab // Kaggle notebook crashes**. These blocks install the needed dependencies and set up your environment. Notice that the first and third cell contents depend on whether you use Colab or Kaggle.\n", + "\n", + "⏳⏳⏳" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "7wVx0NNZpunW", + "outputId": "b46f070f-bbc7-4439-e114-8d9ba354432f" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Cloning into 'ComputationThruDynamicsBenchmark'...\n", + "remote: Enumerating objects: 3359, done.\u001b[K\n", + "remote: Counting objects: 100% (585/585), done.\u001b[K\n", + "remote: Compressing objects: 100% (84/84), done.\u001b[K\n", + "remote: Total 3359 (delta 519), reused 501 (delta 501), pack-reused 2774 (from 1)\u001b[K\n", + "Receiving objects: 100% (3359/3359), 296.08 MiB | 23.25 MiB/s, done.\n", + "Resolving deltas: 100% (1883/1883), done.\n", + "Updating files: 100% (262/262), done.\n", + "/content/ComputationThruDynamicsBenchmark\n", + "Obtaining 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motornet\n", + "Installing collected packages: tensorboardX, lightning-utilities, hydra-core, torchmetrics, motornet, ray, pytorch-lightning, ctd\n", + " Running setup.py develop for ctd\n", + "Successfully installed ctd-1.0 hydra-core-1.3.2 lightning-utilities-0.15.3 motornet-0.2.0 pytorch-lightning-2.1.3 ray-2.54.0 tensorboardX-2.6.4 torchmetrics-1.3.0.post0\n" + ] + } + ], + "source": [ + "# @markdown Colab // Kaggle installation (Part 1)\n", + "\n", + "! git clone https://github.com/neuromatch/ComputationThruDynamicsBenchmark\n", + "%cd ComputationThruDynamicsBenchmark\n", + "! pip install -e .\n", + "\n", + "## RUN THIS CELL, THEN RESTART SESSION AS PROMPTED (BUTTON AT BOTTOM OF THIS CELL'S FINISHED OUTPUT). DO NOT NEED TO RUN AGAIN\n", + "## PLEASE RESTART THE ENVIRONMENT FOR KAGGLE MANUALLY (Run > Restart & clear cell outputs)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "JTr0IzwHpunX", + "outputId": "9491ed01-a082-4583-c49d-561d3cd28467" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Found existing installation: torchaudio 2.10.0+cpu\n", + "Uninstalling torchaudio-2.10.0+cpu:\n", + " Successfully uninstalled torchaudio-2.10.0+cpu\n", + "Found existing installation: torchvision 0.25.0+cpu\n", + "Uninstalling torchvision-0.25.0+cpu:\n", + " Successfully uninstalled torchvision-0.25.0+cpu\n" + ] + } + ], + "source": [ + "# @markdown Colab // Kaggle installation (Part 2)\n", + "\n", + "!pip uninstall -y torchaudio torchvision" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "AUvvGRTQpunX", + "outputId": "c10ee20c-c706-4ffc-cd06-3827d0914ff4" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "/content/ComputationThruDynamicsBenchmark\n" + ] + } + ], + "source": [ + "# @markdown Colab // Kaggle installation (Part 3)\n", + "\n", + "## GET BACK TO THE DIRECTORY AND CONFIGURE .env\n", + "\n", + "################ COLAB #####################\n", + "\n", + "%cd /content/ComputationThruDynamicsBenchmark/\n", + "envStr = \"\"\"HOME_DIR=/content/ComputationThruDynamicsBenchmark/\n", + "#Don't change these\n", + "TRAIN_INPUT_FILE=train_input.h5\\nEVAL_INPUT_FILE=eval_input.h5\n", + "EVAL_TARGET_FILE=eval_target.h5\n", + "\"\"\"\n", + "\n", + "#############################################\n", + "\n", + "################ KAGGLE #####################\n", + "\n", + "# %cd /kaggle/working/ComputationThruDynamicsBenchmark/\n", + "# envStr = \"\"\"HOME_DIR=/kaggle/working/ComputationThruDynamicsBenchmark/\n", + "# #Don't change these\n", + "# TRAIN_INPUT_FILE=train_input.h5\\nEVAL_INPUT_FILE=eval_input.h5\n", + "# EVAL_TARGET_FILE=eval_target.h5\n", + "# \"\"\"\n", + "\n", + "##############################################\n", + "\n", + "################ COLAB // KAGGLE #####################\n", + "\n", + "with open('.env','w') as f:\n", + " f.write(envStr)\n", + "\n", + "##############################################" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "-PzCWcBspunX", + "outputId": "252ff6fb-c266-421e-aea1-1d5aba653de6" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Cloning into 'DSA'...\n", + "remote: Enumerating objects: 1152, done.\u001b[K\n", + "remote: Counting objects: 100% (180/180), done.\u001b[K\n", + "remote: Compressing objects: 100% (91/91), done.\u001b[K\n", + "remote: Total 1152 (delta 111), reused 121 (delta 89), pack-reused 972 (from 2)\u001b[K\n", + "Receiving objects: 100% (1152/1152), 11.54 MiB | 11.13 MiB/s, done.\n", + "Resolving deltas: 100% (674/674), done.\n", + "/content/ComputationThruDynamicsBenchmark/DSA\n", + "Note: switching to 'a46c3194eb1f736db31e7eca5f433839c2cbc311'.\n", + "\n", + "You are in 'detached HEAD' state. You can look around, make experimental\n", + "changes and commit them, and you can discard any commits you make in this\n", + "state without impacting any branches by switching back to a branch.\n", + "\n", + "If you want to create a new branch to retain commits you create, you may\n", + "do so (now or later) by using -c with the switch command. Example:\n", + "\n", + " git switch -c \n", + "\n", + "Or undo this operation with:\n", + "\n", + " git switch -\n", + "\n", + "Turn off this advice by setting config variable advice.detachedHead to false\n", + "\n", + "HEAD is now at a46c319 Update dmd.py\n", + "Obtaining file:///content/ComputationThruDynamicsBenchmark/DSA\n", + " Preparing metadata (setup.py) ... \u001b[?25l\u001b[?25hdone\n", + "Requirement already satisfied: numpy>=1.24.0 in /usr/local/lib/python3.12/dist-packages (from DSA==1.0.1) (2.0.2)\n", + "Requirement already satisfied: torch>=1.3.0 in /usr/local/lib/python3.12/dist-packages (from DSA==1.0.1) (2.10.0+cpu)\n", + "Collecting kooplearn>=1.1.0 (from DSA==1.0.1)\n", + " Downloading kooplearn-2.0.2-py3-none-any.whl.metadata (4.6 kB)\n", + "Collecting pot (from DSA==1.0.1)\n", + " Downloading pot-0.9.6.post1-cp312-cp312-manylinux_2_24_x86_64.manylinux_2_28_x86_64.whl.metadata (40 kB)\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m40.2/40.2 kB\u001b[0m \u001b[31m1.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[?25hCollecting pandas>=2.3.3 (from kooplearn>=1.1.0->DSA==1.0.1)\n", + " Downloading pandas-3.0.1-cp312-cp312-manylinux_2_24_x86_64.manylinux_2_28_x86_64.whl.metadata (79 kB)\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m79.5/79.5 kB\u001b[0m \u001b[31m2.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[?25hRequirement already satisfied: scikit-learn>=1.6.1 in /usr/local/lib/python3.12/dist-packages (from kooplearn>=1.1.0->DSA==1.0.1) (1.6.1)\n", + "Requirement already satisfied: filelock in /usr/local/lib/python3.12/dist-packages (from torch>=1.3.0->DSA==1.0.1) (3.25.2)\n", + "Requirement already satisfied: typing-extensions>=4.10.0 in /usr/local/lib/python3.12/dist-packages (from torch>=1.3.0->DSA==1.0.1) (4.15.0)\n", + "Requirement already satisfied: setuptools in /usr/local/lib/python3.12/dist-packages (from torch>=1.3.0->DSA==1.0.1) (75.2.0)\n", + "Requirement already satisfied: sympy>=1.13.3 in /usr/local/lib/python3.12/dist-packages (from torch>=1.3.0->DSA==1.0.1) (1.14.0)\n", + "Requirement already satisfied: networkx>=2.5.1 in /usr/local/lib/python3.12/dist-packages (from torch>=1.3.0->DSA==1.0.1) (3.6.1)\n", + "Requirement already satisfied: jinja2 in /usr/local/lib/python3.12/dist-packages (from torch>=1.3.0->DSA==1.0.1) (3.1.6)\n", + "Requirement already satisfied: fsspec>=0.8.5 in /usr/local/lib/python3.12/dist-packages (from torch>=1.3.0->DSA==1.0.1) (2025.3.0)\n", + "Requirement already satisfied: scipy>=1.6 in /usr/local/lib/python3.12/dist-packages (from pot->DSA==1.0.1) (1.16.3)\n", + "Requirement already satisfied: python-dateutil>=2.8.2 in /usr/local/lib/python3.12/dist-packages (from pandas>=2.3.3->kooplearn>=1.1.0->DSA==1.0.1) (2.9.0.post0)\n", + "Requirement already satisfied: joblib>=1.2.0 in /usr/local/lib/python3.12/dist-packages (from scikit-learn>=1.6.1->kooplearn>=1.1.0->DSA==1.0.1) (1.5.3)\n", + "Requirement already satisfied: threadpoolctl>=3.1.0 in /usr/local/lib/python3.12/dist-packages (from scikit-learn>=1.6.1->kooplearn>=1.1.0->DSA==1.0.1) (3.6.0)\n", + "Requirement already satisfied: mpmath<1.4,>=1.1.0 in /usr/local/lib/python3.12/dist-packages (from sympy>=1.13.3->torch>=1.3.0->DSA==1.0.1) (1.3.0)\n", + "Requirement already satisfied: MarkupSafe>=2.0 in /usr/local/lib/python3.12/dist-packages (from jinja2->torch>=1.3.0->DSA==1.0.1) (3.0.3)\n", + "Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.12/dist-packages (from python-dateutil>=2.8.2->pandas>=2.3.3->kooplearn>=1.1.0->DSA==1.0.1) (1.17.0)\n", + "Downloading kooplearn-2.0.2-py3-none-any.whl (89 kB)\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m89.6/89.6 kB\u001b[0m \u001b[31m3.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[?25hDownloading pot-0.9.6.post1-cp312-cp312-manylinux_2_24_x86_64.manylinux_2_28_x86_64.whl (1.5 MB)\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m1.5/1.5 MB\u001b[0m \u001b[31m18.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[?25hDownloading pandas-3.0.1-cp312-cp312-manylinux_2_24_x86_64.manylinux_2_28_x86_64.whl (10.9 MB)\n", + "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m10.9/10.9 MB\u001b[0m \u001b[31m31.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", + "\u001b[?25hInstalling collected packages: pot, pandas, kooplearn, DSA\n", + " Attempting uninstall: pandas\n", + " Found existing installation: pandas 2.2.2\n", + " Uninstalling pandas-2.2.2:\n", + " Successfully uninstalled pandas-2.2.2\n", + " Running setup.py develop for DSA\n", + "\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\n", + "fastai 2.8.7 requires torchvision>=0.11, which is not installed.\n", + "google-colab 1.0.0 requires pandas==2.2.2, but you have pandas 3.0.1 which is incompatible.\n", + "bqplot 0.12.45 requires pandas<3.0.0,>=1.0.0, but you have pandas 3.0.1 which is incompatible.\n", + "db-dtypes 1.5.0 requires pandas<3.0.0,>=1.5.3, but you have pandas 3.0.1 which is incompatible.\n", + "gradio 5.50.0 requires pandas<3.0,>=1.0, but you have pandas 3.0.1 which is incompatible.\u001b[0m\u001b[31m\n", + "\u001b[0mSuccessfully installed DSA-1.0.1 kooplearn-2.0.2 pandas-3.0.1 pot-0.9.6.post1\n", + "Found existing installation: kooplearn 2.0.2\n", + "Uninstalling kooplearn-2.0.2:\n", + " Successfully uninstalled kooplearn-2.0.2\n", + "Collecting git+https://github.com/Machine-Learning-Dynamical-Systems/kooplearn.git@260ad84beb86acc706e4f43d9b7b5e8bc4e8b18c\n", + " Cloning https://github.com/Machine-Learning-Dynamical-Systems/kooplearn.git (to revision 260ad84beb86acc706e4f43d9b7b5e8bc4e8b18c) to /tmp/pip-req-build-fiufez7y\n", + " Running command git clone --filter=blob:none --quiet https://github.com/Machine-Learning-Dynamical-Systems/kooplearn.git /tmp/pip-req-build-fiufez7y\n", + " Running command git rev-parse -q --verify 'sha^260ad84beb86acc706e4f43d9b7b5e8bc4e8b18c'\n", + " Running command git fetch -q https://github.com/Machine-Learning-Dynamical-Systems/kooplearn.git 260ad84beb86acc706e4f43d9b7b5e8bc4e8b18c\n", + " Running command git checkout -q 260ad84beb86acc706e4f43d9b7b5e8bc4e8b18c\n", + " Resolved https://github.com/Machine-Learning-Dynamical-Systems/kooplearn.git to commit 260ad84beb86acc706e4f43d9b7b5e8bc4e8b18c\n", + " Installing build dependencies ... \u001b[?25l\u001b[?25hdone\n", + " Getting requirements to build wheel ... \u001b[?25l\u001b[?25hdone\n", + " Preparing metadata (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n", + "Requirement already satisfied: numpy>=1.20.0 in /usr/local/lib/python3.12/dist-packages (from kooplearn==1.2.0b1) (2.0.2)\n", + "Requirement already satisfied: scikit-learn in /usr/local/lib/python3.12/dist-packages (from kooplearn==1.2.0b1) (1.6.1)\n", + "Requirement already satisfied: scipy in /usr/local/lib/python3.12/dist-packages (from kooplearn==1.2.0b1) (1.16.3)\n", + "Requirement already satisfied: tqdm in /usr/local/lib/python3.12/dist-packages (from kooplearn==1.2.0b1) (4.67.3)\n", + "Requirement already satisfied: joblib>=1.2.0 in /usr/local/lib/python3.12/dist-packages (from scikit-learn->kooplearn==1.2.0b1) (1.5.3)\n", + "Requirement already satisfied: threadpoolctl>=3.1.0 in /usr/local/lib/python3.12/dist-packages (from scikit-learn->kooplearn==1.2.0b1) (3.6.0)\n", + "Building wheels for collected packages: kooplearn\n", + " Building wheel for kooplearn (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n", + " Created wheel for kooplearn: filename=kooplearn-1.2.0b1-py3-none-any.whl size=74145 sha256=516b21356a9515cb84d63dafd8cf3546e70986eca101aedb74ecd4f18d6d5f24\n", + " Stored in directory: /root/.cache/pip/wheels/88/3f/6e/94e8588d14a5c5eaa8e97b663d3139b3a6d32601ee8593c137\n", + "Successfully built kooplearn\n", + "Installing collected packages: kooplearn\n", + "Successfully installed kooplearn-1.2.0b1\n" + ] + } + ], + "source": [ + "# @markdown Colab // Kaggle installation (Part 4)\n", + "\n", + "!git clone https://github.com/mitchellostrow/DSA/\n", + "%cd DSA/\n", + "!git checkout a46c3194eb1f736db31e7eca5f433839c2cbc311\n", + "!pip install -e .\n", + "\n", + "!pip uninstall -y kooplearn\n", + "!pip install git+https://github.com/Machine-Learning-Dynamical-Systems/kooplearn.git@260ad84beb86acc706e4f43d9b7b5e8bc4e8b18c" + ] + }, + { + "cell_type": "markdown", + "source": [ + "# IMPORTANT!\n", + "# Restart the runtime here,\n", + "# then rerun the (Part 3) above,\n", + "# then continue to the cells below" + ], + "metadata": { + "id": "8sk8UU-IuXIp" + } + }, + { + "cell_type": "markdown", + "metadata": { + "id": "TzBGGjP7punX" + }, + "source": [ + "**IF RUNNING LOCALLY**:\n", + "\n", + "Follow the instructions [here](https://github.com/snel-repo/ComputationThruDynamicsBenchmark) to setup the separate environment for this project, or you can run the cell below for general installment." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "id": "s45k3uigpunX", + "outputId": "2a4c92c4-6436-496e-968c-e6629bb28199" + }, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/hostedtoolcache/Python/3.9.19/x64/lib/python3.9/site-packages/IPython/core/magics/osm.py:417: UserWarning: using dhist requires you to install the `pickleshare` library.\n", + " self.shell.db['dhist'] = compress_dhist(dhist)[-100:]\n" + ] + } + ], + "source": [ + "# @markdown Local installation\n", + "\n", + "import contextlib\n", + "import io\n", + "import os\n", + "\n", + "dirname = \"ComputationThruDynamicsBenchmark\"\n", + "\n", + "with contextlib.redirect_stdout(io.StringIO()): #to suppress output\n", + " if not os.path.isdir(dirname):\n", + " ! git clone https://github.com/neuromatch/ComputationThruDynamicsBenchmark\n", + " %cd ComputationThruDynamicsBenchmark\n", + " ! pip install -e .\n", + "\n", + "envStr = \"\"\"HOME_DIR=ComputationThruDynamicsBenchmark/\n", + "\n", + "\n", + "#Don't change these\n", + "TRAIN_INPUT_FILE=train_input.h5\\nEVAL_INPUT_FILE=eval_input.h5\n", + "EVAL_TARGET_FILE=eval_target.h5\n", + "\"\"\"\n", + "\n", + "with open('.env','w') as f:\n", + " f.write(envStr)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "caff1e11fdef4290a83a03808e4cff7e" + ] + }, + "id": "qhznOaMMpunX", + "outputId": "b97d64b7-79c2-456d-f624-20c991475eea" + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "caff1e11fdef4290a83a03808e4cff7e", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_preparing_environment\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "tsjJVCn6punX" + }, + "source": [ + "---\n", + "## Section 2: Overview of the available tasks\n", + "\n", + "First, let's take a high-level look at the tasks that we are going to use to understand computation in artificial networks!\n", + "\n", + "We'll start by loading in some packages." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "LfhtZd4rpunX", + "outputId": "d9452f6e-b99e-4cfb-85b8-e353a0e791e6" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "/content/ComputationThruDynamicsBenchmark/\n" + ] + } + ], + "source": [ + "# set the random seed for reproducibility\n", + "import random\n", + "import dotenv\n", + "import pathlib\n", + "import os\n", + "import logging\n", + "\n", + "# comment the next three lines if you want to see all training logs\n", + "pl_loggers = [logging.getLogger(name) for name in logging.root.manager.loggerDict if 'pytorch_lightning' in name]\n", + "for pl_log in pl_loggers:\n", + " logging.getLogger(pl_log.name).setLevel(logging.WARNING)\n", + "\n", + "random.seed(2024)\n", + "\n", + "dotenv.load_dotenv(override=True)\n", + "HOME_DIR = os.getenv(\"HOME_DIR\")\n", + "if HOME_DIR is None:\n", + " HOME_DIR = \"\"\n", + "print(HOME_DIR)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "iVY-reTEpunX" + }, + "source": [ + "The Computation-Thru-Dynamics Benchmark has three distinct behavioral tasks.\n", + "\n", + "These tasks are called:\n", + "1. Three-Bit Flip-Flop (3BFF) (see [Sussillo & Barak 2013](https://pubmed.ncbi.nlm.nih.gov/23272922/))\n", + "2. MultiTask (See [Driscoll et al. 2023](https://www.biorxiv.org/content/10.1101/2022.08.15.503870v1.full.pdf))\n", + "3. RandomTarget (See [Codol et al. 2023](https://elifesciences.org/reviewed-preprints/88591v2/reviews))\n", + "\n", + "We chose these tasks because they represent a variety of task complexities. We have a pretty good understanding of how the simpler tasks operate (3BFF), but really are only starting to scratch the surface of more complex tasks (RandomTarget).\n", + "\n", + "Specificially, in the Random Target task, the actions that the model takes can affect the future inputs, making it an important test case for being able to understand the dynamics of interacting systems!\n", + "\n", + "\n", + "\n", + "Each task (which we call a \"task environment\") follows a standardized format that allows alternative task environments to be incorporated without any changes to the training pipeline.\n", + "\n", + "Here, we'll take a walk through the two tasks in the project template (TBFF and RandomTarget) and inspect the behavior of networks trained in these environments." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "5ee4e9159adf4e7583826bdd5877e3cd" + ] + }, + "id": "ZzsYJPEUpunX", + "outputId": "6b84b166-1ac1-4fe0-d359-af8e496beec2" + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "5ee4e9159adf4e7583826bdd5877e3cd", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_overview_of_the_available_tasks\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "zaRRJ13RpunX" + }, + "source": [ + "---\n", + "## Section 3: Understanding the Three-Bit Flip-Flop task (3BFF)\n", + "\n", + "We're going to start out with the task that launched a thousand Nature papers, the 3-Bit Flip-Flop. [Sussillo & Barak 2013](https://pubmed.ncbi.nlm.nih.gov/23272922/) used the three-bit flip-flop in their seminal attempts to understand how dynamics can give rise to computation!\n", + "\n", + "The code snippet below instantiates a \"TaskEnv\" object, which contains the logic for the NBFF task.\n", + "\n", + "\n", + "❓❓❓\n", + "\n", + "The default parameters are shown in `./interpretability/task_modeling/configs/env_task/NBFF.yaml`, but try changing the parameters below to see how that affects trials generated from the environment. Note that this task is modular in the number of bits as well, so it provides an easy way to scale the dimensionality of a very simple dynamical system.\n", + "\n", + "❓❓❓" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 487 + }, + "id": "pdHaXhERpunX", + "outputId": "8984673e-615d-4c08-f10e-6e9449c8cd1a" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ], + "source": [ + "from ctd.task_modeling.task_env.task_env import NBitFlipFlop\n", + "\n", + "n = 3 # The number of bits in the flip-flop (default: 3)\n", + "trial_length = 500 # The number of time steps in each trial (default: 500)\n", + "switch_prob = 0.015 # The probability of an input pulse (default: 0.015 pulses/channel / time step)\n", + "noise = 0.15 # The standard deviation of the Gaussian noise added to the input (default: 0.15)\n", + "\n", + "# This line creates the NBitFlipFlop environment. See ctd.task_modeling.task_env.task_env.NBitFlipFlop for more information.\n", + "env_3bff = NBitFlipFlop(\n", + " n = n,\n", + " n_timesteps=trial_length,\n", + " switch_prob=switch_prob,\n", + " noise=noise\n", + " )\n", + "\n", + "# Renders a random trial from the environment\n", + "env_3bff.render()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "N6aoRrk6punX" + }, + "source": [ + "Above, we are plotting the inputs and outputs of the 3BFF task. One trial is 500 time steps, each with a 1% probability of getting an \"up\" or \"down\" pulse on each of its 3 input channels. When the task receives an \"up\" pulse, the state corresponding to that input channel moves from zero to one (if possible), and if a state at one receives a \"down\" pulse, it goes to zero. In this way, this system acts as 3 bits of memory, encoding 8 potential system states (2^3 states). We add noise to the inputs of the system so that it better reflects realistic computations that a neural circuit might perform.\n", + "\n", + "\n", + "**Try changing the parameters of your 3BFF environment to see how the behavior changes!**\n", + "\n", + "Another way to visualize this is to view the three states in 3D. Below, you can see that the 8 potential states appear as the vertices of a cube. Each trial is plotted as a column." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 444 + }, + "id": "Ae-ss29mpunY", + "outputId": "a3b3945a-8074-4c0b-84a9-a854f5c51a50" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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+ }, + "metadata": {} + } + ], + "source": [ + "env_3bff.render_3d(n_trials=6)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "GLwg-qHRpunY" + }, + "source": [ + "Now that we can see the basic logic of the task, let's do a basic overview of what task training is!\n", + "\n", + "\n", + "\n", + "For task-training, we are simply training a model (e.g., an RNN) to produce a set of outputs given a set of inputs. This input/output relationship defines the task that the model is performing. In the case of 3BFF, an input pulse should cause the model's output to change in a way that reflects the switching of a bit.\n", + "\n", + "**3BFF Training Objective:**\n", + "\n", + "3BFF models are trained to minimize the MSE between the desired output and the output of the model, with some other components that pressure the solution to be smooth. If you're interested in the specifics, the implementation of the loss function can be found as the NBFFLoss object in `ctd/task_modeling/task_env/loss_func.py`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "3a3e9b6f322b4af1b28f484560c67bb1" + ] + }, + "id": "1QBsR4yNpunY", + "outputId": "3571ef7a-018f-4797-db55-f2460832f67d" + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "3a3e9b6f322b4af1b28f484560c67bb1", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_understanding_3bff\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "TqeUaI-vpunY" + }, + "source": [ + "\n", + "## Section 4: Training a model to perform 3BFF\n", + "\n", + "For this tutorial, we are using PyTorch Lightning to abstract much of the engineering away, allowing you to focus your full attention on the scientific questions you want to tackle!\n", + "\n", + "This segment takes around 8 minutes to train, so I'd recommend planning your runs accordingly!\n", + "\n", + "⏳⏳⏳\n", + "\n", + "The cell below will create a recurrent neural network (RNN) model and use the 3BFF environment to generate samples on which the model will be trained!\n", + "\n", + "Unfortunately, it generates a lot of output, so if you don't care to see the model progress, set `enable_progress_bar` to False below." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 338, + "referenced_widgets": [ + "b40d69aa160d41e885d532d125733e00", + "adb681944fae47aebd1e0dc08f031fb6", + 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"WARNING:pytorch_lightning.loggers.tensorboard:Missing logger folder: /content/ComputationThruDynamicsBenchmark/lightning_logs\n", + "INFO:pytorch_lightning.callbacks.model_summary:\n", + " | Name | Type | Params\n", + "----------------------------------\n", + "0 | model | GRU_RNN | 51.6 K\n", + "----------------------------------\n", + "51.6 K Trainable params\n", + "0 Non-trainable params\n", + "51.6 K Total params\n", + "0.206 Total estimated model params size (MB)\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "Sanity Checking: | | 0/? 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\n" + }, + "metadata": {} + } + ], + "source": [ + "# import typing\n", + "# # Monkey-patch Final to behave like Any\n", + "# typing.Final = typing.Any\n", + "\n", + "from ctd.comparison.analysis.tt.tt import Analysis_TT\n", + "\n", + "fpath_GRU_128 = HOME_DIR + \"models_GRU_128/\"\n", + "# Create the analysis object:\n", + "analysis_GRU_128 = Analysis_TT(\n", + " run_name = \"GRU_128_3bff\",\n", + " filepath = fpath_GRU_128)\n", + "\n", + "analysis_GRU_128.plot_trial_io(num_trials = 2)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "5rHPLIDPpunZ", + "outputId": "fffc4c7a-249e-4a4c-e98b-209fa7c87a40", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 593 + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/content/ComputationThruDynamicsBenchmark/ctd/comparison/analysis/tt/tt.py:40: FutureWarning: `isinstance(treespec, LeafSpec)` is deprecated, use `isinstance(treespec, TreeSpec) and treespec.is_leaf()` instead.\n", + " self.datamodule = pickle.load(f)\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ], + "source": [ + "fpath_NODE = HOME_DIR + \"models_NODE_3/\"\n", + "# Create the analysis object:\n", + "analysis_NODE = Analysis_TT(\n", + " run_name = \"NODE_3_3bff\",\n", + " filepath = fpath_NODE)\n", + "\n", + "analysis_NODE.plot_trial_io(num_trials = 2)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "vIVqzt3apunZ" + }, + "source": [ + "There are also useful data visualization functions, such as visualizing a scree plot of the latent activity.\n", + "\n", + "A scree plot shows the % of variance in the highest principle component dimensions. From this plot, we can see that the GRU has the majority of its variance in the first 3 PCs, but significant variance remains in the lower PCs!" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "6-4PN7BxpunZ", + "outputId": "b9051e6e-a096-431f-8670-8c64b7b7e0c6", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 538 + } + }, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "array([0.4499948 , 0.21527852, 0.1842102 , 0.11117746, 0.01056968,\n", + " 0.00798929, 0.00702634, 0.00430366, 0.00061372, 0.00053773],\n", + " dtype=float32)" + ] + }, + "metadata": {}, + "execution_count": 10 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ], + "source": [ + "analysis_GRU_128.plot_scree()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "hY6NTEuFpunZ" + }, + "source": [ + "Importantly, the analysis object also provides functions that give access to the raw latent activity, predicted outputs, etc. of the trained models! All of these functions accept a \"phase\" variable that designates whether to return the training and/or validation datasets.\n", + "These functions are:\n", + "- `get_latents()`: Returns latent activity of the trained model\n", + "- `get_inputs()`: Returns the inputs to the model (for 3BFF, the input pulses)\n", + "- `get_model_output()`: Returns a dict that contains all model outputs:\n", + " - controlled - the variable that the model is controlling\n", + " - latents - the latent activity\n", + " - actions - the output from the model (for RandomTarget only)\n", + " - states - the state of the environment (for RandomTarget only)\n", + " - joints - Joint angles (for RandomTarget only)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "mf8tZJIxpunZ", + "outputId": "7c940c70-d431-45fe-984e-624515b7af4d", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "All data shape: torch.Size([1000, 500, 128])\n", + "Train data shape: torch.Size([800, 500, 128])\n", + "Validation data shape: torch.Size([200, 500, 128])\n" + ] + } + ], + "source": [ + "print(f\"All data shape: {analysis_GRU_128.get_latents().shape}\")\n", + "print(f\"Train data shape: {analysis_GRU_128.get_latents(phase = 'train').shape}\")\n", + "print(f\"Validation data shape: {analysis_GRU_128.get_latents(phase = 'val').shape}\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "4c4570d5d1434bc2b91b26ca8658452b" + ] + }, + "id": "05sXDQ-bpunZ", + "outputId": "10abe009-32d0-4afa-e561-d388d5e44762" + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "4c4570d5d1434bc2b91b26ca8658452b", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_visualizing_latent_activity\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "hbgQW61tpunZ" + }, + "source": [ + "### Part 2: Using affine transformations to compare latent activity\n", + "\n", + "Now that we have the latent activity for the 64D and the 128D GRU models trained on 3BFf, we can investigate how similar their latent activity is.\n", + "\n", + "One problem: The models may be arbitrarily rotated, scaled, and translated relative to each other!\n", + "\n", + "This means that we need to find the best \"fit\" between the two models that doesn't fail when they are equivalent under an \"affine\" transformation (meaning a linear transformation and/or translation).\n", + "\n", + "Luckily, we have a tool that can solve this problem for us! Linear regression.\n", + "\n", + "In this code, we are:\n", + "\n", + "1. Getting the latent activity from each model\n", + "2. Performing PCA on the latent activity (to get the dimensions ordered by their variance)\n", + "3. Fit a linear regression from one set of latent activity to the other." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "3jl-NjHMpunZ", + "outputId": "4b395945-45c6-4531-f7dd-e9603ae9c69a" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Latent shape for source model: (800, 500, 128)\n", + "Latent shape for target model: (800, 500, 3)\n" + ] + } + ], + "source": [ + "from sklearn.linear_model import LinearRegression\n", + "from sklearn.metrics import r2_score\n", + "from sklearn.decomposition import PCA\n", + "\n", + "source = analysis_GRU_128\n", + "target = analysis_NODE\n", + "\n", + "# Get the latent activity from the validation phase for each model:\n", + "latents_source = source.get_latents(phase='train').detach().numpy()\n", + "latents_targ = target.get_latents(phase='train').detach().numpy()\n", + "\n", + "latents_source_val = source.get_latents(phase='val').detach().numpy()\n", + "latents_targ_val = target.get_latents(phase='val').detach().numpy()\n", + "\n", + "n_trials, n_timesteps, n_latent_source = latents_source.shape\n", + "n_trials, n_timesteps, n_latent_targ = latents_targ.shape\n", + "\n", + "n_trials_val, n_timesteps_val, n_latent_source_val = latents_source_val.shape\n", + "n_trials_val, n_timesteps_val, n_latent_targ_val = latents_targ_val.shape\n", + "\n", + "print(f\"Latent shape for source model: {latents_source.shape}\"\n", + " f\"\\nLatent shape for target model: {latents_targ.shape}\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "pTPEPzqfpunZ", + "outputId": "49886470-75f6-4e1b-973a-3c0841583465", + "colab": { + "base_uri": "https://localhost:8080/" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "R2 of linear regression fit: [0.15556824 0.17384231 0.154199 ]\n", + "Variance-weighted R2 of linear regression fit: 0.15827688574790955\n" + ] + } + ], + "source": [ + "# Perform PCA on both latent spaces to find axes of highest variance\n", + "pca_source = PCA()\n", + "pca_targ = PCA()\n", + "lats_source_pca = pca_source.fit_transform(latents_source.reshape(-1, n_latent_source)).reshape((n_trials, n_timesteps, -1))\n", + "lats_source_pca_val = pca_source.transform(latents_source_val.reshape(-1, n_latent_source)).reshape((n_trials, n_timesteps, -1))\n", + "\n", + "lats_targ_pca = pca_targ.fit_transform(latents_targ.reshape(-1, n_latent_targ)).reshape((n_trials, n_timesteps, -1))\n", + "lats_targ_pca_val = pca_targ.transform(latents_targ_val.reshape(-1, n_latent_targ_val)).reshape((n_trials_val, n_timesteps_val, -1))\n", + "\n", + "# Fit a linear regression model to predict the target latents from the source latents\n", + "reg = LinearRegression().fit(lats_source_pca.reshape(-1, n_latent_source), lats_targ_pca.reshape(-1, n_latent_targ))\n", + "# Get the R2 of the fit\n", + "preds = reg.predict(lats_source_pca_val.reshape(-1, n_latent_source_val))\n", + "r2s = r2_score(lats_targ_pca_val.reshape((-1, n_latent_targ_val)), preds, multioutput = \"raw_values\")\n", + "r2_var = r2_score(lats_targ_pca_val.reshape((-1, n_latent_targ_val)), preds, multioutput = \"variance_weighted\")\n", + "print(f\"R2 of linear regression fit: {r2s}\")\n", + "print(f\"Variance-weighted R2 of linear regression fit: {r2_var}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "jf98-Zocpuna" + }, + "source": [ + "So, the variance weighted R2 from the source to the target is ~0.93.\n", + "\n", + "Importantly, we had to pick a \"direction\" to compute this R2 value. What happens if we switch the source and targets?\n", + "\n", + "❓❓❓\n", + "\n", + "**Try reversing the direction (the source and targets) and see how well the model fits!**\n", + "\n", + "❓❓❓" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "bZhXvgZkpuna" + }, + "source": [ + "One final tool that is provided to you is the comparison object, which makes many of these direct comparisons within the object itself. Here is one example visualization that shows how similar the latent activities of two example trials are for these two models!\n", + "\n", + "This function has the affine transformation \"built-in,\" so you don't need this to show what your R2 value above looks like in the first 3 PCs!" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "m5JFHFyYpuna", + "outputId": "5efca07f-4610-4ef5-82a5-c4522709d982", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 284 + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ], + "source": [ + "from ctd.comparison.comparison import Comparison\n", + "comp = Comparison()\n", + "comp.load_analysis(analysis_GRU_128, reference_analysis=True)\n", + "comp.load_analysis(analysis_NODE)\n", + "comp.plot_trials_3d_reference(num_trials=2)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "b12f797e1d2a4517b6378385ed57f193" + ] + }, + "id": "l6IC-ENdpuna", + "outputId": "fd30e7a1-29d3-437f-ff67-b4f73501af59" + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "b12f797e1d2a4517b6378385ed57f193", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_using_affine_transformations_to_compare_latent_activity\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "oDQ1iFx7puna" + }, + "source": [ + "### Part 3: Fixed-point finding\n", + "\n", + "Finally, we can use fixed-point finding to inspect the linearized dynamics of the trained model.\n", + "\n", + "**What are fixed-points?**\n", + "\n", + "Fixed points are points in the dynamics for which the flow field is zero, meaning that points at that location do not move.\n", + "\n", + "The fixed point structure for the 3BFF task was first shown in the original [Sussillo and Barack paper](https://ccn.johndmurray.org/ccn_2013/materials/pdf/mante/sussillo_2013.pdf).\n", + "\n", + "\n", + "\n", + "\n", + "We can see that the fixed-points are at the vertices of the cube above, drawing the activity towards them and keeping it there until an input pushes it out!\n", + "\n", + "We use a modified version of a fixed point finder released by [Golub et al. 2018](https://github.com/mattgolub/fixed-point-finder) to search the flow field for these zero points.\n", + "\n", + "❓❓❓\n", + "\n", + "**Try changing some of these parameters:**\n", + "- How quickly are the fixed-points found in the model?\n", + "- How many initializations are needed to find the fixed points?\n", + "- Do the stability properties tell us anything about the underlying computation?\n", + "\n", + "❓❓❓\n", + "\n", + "Importantly from [Driscol et al. 2022](https://www.biorxiv.org/content/10.1101/2022.08.15.503870v1.full.pdf), we know that changes in the inputs can have large effects on the fixed point architecture, so we're going to set the inputs to zero in this optimization." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "9XSUNqTPpuna", + "outputId": "a49f7b9c-e4da-4a6c-bf93-502578185096" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "Iteration 500/20000\n", + "q = 5.75E-09 +/- 1.81E-07\n", + "dq = 1.46E-10 +/- 4.58E-09\n", + "\n", + "Iteration 1000/20000\n", + "q = 7.26E-15 +/- 7.94E-15\n", + "dq = 1.27E-15 +/- 1.26E-15\n", + "\n", + "Iteration 1500/20000\n", + "q = 9.91E-15 +/- 6.00E-15\n", + "dq = 1.80E-15 +/- 1.91E-15\n", + "\n", + "Iteration 2000/20000\n", + "q = 1.57E-14 +/- 9.17E-14\n", + "dq = 2.78E-15 +/- 1.33E-14\n", + "\n", + "Iteration 2500/20000\n", + "q = 3.67E-13 +/- 1.12E-11\n", + "dq = 4.45E-14 +/- 1.33E-12\n", + "\n", + "Iteration 3000/20000\n", + "q = 1.75E-13 +/- 3.90E-12\n", + "dq = 2.86E-14 +/- 6.06E-13\n", + "\n", + "Iteration 3500/20000\n", + "q = 4.53E-12 +/- 5.33E-11\n", + "dq = 7.59E-13 +/- 8.27E-12\n", + "\n", + "Iteration 4000/20000\n", + "q = 8.85E-12 +/- 9.49E-11\n", + "dq = 1.96E-12 +/- 2.75E-11\n", + "\n", + "Iteration 4500/20000\n", + "q = 1.75E-11 +/- 1.59E-10\n", + "dq = 3.07E-12 +/- 2.77E-11\n", + "\n", + "Iteration 5000/20000\n", + "q = 5.38E-11 +/- 4.01E-10\n", + "dq = 9.83E-12 +/- 6.52E-11\n", + "\n", + "Iteration 5500/20000\n", + "q = 7.71E-11 +/- 4.85E-10\n", + "dq = 1.47E-11 +/- 8.83E-11\n", + "\n", + "Iteration 6000/20000\n", + "q = 1.62E-10 +/- 9.07E-10\n", + "dq = 3.40E-11 +/- 1.73E-10\n", + "\n", + "Iteration 6500/20000\n", + "q = 2.98E-10 +/- 1.14E-09\n", + "dq = 4.66E-11 +/- 1.73E-10\n", + "\n", + "Iteration 7000/20000\n", + "q = 4.16E-10 +/- 1.51E-09\n", + "dq = 7.75E-11 +/- 2.78E-10\n", + "\n", + "Iteration 7500/20000\n", + "q = 4.68E-10 +/- 1.54E-09\n", + "dq = 8.27E-11 +/- 2.42E-10\n", + "\n", + "Iteration 8000/20000\n", + "q = 5.96E-10 +/- 2.03E-09\n", + "dq = 9.97E-11 +/- 2.82E-10\n", + "\n", + "Iteration 8500/20000\n", + "q = 7.01E-10 +/- 2.01E-09\n", + "dq = 1.27E-10 +/- 4.02E-10\n", + "\n", + "Iteration 9000/20000\n", + "q = 8.39E-10 +/- 2.31E-09\n", + "dq = 1.43E-10 +/- 3.75E-10\n", + "\n", + "Iteration 9500/20000\n", + "q = 8.42E-10 +/- 2.24E-09\n", + "dq = 1.51E-10 +/- 3.77E-10\n", + "\n", + "Iteration 10000/20000\n", + "q = 7.46E-10 +/- 2.06E-09\n", + "dq = 1.34E-10 +/- 3.58E-10\n", + "\n", + "Iteration 10500/20000\n", + "q = 9.27E-10 +/- 2.36E-09\n", + "dq = 1.54E-10 +/- 4.10E-10\n", + "\n", + "Iteration 11000/20000\n", + "q = 8.48E-10 +/- 2.30E-09\n", + "dq = 1.46E-10 +/- 3.82E-10\n", + "\n", + "Iteration 11500/20000\n", + "q = 1.01E-09 +/- 2.49E-09\n", + "dq = 1.83E-10 +/- 4.91E-10\n", + "\n", + "Iteration 12000/20000\n", + "q = 9.75E-10 +/- 2.37E-09\n", + "dq = 1.80E-10 +/- 4.35E-10\n", + "\n", + "Iteration 12500/20000\n", + "q = 8.91E-10 +/- 2.45E-09\n", + "dq = 1.44E-10 +/- 3.72E-10\n", + "\n", + "Iteration 13000/20000\n", + "q = 8.91E-10 +/- 2.25E-09\n", + "dq = 1.57E-10 +/- 4.77E-10\n", + "\n", + "Iteration 13500/20000\n", + "q = 9.09E-10 +/- 2.31E-09\n", + "dq = 1.70E-10 +/- 4.85E-10\n", + "\n", + "Iteration 14000/20000\n", + "q = 1.02E-09 +/- 2.48E-09\n", + "dq = 1.80E-10 +/- 4.39E-10\n", + "\n", + "Iteration 14500/20000\n", + "q = 1.04E-09 +/- 2.47E-09\n", + "dq = 1.79E-10 +/- 4.46E-10\n", + "\n", + "Iteration 15000/20000\n", + "q = 9.61E-10 +/- 2.26E-09\n", + "dq = 1.63E-10 +/- 3.66E-10\n", + "\n", + "Iteration 15500/20000\n", + "q = 8.77E-10 +/- 2.37E-09\n", + "dq = 1.56E-10 +/- 3.77E-10\n", + "\n", + "Iteration 16000/20000\n", + "q = 1.11E-09 +/- 2.60E-09\n", + "dq = 1.77E-10 +/- 4.39E-10\n", + "\n", + "Iteration 16500/20000\n", + "q = 8.35E-10 +/- 2.09E-09\n", + "dq = 1.43E-10 +/- 3.61E-10\n", + "\n", + "Iteration 17000/20000\n", + "q = 1.12E-09 +/- 2.63E-09\n", + "dq = 1.97E-10 +/- 4.66E-10\n", + "\n", + "Iteration 17500/20000\n", + "q = 1.01E-09 +/- 2.54E-09\n", + "dq = 1.71E-10 +/- 4.24E-10\n", + "\n", + "Iteration 18000/20000\n", + "q = 9.42E-10 +/- 2.39E-09\n", + "dq = 1.78E-10 +/- 4.58E-10\n", + "\n", + "Iteration 18500/20000\n", + "q = 1.04E-09 +/- 2.54E-09\n", + "dq = 1.87E-10 +/- 4.47E-10\n", + "\n", + "Iteration 19000/20000\n", + "q = 1.00E-09 +/- 2.62E-09\n", + "dq = 1.54E-10 +/- 3.83E-10\n", + "\n", + "Iteration 19500/20000\n", + "q = 9.52E-10 +/- 2.47E-09\n", + "dq = 1.56E-10 +/- 3.96E-10\n", + "\n", + "Iteration 20000/20000\n", + "q = 8.81E-10 +/- 2.27E-09\n", + "dq = 1.58E-10 +/- 4.15E-10\n", + "Maximum iteration count reached. Terminating.\n", + "Found 1024 unique fixed points.\n", + "Decomposing Jacobians in a single batch.\n", + "Sorting by Eigenvalue magnitude.\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" 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\n" + }, + "metadata": {} + } + ], + "source": [ + "import torch\n", + "import contextlib\n", + "import io\n", + "\n", + "# with contextlib.redirect_stdout(io.StringIO()): #to suppress output\n", + "fps = analysis_GRU_128.plot_fps(\n", + " inputs= torch.zeros(3),\n", + " n_inits=1024,\n", + " learning_rate=1e-3,\n", + " noise_scale=0.0,\n", + " max_iters=20000,\n", + " seed=0,\n", + " compute_jacobians=True,\n", + " q_thresh=1e-5,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "ImlSpzq8puna", + "outputId": "0c20f871-585b-4c31-a9ad-1e93dfae89b1", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 807 + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "q_thesh = 1e-6\n", + "q_vals = fps.qstar\n", + "x_star = fps.xstar[q_vals < q_thesh]\n", + "fig = plt.figure(figsize=(10, 10))\n", + "ax = fig.add_subplot(111, projection='3d')\n", + "ax.scatter(x_star[:, 0], x_star[:, 1], x_star[:, 2], c='r', marker='o')\n", + "fig.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "TGwH1IM-puna" + }, + "source": [ + "❓❓❓\n", + "\n", + "What can you find out about the FPs of the trained models? Can you modify the FP finding to get more interpretable results?\n", + "\n", + "What can we learn about the computational solution built in this 3BFF network from these fixed-point architectures?\n", + "\n", + "❓❓❓" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "b7b73fe4474d4d309dfd65199b0e9cfa" + ] + }, + "id": "uWERoCTOpuna", + "outputId": "3eca1276-f4f6-45e1-90f9-07490266b4ef" + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "b7b73fe4474d4d309dfd65199b0e9cfa", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_fixed_point_finding\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "BiKfUQI4puna" + }, + "source": [ + "## Section 6: Introducing the Random Target task\n", + "\n", + "Now that we've developed intuition on a simple, well-understood task, let's move up the ladder of complexity!\n", + "\n", + "The second task is a random-target reaching task performed by an RNN controlling a 2-joint musculoskeletal model of an arm actuated by 6 Mujoco muscles. This environment was built using MotorNet, a package developed by [Oli Codol et al.](https://github.com/OlivierCodol/MotorNet) that provides environments for training RNNs to control biomechanical models!\n", + "\n", + "Here is a short clip of what this task looks like when performed by a well-trained model:\n", + "\n", + "\n", + "\n", + "\n", + "Behaviorally, the task has the following structure:\n", + "1. A random initial hand position is sampled from a range of reachable locations; the model is instructed to maintain that hand position.\n", + "2. A random target position is chosen from the range of reachable locations and fed to the model.\n", + "3. After a random delay period, a go-cue is fed to the model, which prompts the model to generate muscle activations that drive the hand to the target location.\n", + "4. On 20% of trials, the go-cue is never supplied (\"catch\" trials)\n", + "5. On 50% of trials, a randomly directed bump perturbation (5-10 N, 150-300 ms duration) is applied to the hand.\n", + " - 50% of these bumps occur in a small window after the go-cue\n", + " - 50% of these bumps occur at a random time in the trial\n", + "\n", + "The model is trained to:\n", + "1. Minimize the MSE between the hand position and the desired hand position\n", + "2. Minimize the squared muscle activation\n", + "\n", + "with each loss term being weighted by a scalar." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "SEyyogpQpuna" + }, + "outputs": [], + "source": [ + "from ctd.task_modeling.task_env.task_env import RandomTarget\n", + "from motornet.effector import RigidTendonArm26\n", + "from motornet.muscle import MujocoHillMuscle\n", + "# Create the analysis object:\n", + "rt_task_env = RandomTarget(effector = RigidTendonArm26(muscle = MujocoHillMuscle()))" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "g3E2KoVzpuna" + }, + "source": [ + "⏳⏳⏳\n", + "\n", + "Now, to train the model! We use the same procedure as the 3BFF above; however, this model will take a bit longer to train, as of the serial nature of this task, the parallelization allowed by GPUs doesn't help speed up our training!\n", + "\n", + "⏳⏳⏳" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "pfKlLXWOpuna", + "outputId": "c14993b7-26aa-443e-d854-13b65597cd56", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 443, + "referenced_widgets": [ + "aafba112c9474f05afb1038fa3a93fa7", + "35c2cbf699084b12863f48807abf6bc5", + "a9e15692b6394bedad4d49330c1c6139", + "9af423cdc2e8405d96c78aab5f6a41fe", + "cdeffea6c235498aabdd92b47fcdcf87", + "90370afbdcf14c4ab616709a294eec4d", + "72bf47a51d0c4f2bbbfefc6784568a10", + "ea464f31f5634361b8e5d0324336b096", + "a3353e8b9d6c44f4a41c8fdb78ed26b1", + "10dd4201abd14ab190ac96b9bb68e5d4", + "0ccb3bd807c2427ea996406f7a73be17", + "34cb321f880440f8ab4906fe646556ae", + "2a5011435ac34294a6a08f2275ee6427", + 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"8f8d906467b64e1f920181d54929152a" + ] + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/usr/local/lib/python3.12/dist-packages/pytorch_lightning/utilities/parsing.py:198: Attribute 'data_env' is an instance of `nn.Module` and is already saved during checkpointing. It is recommended to ignore them using `self.save_hyperparameters(ignore=['data_env'])`.\n", + "INFO:pytorch_lightning.utilities.rank_zero:GPU available: False, used: False\n", + "INFO:pytorch_lightning.utilities.rank_zero:TPU available: False, using: 0 TPU cores\n", + "INFO:pytorch_lightning.utilities.rank_zero:IPU available: False, using: 0 IPUs\n", + "INFO:pytorch_lightning.utilities.rank_zero:HPU available: False, using: 0 HPUs\n", + "INFO:pytorch_lightning.callbacks.model_summary:\n", + " | Name | Type | Params\n", + "------------------------------------------\n", + "0 | task_env | RandomTarget | 84 \n", + "1 | model | GRU_RNN | 57.4 K\n", + "------------------------------------------\n", + "57.4 K Trainable params\n", + "84 Non-trainable params\n", + "57.4 K Total params\n", + "0.230 Total estimated model params size (MB)\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "Sanity Checking: | | 0/? [00:00\n", + "\n", + "\n", + "Visualizing the latent dynamics of models trained on MotorNet tasks, we can see that there are complex features in the state space, but we'll leave that to you to figure out what they mean!\n", + "\n", + "" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "QTMgMHT_puna" + }, + "source": [ + "In the later questions, we will ask you to modify the environments in MotorNet to test how well your models can generalize to new tasks!" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "aa3df7e4a04f46a6832d71b9f0ce7d7b" + ] + }, + "id": "-Ldv-MB_puna", + "outputId": "740b8a52-51cb-403d-d80e-3448a67eb338" + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "aa3df7e4a04f46a6832d71b9f0ce7d7b", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_introducing_the_random_target_task\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "RCG--URmpuna" + }, + "source": [ + "---\n", + "## Conclusion\n", + "\n", + "That's it!\n", + "\n", + "To recap, in this tutorial, we learned:\n", + "1. The basics of two tasks, the Three-Bit Flip-Flop and the Random Target task.\n", + "2. How to train recurrent neural network models on these tasks\n", + "3. Methods of visualizing and quantifying differences between these task-trained models.\n", + "\n", + "As you begin to extend beyond this tutorial, you will likely need to make your own environments, or modify existing environments to test the ability of models to generalize. We've tried to document the code-base to make this as easy as possible, but feel free to reach out if you have any questions!" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "cellView": "form", + "colab": { + "referenced_widgets": [ + "fa7feee067f4491aa94c47be6431fc54" + ] + }, + "id": "YhWqQIeDpuna", + "outputId": "54e8b3f7-bc97-4603-e36d-6b1c7e4ba573" + }, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "fa7feee067f4491aa94c47be6431fc54", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# @title Submit your feedback\n", + "content_review(f\"{feedback_prefix}_conclusion\")" ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "#@title Project Template\n", - "from IPython.display import Image, display\n", - "import os\n", - "from pathlib import Path\n", - "\n", - "url = \"https://github.com/neuromatch/NeuroAI_Course/blob/main/projects/project-notebooks/static/ComputationalSimilarityTemplate.png?raw=true\"\n", - "\n", - "display(Image(url=url))" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "19626adaf5eb42f79ac851e571c47955", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_project_template\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "In this notebook, we are going to provide code to get you started on Q1-Q3 of this project! \n", - "\n", - "The basic outline looks like this:\n", - "\n", - "- Section 1: Preparing the environment.\n", - "- Section 2: Overview of the available tasks.\n", - "- Section 3: Understanding the Three-Bit Flip-Flop task (3BFF).\n", - "- Section 4: Training a model to perform 3BFF.\n", - "- Section 5: Inspecting the performance of trained models.\n", - " - Part 1: Visualizing latent activity\n", - " - Part 2: Quantifying latent similarity with State R2.\n", - " - Part 3: Visualizing Fixed-Point architectures.\n", - "- Section 6: Introduction to Random Target task.\n", - "\n", - "**Importantly, we've put landmarks in the notebook to indicate**: \n", - "\n", - "*Interactive exercises*\n", - "\n", - "❓❓❓\n", - "\n", - "\n", - "*Cells that will a decent amount of time to run (>5 mins)*\n", - "\n", - "⏳⏳⏳" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "**Tutorial links**\n", - "\n", - " This project is mostly associated with the materials presented in [**W1D3**](https://neuroai.neuromatch.io/tutorials/W1D3_ComparingArtificialAndBiologicalNetworks/student/W1D3_Intro.html), on comparing activities of artificial and biological networks. One of the main techniques here, DSA, completes and empowers your toolbox by enabling dynamic analysis of activity patterns. You will find the [Tutorial 2](https://neuroai.neuromatch.io/tutorials/W1D1_Generalization/student/W1D1_Tutorial2.html) from the **W1D1** the most similar by the model's architecture and the idea of goal-oriented networks." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "---\n", - "## Section 1: Preparing the environment\n", - "\n", - "Disclaimer: As an alternative to Google Colab, Kaggle, and local installation, we have prepared a Dockerfile with the instructions on the virtual environment setup. It will allow you to work locally with no interventions into already installed packages (you will just need to install Docker and run two commands). Grab a [Dockerfile](https://osf.io/b4yfa), put it in the same folder as this notebook, and follow the instructions in [README](https://osf.io/qtezf) file.\n", - "\n", - "**IF USING COLAB // KAGGLE**:\n", - "\n", - "Uncomment the lines of code below and run them in order. The top, the second, and the last cells only need to be run once, but **the third cells (envStr) need to be re-run if the Colab // Kaggle notebook crashes**. These blocks install the needed dependencies and set up your environment. Notice that the first and third cell contents depend on whether you use Colab or Kaggle.\n", - "\n", - "⏳⏳⏳" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [], - "source": [ - "# @markdown Colab // Kaggle installation (Part 1)\n", - "\n", - "# ! git clone https://github.com/neuromatch/ComputationThruDynamicsBenchmark\n", - "# %cd ComputationThruDynamicsBenchmark\n", - "# ! pip install -e .\n", - "\n", - "## RUN THIS CELL, THEN RESTART SESSION AS PROMPTED (BUTTON AT BOTTOM OF THIS CELL'S FINISHED OUTPUT). DO NOT NEED TO RUN AGAIN\n", - "## PLEASE RESTART THE ENVIRONMENT FOR KAGGLE MANUALLY (Run > Restart & clear cell outputs)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [], - "source": [ - "# @markdown Colab // Kaggle installation (Part 2)\n", - "\n", - "# !pip uninstall -y torchaudio torchvision" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [], - "source": [ - "# @markdown Colab // Kaggle installation (Part 3)\n", - "\n", - "## GET BACK TO THE DIRECTORY AND CONFIGURE .env\n", - "\n", - "################ COLAB #####################\n", - "\n", - "# %cd /content/ComputationThruDynamicsBenchmark/\n", - "# envStr = \"\"\"HOME_DIR=/content/ComputationThruDynamicsBenchmark/\n", - "# #Don't change these\n", - "# TRAIN_INPUT_FILE=train_input.h5\\nEVAL_INPUT_FILE=eval_input.h5\n", - "# EVAL_TARGET_FILE=eval_target.h5\n", - "# \"\"\"\n", - "\n", - "#############################################\n", - "\n", - "################ KAGGLE #####################\n", - "\n", - "# %cd /kaggle/working/ComputationThruDynamicsBenchmark/\n", - "# envStr = \"\"\"HOME_DIR=/kaggle/working/ComputationThruDynamicsBenchmark/\n", - "# #Don't change these\n", - "# TRAIN_INPUT_FILE=train_input.h5\\nEVAL_INPUT_FILE=eval_input.h5\n", - "# EVAL_TARGET_FILE=eval_target.h5\n", - "# \"\"\"\n", - "\n", - "##############################################\n", - "\n", - "################ COLAB // KAGGLE #####################\n", - "\n", - "# with open('.env','w') as f:\n", - "# f.write(envStr)\n", - "\n", - "##############################################" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [], - "source": [ - "# @markdown Colab // Kaggle installation (Part 4)\n", - "\n", - "# !git clone https://github.com/mitchellostrow/DSA\n", - "# %cd DSA/\n", - "# !pip install -e ." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "**IF RUNNING LOCALLY**:\n", - "\n", - "Follow the instructions [here](https://github.com/snel-repo/ComputationThruDynamicsBenchmark) to setup the separate environment for this project, or you can run the cell below for general installment." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/hostedtoolcache/Python/3.9.19/x64/lib/python3.9/site-packages/IPython/core/magics/osm.py:417: UserWarning: using dhist requires you to install the `pickleshare` library.\n", - " self.shell.db['dhist'] = compress_dhist(dhist)[-100:]\n" - ] - } - ], - "source": [ - "# @markdown Local installation\n", - "\n", - "import contextlib\n", - "import io\n", - "import os\n", - "\n", - "dirname = \"ComputationThruDynamicsBenchmark\"\n", - "\n", - "with contextlib.redirect_stdout(io.StringIO()): #to suppress output\n", - " if not os.path.isdir(dirname):\n", - " ! git clone https://github.com/neuromatch/ComputationThruDynamicsBenchmark\n", - " %cd ComputationThruDynamicsBenchmark\n", - " ! pip install -e .\n", - "\n", - "envStr = \"\"\"HOME_DIR=ComputationThruDynamicsBenchmark/\n", - "\n", - "\n", - "#Don't change these\n", - "TRAIN_INPUT_FILE=train_input.h5\\nEVAL_INPUT_FILE=eval_input.h5\n", - "EVAL_TARGET_FILE=eval_target.h5\n", - "\"\"\"\n", - "\n", - "with open('.env','w') as f:\n", - " f.write(envStr)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "caff1e11fdef4290a83a03808e4cff7e", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_preparing_environment\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "---\n", - "## Section 2: Overview of the available tasks\n", - "\n", - "First, let's take a high-level look at the tasks that we are going to use to understand computation in artificial networks!\n", - "\n", - "We'll start by loading in some packages." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "ComputationThruDynamicsBenchmark/\n" - ] - } - ], - "source": [ - "# set the random seed for reproducibility\n", - "import random\n", - "import dotenv\n", - "import pathlib\n", - "import os\n", - "import logging\n", - "\n", - "# comment the next three lines if you want to see all training logs\n", - "pl_loggers = [logging.getLogger(name) for name in logging.root.manager.loggerDict if 'pytorch_lightning' in name]\n", - "for pl_log in pl_loggers:\n", - " logging.getLogger(pl_log.name).setLevel(logging.WARNING)\n", - "\n", - "random.seed(2024)\n", - "\n", - "dotenv.load_dotenv(override=True)\n", - "HOME_DIR = os.getenv(\"HOME_DIR\")\n", - "if HOME_DIR is None:\n", - " HOME_DIR = \"\"\n", - "print(HOME_DIR)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "The Computation-Thru-Dynamics Benchmark has three distinct behavioral tasks.\n", - "\n", - "These tasks are called:\n", - "1. Three-Bit Flip-Flop (3BFF) (see [Sussillo & Barak 2013](https://pubmed.ncbi.nlm.nih.gov/23272922/))\n", - "2. MultiTask (See [Driscoll et al. 2023](https://www.biorxiv.org/content/10.1101/2022.08.15.503870v1.full.pdf))\n", - "3. RandomTarget (See [Codol et al. 2023](https://elifesciences.org/reviewed-preprints/88591v2/reviews))\n", - "\n", - "We chose these tasks because they represent a variety of task complexities. We have a pretty good understanding of how the simpler tasks operate (3BFF), but really are only starting to scratch the surface of more complex tasks (RandomTarget).\n", - "\n", - "Specificially, in the Random Target task, the actions that the model takes can affect the future inputs, making it an important test case for being able to understand the dynamics of interacting systems!\n", - "\n", - "\n", - "\n", - "Each task (which we call a \"task environment\") follows a standardized format that allows alternative task environments to be incorporated without any changes to the training pipeline.\n", - "\n", - "Here, we'll take a walk through the two tasks in the project template (TBFF and RandomTarget) and inspect the behavior of networks trained in these environments." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "5ee4e9159adf4e7583826bdd5877e3cd", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_overview_of_the_available_tasks\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "---\n", - "## Section 3: Understanding the Three-Bit Flip-Flop task (3BFF)\n", - "\n", - "We're going to start out with the task that launched a thousand Nature papers, the 3-Bit Flip-Flop. [Sussillo & Barak 2013](https://pubmed.ncbi.nlm.nih.gov/23272922/) used the three-bit flip-flop in their seminal attempts to understand how dynamics can give rise to computation! \n", - "\n", - "The code snippet below instantiates a \"TaskEnv\" object, which contains the logic for the NBFF task.\n", - "\n", - "\n", - "❓❓❓\n", - "\n", - "The default parameters are shown in `./interpretability/task_modeling/configs/env_task/NBFF.yaml`, but try changing the parameters below to see how that affects trials generated from the environment. Note that this task is modular in the number of bits as well, so it provides an easy way to scale the dimensionality of a very simple dynamical system.\n", - "\n", - "❓❓❓" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from ctd.task_modeling.task_env.task_env import NBitFlipFlop\n", - "\n", - "n = 3 # The number of bits in the flip-flop (default: 3)\n", - "trial_length = 500 # The number of time steps in each trial (default: 500)\n", - "switch_prob = 0.015 # The probability of an input pulse (default: 0.015 pulses/channel / time step)\n", - "noise = 0.15 # The standard deviation of the Gaussian noise added to the input (default: 0.15)\n", - "\n", - "# This line creates the NBitFlipFlop environment. See ctd.task_modeling.task_env.task_env.NBitFlipFlop for more information.\n", - "env_3bff = NBitFlipFlop(\n", - " n = n,\n", - " n_timesteps=trial_length,\n", - " switch_prob=switch_prob,\n", - " noise=noise\n", - " )\n", - "\n", - "# Renders a random trial from the environment\n", - "env_3bff.render()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Above, we are plotting the inputs and outputs of the 3BFF task. One trial is 500 time steps, each with a 1% probability of getting an \"up\" or \"down\" pulse on each of its 3 input channels. When the task receives an \"up\" pulse, the state corresponding to that input channel moves from zero to one (if possible), and if a state at one receives a \"down\" pulse, it goes to zero. In this way, this system acts as 3 bits of memory, encoding 8 potential system states (2^3 states). We add noise to the inputs of the system so that it better reflects realistic computations that a neural circuit might perform.\n", - "\n", - "\n", - "**Try changing the parameters of your 3BFF environment to see how the behavior changes!**\n", - "\n", - "Another way to visualize this is to view the three states in 3D. Below, you can see that the 8 potential states appear as the vertices of a cube. Each trial is plotted as a column. " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "env_3bff.render_3d(n_trials=6)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Now that we can see the basic logic of the task, let's do a basic overview of what task training is!\n", - "\n", - "\n", - "\n", - "For task-training, we are simply training a model (e.g., an RNN) to produce a set of outputs given a set of inputs. This input/output relationship defines the task that the model is performing. In the case of 3BFF, an input pulse should cause the model's output to change in a way that reflects the switching of a bit. \n", - "\n", - "**3BFF Training Objective:**\n", - "\n", - "3BFF models are trained to minimize the MSE between the desired output and the output of the model, with some other components that pressure the solution to be smooth. If you're interested in the specifics, the implementation of the loss function can be found as the NBFFLoss object in `ctd/task_modeling/task_env/loss_func.py`." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "3a3e9b6f322b4af1b28f484560c67bb1", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_understanding_3bff\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "\n", - "## Section 4: Training a model to perform 3BFF\n", - "\n", - "For this tutorial, we are using PyTorch Lightning to abstract much of the engineering away, allowing you to focus your full attention on the scientific questions you want to tackle!\n", - "\n", - "This segment takes around 8 minutes to train, so I'd recommend planning your runs accordingly!\n", - "\n", - "⏳⏳⏳\n", - "\n", - "The cell below will create a recurrent neural network (RNN) model and use the 3BFF environment to generate samples on which the model will be trained!\n", - "\n", - "Unfortunately, it generates a lot of output, so if you don't care to see the model progress, set `enable_progress_bar` to False below." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "GPU available: False, used: False\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "TPU available: False, using: 0 TPU cores\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "IPU available: False, using: 0 IPUs\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "HPU available: False, using: 0 HPUs\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "Missing logger folder: /home/runner/work/NeuroAI_Course/NeuroAI_Course/ComputationThruDynamicsBenchmark/lightning_logs\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "2024-08-30 17:28:43.057434: W tensorflow/stream_executor/platform/default/dso_loader.cc:64] Could not load dynamic library 'libcudart.so.11.0'; dlerror: libcudart.so.11.0: cannot open shared object file: No such file or directory; LD_LIBRARY_PATH: /opt/hostedtoolcache/Python/3.9.19/x64/lib/python3.9/site-packages/cv2/../../lib64:/opt/hostedtoolcache/Python/3.9.19/x64/lib\n", - "2024-08-30 17:28:43.057461: I tensorflow/stream_executor/cuda/cudart_stub.cc:29] Ignore above cudart dlerror if you do not have a GPU set up on your machine.\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\n", - " | Name | Type | Params\n", - "----------------------------------\n", - "0 | model | GRU_RNN | 51.6 K\n", - "----------------------------------\n", - "51.6 K Trainable params\n", - "0 Non-trainable params\n", - "51.6 K Total params\n", - "0.206 Total estimated model params size (MB)\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/hostedtoolcache/Python/3.9.19/x64/lib/python3.9/site-packages/pytorch_lightning/loops/fit_loop.py:293: The number of training batches (1) is smaller than the logging interval Trainer(log_every_n_steps=50). Set a lower value for log_every_n_steps if you want to see logs for the training epoch.\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "`Trainer.fit` stopped: `max_epochs=500` reached.\n" - ] - } - ], - "source": [ - "from ctd.task_modeling.model.rnn import GRU_RNN\n", - "from ctd.task_modeling.datamodule.task_datamodule import TaskDataModule\n", - "from ctd.task_modeling.task_wrapper.task_wrapper import TaskTrainedWrapper\n", - "from pytorch_lightning import Trainer\n", - "\n", - "enable_progress_bar = False\n", - "\n", - "# Step 1: Instantiate the model\n", - "rnn = GRU_RNN(latent_size = 128) # Look in ctd/task_modeling/models for alternative choices!\n", - "\n", - "# Step 2: Instantiate the task environment\n", - "task_env = env_3bff\n", - "\n", - "# Step 3: Instantiate the task datamodule\n", - "task_datamodule = TaskDataModule(task_env, n_samples = 1000, batch_size = 1000)\n", - "\n", - "# Step 4: Instantiate the task wrapper\n", - "task_wrapper = TaskTrainedWrapper(learning_rate=1e-3, weight_decay = 1e-8)\n", - "\n", - "# Step 5: Initialize the model with the input and output sizes (3 inputs, 3 outputs, in this case)\n", - "rnn.init_model(\n", - " input_size = task_env.observation_space.shape[0],\n", - " output_size = task_env.action_space.shape[0]\n", - " )\n", - "\n", - "# Step 6: Set the environment and model in the task wrapper\n", - "task_wrapper.set_environment(task_env)\n", - "task_wrapper.set_model(rnn)\n", - "\n", - "# Step 7: Define the PyTorch Lightning Trainer object\n", - "trainer = Trainer(max_epochs=500, enable_progress_bar=enable_progress_bar)\n", - "\n", - "# Step 8: Fit the model\n", - "trainer.fit(task_wrapper, task_datamodule)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Now, we use `pickle` to save the trained model and datamodule for future analyses!\n", - "\n", - "❓❓❓\n", - "\n", - "**Once you get this model trained, feel free to try changing the hyperparameters to see if you can get the model to train faster!**\n", - "\n", - "❓❓❓" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "import pickle\n", - "# save model as .pkl\n", - "save_dir = pathlib.Path(HOME_DIR) / \"models_GRU_128\"\n", - "save_dir.mkdir(exist_ok=True)\n", - "with open(save_dir / \"model.pkl\", \"wb\") as f:\n", - " pickle.dump(task_wrapper, f)\n", - "\n", - "# save datamodule as .pkl\n", - "with open(save_dir / \"datamodule_sim.pkl\", \"wb\") as f:\n", - " pickle.dump(task_datamodule, f)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "So that we can start comparing our models, we're going to train a second GRU_RNN to perform the 3BFF task, except this time, we'll use an alternative model called a Neural ODE! \n", - "\n", - "Notice that we're using the same datamodule as for the first model, meaning that we can directly compare the two models trial-by-trial.\n", - "\n", - "Again, this will take around 10 minutes to train!\n", - "\n", - "⏳⏳⏳" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "GPU available: False, used: False\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "TPU available: False, using: 0 TPU cores\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "IPU available: False, using: 0 IPUs\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "HPU available: False, using: 0 HPUs\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\n", - " | Name | Type | Params\n", - "-------------------------------\n", - "0 | model | NODE | 4.8 K \n", - "-------------------------------\n", - "4.8 K Trainable params\n", - "0 Non-trainable params\n", - "4.8 K Total params\n", - "0.019 Total estimated model params size (MB)\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "`Trainer.fit` stopped: `max_epochs=500` reached.\n" - ] - } - ], - "source": [ - "from ctd.task_modeling.model.node import NODE\n", - "enable_progress_bar = False\n", - "rnn = NODE(latent_size = 3, num_layers = 3, layer_hidden_size=64) # Look in ctd/task_modeling/models for alternative choices!\n", - "task_wrapper = TaskTrainedWrapper(learning_rate=1e-3, weight_decay = 1e-10)\n", - "rnn.init_model(\n", - " input_size = task_env.observation_space.shape[0],\n", - " output_size = task_env.action_space.shape[0]\n", - " )\n", - "task_wrapper.set_environment(task_env)\n", - "task_wrapper.set_model(rnn)\n", - "trainer = Trainer(max_epochs=500, enable_progress_bar=enable_progress_bar)\n", - "\n", - "trainer.fit(task_wrapper, task_datamodule)\n", - "\n", - "save_dir = pathlib.Path(HOME_DIR) / \"models_NODE_3\"\n", - "save_dir.mkdir(exist_ok=True)\n", - "with open(save_dir / \"model.pkl\", \"wb\") as f:\n", - " pickle.dump(task_wrapper, f)\n", - "\n", - "# save datamodule as .pkl\n", - "with open(save_dir / \"datamodule_sim.pkl\", \"wb\") as f:\n", - " pickle.dump(task_datamodule, f)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "cccb37f642bd4f119f72372e217f3e4f", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_training_a_model_to_perform_3bff\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "## Section 5: Inspecting the performance of trained models\n", - "\n", - "Now that the models have been trained, let's see if we can determine how similar their computational strategies are to each other!\n", - "\n", - "To make your life easier, we've provided an \"analysis\" object that abstracts away much of the data handling, allowing you to work more easily with the data from the models.\n", - "\n", - "The analysis object also offers visualization tools that can help to see how well the trained model learned to perform the task!\n", - "\n", - "For example, plot_trial_io is a function that plots (for a specified number of trials):\n", - "- Latent activity\n", - "- Controlled output\n", - "- Target output\n", - "- Noisy inputs to model\n", - "\n", - "❓❓❓\n", - "\n", - "**Try changing trials that are plotted. Do the models capture all of the states equally well?**\n", - "\n", - "❓❓❓\n", - "\n", - "### Part 1: Visualizing latent activity" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ - { - "data": { - "image/png": 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aFOv1JW6//XY+//xzxo4dS7NmzUJSIZY+00cffZTevXv7GRz9+vWjfPny/PHHH9x4440kJiYWeUwNDUAr7dW4ulArTZw9e7bQvHlzISwsTKhZs6bw3nvvCd9//71XWejmzZuFO++8U6hevbpgsViExMRE4aabbhI2btwoH0dZ2qvkq6++EgDh6aefLnJ8b7zxhlClShVBr9d7vT4gjB49WvU53333nVCvXj3BYrEIDRs2FCZPniyMHTvW730GKu31LVdetmyZAAjLli3z2967d28hNjZWCAsLE+rUqSMMHz7c6zMQBEH4888/hUaNGgkWi0Vo3LixMGPGDL/y0kBIpbRqf9dff70gCIJw8uRJYeDAgUK5cuWE2NhYYciQIUJycrIACGPHjg3p85TGed111wmRkZFCZGSk0LBhQ2H06NHCvn37vMajVmqs9n7++usvoXHjxoLRaAxa5tu/f38hLCxMyMvLC/g5DB8+XDCZTEJaWpogCIKQnp4ujBkzRqhSpYpgNpuFqlWrCsOGDZMfD/b6gT57l8slVKtWTQCEN9980+9xtdJeh8Mh/O9//xMqVKgg6HQ61TLfRx55RACEX375JeD709DwRScI55GFpaGhoaGhoeCJJ57gu+++IzU1lYiIiLIejsZlgpYzoqGhoaFRKhQWFjJlyhQGDx6sGSIaxULLGdHQ0NDQOC/OnDnD4sWLmT59Ounp6Tz22GNlPSSNywzNGNHQ0NDQOC92797N3XffTWJiIp999plcaaahESpazoiGhoaGhoZGmaLljGhoaGhoaGiUKZoxoqGhoaGhoVGmaMaIhoaGhoaGRpmiGSMaGhoaGhoaZYpmjGhoaGhoaGiUKZoxoqGhoaGhoVGmaMaIhoaGhoaGRpmiGSMaGhoaGhoaZYpmjGhoaGhoaGiUKZoxoqGhoaGhoVGmaMaIhoaGhoaGRpmiGSMaGhoaGhoaZYpmjGhoaGhoaGiUKZoxoqGhoaGhoVGmaMaIhoaGhoaGRpmiGSMaGhoaGhoaZYpmjGhoaGhoaGiUKZoxoqGhoaGhoVGmaMaIhoaGhoaGRpmiGSMalwXdunWjW7duJXquTqfjtddeK9XxaGhoXFi0c/7qQjNGNC4KOp0upL/ly5eX6Ti/++47GjVqRFhYGPXq1ePzzz8v0/FoaFyuXA7n/IQJExgyZAjVq1dHp9MxfPjwMhvL1Y6xrAegcXXw888/e93/6aefWLRokd/2Ro0aqT5/4cKFF2xsEpMmTeKhhx5i8ODBPPnkk6xcuZJHH32U/Px8nnvuuQv++hoaVxKXwzn/3nvvkZOTQ7t27UhJSbngr6cRGM0Y0bgo3HPPPV73165dy6JFi/y2+5Kfn09ERARms/lCDo+CggJeeukl+vXrx/Tp0wEYNWoULpeLN954gwceeIC4uLgLOgYNjSuJS/2cB/j3339lr0hUVNQFfz2NwGhhGo1Lhm7dutG0aVM2bdpEly5diIiI4MUXX5QfU8aPbTYbr776Km3atCE2NpbIyEg6d+7MsmXLSvTay5YtIz09nUceecRr++jRo8nLy+Off/4p8fvS0NBQpyzPeYAaNWqg0+nO921olAKaMaJxSZGens6NN95Iy5YtGT9+PN27d1fdLzs7m2+//ZZu3brx3nvv8dprr3H27Fl69+7N1q1bi/26W7ZsAeCaa67x2t6mTRv0er38uIaGRulSVue8xqWFFqbRuKRITU1l4sSJPPjgg0H3i4uL4+jRo16u3FGjRtGwYUM+//xzvvvuu2K9bkpKCgaDgcTERK/tZrOZ8uXLk5ycXKzjaWhohEZZnfMalxaaMaJxSWGxWBgxYkSR+xkMBgwGAwAul4vMzExcLhfXXHMNmzdvLvbrFhQUBIxRh4WFUVBQUOxjamhoFE1ZnfMalxZamEbjkqJKlSohJ679+OOPNG/enLCwMMqXL0+FChX4559/yMrKKvbrhoeHY7PZVB8rLCwkPDy82MfU0NAomrI65zUuLTRjROOSItSL/pQpUxg+fDh16tThu+++Y/78+SxatIgePXrgcrmK/bqVKlXC6XRy5swZr+02m4309HQqV65c7GNqaGgUTVmd8xqXFlqYRuOyZPr06dSuXZsZM2Z4ZcOPHTu2RMdr2bIlABs3bqRv377y9o0bN+JyueTHNTQ0yobSPuc1Li00z4jGZYkUOxYEQd62bt061qxZU6Lj9ejRg/j4eCZMmOC1fcKECURERNCvX7+SD1ZDQ+O8Ke1zXuPSQvOMaFyW3HTTTcyYMYOBAwfSr18/jhw5wsSJE2ncuDG5ubnFPl54eDhvvPEGo0ePZsiQIfTu3ZuVK1cyZcoU3nrrLeLj4y/Au9DQ0AiV0j7nAebMmcO2bdsAsNvtbN++nTfffBOAm2++mebNm5fa+DWCoxkjGpclw4cPJzU1lUmTJrFgwQIaN27MlClT+OOPP0rc6+KRRx7BZDLx0UcfMXv2bKpVq8Ynn3zCY489VrqD19DQKDYX4pz/888/+fHHH+X7W7ZskTWFqlatqhkjFxGdoPR5aWhoaGhoaGhcZLScEQ0NDQ0NDY0yRTNGNDQ0NDQ0NMoUzRjR0NDQ0NDQKFM0Y0RDQ0NDQ0OjTNGMEQ0NDQ0NDY0yRTNGNDQ0NDQ0NMoUTWekCFwuF8nJyURHR3tJEGtoaBQPQRDIycmhcuXK6PWX7jpIO+c1NEqPUM97zRgpguTkZKpVq1bWw9DQuGI4ceIEVatWLethBEQ75zU0Sp+izvtiGyNjx45l5MiR1KhR47wGdrkQHR0NiB9kTExMGY9GQ+PyJTs7m2rVqsnn1KWKds5raJQeoZ73xTZG/vrrL9566y26du3Kfffdx+DBg7FYLCUe6KWO5KaNiYnRJiYNjVLgUg99aOe8hkbpU9R5X+zA7datW9mwYQNNmjThscceIykpiYcffpgNGzaUeJAaGhqlT0pWAX9sPIHN4SrroWhoXFAEQeCvrac4kpZX1kPRKCElyiJr1aoVn332GcnJyXz33XecPHmSa6+9lubNm/Ppp5+SlZVV2uPU0NAoJrdPWssz07cz6d9DZT0UDY0LyuxtyTw2bSvdP1xe1kO54DicLlKyCsp6GKXOeaW0C4KA3W7HZrMhCAJxcXF88cUXVKtWjd9++620xqhxiaCtsC8vjmfkA/DPjpQyHomGxoVl49FzZT2Ei8awyevp+M5S1h/JKOuhlColMkY2bdrEmDFjqFSpEk888QStWrViz549/Pvvvxw4cIC33nqLRx99tLTHqlGGTFh+iPovz7tkToCT5/IptDvLehhlSoHNidOl3nQ7p9Au377aPyeNK59LPA2pVFl1MB2AqeuOlfFISpdiGyPNmjWjQ4cOHDlyhO+++44TJ07w7rvvUrduXXmfO++8k7Nnz5bqQDUuDHani+TMol1+783fC8CLM3dc6CEVyV9bT3Hde8t48OdNZT2UMiOrwE6LcQu5deJq1cc/XLBPvl1o1zxaGlc2V5EtIhPsPX+8cB/3fLsuoDdbEAQenrKJR6ZuQhDUFzQXm2JX09x2222MHDmSKlWqBNwnISEBl0ubAC8H3p+/l29WHmHKfe25rl5CWQ8nJN6fL15o/91/9Rm8KVkFjF90gMQYCzaniy3HM1X3U4Zm9FfjTK1xVXGpV2hdbD5behCAZfvO0LtJkt/jGXk25u1MlW+Xjyr7ithie0ak3BBfCgoKeP3110tlUGq88847tG3blujoaBITExkwYAD79u0L+pwffvgBnU7n9RcWFnbBxni5IQgC36w8AsAHC/aW8WhCp+AqDjs8Nm0rv208wefuyQaQVzY2h4tsd3jGZPCc2hEWTdtQQ+NKI5ABpgzLBvJ6KKO7duel4RkptjEybtw4cnNz/bbn5+czbty4UhmUGv/++y+jR49m7dq1LFq0CLvdTq9evcjLC17KFRMTQ0pKivx37NiVFWc7H87mWuXbof4cS9ull5lvI9fqYNycXbwwY3tI+Q0FtqvLGHE4XWw7kYnTJbBVxRNic4peyH6fraT164s4np5Peq5NflxbM2pcydgcLhbuSpXvX4mVJmoEOq/TFPN6oL2kOQMuncVdsZdMgiCoWmTbtm0jPj6+VAalxvz5873u//DDDyQmJrJp0ya6dOkS8Hk6nY6kJH83lQaczfH8aLefzMLmcGE2XryeIXlWB23eXOyVhNmrcRLdGyYGfd6lcvJcLMbN2c3Pa49Rv2KU1yQiUWBzYtDpOHBGXCT8uuG41352ledcLrzzzjvMmDGDvXv3Eh4eTqdOnXjvvfdo0KBBwOf88MMPjBgxwmubxWKhsLDwQg/3opKcWcDyfWcZ1LoKYSZDWQ+nzPhsyQGSszzf7YjJG5j/eOBrwhWD4jL8y7rjTNtwnG+HXUOaYiGSa3WoPtWqmEPzber7XGxCNkbi4uLkUEf9+vW9DBKn00lubi4PPfTQBRmkGpKWSVEGUG5uLjVq1MDlctG6dWvefvttmjRpcjGGeMmjNEYAhn2/nl8f6BD0OaXpF9l/OsevGiSrwB5gb5HFu08HftBhBYP5ikut/3mt6M3bf9rfIwmQb3NiDVJ2fam4YUuC5BFt27YtDoeDF198kV69erF7924iIyMDPi8mJsYrjHul5RTM35nCQ1M2A+I583C3OmU8oovD+iMZbD5+juGdajLgy1XUSYxiyzHvst69qTllNLqLi05hjUiFBV8sPUjX+hXk7bmFdvJtDixGAwZF8tiUtcfl25eKpzlkY2T8+PEIgsDIkSMZN24csbGx8mNms5maNWvSsWPHCzJIX1wuF48//jjXXnstTZs2DbhfgwYN+P7772nevDlZWVl8+OGHdOrUiV27dgVs2GO1WrFaPRfp7OzsUh//pYKvMbLp+MWr1d907BwrVBJQT2UW4HC6MBrUPTT3/7RR/YA5p+GLttCgDwz6ujSHesnz+8YTdG/g8SZl5osGndmox+ZwqXpTLhc0j6g/B8/kyIYIwOdLD9C7SUVqV4gqw1FdWArtTj5csI9v/xNz3E5k5LM3NYe9qTmYDFeWoRkMZRg7ObOA4ZPX83BXjyGaZ3XKeWMAh87m0e6tJbSvFc93w9vK279fdUS+nX+5GSPDhg0DoFatWnTq1AmTyXTBBlUUo0ePZufOnfz3339B9+vYsaOXgdSpUycaNWrEpEmTeOONN1Sf884771zQ3JdLCSln5PqGiSzZewabw4XTJXhZ0H6UwiK70O5k8AT1ktQPFuzj5zXHeHdwM7o18A7XzNxyMvBBN34H1izY/ttVZ4yMX3yASrGexOxf14urniiLkQyH7bIO0/iieUQhOdM73JRvc9Ljo385+m6/MhrRhWf84gOyIQIwdZ1nZX85e/6Kyxt/75Zvrzks6o0s3+dZ1FlMerILPGEXyau6ZO+ZgMe8VIyRkBIElN6BVq1aUVBQQHZ2turfhWbMmDH8/fffLFu2rNhtyE0mE61ateLgwYMB93nhhRfIysqS/06cOHG+Q74kmb8zRS6RrV4+Qt7uGz90BRDVOh9SsoLH7lOzCxk+eQP/bBfLU7edyOTWCat54rdtXvt52Uy2q7snxe5k/3MvwizmEdivEOXc4npE//rrL6ZMmYLL5aJTp06cPKluzFqt1os+j/nhckF+aIKCypXv1cKelOJ9J44ryABXojTC1Phl3XHGzt6l+tiMzeq//z0p2UxZe6zMFy0hGSNxcXGcOSNaVuXKlSMuLs7vT9p+oRAEgTFjxjBz5kyWLl1KrVq1in0Mp9PJjh07qFSpUsB9LBaL3K3zSu7aqXTzVikXLntDlFbyp4sP0PrNRaXefOrUudCy3aesPUZKVgG3fLmKjcf8Q0guQWEs2RXHvEREfC4mP67xrxKTJpfLOUyjRPKITps2Leh+HTt2ZOjQobRs2ZKuXbsyY8YMKlSowKRJk1T3f+edd4iNjZX/qlWrdiGGH5xZD8H7tSB5S5G75hSKC4YaikUElH6l26VCod1ZbE2hw1rDPD+e/H2bX2ge4NMlB3h51k6mri3bStOQwjRLly6V3aJLly4tk2Sw0aNH88svv/DXX38RHR1NaqpYyhUbG0t4eDgAQ4cOpUqVKrzzzjsAvP7663To0IG6deuSmZnJBx98wLFjx7j//vsv+vgvJXzLZxNjwogwGcixOryMkU8W7wdg5A+ejsylMd0pFV91usC2w6bj52TpYyWRZgN57nHaXS4sGUfEMI2EoxBM4aUw0ssbKcHN7hQCVsFdLkge0RUrVpS6R/SFF17gySeflO9nZ2dffINku7uX10+3wDOHwBA4DC5J/bepHsex9Hx5u9MlYLwC8yeUYYhQ2ZWcRf2K0RdgNJc3o37ayKzR16o+tvHYOYZfW/xFfmkRkjHStWtX+Xa3bt0u1FiCMmHCBNXXnzx5MsOHDwfg+PHj6PUeZ8+5c+cYNWoUqampxMXF0aZNG1avXk3jxo0v1rAvSTb7JKqWjzQTbpaMEf8yr1L3jLiNkTvaVuPNAU2p+9I8r8dbVCvHthOZ2Bwunv5jm9/zx/ZvwrN/bgfA4RSw/POE9w7W3CvGGDmfz14ZxrI7BczGy+9CJQgC//vf/5g5cybLly8/L49o3759VR+3WCxYLGWvQAlAYRas/hw6PxlwFyknIDrMyDO9G/CBW/rf7hQwXoEVvltPZBb7ObtOZTOwVemPpaypGGPhdLa/dyNUsgrsAT1o0WFGsvLtmIw6IswXXyix2KIS9erV47XXXuPAgQMXYjwBEQRB9U8yRACWL1/ODz/8IN//5JNPOHbsGFarldTUVP755x9atboCf6HF5LhiNQUQZtIT6VbpvBjJTJJnpGpcOEaDnrvbV/fSN3l/cHNGXFsz4PNjIzyrRtPM++DICu8dbFdOad+u5CzV7T+ObEfthEjev7V5wOfqFdZIWceDS8ro0aOZMmUKv/zyi+wRTU1NpaDA410bOnQoL7zwgnz/9ddfZ+HChRw+fJjNmzdzzz33XF4e0Q3fBn1YyhmJCTdxf2ePcXalhON8KUmjxyu1vDc2XN1jFh1EZTk+0izfPpKWR+s3Fqnu9+v6E7R4fSGNX13AM39su+h5N8U2Rh555BH++ecfGjZsSNu2bfn000/lkInG5YGvaJhRr5dX4GP/Uk9+kjjfuLTLJbDbnYxWuZzovXhrYDPWvnC9vE9cpIlqcRGqzwcopzghzXtn+e9gVdfjuByxBmhy17V+BZY+3Y3brqnGvMc6q+6jV4RlvloeOGn7UmbChAlkZWXRrVs3KlWqJP/99ttv8j7Hjx8nJcXTi0fyiDZq1Ii+ffuSnZ19eXlEw4Pn3h06K/6+K8WGY1aUwF+uBmdRWB3+xkidCuoaM53qlAfErt5XIspKGSU1Evzny871EhjWsQZ/PtyJWgmez+tcftEJ0H9sOsmkFYdLPtASUGxj5IknnmDDhg3s2bOHvn378uWXX1KtWjV69erFTz/9dCHGqFHK+Bojyj4mkqGgNgHA+ZfRffffEXa5Kz+aVfFo1cRHmnmwS22GdaxBYnQYiTGB3eaRFqN6+XG5GuJ/25VjjISy2lXGxo2Kz0VQZPh8uexQyK/pcLr4d//ZgOqNF5Or0iMaGbxh5Y6ToresedVYdDqdrLNxxRojKgb5DyPacXf76rzUt5G8Lcyk54UbxfunMgsuSCVgWSIIAufybV7bejaqSOXYMD4c0sJv/5/va8+4W5pSKyGS2WPU80SC8cGC4L3fSpsSa3/Xr1+fcePGsX//flauXMnZs2f9JJg1Lk0KfUIxZqNOVnCUMvSljH1fgil9hsKxDNEDc13dBOr5JJi90LcR424RSzYTfLpIDmrt6RJdLS7CfdFVTDYxVcDiPp7jypH9DtQCXInSMOvVpKJ827dxdqhKi5NWHGbY9+t5bvr20Aap4U9xPYgWj2GO3gjJW8VjOO2weBz8Nx5cTpwugWz3uVnF7VmUFhOOK1Rvo1BlYVQtPoK3BjajqWJBM+W+9jSuHINeJy6a0vJKnltxKaKmtPxQ19qsfuF6GibFBBWejipBs8zosIubN3JejUjWr1/P448/zsCBA9m/fz9DhgwprXFpXEDUwjQ9G4kCY9IcGsgYyQ6SABUK0oTZoXZw0arGlb1Lqm9oVJEtr9zAmhd6EBthwmTQY0LxPob/A0a38Jf9yjFG1DxUA1tVUdlTRGm8+Ertp4cwOdscLnlF9M+OlCL21lDlyAp4rwZs+63ofec9D8ve9jagDy6Gr7uK/7f/Bv99DIvHwon1Xr8Hi0mcviVj5ErNGQkUqgRoVCma+Egznesl0LJaOQx6HZHu5Ms866Uh5lVaZOTZ/LaFmz0Zy38FqJKBkrVDyCl0qJYCXyiKbYzs37+fsWPHUr9+fa699lr27NnDe++9x+nTp4us/9e4NPAL0xj1RIeJeRiSaz47QI8Ym9N1Xt4RKcwTSO5dIibMxJT72sv3LSY9cZFmKsWGu5+vw4xijFEVPcbIFewZmf94Zz6+zd8l+3K/RsRFmHi6t6eBnMMlUL+iRyJc2ck3EFsuYkuAK45zx+D7PvBjf7EqZuYDwffPOgnrJsC/74FTZdKfeiv8NVpx/CMUKi7MYe7SGckYuWLDND7ngDIUWS7CzLoXr+enke3kOUW6QF/IBnBloemS7jZGlGrLVct5ckWaVy1HUkyY3/MkHu1RV/amBeK+62rx4ZAW8n57Uy+eAGCxjZGGDRsyf/58Ro8ezcmTJ1mwYAFDhw4lKurK7YtwpVFg8z65TQad7MbLKRQ9H4E8IxDYUAkFhzt2YAwmOe8mwuKx+i0+NYtGvR4TijEaLWC68o2R2HCT6irn/s612fzKDTRM8niUdDqYPeY6eWIJ5BmZvzOFwRNWcyIjnzzFBH4Zy5KUDQtehONrQt8/p5iJ/7MeRrdjOomcw2zQy9VSZilnxHGFhmnci6eejRIJNxmYPKKt1+Mmg97rnJCUh0MJS+5NzWbSv4eYtyPF71zblZxFlkqy54mMfNq/veSiJ4VnuM/f8lFmVj3fgyVPdfWqLATk6rrnb2zo9/wnezVg1fM9mHhP64Cv0axKLLe2qUo99yImJbOQXKuDO79eyw+KfjYXgmIHhfbt20e9evUuxFg0LhIFdm9Dw6TXE27yCGRZHa6gktNZBXYSg1jgwZBWb8pS3kBYFPtYfPY36nXoJWNEpwe9QRGmCU3h9XLAd1UYFkRIQpqQPxrSgtf/3s2Xd7UmzGSgYVI0pzILSM1SN0YkNd43/9lN32YedWJBED1lJYk3X5XkeYtz2c3lMAF5Vgebj5+jQ+3yXsni5PiHwR50PsMkwwcBXyJu/sOstBi5k3flbSb3ufHv/jMs2p3KYz3rB+8vdTHYMwdiq0Ll808cls6Bu9vXYNK91xT53sJMbmMkSEnwpmPniAkz0mf8Snnby/0acVf76gz8cjVGg45dydlUjLGw7sWeXs99f8E+zuRYeX/+PkZeW4vn/9xO1wYVGNiqeGJ8xUXybMZHWgJ6OLrUr8Ce1/t4hW986dO0ElteuYF8u5MBX66iZ6OKcj8rqXRY6Smftv44aw6ns+Zw+gUVRSv2LKMZIpc/visGk1FPhElsMe10CWw6dk5WeVRiMeqxOlxeruLiIodp9EUbI9KkIr62j2fEoAOd2xgxuJNd5TDN+cc5D2cdpmpUVcwGc9E7X0B8jZFgk4zE4DZVGdS6imycSCXUpzLFcsdxc3axKzmbKfe19zIK821Ovwqa4d+vZ/rDnc7rPVw1GL0N9JRCE9WBB3/exH8H03i8Zz0e71nfs0O2vzGywN6St1138qLp14AvY9E5aKT39BmRDJwPF4qKyVXjIritbRlI2kukbIPf7hFvv6auk1McJM+IxaQPyciKkMM06sZIRp6N2yat8cup+mdHCuWjzOw77dEoURMYsynydr5fdYRZW5OZtTX5ghsjUs5I+cjgc1Ioc0RcpJk4YP2LoqSCZIxImiTSAiTX6iDMdF6ppSET0qvEx8eTlpYGiH1q4uPjA/5pXER2z4bP24TUz0KJfwKrDr1eJyeVrjuSoVrPHuO2ms8nUU4S0glFttrLM+JzQlgMOj4xfSnekQwGOUxzfp6R1cmruWXWLQybNwynq2yT4Hw/a18PUSCUbmvZGDlXQHahncmrjrL+SAbbT2Z6PScm3ESuT3hOrSeQRgB8jJFyOrHE/L+D4tz524YTsHEyzH9RdDsVZKg8X0cY3gsBl84ID6702hal9+xj8sm/OpRWvNL27EI7c7Ylh1xtVSTJWz23T2yAT5rCrlklPpxkkPsuSAIhqYcGej8nz+X7GSIASTFhIVWvKdNFpGaeF4NQjZHioNPp0Ol0PNenIfd2qEHzqmJ1klRJk2t1EBPmCQWVRIAuVELyjHzyySdER0fLty/nHhdXFL/fK/6fPhIeDd0g8V0xSJNZ40oxrDqYjtXuxOlbF4r4Az2bYw3phFXjeHo+y9x9JkwhGSNKz4j3hFvHeJq2+v3uewJOl4ChlDwjy08sB2Bn+k6+3v419ePqc32N64M+R+LgmVwiLQY50fZ88a0kKMm5lxQreo7O5lrZejxT3i6G5Dy/hUizgXfm7fV6bijfk4Ybwfu8itEViKW5biKMOvj7cfFOw35ikqvX88WrnM63A5TgEkMeCqIMnmRks8935Cxmie8zf2xjwa7T3NqmqqpeRbFRdtCeMgis2fDHMGhSMi+J9BsN1RCXPKqBPCOBErlNBr2qIJjTJaDXec495ae7S9EtO9/muKAy6lICa3xU6XtrJWkHCU8OocNrIZiWa6VqEEHK8yGkT27YsGHybaXYkMYlQp5/M7lg+K5+JddnuPskzsy3s+6IeMzEaAtn3OVdknFgd7pYsCuV5fvOMu7mJiHlfwDc+KlHtt13NaeG0j2o97kIxyhWhoI1h1avL+S/VkZi4LxzRvZleMR+vtr2FQDr715PuDG4gZGRZ6Pnx/8CcPTdfuc1BgnRMyJgil+By1YBKP5x4yNFY2TnqWxZ1A5g1cE0aiuULH/f6HH9R4cZySl0ULGEuUFXJfniOfOY8DSf8BF6nQAFmfLD1QweT4gt8xRmX2PEXVHzs/MGuhu20FIvKmDqcfmpskYG8Yw4iin2tWDXaQCmbzpZOsaI8n1Zz68aI9fqIM1tPPhqDwUioohqmrO56ouVc/k2UrP8k9/rvDgXEFswdK1fIaCEzNN/bOOru9uENMaSkOk2lMqFX/jQsTJMo1x8pufaLpgxUuxgkMFg4MyZM37b09PTMRiuwC5NlwXFm3xyAihrhrlP4t82nuCou39Nq+rl5MfNCqXHB3/exK/rj/PTmqMhv26eYqUSSs6Il2fEJ0wTZ1B0/kUUglp3wr0iO0/PSJ7dvzldlrXoVd3xDI8EdWm5vG0OJ4bwo4RVnEdEtZIpHMdHiJNXVoGddxWejy+WHWRuAC2RYR1rAucvcndVkSNe1M/o4slGnLD/XOURjqvq8hh7J/dv8/eMuMkghgG2N1nsFJM//40fIpY2dXlG3idSp/CM+CwGyrzEVyUxF4D8DPXtQdhy/BxOl0C1+HCSYkMzjCVjJJCC8O8bTnjdv7eDqNy88kAaP6w+GvC4w75fH/R15+64sG1RpBBJRAg5IedLlBSmKbR7GSMXUpW52MZIoPpqq9WK2Vy2yX5XLSHUvM/elswe96rY1zMiEW7y/5G3qeFZkYkrMAGXovfLfkWyV3EIxf1vNup5/ZYmvNi3IYnR3hNRnN7fYEiRNtnOr8twSY0Rg8J7E4rAWCjYHC50pvNLAoyLDNyOftyc3X7b3rilCQPcwmrWCxgjvqJwuSBPXKSlUY58xFX8oRUe4bOoHE9pZO3dX8Dev8U71d0JwjeN9zrkC/b7GWl7munlHxQ39HiZA3VFletIvccY8b04lbkSayBjZOkbxT6UlEBaKyF06Yia7j4se1P85yZlbyyJRpVi/PYLjufzvVjJneAxRi7Ga0q/qTwf1ddgkg/nS8gBrs8++wwQ42bffvutl66I0+lkxYoVNGzoX9uscTEIPvmsPHCWR38Vc0oOvnVjwJI3X2Pkvutq0adJJd6eu5dq8eGYDHpeM/7IDbMW0kj3DnuEGvKPM6vAjtXh9DIaTmcXkhBlUc2AL0r0TGKoe4XuSxz+SXprs+IYagZOrAVbPphL5k7Md/g32cq0Zhb5POXn+tLMnfw4sl2JXl+JWLl0fheX+GImvDWuHCtPeFaHi/8OpJFdaPcq+9XwIXU7uMRzIYM4KutEL8Czpt/4ynkLAFWdJ9Rn3OuegAoTcERXhekL5M1niWOpK45O+Z7flU0nGjnheIzdcJ88BbtKvlcwwkz686qQ8yLjiCjmpvrYYXA5xTJ8XxxWMaQVXdFr8zkpTyIisEHtS8tq5QDYleJvxJ88V+CXS9K0SvGMEeXa7+YWlb3Cm9tPZtK8arliHU+NZXvPYDHq6VTX06dIksUPU1k0ljaSV9rmcHkl0V9Iz0jIxsgnn3wCiJ6RiRMneoVkzGYzNWvWZOLEiaU/Qg1vnA7YOsW7ft8Q/ERdd9jjHvWSSNYXgstzofItCRvcuirVy0ew9oXrKRdh4sGfNzHcuBCAR40zeNj+BPN2puJ0CfT65F9OZ1vZ/MoNxEeaWX0ojbu+Wced7arzzqBmftnr55sYGatmjLjcXVnTD8L7teDpAxBW3FUP5Nv9jZFz1qKrSpTGyL/7zwbZM3QK7E7QeSYDh8uBUV+8JLniJtVFWYzyZGR1uLjnu3UA/Pdc9wsWL77s2fSD+N9gxikYyXaGiwmswPX6TTxh/JOm+qP+z9ObIKkZxFSiMMBEr0y4tLo9LuGKME2Ez8VJrVIkGOUjLZzKFMdaaHeW/GK3+SeY/b/Aj5/eDe9Wh1pdoO+HsG4inN4Fd/0OX3eHM7tgzCZIqCs/JcPdGC6uGAa1lOd0IqOAvanZshCgyyWwM9nfQGlaORazUe8VjhjUqgoztpxSPb5LYY3UKB9JzfIRclj75i9WnXe+WEaejRE/bADg0Nt95cWcFPq9OMaIZzFSaPfkJ+UqJB8WHl1ImDGMDpU6lIoEQsj+niNHjnDkyBG6du3Ktm3b5PtHjhxh3759LFiwgPbt2xd9II3zY8fvMOcxmNTFs80c3IWpVNWUxMx0hhyiG7xGeI1J8mO+npHy7qztpNgwwkwGr0Q5p+Kn89uGE7I7dc0hMYnvdbf7X6pf99UtCSWBNRgRisn4B0cvQIy1yzgKIeuE79OKxOFyUOj0T2L7a9tB/twUYMWHWC444QIoMoquWc/kZ3MWLekeCtLqUY2oMKNfjg5Aikpyn4YbKTTR4k50wM22N+WHvjN/JBsiZ4UYDrk8Hqb1QzZCTCUOnc2l5biFqodWhvysOvGcDMPzO/BdRBQ3TKMM8/yzPYW/tqpfhIskmCECYhjLlgv75sInjWH1Z3BoCZzaKBoiALtneT0lQxL6igj9Ylcu3LM46zN+JQ9P2YTV4eSx37byyFRR4C/SbECvgyFtqqLX66idEOl1jGGdaqoqEO8/nSNXBAI0qBjNp3d4C7utPHB+CxFlPxilJ0LyXl1MYyTD/Bc/JN+JKW6113gEQeCTTZ8weslolp1YViqvWewrwrJly4iLiyt6R40LQ+oO/21FXKDyFd6Q09niBcUYLRoLxohj8mO+Wfi+7n2zUdme3nN76jrPMVKyCvh25WH2pnrHa7N8JOSVcvC5tlzmHZmn6pEIhMUteLY+vj+vOYap71QCWXi1EA3A4r2neOqPbQGfd+uENaxVeKBaKxJ/z4dCuxOdwjOiZiiFQpf6Fbzuvz2wWcB9Rc+I/9QQrGHZVc859znQ+BZ0Oh1HhUp8bL/Vb7e/nR1Jw9Np9rYfd7Hp2Dlem70rYBVMRp4Nq8PJp4sPsDfdvTomcM6IlMBqdTi597t1fLksuJGs9Og99cc2Hpu2lfVHip9siimy6H3UCDJ/nXN7RsoVwzMSE+7tKZ63M5XfN5xgzrZkeVvHOglsfPkG3hssyqd3rpfg9ZzoMKNqKl6vTzwVgVXKhdO9YaKc7Clx348bQx6rGsrFo1TN8vi0LbL3Si23r7SxSOXREQsQcGKO/w/wFD8czDzIydyTWAwWOlfpXCqvWWxjZPDgwbz33nt+299//32ta+/FIDLBf1sRxohystlwVAw3lLOU8zzuFglTak7MHnOtn/cikGdEabQs2XOGN//Z4zeGzPzAnpHnVj7Hsyue5c21b/o+jW93fMuXW7/02x7m9oycdUaBwjDa6lLUy5egqkYyiIx6I2a9533pdOJnc8+36+j32Uq5CqXQ7uTOr9eSmu1tJBTXVR54PDbM5ZfL95WeEZcQ3Dg4nHWYb3d8i9Vp5Yu7WpHg9nTVrhBJpKLvT/ta3mKFkWYDZhXPlVoHYQ03Up5ErEf5dJLzJlY6m3rtNt3ZlXH2oWQJEbxhvxuAtYfT/c4PJS4Bvlx6kE8W72dLivibDlPkjPgaIwt3n+bA6Rzm70xl5YE0uQtzINQqv/b4JHkWicsJaouJtqOgQqPgz1WUP/u6IwrdoRPfUFQw1HLU5viIk0VaDMRHmuX+PrUreHuXq8QVrRP066gOGPQ6v5LjkuowSWTme87xWyesZuHuVGZt9RhSFyOBVVyMeOYwnbt6Mc9tjKTkiZ9n7djaRJhKJ3Rb7He1YsUK+vbt67f9xhtvZMWKFSrP0ChVLCo5EM7AExl4fkAA780XSzvNBs8JdDZfdCv2apxEo0oxPNCltmoSllnxa1EaI8qJdM1hdc2Tg2e8czyUxsiKk+LvZs7hOV772Jw2Pt38KRO3TeRMvnc5eZhOfM0su/dP+D7b0547JfCMSJ9FnCUOi1Exybg9Mf8dTGNXcjaPTN1Mvs3B8n1nVN9zcbUeAlEY9h96s2eVWuh+T48ufZQWP7Xg440fA6IR9cLKF1h2fBmCIPD7vt+5ZdYtfLr5U95e9zYxYSaWPd2Nl/o24uf72nvlkdzethq/jPKEWI3uxmO+3pHznWSvWBxWsLk9gVEVZNPYipl77S/yuv1eeddOrZuxW6hJS+vXfOcUcwvUWsP7IoUGChENSrMQOIEV4H+/bmGeotQ0WLmvmjhYsX+/BZnIF6/7l8DzJ+CJ3XDje9Dl6WDPhMJMxR23sJjbLWFVSMGfD76eHq/cOaB6vOeC2q95JSxGA7dfE1xSPyFa/C5iw0281Nfb4FIaFMVFOZ+mZBX6jf1ieEbMRj3oPfIJguDuDO0QwOWUKw6jikgRKA7F/oZzc3NVS3hNJhPZ2Rev3fBVi5rhUYRnRC0D2mjwTE6SlRtpMTLvsc686D6x7C47ybkeizxS55kAXYJePoF3nApeevrlsoN+IY5QLmzKkIRvrkS42zhIyRUnrcpuDYJ0YkmNdq9GS+AZOZ4j5rhUj6lOlagqngf0/hO2mlqjREk9I3aniy3Hz5FdaGfJntM4jMe9Hrc6rQiCIMdpJ++ajNPl5MfdP/L34b95dNmj3DvvXt5Y6ymjnHlgJiA2vxrVpTZVyoV7rabLR1noUKs8A1pW5qkbPL1TfI2RQs0zoo6kn6HTgyXWL9dAj+e3Hh6TwAs3NkRQTL0ZebagjSkB2UVf4E5gNQuec0NNd2Jvag7zd3mMkbQAQl8ul6BaXecorlaJJG1viYWq14iJ47FVxMqZ8nWCP9cn12T84v20fWsxJzLyiy0FLxEsJwog1+r9eXeoXZ4bGlekX/NKfHJbSwDG3tw4aCWa0qAf1aU2X93t6Ya7+XjJ2yj4Gqe+irGWi5Qzojd6Qu16Yx4g0DZtBq53qrJk11QAIo0lDM2pUGxjpFmzZvz2229+26dNm0bjxo1LZVAaQVBb7TttQbVG1FY+RqNnsvnfUvXEs0eXPkrvP3uzLkWsppCqAwAMOhdVQ3BlAqpu4lBWOlaH0vjx6dHi9ozkOMUJoWp8BI+4JY0LBXfMuASeEdkYia7Oe12U4UgVYyTPFrDuvqSekbf+2cPAr1bT/LWF3PfjRpwu7/i3zWnz00F5fe3rpOZ5LjzbznobfkmRSX6vo1xdVY0LR6/XMf6OVvzvek8jTN8qnAKb5hlRxX0hFsLj+X71MVkxFOD2a6rRp1F5+X6YxSzrYEhYHc6gYRrwXKAKBLdnxOU5N+JCSO48o9LwDQIbmMX+/brVZ4lQySes2NR/WxDGLz5AWq6NL5cdVBgjxbtUfTP0mqCP+563Br2Ob4Zew5d3tZZF5CLMRoa0UW9+16Nhot+2vs0qyf29fD0vRXEuz8bRNPG83qJo2QBwOM37fL8oOSNGA3eY5ntti4vaxK2pn7DYJLAgXZxjSitEAyXo2vvKK68waNAgDh06RI8ePQBYsmQJv/76K3/88UepDexyY1/GPk7mnuT66kF6mLicotFgOI/+BQoPgYDO08fC5QhY4pun5hlRrPQLHAUUOAr85M7/OyUmLU3ZPYX2ldoTjmI1htWv/4rU9bconu5Vn/oVo/3HpPP+XJSeEavTezKVmolJbuvKsWFUcntHchzuk7UEnpHTeaKKZqXIStSOrc2oZqP4Zsc36PT+n2Fmvt0vMVfCVUJjxE8BUvCeeAqdhX5lxjMOzGBwvcEBj6lWdqfX63h3UDOyCuzUqaDuaq0QbSE1u5APTROpSAb7CiaH9iauEgocBexJ30OLvGwMQLoQxet/e4vIDWxdhbTdLeX74SaD36o93+YM6BkxG/ReOg+SZ8SoMEaUkv6BCCTCF6h/S7GF0yTvUER5/8cMJrj1e7GHlkS1DtDsVpgbOITjEoSQ+9Lk2HKINnvmlNjw4HIHQzvWCPq4RKCGnkoviBLJUCiOAnNarpWO7yxBp9Ox7oXr/cqPjygaHz7YtXbI7TfOB4tJz63G5czBo/vSKnw15MD8KM/vrbgyA8Eo9rvq378/s2bN4uDBgzzyyCM89dRTnDx5ksWLFzNgwIBSG9jlhNVp5dY5t/L4ssfZf26/+k4up1iOO/Fa8XYwUnfCP09Brr/svrTa/97Rh6aF33q2B8kbyVPp0aD0jAD8vu/3gCqjkiEQrlM0/aJQvvhLVIoN45WbRO+Y7wSZFBNG53oJ/PlwR8b0qIcaBh8xJKVnxDdMY3ZXE1jdXpCqcRGygZNpc08gxfSMuAQXZwvE2HyFCLH6xKR3T2o6tTCNTc72l+jXvBLgwqo/VWSCaUgI3if7gXMH2J/h/xv788CfAQ9REKCL8R3tqvNg18Au9IoxFkDgVsMKOht2Epu2CXLPilo3Gry48kWGzR/G9CPzAEixext1X9zVig61y5OWcA3Dbc/S2foJEWYDFWPCuLOdJx/hbI7Vy7HZrIqn2qZ9be/kYsn4Nrk8v+0a5YtenQbyvOQHWMEH6usSELd3KN0VpV6J03QwvKhIIu37PrQbBZ19jBGX53UNer1cwRUsNLH8xHI6/dqJCdsmyNsCXbAToszMGn0tQ9oEzweRh6Nik13fMDFgea1UZh1IWFKNZXvPYHcK2BwukrMK/L4rqaT32T4NeOHGIpKBSwmLzonNxw5L1Lvz6Zye95ZeULy+aMEokYnVr18/Vq1aRV5eHmlpaSxdupSuXbuyc+fOUhvY5cSa5DXy7YDGyPbf4fROOLsXcoroYTCpM2z4Fha85NlmL4CTG+XVvhUTVhTWf5C8ETWXYaGP1+DDjR8yauEo1edLxkhlhX1hwunXK6JzvQTuu64WB9+6kaVPdfN6rGOd8vx8X3va1PCeXJXodd4/R6U3xLek1Sy4jRH3Z9CyWjk5Iz7LXnzPyObTm+n0ayc5mbZCuGiMSIlbUgKrkvRcq6y9cV3dBKY90IEHu9TGnLCU7PLv8uOuH0N+/YDovCemd9a/w+PLHy/WIXy9SqGSGBPmVUJa/exy+LCu2IFVg8XHFwMwJUVsjrjX5e3Sv8b9WzfqdSx3teSEUFG+iL0zqDkT7xFX16cVIZSbW1Tmq7tb07F2eeIjzTzsYywWusM0RsX54MJGuYjgK9RA+U3PTFcvVw/Uv0oVeyHMex6A5Sed3DZpDbuTVfIHTeGehn8JYm5SfiNvj55g97wvo14XUphm3JpxAHy19asih5oQZaFltXJyFU1RqOXOlA/SNTfcJH4PY2fv4oUZKjIMPhTanTwz3dO/KM/q8ZINal3Fa99oy4XrCKwk357P/MMzSffpNedye4eV29MLy9gYUZKTk8PXX39Nu3btaNGiFDo+XoZsTPXUlZ/KCSAYNOshz+2CIpKbpBX1aYVxt+xt+PZ6WCuecDZMOFD8WAJ4RpwuQdUzkpHvv1rek+FfkgviyloQBBpW8Bg/Rp3DyxVaKyGSsf2biI+5K2We6d1AfjwUoZ4CRwEPLHyAnWni+1YaIPOPeMcvTT7GSP2K0US76/1lI60YnpFPN3/qlYtRMVJ0T9rdIR+D3umnGnvyXIEc373vulp0qF0eg16HpYJ4kfp408fYnXa+3fGtnEQaDLXQjk4f2JCoFh3a6s5awsaBNctHeMmOtz89Tbwh9VSR2P4HTB0CG74r0etcjjgV3s149wVri9X74iH1BFKWmirzcKSkTCm5tEq5cD67sxXV4iP4YWRbVjzbnWtqehvvUpjG4LIiOJ0sObaETr90onL9X4KON1B1x7oAeiLF6kEyoZNcTZQpiN7J5fu9vbppuVa+WXmE9FGb4LljomECfLXBW4/IbvWUB8/YfJJsdxg0mDHiLMrTrMBXg6Qo7CrhqvJBugeHK0oOf11/XE48DoRvn5wzOYWyl6yyTxg83KzjRE5oQo6CIGBz2pi6Zyrbzm7j3xP/ymH3opi4fSIvr3+b5xO9ZSScbu9wmsIY6V2zd0jHDIUSGyMrVqxg6NChVKpUiQ8//JAePXqwdu3aUhvY5YTyIn46/7T/Dnafi+L++eJKwuY+8fYvgGXviPkkDsWkoYy/rv7M6xBieEKHVXLjp26Hw//6vXR6nugC9l0I5NsDZNerhBb2ZOzh+ZXPE2v0nPQmnFiMeqrFiyfMlPvb+xkcnep4xh9q0tWalDXc+c+dgPdFdNq+acw8MBOb0yaOUfYQiauUqDBRqEun84RuWDQWlrwe0utG+gg2NYgTDal5O0TXpAsHvz3Y0WufYxn5HEsXDRip2ZZvN+Jvd37Lp5s/5dXVrxY5hkyV/BOdXvztPNTwXq6tfK3XY690eCXo8Z5vJ65WC52FARtcBqNHw0TCCeBxUx7vzC44sBDSAngFr0CUeTuR7s8iW/AOl0jGhjLvQHke+F5glca9xWggymLEbNR7rYidBtEb6QTunncXjy9/HIfg4IR1s+o4r3cnWmbm28GaK4omuscb7DeRW0R1j0zKdsg4JN/NcxtLyiZ16blWrnlzMW/N3cPjMw9CeDn5sQ0p3oaE0hjJsznlfJlgYRqnELoxUlzvgsPlwhS3GnMFT8+gitGBjRHfpG9fSQNffD1I36w47D6OwS/vZU7yJ/Sd0Zf5R+ez7Pgybp51s7xwk8iz5zFkzhDu/OdOJm6byLvr3+WeufcwZukYHl78MPYiZCAAFhxZoLrdqRe/izz3xeQOUxLDti8UZf5LgWIZI6mpqbz77rvUq1ePIUOGEBsbi9VqZdasWbz77ru0bdu2VAYVjC+//JKaNWsSFhZG+/btWb8+eFvnP/74g4YNGxIWFkazZs2YO3duqY/p6xu+5sZaNwIBXOKKkxUQu1eumwArPhDv/3Ib/PuuaKSkK9QSpeQgFctfSly1SznIUwbBTzdDmrfaopRFrxTmMScswVzB29MgEcilP/fIXC+XvREnFpOBBY93Yc0LPahSzr+yRlkWp1wxhIJLcPmFZl5d/Srdf+/OqIWjsLsFliTDI9JiQKfTEW4yyIJoIMDKjyDtQJGvF6PQb2mb1Baduz7z0Bn3GHQOWleP43eFQXL4bK4cU5ZUGA16HS6HJ3dAGcKzu4qqmPD/7CsYRGOo2tqvmXjDRGrEeBLvlAl7ElEmz2t3rdpVvl2SUE2dClGE6wI8b95zntuSpy88cAjuSiMhPIFPu38KwBlB9CJ4hU0VGBQGqlK63fsCKxAToZ5jNPcxj8Lla4PbAHDYZGJHuu9FwN+4aOFOls0ssMPPA2HidXBEDEVmFwT2fqh6RlxO0fhQNuLL85Y+X+AUrwF7U8WL7KGzudw60XMOrDyQ5rW/xbfJX6F6x22LUc/8I/O5/vfr2Xx6M6l5qSw5toQCRwFOl/r7qOA2Gga0rKz6eChk288QljQbS8IydCbRi9SzccWA+/suyM7mWIOWbZ/xEUvcdlLM24sNN/nJ/G/OWALApG2TeHTZoxzJOsJba9/C7rSzIXUDU/dMpcMvHdibsZdd6bv4Zsc3fq8XSGFaSe1ytVW3L4k2YgcK3XNjv7RTmA4sKFHVohohXyH69+9PgwYN2L59O+PHjyc5OZnPP/+8VAYRKr/99htPPvkkY8eOZfPmzbRo0YLevXtz5oxKoiewevVq7rzzTu677z62bNnCgAEDGDBgQKnnthj0BlpUEENUhWpfjFoiKkCKT7w2J1XMKZHIPAZzHof/PvF7anWdeEy7b0HU2b2eySIvjexTYlmt1DxKb0nFUmGRvHv7qBrcL3guxMF6nxgVSXNGnJgNeiLMRr+qGolIi79L2pdAF+jUvFQ5Fqwk25bN+tT13BJlxw6kR5zFVG69fPxwk4Hjgk/Z3RfXwLqvA74vgGyrZ4WiDNfUKi9+NjUTxM+vXa14fh3VAYAzih4S4SYD6QXp/HHwO/RGz2poV9ou+XbBj/1h1mjIVm+xrtQTkDqJxujEcZlteXDuKDEKY0NpeEj80/5NPunyAXMHzvUq6Q3VGDmRfYLxm8aTXpCOTqcj3hTggrV+ErwWC8dWeyopwlXKOq9g6sfVR4eOfXoHJ40GL2NEWVpqUAiPRIcpzwnP9GtJmsku8xgOnPM3nKvFR/DZna14qW8j+javAjFVSFE5n+7tWMVvm5TXlVNgg5PuhdsuMWR4NjfwRWTjsXPeehe5Z+D1eE8+m4TNc67s6/oVu4RagOgRKLA5uf/HjRxJUzcwAD+lX2e+SgjbkMfZwlM8s+IZzhSc4c11bzJ8/nAeX/44b6x5gzzFBXb+kflsSBWbzP06qgOPXV+PNxWtD5TnbCik2T3ePilkKjWLFASBJ5Y9wcOLH5a9TL4e4K+WHaT5awv5duVhr+15VgeztpziQADPSd3EKFX9GPBOSD+cdZgPNn7AyAUjeXf9u0W+H7XrU549z2t+MOgCe6EWREZgdf+ewwvcBQ+ldN6HbIzMmzeP++67j3HjxtGvXz+vrr0Xi48//phRo0YxYsQIGjduzMSJE4mIiOD7779X3f/TTz+lT58+PPPMMzRq1Ig33niD1q1b88UXX5T62MLc7lPVST8vzX8biE2j7IqYojHM03ALxJbbmyaLnhQfTlMOUDFGtk6Fd6uJq5/xzeg09wZGGf4mIdL9fflUhdQ7tYPHju7E6D6ZCh2FrDi5glWnVvkP1+45cUTPSPCfT5TCGHEFcAnn2tRPxi1ntpBRGLg/xgmDjiMmE2er/0NYpRnsShcv+mEmA585Bvk/Yd4zQccqVdEAPN76cfm23eHWHLB4xl/O3c5cWj2GmfQY9DpeWfUKvxxQTNSAzeWZ0AtOrhc7Ln/eWv7edyVn0f7txUxZe4x09+R/TY04/v5fZ/o0ScLmPvHNggCftiDirGdy9FU/fDOuHfE/D6Lngf+oFlMNo94ol94FqqjxZej8oXy38zvGLBkDQKyxCLfunMc8npGIq8czAlA1uqqct5NiNGJ1J5f+8VBHblCsnpXXW+U5oZT1NseJhsK3O7x/PxI3t6jMqC61sRgNHE1qzOgkf52Lp/vUZvKItgxuXZXhnWpy4K0biXEbPxF5iiaPmyYjuJy8NtvjWflpZDs2vdyTUZ1reY6nFCpco2jJMO8ZT5hOkf+WnNRTvu0SoN9nK1UNkUW7T8sXb79ckHzPOV/e7VmNrP0xt/1zi7z9wLkDnMoVc/N8VZufWfEMIxeM5IstX1A3MYonbqjv9ZlHhxUvTGNTlFD7JpMXOApYfHwx/536j+Q8URzS14CQNEKkFhkpWQUM+349TcYu4PHftjJvp3oxw+judQMaI5nWTPl2viOfX/f+GvL7Uc5zAOtS1tFlWhfunetRCc62BRYvzTLoKXQXGlik9IOLbYz8999/5OTk0KZNG9q3b88XX3xBWlqAi+wFwGazsWnTJnr29Pzg9Xo9PXv2ZM2aNarPWbNmjdf+AL179w64//kgSYcXOguhMEushFn9ueil8HFlyuSe8Tr5EFyeHhdqtH8IGt/CxqTb+dbRj56NVNyF++aKRs6P/eVeES+ZfqGTdRW/jupAF5+GUMdM4oXV7J4c0gvTGb1kNA8tfghfchQ/UqM7ZyQYysd99UesTisvrnyRP/Z7a9MkhouTrO8ko0aWYpaXEofDzQZcRf2sDy2Duc9AxhEAjmUfY2+G6JH6ptc3dKzsCcXY7G55aoXomWdyc2CK+4+ICDGjfOWplUFftkBaIdvz4Yw4OU1YfojT2VZenrWTU+dEg6GyO+T1xV2tCHcbPhb392Mo9HwH0Sk7+LjtS1S3O5l2KpVbNk8XH1jt8VhKRvLyE8u58+87+WjjRyTnJjNt7zTy7HmsTVlL/5n9WXhU7BibViCe0zvTd3Io8xDRhiJkrY0WRZjmwnlGLsXwLHhyjaw6newZqRjtXWWmLMiICgvuLSwqlAfwWYT679vqtNK9QSIf3daC125ugsmgJ8oijqlCgffKfMCrX/PfQc/83aV+BcpHWRisEPnyUlb2lZU96v6tS999i7so8FFV9hXrkhj100ZmuTsDm416Jjs8SZAG9wKkZbVyrH6hBwNbVXKrfxaPSdsnealHT3+oI53rJfDazU2KdRy7Qum2ZgUTn9/p6dCrDHksO76MfHs+19YtL/Z+CmBI9P98Ff/uD97Vd+urN9Chdnm//BMJX9HD4nDnP3cy6+As2Ricd2QeNpeNPRl76PF7Dzr80oEtZ7YEfH6G3kCBO2ckTDJI1VqUlICQjZEOHTrwzTffkJKSwoMPPsi0adOoXLkyLpeLRYsWkZOTU/RBzoO0tDScTicVK3pfgCtWrEhqqrp1mZqaWqz9AaxWK9nZ2V5/oSB7RhxWsYx3zRew8GUxRpurktQKosfkqOIC9tcjcrWMH4mNofc7cNtP/F35MbKJJCHKTKIuM6TxVXMco2Od8jx+g3c8MMsdz5Z+WB9s+CDgMT4/vZonExNwAEads0iJZp1iAlMqOgqCwIwDM5hzeA6fb/EO9TWvIHbRVPPM+LIowpMwKHkgpNXEkSYqqrIFmWLi68yHYP3XsuCSFEppWr4pHSp18HqK1V0mnJJ/VA5hSeEnc/n/CEv6G3tl/8aRahQos4hP72JdyjpO6n4lsvaH6Aw57HHH2SVlW6NBD26DTjIWcxX5B5aZj3DDiR38c/IUTWzqRkNCuGh8vrXuLXam7+SHXT/Q+8/evLXuLe78505GLRzF0eyjqivy3/f9ThPdEf+DNlWUY8bX8ahvXiBj5FINzwKEGcXzvlBhjMRGeOeOFNqd6EzpoC8kUllNo+JZXHRskezlUyM1L5VFWepVb2pVU5InIMnq/T3mO9Wn/mpxnnMqTvk+8n28lLtmif8VhmhxhL7GLxbDUSaDjjcd9zDGJp6vFndicKvq5bAYDbx0c/WQj+mLssrmmprx/Hxfe1WxxWDUSvDkvb16c136txDzT95Y8wb3zL1Hfuy9De/xzY5vqJsYzdKnusl6S97jEQLK8isp51bUVXpGEoKUE/tSVBfdV1a9wsJj4uJD6TE9W3BW1dBJKvB4YI+ZTDh0PsaIPmQzIijFPkpkZCQjR47kv//+Y8eOHTz11FO8++67JCYmcvPNN5fKoMqSd955h9jYWPmvWrXQyict7sZzVluumOshcWYXHFoq3o7xienacmDmg+oH7PEKDP/Hc79hP/lLlxRVy0eZWesKTQQn2+wuVVWsvBIdDp7OEE9+6WK38XTg9tezcg+wKDKCfyPCMeEolkSzsmz17XVv8/a6t/32eSq2OSdzvT1Df/T/g7V3rWXH7f5laXOiPRUwUpa4lEC2u8FoaHmP9xPGNxfLo3PdxuhpcdJ/8b8XAWgQ3wBfCnOqIzjN5Dly2JOxh7SCNN7e8BL6sOMYIg757S8hCAbsOd7fTYFCR2XKgT+5f+H9HLLNR29Jw1x+JasPihf18jF2T6Mwd6WA9P2cVRqAOcmi0auGSz0ZUsmRLM8Fak/GHj/Ru1/2/sLN9nn+T2z3gOd2eJwnJyraX3a+NLiUw7PSeV+o08mCZL4VG6n5KUTV/YDI2h97lfnGRZhVxbkeWfxIwNfzNd6VWFVCcZIxUt15zGu7sl+OkkiLUc53yZWSWG15cMxncbDxOzi12eP1DY8rltCX5D1yusCJgXXueczizEGHS+57tejYooDHKIpQvExFUT/J4+WS8i3y7fn8vv93OVQkIWkUgXoJsW9nbyV3t6+O2ajni7s8nhelL3nRE109AoxBaJvUls8bjqCeSRTOCwswDzz979McyjwUkk5Igs3EAzVHAHDQ7BlDWAkq9IJxXiZNgwYNeP/99zl58iS//hp63KokJCQkYDAYOH3a28tw+vRpkpLUJ8GkpKRi7Q/wwgsvkJWVJf+dOBFaXXeYuyS38OweyPLRGkl1i9pU8L/YBSQyAWpeB/0/g45joMuz8kNSElZ8pIUxtkdDOpzZXZYlXbQbxDVgyelsWlnFcRfnZ2XT6ULKGVGS6E6gdQkupu2bprrP8K1/82C92+T7Tco3oWF8QyIN4TC+md/+ytNMmnikBLJ8m8P/4mjNEksbJZw2zhWek0sDpSRkCUEQyLMacVorAeKq9Pud37Pg2Hwia32FIeKovK8U3pDQ6ZwUnhyG4PRUMeUrLkSfFPgYMnorqdmFmOL+Y/yBu+Qwld1dKSAZI31yRddwi8IiVljnREPj4Rb+4bZAXDftOr9tQ6pFsNniU8pYvh7fmO4GwJZxAgSn2CQu0j+P4Xy5GOHZknpDQeEZ0evkyi5fQa2TeWKFm96UzeEsT7jEZNDTKMl/pR4sV0q5ku2aX0Bzxe/AqpJ/JYWFarm85zEzDlkHSNkcETzqyVZrPptnjuend0eLVX7GcHEukvimu5ijBhBejplbxHkvUPns+4Oby7elxFpJ7r3AbcjpETDjoJa7f8/v+36Xn/NDnx+IdYZu8JSGMWJV5IwUOAqwOq10+a2L6r4ORVVPTJi/4eBbOaPktmuqsWtcb25q7qn8qVnes9iKizQTZ/H3PDaxiuMblws7hu3ge3sshm978v6RvXTLy+eHlABeeeC+BffJfceCYRFcNI4Sc4mOmBSePUHwui6dL6XiXzEYDAwYMIDZs2eXxuFUMZvNtGnThiVLlsjbXC4XS5YsoWPHjqrP6dixo9f+AIsWLQq4P4DFYiEmJsbrLxQsble1VafzFitT0npoSMcCIKyc+L/NMOj9FhjFk/XgmRw55hgbbiLLUI4/nf4XEb/DuctypRPUpDd5lWQ50Kk+Tw2jIIg6Iz5JzGq6BV/f24Y721Xjng6iuzWQaM+raeLnd73Lc+EzCAIcXwsLXoDCLO7K8g4F5ivcg9L7klzLr8/ZjaDWJ0OJ086exS/Kd2+pewscXQVbxAm20O5CEECwi6uMhUcX8tfBv+T9dXrPZPfOunf8FGQB8g49jeASv7sCnU6+YOv9zD/xfliSKCj27joxM97XM/JwZhZvn03ji9PB485MHwlZJ+k74wnmVuoffN8gZBj0PJJUwWub3RzNaXe4vOCs++IamXh+PZcCcDHCsyX1hgKEG6QwjR4rJj4a4m3QOl1OqpbzuLmVDQ0Bmiik30NBWUE1uubNTO30NjXs4u/QquJijwkzYcBJHZ33AinG5OKRbnVY+Wx3xvSo6/VYdJiRWHLZxD203jaWoS63YF+bYdDjZfWBhcdx4LR4fvqWpEqUjzLzxi1izkah24siKaxKekEAFuw0qSx+LpI3oFeNXrRJbM2y46dYd/QEXVREG30piTGyK30Xa1M8elnKgoQCRwFHso4ErEzTKebQmHD/cyFYJU+42YDJp7KoQrSFJU91Zf2LYr8zpWEE0CMvnx9TTvPnyRQGnj0OmSdgo+gtrGu38/mZNJrY7EQG8I6Eqp7ajBNUcYeoXVKIxhCG7rUs6PFSsKcWiwvfcacUefLJJ/nmm2/48ccf2bNnDw8//DB5eXmMGCG6kIYOHcoLL7wg7//YY48xf/58PvroI/bu3ctrr73Gxo0bGTNmTKCXKDEW9xdeqNfJ4k+Fep+eEVEV4fEdYvigUsvgB6zUXHXztys9rvUoiwGHS+Aj+22q+3qNz91YTjpBzQaTVx8IZ+i2CIV6f89Ial4qfWf05aX/vH+cvZok8c6g5nJ+ie+q78k2T7Ijsh1DcsSJVHfW0+HXmLIdvu8N6yYCyCElNexOO8tPLOeU/g/ARY7VwSlrWMD9AbBms+CoqLdyc04u+pzT8ENfMXfn6CpZuVZwuI2RYwsDZpovPbFUVTBOcEajy6sJQLLRCA8sA8Dkk9ArGjaeVV+OPYd8ez429zElYyS8+0v0z82nXFFhmJStcr5StdVfMumGSfJD11a5Vv4fSqOrPIXRZ63Vkzy7p4orNtdtjMSF1njsUqRE3lBrLmz6AYtb8KlQp6Nns+peCaD59nz6zujLN/s94nQ5Nm+DumlldWMkNS9VtcxXKc4Xee3j0GQgFvdvqdDuryFhMeqprT+DxaedQVKkDp1OR7X4CK/cLoBoi4nWehVtnvJ1ReXUfh/7PxYeJx/nZUW+xLN9PN7g+EizHL6QKtEko8SuUJNunGiRNUIkLZ2ehljITsYERAgCX54+S/kAHYelhp/BZAoEQWBdyjrOFZ4j357Po0sfZfr+6dzx9x2MWjiKQ5mH2HpmK1P3TJWfU+gsDFqVlquoNgzkGdEZs9AZxN+AIeIA4dW/Rm8+E1AUsk6FKNmr7Pt+DIBFgPp2u2gG/aJ+Hfj7RLLqdiWjmo2iXpynZ5jyF2FCoOpGb9HNUum75cPFEbsvJW6//XbOnj3Lq6++SmpqKi1btmT+/PnyKuj48ePoFRNnp06d+OWXX3j55Zd58cUXqVevHrNmzaJp0+K1tC6SwizCZo2GapXlGmyAMJfP5GCJhnLVYcCXYjLle+4JXKf3SMADDPkR4tWFZ5SxyEiLEUGAZBLoZviJ5a3+hYqNxVXq7/dCl2dYv/sQ7dJmYHGXpUk/aNN5NDvL0+kxYpVl3wG+3v41J3NPcjL3JC93eNmvA7D8XMXq7Zba/RneZDjsXOzZ4fhqYp1OsgwGuuR5T9wmYHhmNjOiI8n28cp8tOkj+bYxOgpHTgtOpeeg3gDcw9ow8UTvl5sPP97keeDYKvKjxfitUSg6MTMxPFEu7/PFnF8FW/R+1oaHc09kEgZ0GH08I8aoveh8qgY2pG7AjmSMuDfW6w1L3yxyPIBX2WWHSh0Y0WQETROa0qtmL3l7ljWL9anreXL5kwEPY0DHGqEpHXU7SevwIq5CBzbfqaNRyb0vwbgY4VmLxYLFNxRVJALMeYyw8nEQE02hTofR7P2bX3Zimd9vwreUvWfjRH7bEIt3rQvc+OeNOAQHcwfOpVqMx1OjXO1XjxG9jdLIbSqeEZ1OR31LOghgLd+IAruLctn7qBDpOXcPZR7i+53f06JCC26sdSNRpigq6/0N/315ETQAaHufOI9NvdXzaYTHkWcVvT5ta4rigBWiLTicLt6fLy4w4iPNchO4NYfTeW32LkXSqw4bJszYaZLo+S5kT+6ar2DPMq/xJDkdpKsk0Uc77BQAdpWEXkEQWHhsIYuPLWb+0fncWPNGsmxZrE5ezbITnuOvSV7Dexu8E9MLHYXMO6KSQ+XmdP5pXlv9Gvc1u4+kWH+htZOZmUTW+hSdMZ+cvW8QUUNsnyAkLCHcfFfA40oUqRV0RkUJtUJDEnJSaFFoZVuY+m881hLLo60f5dHWnpD/11N78blDlJmIdrmIOrMTanmSiTtV7lTkeIvLZeUZARgzZgzHjh3DarWybt062rdvLz+2fPlyfvjhB6/9hwwZwr59+7BarezcuZO+ffuW/qBWfEiUe6War9MhTRfjlXoX19wHFRVGUHg5Mf4aWQEeXg11FTHuIBO7UiJYmQx3NM8IN30Mbe8Xn//oFuj2AjadVLrr7RkxnvAujQwPkIw07VQqPfGWSs/V6zHrnLLEfHJusleJ7r6MfQRCWj20KSjkzdRkcTWlnDSOrWFaciqvpGUwVBmWia8NzxzmqV5f8m+vn4gPC6xpIV3UH9oQPIfhmNFIssmIThBobrV6q9/mniHXnShs0RWtn6FmiEg6EhGFojFzyGTipx3zWByXSL7PalRnKEBv9g69fL/zexxuo0Uq7aViE7gjeB8SNfTb/+DJBnd7GSIgTkTNErzzcQbVG8R3vTx9ZpKMUTxjfpn2hV9w7eRU/tp6Cpvgs/Kr0LDYYwqFixWeLTaWaAiPJ8ztlSjQ6TCZvSd7tYvH51s+52y+53tOjA5jxiP+43K4VV37zuzLkmOe95Lv9n481eYpz1DcPw01zwhArMntfdCHy+0jKoR7fn/3zruX2Ydm88baN3h48cPodDrqmv3zVuYeUSyYanhfjGzmOLliLspipF2teGolRHpVBMdHmr10Pn5YfZSNxzxGj80dqiln9sxFNvd7MgsCJHtL3j+fru4pjXa32bDn+osLLji2gKf/fZr5bo/ovKPzWJ282m8/X0ME4L9T/xWp6fHngT95fNnjhJkMfHV3a6/HjmQfRWcUx9as9Qx5u05vY+xaz5jUcLgcft4IXSgJpA/9B88d47FzmVybX8Cnp8/SzeldmfNai/+J/aUU1UcWxZycoJKn82mPT4t+7WJSbGNkxYoVOBz+q2qHw8GKFStUnnEVcGwVcS4XJkFA0OlIMxg4Y67KBMfN3G97ivsrz4KbPsYpwMlzigmj91vw9AFIbCR6RyT0gUtmlRUs688sJrHyVsAj+wyImgDxtUFvkIWYzL45I8of8ovJRKr1ygaa2Gx8cmSv1zYpEdPlTob9bIu3C89XWAfEVf71f1zPnENiYmaUIIhKkHnpoi6LhKOAqg4nt+Xkeotrt7gTIstDo5swVr2GGHPgXB4pR+McMTBmk/pOYeV4uYKYU9Ku0CqOR4nLLrdRDw9ijHzQJXAp9OM969OhdjwxNtH7kmIy8PH2F3minAWrSjlco2reMe7NZzyTr1kuozOIlVVtRnh27PAINBviud9Q4eGRmPkA/NDPu6eMG6VSK0Cj+Ea0q9SOxwzidrPeiDksnNOIn8OHC/f7i+3Fhp5nUVwu2fBsQYZcUZCqi8bikyuhZoykF6bT448ecsJzekG6X/KzL48vf5wnlj3BU8ufkksyI0yeELDJ7VS3B5DljjG5k9d1Zgrdxkh5RQRTGTradlYUOmtk8Nc7SnYozjlzpNeiKSfM8xtSli9XKReB3nwac9g5oixGolXCFxJWKfSnMEbsBaJRZFSZnlpa1cMw0lxms/uHVOYeLrnezI407y68NWJqUDOmJuvvXk9ihGfhI3Vu79usEr+Prkd0lZnoTOmcyvF8pvmCJ4fHGL2HFaeW88y/gYUZpQ7RSkKKrBtMoNPRttDKxNNn6ZFfwLM671w6y+xHYcb9cr4JgCXH41ksr9K5WC0/7nwp9hG7d+9ORoa/1ZyVlUX37t1LZVCXHTd+gB5IdMcwXzTcxfCcR7BiZrGrDbmIZ/7Y2Tu57r1lLNqtcCHLS4fAP62sAjvbT2YCnhgrOjvf7X+Lgthp6IxZGAI8XdI+MAneYRqz8qJkjiQi6E/beybI1enZajFzza8d+GnXT34lob73AUYuGMmZ/DNy+VuElPPwQW2PTHUwIr3F2oIZI7g8E55gVK/PzwmLYavbbfliH/8eDjis5LldyFGGSqrHePu6t2UdDzUaJkUz7YGOjGpVPWCJnZJj+h8CPmb2NSISPPFd2t4PBsX7rO6tlSKTfkBsOaDC4lsXM67TOB5p+QiD64s6Itc5xYtDjstGoqI5mN6STJZRcaE1WKDchTNGbr/9dj788ENeffVVWrZsydatW/3CsykpnlWwFJ79+uuvadGiBdOnT78w4dluLxLmXq2m6SL9dHeC5SysS1lHgaOAfjP70XN6z4D7SSw+vpiFxxbKBo5UUgxgdl8Y7E51YyTa3eDSrjPJHq0IffCqlPouMXC0weWptEl2+FT+KPLehkwSqzLMBr1XNZFNyCWyzidYaomehmAKqJKhFGv2nCtyNVmAer/Xz6ZjdglUsXsWyNK5YnfkcyLnBFvPbJUfU3qlzoc3rn2DOQPmMGfgHMKN4QE7aE898CXErCOi5pecLfT8Rs8UBGgRouBkzkneXPsmJ7JPqBsqtdSrehjobn2R6K91AhDt045C9rru+ENsUXJgMUZFe4xAuTmlTbGNEUEQ/BKeANLT04mMjFR5xlVA1TbwShoVK4qZ9CuFKuwWasoPS+qjU9YeB+CzJZ7kMIfTJRoYis80NauQb1celg2PgV+u4uYvVvHa7F3kWsVtg9t5sur1pnPkWdV/MIVuY8TPM+Kz3wvZNgyCwH21biHaFFwYKE+v47vYGOwuOx9s/MCvikbNGPElKoSLsxdSdZGbaEuQMSp+nlaTIkGwfh/55h57JgCVIytTu2Y3GOHjIrUXkO8O08SYY2ibJDYA+/nGn9l8z2bmDppL/zr9aVbBO8TxWOvHaGweSn3761xXVzRUbmwQQ0wx3m+EMcJvm7F6J7h3pmeD8vOITPDOOaoYRGWyUP27qRhZkUH1BvFwi4flCoZYd2fnTGchidGisaMzZhNZ+zM211F09mzYT1wpX0AuyfBst+dkz8gJYgkz6TmUeYh31r1DZmGmHFJRY2/GXvaf2+8nMtWzuscwCZR3BXj97szuadwWyDPiNkasmGSPlpRDFiikGuPKBOCU4DG2Txf6eGw7PMyGCoN4MeZtWfbd5ir0MsJS8jwXvukHpqvqb0hK0lJpdLTBM5fJOW7KOSahATQZCMDA3DzWHjvBdfU8GlcmPJ6RvjP6cu+8ezmeLc69rgD6KsFQej0Apt00jQF1B3hdB5uWVzd0l54QNab0xnyybKFVr0gMmz+M3/b9Rr+Z/VQf1ym6H8uMzYQWt8Oopd46VQqizh33ui8bI7mnYVIXmDqYeIU3pLo7ElLR/b9GdJ1ivY9QCTmBddAgMf9Bp9MxfPhwr4Qvp9PJ9u3b6dSp9JNaLhsMJmIiK0AG6Azek8KGo+eo+6LHPVijvHixcbkE+n32H7lWB0sru+REtA7viDHiCcsPsfHlnrKs8g+rj8pS5GecHnEyQ+R+cq3q4mcF7hPcKAQJ0wBNMbHm2EnCE/I4W6Uzs48Gdmfm6PUsj/RcMH0rBLJs3hc8tZLfqABhoYD4nHhBPSOKyoFCXThhozeI7srlnkZSD1YQjZRG5d2fW/UOYs38ivfF+w6rnDMSYTbyRY8vSM5Npm6cWAYprYQsBgvT+0/n1jliMl/3at25v5n3yWpx5hPjclH0Wkgk1hIrS00PdUbQ/uxRuOVdqNPDs5NBMalbYqBmZ9jmjmfXDuKhDGCMqJFgywcTOAQnNRPFiVeZ15Kj0xEtCJxNaMvW3adpWiUmYNPEK5Wwjo/B/p85G5NCjvM4jy/7hKPZR9l3bp+qLoREekE6R7OO+m3/pPsnNPtRNDSqRFXBpDexJ8NbcbV7te7UjvUkuBvdF0V7gATHcIOYeWQVTNjkxYl4wd/t1/kXXv3vFZJiI3kkM4ujgif8kpnv7ekRTBEMOeFJYkVnJ7reO9wy62vmDRYTPSUNH4DX17zOrfVu9TpGQpRF7vUkjc2iKJmXPSMt74GKrWDlx3DLl2Kifs3OkJ+OyWACRfK3yT217M7yaPnszdhL9ZjqXuW3St7v8j7PrlDXzOhQqQOzD4myFdHmaOqVq+e3T4/qPfhx94/yfek7VKJTNNAMxJLjS5h1cBYmvYkz+eKMIQRSgdKbYOhfoDOIfc3C4zyL2iptAr6G70VfFi875xHG65xfwGOOSDqHVSQ8ygE5yXx2+iwflEuiS/ORRb6PkhCyZ0SqwRcEgejoaK+6/KSkJB544AGmTJlyQQZ5uSCvaPUqWdxhB9GZxNiwdPJl5NvYdzqHU5kFHD/nH99Mz7OxZI/3JUy6QO4v8GR1G6N3yWWovhQK4jrhL/1psTojgDGCwSwmsW78ntqn/VdL4xW6FmvCvUtmt6dt97qv7IAL7n49PsS6inD9PbLOu6LIxzMSzBixKALMhXYXVKgP8bVkXZVMvV6WNJYndZ1OrJmXXJyOAvKlMI3FSIQpQjZEfCkf7onBxoWpXIBsOaqekVink5ExI+latavX9iH1Pfkfd9sMdCkoFCcbJZJhkthYHHuLO2HQN/DoVvF+YgDvSDGMEZMtj3h38tq1DUzc1i6BpDqenkHJRnFa++9cHKN+2ihXTVxNhCm8UEvTJnA0+ygAm05vYk2Kt8hazZiavNxe1OnIKMzgkOJiqUbdcnX9VuUg5vQoMbu7rL5/YBr3zr2XztM68+2Ob5l9aDZWp5VJ4csZUjmJfMGIzV1Ca9Y5SC9I9/JcSMw8NIsJcbHYgR8cvZnhvI5HbWPIzLd7LSzyfOTf9eazYCjgZO5JzhWe47kVz3HH33d47eN7YZ14T2u5rFUKKVsUJe52dyKvKTJR1Gl6bCtUayt64treB12fheue8P483L1S9ud4PABP/Ssm/Co9UU+ln2PrkeNsPXKc7pmB83aqRntq8vrU7IPZ4BP6LThH631LmN0jcGdwQdCHZIw8vuxxlp9YHlB5Vilyp0MHtbtBrc7iZ5KgPj8BcO8ssRJPpUrTIi8MPd+NCbg/4Roa3P0XPCUaw41tdj46fY5xvxm8myiWEiF7RiZPngxAzZo1efrpp6/ekEwQJA0AnY8xojefJqKGmJeQs+dd8t0hlbMKEZwjafnUU8lb/fY/36I/EZM+TJYg1RkKyC10qIbQ8l1m/omM4BtzBt8sGEn/2mLSmZwjJokYKXpP3Lt7Gcnl4+gqCQvdOY3rc0/z2ZLnebRiBQoD9CIYVG8QMw7M4M8Df9K1alfqlKtD9ZjqfsYJQJJaHLLTo2JL+r4fQGJDGPY3fOKOe4Z56zEojZGaMTXpX6c//xz+h8NZh7m3UyUm/m0HweTJsQFwu3xzFTHt2xr41Oab3Bd9h5Vj6aJ3okK0ekmcRPmw8vSv3R+dTqe+GrbmEq7iCXLqdDyx7TUmDnyPf0/+C4gXoBFNR3DOeg6b00alDe7QjK8xEpkAzx4BKZFRr4fmivcSoBsye+dA/V5QmC02ZayoHlcWj5FHosNEhsHA6tOLMSWmkX3Ik3OSbDLSwG5nRX51IJOGKmqiVzpSTyqAAndoQ8I3BGMxWKgcJZZ8rkpe5efxkBSAv+31Lb/v+53n2j3HL3t+4d+T/1I5srJcsVUpyjuHyYQeSaNm69mtAHy6Wax2mHtkLqn6HFItZpLtLqLcF/y5jh38/nu3oO/tjNFANpE8aZfk6QWOpedT062Oei7P21PSuBpIa+sxS8b4LVIAJu+cDIjeluf6NOSamvEsdOfQ2TBy3Gjk+3OzSMhqT83YmtjdF0iTT4dqX5ShTZPOANhJsXrnNj7z7zOysQhwS26erG5i+GuMXLp6Q40bSM1LlRNW60Z4ynSrRPm09ACY2AWyjlPLt/2EAp3Ohc4YurJvIL44fZYuNUTjqHXF1kXsraBOd/Fv+Xuw3LsVR9g1I2GtiiHVwb8tQbxOnFembzrJhz4Cf+dLsXNGxo4dqxkiAfAYI94nqT5MufoQZO+G0hgJ1Gl27WH/ZGFjzDayHJ5SUp3eisMl0Py1hSzf5+1JyRHCWKoIqUgy47EuJ9z0CXRxJ0YpQi1m4JX0c+KKHKB6R6jaNqCSn8SNtW6Ubz+67FH6zezHhtQNchhH2VuhXHUV1diWd8OoJVDFfZJFKpQ/fZqwVYjwPBZjjuGB5g/IIZepBz8nut57oLd698uQeku4E/7iw+L9Kknki769gF3JohehaREqmTqdjrc7v81b172lmk+FLU/125Wa3t1Q4wZ528imIzHqjTzb9lle7vAyOnebAT9jBCAi3mM8+dIgQI7E5p/E/3+NhgkdPX2TlCx5A75oB/nplHd63PmSq1pip74cyyJvZF32EiJrf8gR51/+x7rCCVN8L7n2wKJ8IDZzVJak+woAPtFGXOG3r9Sej7p9REJ4Ag+3eJifbvyJvwf9Le+nDNEAmIJU3ykbTh7HIZf2/u4oumngSYPZb17q9uFyDp4Rz+eVBxTeBH0Bx0yeqjo1QwTgi61f8FSfKnSul8CIa2sCnn5SNsHE+PhyrCzYSf9Z/d3b3Do7iuohNUY0HUG9uHo81eYp+fM44WOMKEtnZ90yi7gA85lep+fW+p5wUvSfo+TbXp4qay78/QRkuT0wyZv5tpd/w0kJg+X8k2fjXC7mtHmFsR3Heo0xZBqIc/RzirJoS2eV8NSTe4IvVC4AxTZGTp8+zb333kvlypUxGo0YDAavv6uZgGEaQeGA0hfIK4Gf1hz17OJzrC/vCmT1Ogmv4l3rLho/AjlWB8Mnb/B6LNNh8e8tAlS3O8Ac4krWGAYVmxA5UKXqxM3EnhOpFVPLb/uk7ZPItGYCUCnSs6KrVb0z3LdY/NGbo8S8hxgfoSCjGe6ZAXdOEy+8CurEevIypPCJWa9wnxpyMYSd9PKMCHozhTqdXJqsligqX/QdVk5kiJ6ROhXO0/i25QZtKlUzpqZ8269kTlJ8DGR0BCKQbDfAL3fAHrdh8fNA+Lan6CmRWPkhpIkhl1tzxJVQgaPAq4ID4At9DybFPkaWLQ29JQ2DsWiJ7isN5WdiF4KLUtmcNurGqYdeAFWvmslgolViK0x6E9/1+o6xHcfKna0lnCGWWW7Py+N4tot1AcSvfDlpUN+v58crSMu18uJMT6mrIfy46r6+OFwOFpx7mZ/va49DKOBs/lmvME26QkhREARZs8kUJJkXxPDojJtnMLzpcEy6oh3+ysWML3annZtq38SAugP48PRZlFe1WrGKOe63u73KYYmryTUVr6FuuSDhEghagReMm23ivFUzuhq31r81JPVkPyo1hy7P0r/uAHmTxRwJ3d3K2TWug8d3+s/Fbo2s1BAEIEtKsY2R4cOHs3nzZl555RWmT5/OjBkzvP6uZqTaf98wzUv9POVxenfc8Jd1x1msyAcRfBKrGiSpuyX1FpU0SJ0AOk/S1/J9Z1i27wx2p4t9rhRVlcI2hVYxl0KiXJBW3UZxUopMCuyWu7bKtSRGJHpdWEEsYRyxQNSDqF2uNjN01ZmccprKEYlinDOmsiiRP2YjhKnkgdS9XrbmldSPqy+fjFKoxTeWK7jMDPxqNesOi1nsb1SuRoca1djdRlQ7DDepTHBuY0RwFHDW3e5bkmMuMdYchmSLq0mdK5oH6twOwL1ZogFgEATuaXQPdcvV9csfkQXh1DwjwbD4/H6qK4S19vuoSJ7cAFvc+V4279CCJIa37ew2uaxUWsHrTOdYezgDhyAaIeXDr74wTbCKF4BrK18r37Y77VgMFpYMWcJjrR/z27dGTHBJ/XaV2qmuhu1q3jgV8gwCmUIU91eqWPTOwFflA4dGfl7j0wXYlBnSMQGOZR8jNS+Ve+fdS6/pvThtF/MP8rGQoAjfNv+pOYL7rZmKUa0Vpw9ubPWr3Y8YnXrJP0CV6CqYDWbeuPYNeucXiAs3N43Lu70FTjscXu79xH1zMeyZzW83/cbnPdS7KzeMb8jL7V/GrDdzY03/eU16jf/u+I8BCoOhbrm6vJXrXtD45qwUlx4vEXvzF4zrNI5xncaJ162uz8JrWTDiH/Uy/Tt/ZWVkb4banj+/1w5CsU2r//77j5UrV9KyZcsLMJzLG1mIyCdMEx3hOcF05gywJXqtKu7tUAPBR5urVkIUXepXYMWBZCJqTKRx+SY4zgxiZ6a38I58XL0Vwa2sp/SOVIrL9Nv3z5MpJBkjIUmxwhoxX7wo/fuet6ywziBnaFeOqky4MdyvP4OUUKfT6ZjabyqLjy1m7Oqxfq97e4PbqXf8XSi0eleD+Hg9QqFcWDm+ueEbzAYzTcqrJ2vq3Aba6F+2sPHlnvxxfAHo4KsM8cNW9Yy4PRCCvRC7Uzz5E6LO8+S35dKx0EqXEy34T98Hql/D8OP/8ajTvZpc+BLP9X5bXexOKtc0Fleu3If4OpB7BjICJE1K+Q3HvZMuw33WK/Fh8VSPFg1XvTsGLhnf5cKCx/WvREzK37EK9za+l6PZRzmVe0ruCQRwV8O72JW2i/px9Vl2Yhk31b4JQ5BwSzAcIXpGCvQCx83qHrr4sHi/sNEZo55vRtaiXdV6tHhdFFvTh51CcETy52a3gJfeSnQD/3NdjTBDmJzM/ueBPzmYKSoeb8ueA9xKthBJoE+gKM+IkkiDRdnmiRoxNTiWLRpPN9W+iXc6vwPnjvo97+uU0/wTFclD896GxZ+DO9etotPJ76dSiBs+z+O5DNQM9Y/hmF/LUk9kB37p9wsmvYmN92zk78N/M++ov7z8tH7T0Ol0dKvajVkHZwFihR1StVQRv7lQGVRvUNE7SZSrzt+1XmZ/uqdvk8sl+HWoPh+K7RmpVq2aaqmmBlj0Hs9IhFuNsXeTil6JbBHVfsAQ6V110LdZJdIFT15Cu9phDJx9C61brGb88DAM4afYl7+QhklRfoZOsAoeAKveOy46tEZf6tvt4kpbuaKKrQJNBvgrdCpcgWaDmfpxHm/KB9VvoW1SWz7q5ukLE2OOYVC9QWy+11u6Gdz9DKSVfgAXcHG4JukaL5f16Xyfdtl6cUWTlqv+2QQL0whu9cbYcJOfmFWxcXsbIgoqkZUdx0eLDvF53v/IcCuasm4ibPjO/3kup5x0SzEmY1US6kLvtwM/Ln3tW71DgMoETYCKERVlN7Mh4jjgBIP4+UYVkWR4JVLUXBhjjuGHPj/wbNtnebatJzYfYYrgk+6f8HDLh/m9/+8MbVKMjt4+OHw8I/EBLoSFeoEVVb0XM4PrDSbcGM6PfX5kbLsX/Z6TGGcnNsLETyPbUb/Rv0TW+pyI6t9y0l39Zwg/5vccJZ0qd+L5ds+z6Z5NPNjiQXn7xG0T5dvH8neAzkEWkRQG8PKYTKF7RtoYy3nd/6ytp3mn1HhPTfyvY6GVN9MyiHEJsiEi0chmJynN06SUkx5pBfp9hC+RRv/x1ourJ+fN6XQ6P0kECSnvTGnoxofFK+aC8587S0LFGO/XtRdXK6oIim2MjB8/nueff56jR4+W6kCuBCTPhE5vY/pDnRhxbU3eHdTcq28LQHi1H9AZ8tCZxJVIu1rxfOIYzHemRtxuGcj17U5wJOsI3+38jkIhU36e3pwhr/YlAiXNSth8lBbDpSTSQNZ1oo9eSYUGXncNOs+FuWd4Fb7v/b2q+qBJb+L1Tq+Lr2kM5/ve34urCumEOl9Xowpp+d7lecrPatURz0QiaQ1EqCXFuS+oOlseIFA+shTGaRUnnVzB26A4blCExpa9BZnHRe+FyyUahbsUImclmYBGKRqLNegLDfrAS+oKrCx7E8Y3g53TvTaH+VwEKkZUpHyYp5TZFL9a9oxEFuOCcaXglwDtQ7Q5mqTIJO5tfO8FM9Z8wzQ9Y+rTqXInetXoxaOtHqWnXlzoWPUubArl3ARBz0sdXmLdXeuoGV2NhGXv4svv+35HEAQ610sgBXEVr7ekIVqvTvQm76RdXx2PSTdM4u5Gd2M2mLm38b3q43dZMYQfI0uI9Go0CtDBJvDwuSxM5uAJrEpaVevMC2kZNLTamFrlJmp+2weLe96qFFkJck57aWqEjNKA2e1O1u78FFT00RRxuVQ9Zr4GilRZpeSuhp6Gecp8pI6VO4qhISg1z0hxqRjrvTCRPMelRbHDNLfffjv5+fnUqVOHiIgITCbvD0ZNKv5qweE2RgxGG40rxzC2chNcgkt2EUrodAIRtcajN+XQoFxj1qXGccM1jRmflwdsonGBJ0nqrXVvybf/y/kA9B5PwPe9v+f1Na9ztuCsn9CaPCaDQ1ZbLWeO4Y4qXYHPA/+gb3xf9Ibs+F283/Y+r4eVCZbGQOWjbgbWG+inVOix7kvfGPEVW1OKnz3172OyMqukdaDqGXFX7egFB5EUcr1+HxywQ70b/PcNFXdyaA7er5dsrAbOre59MkVjACAiQfx+chRVWMXNGQGxKunxHZCX5jEq1fJkJDL9kxDDHVbA89oVIyt66apYEpZQPboGJ/IhynT1eUZiLbHYjz2N1a5jQPfduCggvTBd7vESYwkizldK+HpGwnLOMOk2T+XTjG1/sJgs8iyF6AQdgk7gs9NnaVaxtafCLTuFmKwUiPTOJ5l9aDbXVbnOL5dJZ8whosZE9D4N9e5pfA8/7/4ZENvSK/FNgPY6niFf9Iwo3P7/3v4v8Z9dA/lZxfv9t72fuxa8yF05uZD8FQAfpaRwesDnDCrXTJQLcPnoMtW9AQZMEKvMDixQOSjg7pPD0VVwdKV4O7Yq+BpKeWepGlWVNhXbEB8WL2uGWHwWFF2rduXpa56mWUIzhs0fBsDNdTxKssrPq165eqXqVS4JHWt797SxO1yeltGlQLGNkfHjx5feq19h2O3iia13rxQdLodcSeKL3iSulvdl7ubBRQ/SK9wjGCdJF/tyzn4CnV4MkwyqO5i2SW0pH16eo9lHKR9j5ZY2tfhmpegBuKdjBabtXIbOJF6gn0k/x10Dv8AoeTYCeSaiKsDgb6DjaPHi5NNB2MuwsBYt4uNX6ip7Rkr/hHq5w8uMWTLG02Zdb0dnSscYeYA8ncczIsnVx1pUSnZN4eLYnFYq69J5Kft1mAq8cMo/KTRU3C7fHB/PSDoBSoZ9PDwAGEqQOQ9iYnKw5GQ1zNFyqXdYYRZKYyQxItHLo6QzFHIiXww7qnqarnAEQaAwXwxbvdh2HBWiLYyY72liGB1qxdp5YPe5b/ARFIx03z9nEX/3ja1WuuUXoCtUJCtnpxAuqLvd5x6ZS9MEb7nz6685ybosjyEyuO5ttKvUhutrXC8bIz1r+Pfc+fL6Lxm9ZLT/i+icJJucFLgXO1/0+EIMTThK4Ek1mCC6EmR7mtF1LSiEOrfAghf9DRGAG8a5575vRa9HzWtFzaO/FGOVxrJN0TU7upJH60eiIANDdEV+6PMD4FFj9TXGdDodw5qIRsjPN/5Mal4qTRI8+W/KapmkiIogzWsXwKscCrUrRLH0qa70+EjURLKrNNA7H4o9ww0bNqxUB3AlYbW5P069jfUp63ls2WNUjwntQuBSxN/8ch8U1K5+glMFEO5OtKwQLpaojbkhkaFNGpNvc5JVYKcg9hfCq3os/GiXC+OZvZ4Ga/oiXH2VW4p/Pni5Ya3qMc+glGRyCZFOlTux9q61PLviWZYcX4Ilcb5cvaSGapKZTid6R3JTqaxT9JLIPBa850sw3J6Rdg1rsk2hc5XpCNEg61jK3WbbPQDrA6tFElsVzooDDU9qCXg8NJJn7Pl2z/Puem+3vqpxd4VjdXjOW4vJ3SNG0ZvFVNR5Vgr0slRkVX6mfL988jaYdjcM+hrMkcQ4nSgzQ5Pzm6NjEaRshT/vFz0COclEKIT5Eh0OzrgVdjelbuLvQx6dE4AMvXeic/XYKvStLWrbfNj1Q07lnvJUnijoUrULf/T/gyFzhnhtN8etYXPEMUSVI7cXQRA8SZvF9QzGVvUyRgD4aQAcX+29rccr0PIuTylrWAy0doeT4mvDgYWekIz0ve72qBBjifbTQAo0LwbzDLVMbOm3TVkoUEH5BZZRmAZEg8Ri1GN1uLCVsjFSoj7Ahw4d4uWXX+bOO+/kzBmx1HTevHns2rWrVAd3uZGWLV6oBV0hb6x9g1x7rmrvBzUcgsda9w3rgCekcKpAbE8tJRZK9fJbz27l7XVvM6BjIR/d3oSFx7xdjdEul+hadLpfp4Q/aC9PRxFhGlUuYJgGxCRbqcQ3mCECAYwRkPvgJOoU8fAMdSXcInG5ZM/I07e0Zf1L13sOWRhCzLXtKOg5rmSvHYheb8LQ2eKxAZJ8Yt7l68Adv0D1jlgGehstjePFC4yv4fFA8weK1Fe4ErHaPRNymDvRWa39wYVkQHh1JqWe4en0c/TMy+f2nFzY+7ecFJ3o9PYEOO0Kd/uOP0StjJMbiVB4RkZlZjOyithyIMeew1fbvvI6xoFzB7zuKxOde9fszcimgfuXSAsoJYYI7zkvbMlbov5NSZM2Y6v6b/M1RADK1fDX1FDSUOEZLsiAz1qBshFopRZiNeBQhSCgiuI0BDdGAFEF+/hauYig+dmj1LI76B3bAMNXitL8MkpglTAbpC7RpZszUmxj5N9//6VZs2asW7eOGTNmkJsrTvjbtm1j7NjQSryuVE6mi+5QARfZNu8fZCChI4ls18mgj7eq2MrrvqT8KJ3Yi44t4te9vzJywUjumesvS1zLbofUneedQHrenhG5PO3CuRqLPOndBGxk5l7pVERhjPi03fbCXghbpoqJcbY8j/cH3AabeNJaIuNIjA7jm6HXoNfBTe0a+B+rUX94ZK3nfos7Sh6iCYTRArW7Qp93YfQGaO3j7bzhdbET78j56OJrMqDuACpFVuLdzu+KiXTgZ3j8r9X//AXbrgIK3boYeh2YDOK5ofSMXAz0RgudCgoZlp3DJ2fSPAJ7J9YBkGj3NkZsNh/RrXnPwurPvDwjFkHgpoa3hzyGovRWlJQPL8+zbZ/liTZP+OvquDEeXwunFBUrxTZGVLQyJJR9rqKDJyDTdLDY/wVg55/ei5KGN4meERDPpxpuVekA82KnyiqNZJUVKd90h+97w2Ex8dzy5/38dTKZD7cu8oRuw8qVWc6IhMkoGSNlHKZ5/vnnefPNN3nyySeJjvbEQ3v06MEXX3xRqoO73EjOdMoJPb41+43jG8tdGNXY7Hg16LGvqXiNl7SzdPKrqfntzdjrdd+sN1LT7hBjpbIxUkLPSHGMEZdL7JkCorW/7VcocF/gL6B1H6oxopbNDiCEl0MHJOkU36GPtooX/30s6rPEVBHfZ0wlsYU3eBrT6U2yq/mGxhXZ9+aNmFw2ODtdbN0tJY/G1/ZuZiWF1S4EBqMofCcZiOHxYiMynz5Ab1z7ht9TG8Y3vHDjuozIc7d2iLQYZa+hNUD33AtGoHP5lFheH+WwEu5yUeA+F5vXqAcH/XdXqgQLsVVJKO//Hc8ZMEeWavd6bjHDKFJlza40dW96FYdPXkdxL8BxNQM/1v9T+MNtgAfzioA4f9W/0V/gDLxkDwCPYXJ2n1j54v5e5g6ay46zOzztMlwuWPkRnFgLJzbAnb+KOSqS9smS1+XO214Zdw36wg1veObUMkI2uh1lHKbZsWMHAwcO9NuemJhIWlrgzodXAzkFLgRnAAlllWSuYIxsOpLbG3hWJl4yxHjcosE8LlIW/CctHhMjji6HJ3mrhMZIswoKl35+RuAdl74Jb1cSvTEA3/SAWQ97Ho9RcaOWEqEYI4UpA1Rj2gBn7GJIrKIyTGNXGCOCIHpCzrr1YqSYcvYpyEmGU5vg6+5wcLHYjA7EPjuKEJfJoBcF1u5fLMbsJaKSREPtof/ggeV+hsEFIamZ6I15fHuxXu/Pm/+kdmxtPujywQUc3KVNnrvpZaTZc2G66MaIotzei3wx50nnsBGvWMU+3/c6scuzD8qjCNc9ToxKDlDN2Jo8305U4VSW+RfHM6JETdL85+RU/74xxQ3rSv2tfNEbIUpRMaS8HYhAc6XdZ4EiGSPL34EZD8ibq0VVpW/tvp4Q9/55Yin9wcViyGfWw5CnyE9L3gILVdo51LsheGfei4TJcIl4RsqVK0dKSgq1anlfHLds2UKVKiodDa8isgvt6Mp5JqLu1brzcbePSStI83Nhd6jUgbUpa30PIdO1aleaV2hOfFg8nat09tNwiHTLIwfrc9A+qT3Dmw6H0+68Faf9vMM0o5qNwpSdQvdVX4PtOGSeEGOmX3cX+5kM/FoMNaxwX6D+fgLuXwTJChG0er1KP/SgoEG8SvjDB3tmu4CPnbGHURGobckBaYFmF/vU4HSIcfa/3B0tX8sSxcl8Sd4MUwZ77kcF7oVBecUEIyXD+eZxXGh89WVCoH5cff4acPU1x1OSZ5M8I54Lc5wlzs8zekFxBDB+nFYxQTX3NI86TTyXKM4VCRHxMHCiGILYvwA2+PeccuqNfoqw3/cW+7Dc3ehubm9wOxtPb2TUQjHvqLieEQk1Y6SFtRTCXIkBks0jykOCog1GKBVygby4PrIHsjECsGuGOA8KLpj9KNz6vajzk3YApt3l/TyD2T/Zdo1KlCGivP+2MuCSyRm54447eO6550hNTUWn0+FyuVi1ahVPP/00Q4eWXEXwSiC7wLvIrnu17hj1RpIik/xW60+0ecKrcZySCT0n0CqxFUa9kUdaPkKzCs38PCNSUzrVltZuZI0D6YRXhmlKmOUfZgzjodaP0sDmfq9ndouVGe7Gasx8QPSISOSniwaLkpvV+zaUFl2rdi1SjCrYTz9TECeoCiguKNIqaMYomPWQZ3vGEUj3TuZTJdhEolydlWGmvEbxUYZpJN7v+j4tKrTgm16BG0uWKsFCiDv+AJedcopVbKzZ7fGodwP0+1BuggZQTS96ODpX6ex3qLZJbeXbRr3Ryyvrq9QbKr7VRiO5xkc2DT95gZAItNiJKA+R5eF/m+Gpfer7+B3LxxgpXw/u+BXq9/beXqe79/2lb8Cf94mtFlZ+JHpUJ6v0owmLCZj06kV48dtmXAgulGek2MbI22+/TcOGDalWrRq5ubk0btyYLl260KlTJ15+OUin0Cscl0vsmmtLF5OYos3R3FL3FvnxGHMMbZPa0jC+IQsGL6Bx+cbMHzyfbUO3+a0OrqtynZ8+h06nk1cm4AnbhBnD5LbVg+sN9nqOU3Cv2KUVjst53tU04ptLggS398GWKyZwBiLjEIxXaBQ8uKLopLHzJNYSy4LBC9g2dBvvdJhY9BN8SHeJXqcYh8J1assXQy67fJpBftYytINGqxuegBi+6fGKmCjX8KZijVWjbMmz+Ydp6sfVZ0rfKXSo1OHiDEJ5/j2wHO5b5LfLNYWFNIqtQ68avfx74ChyRWY2f5Jlty2jUpT371XZJVsiMTx4Un4o+M59yQk9oMo17kHfB0N+gFu+8n9iKNz5G9TqAu0V4WFpUVC+TujzkO9cOXIBNOzrv1+j/jDkR//Xko5xdh/knfV/niXGk1sWjBL08LoQSCXs+TYVj/B5UGxfudls5ptvvuHVV19lx44d5Obm0qpVK+rVu4CJdpcBeTYHggDWs735/rbhtKvc2is0o9Pp+K7Xd/Jt8Gg2fN7jcx5e/LD/QX1om9SWh1o8RKw51ktgqn2l9qy6cxXRpmj+PPCnvL1XjV7iDelkcp1/mEYmvpboDbHlecR4QqFS4M6/pYn02UaZFSu23NYQtRlnQVU5CUuNFIeKUJU9H1Z9GvxFGw8QQy4rP/R/rHkRlQldnhb/NC4rPJ6R8+xfdD4oPSOVW3lXaLgxA7/1/AadWrgwbb980xJRHotK6Fde2ChQho5LKu7me1wnLvFin592/ouWBn3Ev60KkbLIwGHtgCjDNKYI0bMSiEYeBVUvT4bggpPrPfcHfQsz7hdvH18jV9AE5RIJ01SPj2D7ySwOnc3lBkLrAB0KxTZGXn/9dZ5++mmqVatGtWqe8qmCggI++OADXn01eFXIlUpOoTgpmfUWrq3aXnUfPzVSN9dVuY5rq1zrVS0TiNEtVdQLET0vAGM7juW99e/xWY/PPFoQyjCNlPtwvuEASVZ89v9Cf86N75/fa5aA2HCP0VbV0JMXuo1h6KQT4BJwugQMKl0nd+SrrED2zAludL2a4fFAZR6H3FQYOElM8o2tKmuXaFxZqIVpLjq+nskA1Ra6QEmgyt+1VMbqg5oxotPp+PL6L0nJTaFOOX/PSSg4fNRQBzS4XgyxlKb3VFlZU5ILunKuLGoO0+uh74cw92mxSk7CafeEq6+5D5oPgY3fiYaII4hnWcklEqZpmBTN39tT2Ho8s1SPW+wwzbhx42RtESX5+fmMG1fK4kyXEfnuRLaIEq6QDIEy4ovJrfVvZc1da2Q9CMDbGFnm7nVzvsaILd9/W9fnPLd947zxdaD9g1xsEiI8CWr1EirSJqkVuMSVzpI9p/nuvyPyBQXEJOQV6SpJbcEMkYjyHkMERDn9YXPEssGkppohcgVT4HZVS126y4TEEMusQ2nUF2BeCFSh1qVqF24vhh6JL0pjJMIYTZe6F6DKroLi8ymRMaJ47/G1Au8nIbVfUPZ6suV5QjHSfNCwX+hjMEdfMKHI4tKtgRieW7TnNOfySk9Tp9jGiCAIqiv8bdu2ER9/aVhuZUGBTXSNhpvK1hgBlQx1lYz18w7T2PL8tyU1gyaDxGqZ/p95P3bHL/77XwT0ilXikz1aYjZ67j/w8ybe+Hs3o3/xVPqcybaSK4SzmWAVOT6//yLayGtcuUhy8BZjGRojnZ+G654U80UC0e9jb4M5RN6+7m2SIpN467q3it65BCiNkeurd7sgr0FEPNTrLea5XRNYGTYgykpIpQZQIOLdXqICRQJ8YabHGJHK54ujnRIRQKCxDGhaJZaGSdE4XQIrDqjkwJSQkI2RuLg44uPj0el01K9fn/j4ePkvNjaWG264gdtuu63UBqbk6NGj3HfffdSqVYvw8HDq1KnD2LFjsdmCW2XdunVDp9N5/T300ENBn1NSJM9IeAlXSKVpjPhxIYwRu4oxUq8XDJkMd//hnWx13+LQV2+ljBS+AqhWrjxGvQ7fyMzyfWfZfFzUFLG6FTWnG1QS1ADGbILnjl6IoWpchki/F6WRe9GxREHPsWK+iBrXvwptRqg/BlC/j/hfJa+pf53+LLp1UUBNnvNFaYw81+65IHueJ3f/DqPXlSz8o1x4RYXw/PJ1RJl5r2PkeypmJGNEzdPR+SlRY+jxndBSoaSt0lG7LGlcWZxXU7NKr/VByIHO8ePHIwgCI0eOZNy4ccTGegRxzGYzNWvWpGPHjkGOUHL27t2Ly+Vi0qRJ1K1bl507dzJq1Cjy8vL48EOVZEEFo0aN4vXXX5fvR0RcmM6i+fbzc9d2q9aNxccXX5gun2qu1/NV9vT1jNy32L8e/85pYvv6am0pK6LN0fza71dMepNcRWA06P3UAzcezaB19Th5pbvd1AKkMHlsdcg6Dr3f9ogOPbpF7FMBwdUeNa5obLJn5BKVwq/WXrzABWPgJFFvpDhhg1LCrgh/XvBGiwFy9oqkVmeo1BKqdwhN/VSnE73EmYp+O47C0DwjDft5NIbajoStU/z3uQSQPIHWUlRhDdkYkbr11qpVi06dOmEyXTw9hD59+tCnTx/5fu3atdm3bx8TJkwo0hiJiIggKenClpICzNsh9i4paZimf53+xJhj/Fp1lwq+npF6vYqu7iiKHi/D7wpdmSSVcTdQqakvA3w/UzUZ4w1HzzGotVV+rMAUB5LRL6064xTx4vja0OlRWDcRbv7M73gaVwdS51JJCOqSIxQ9ofBy0OI854MS4pvAekliCocH/y3ecxIbi80KJZxWKMgUb0v6T2qekRiFbpTSuxIsBFcGSMa35BksDYp9BnXt2lU2RAoLC8nOzvb6u1hkZWWFlKMydepUEhISaNq0KS+88AL5+SqJlwqsVmux35MgCPy+UZT93nYihHpxFfQ6Pd2rd5e78JYqSmOkxZ1iGEWqhikpjW+B0euhxrXQ+53zP14ZYNDreLSH6OlYtPs0A79a5Z0DcPefcO1j7pLdOv6rol5vwPMnLr5a6lXC5RCelbr2lmmYJhgXUOm4NLgsjJGSoBaWljwlke45Xs0zoqyYiUwQ2zQ8uSdwCK6MkIyR0uxPU+xfan5+Ps8++yy///476enpfo87naUrhKLGwYMH+fzzz4v0itx1113UqFGDypUrs337dp577jn27dvHjBkzAj7nnXfeKXZVUGq2J25mK2VVulJB6Z4sQRJbQCo0gBFzS+94F5ma5SOIi/SsTk5kFMjVERaTHur1FP+CYSqZ8qRG0VwO4Vmr8xIP05RQafliYS+ORtHlRAUVY8SWC+g87R/UZOZ9vSUlaNNwMfB4RkrvelfsM+iZZ55h6dKlTJgwAYvFwrfffsu4ceOoXLkyP/30U7GO9fzzz/utYHz/9u717kB76tQp+vTpw5AhQxg1alTQ4z/wwAP07t2bZs2acffdd/PTTz8xc+ZMDh06FPA5L7zwAllZWfLfiRMnAu4rseqgv1F2yaKWzHqVEeZWEBzasSY3NvVWmpy86ghwCV9criL69OnD5MmT6dWrF7Vr1+bmm2/m6aefDrqYkJDCs9JfTExMkc8pCdLK0FyW1TTBuIDdsUuDC5UYW+ZUaATNhvhX75SrBma3YXy+RQRliMWdjiB5BkuDYl+Z5syZw08//US3bt0YMWIEnTt3pm7dutSoUYOpU6dy9913h3ysp556iuHDhwfdp3ZtTylVcnIy3bt3p1OnTnz99dfFHTrt24tiZAcPHqROHXWRHovFgsVSvBN4ylpPolJJc6QuGpoxwh8PdmJPSjZDrqmKTqdj3mOdufHTlQCsOyKW45VpqaZGQIoTnp0yZQpJSUn079+fV155JaB3xGq1YrV6ms0VJ9xsdVyiYZruL8GaL6Hnpa39NKbVGCJMER616CsFvR4Gi2062Ohp4+GVE3IZ6w9JOVKlmTNS7CtTRkaGbCDExMSQkSFO3tdddx0PP1y0pLmSChUqUKFCaDkSp06donv37rRp04bJkyd76UeEytatWwGoVClIn5AS8N7g5jz753bScqx8MKR5qR671NGMEZpVjaVZVU/mfqNKMTzTuwEfLPA0zrrkLi4aFyw8W5LQLIgT8ZZjYkn4JedJ6/qsqD9SgnnyYhJpiuR/rYqh4ny5E6Xo56Ps1h2RALcVL7JQlkj9aUozLaHYv9TatWtz5Ijoym7YsCG///47IHpMypUrV2oDU3Lq1Cm6detG9erV+fDDDzl79iypqamkpqZ67dOwYUPWrxf1/w8dOsQbb7zBpk2bOHr0KLNnz2bo0KF06dKF5s1L12BokBTNX6OvZdXzPehUpwS9Dy4mmjGiyujudb3uX7LVEVcAY8eOvaTCsyUJzQK88OcOctzqvZek8XqJGyJXJZEKY8Ts6e3DwElQ89qLP54SIueMlGWYZsSIEWzbto2uXbvy/PPP079/f7744gvsdjsff/xxqQ1MyaJFizh48CAHDx6kalVvuWDBrX5pt9vZt2+fXC1jNptZvHgx48ePJy8vj2rVqjF48OCrurMwULoJrFcY/VtUZs62ZAD2n84p49Fcufzvf//jwQeDtwa4mOHZkoRmAWZsOSXfviSNEY1LD9/QzPC5cGoT1L2+TIZTUswXIIG12MbIE088Id/u2bMne/fuZdOmTdStW7fUPQ4Sw4cPLzK3pGbNmrJhAlCtWjX+/beYteFXA5pnJCAv92skGyOH01QUZjVKhYSEhJATSi/l8KwSi+ZJ0wiFVvd436957WXlEZGQcup2nCqZlIUa530G1ahRg0GDBhEfH88DDzxQGmPSuJBoxkhAKsaE0bp6OQCuq3uJh9uuAi7l8Kzg049IiqFraASk+R1XjFqzFMbOKrDLC7jzpdSuTOnp6Xz33XclcqNqXERC6dx5FfPN0GuYtuEEt7a5AN1DNYrFpRyezS7wFuuqV/ECtHHQuDKIrgw5ydB0UFmP5ILQpX7pCHXqBF8Tv4Rs27aN1q1bXxTRs4tJdnY2sbGxZGVlXTCtgovCf5/AvnlwzwyxsZaGxkXmcjmXQhmnw+liZ3I2A75cxXN9GvJwN3WpAA0N8jMgbb/YJ+iS134IDZvDxfN/bufaugkMLmLhFup5rxkjRXC5TKAaGpc6l8u5dLmMU0PjciDU80kLdGpoaGhoaGiUKSHnjAwaFDzelZmZeb5juSSRHEcXswmghsaViHQOlZIz9oKhnfMaGqVHqOd9yMZIbGxskY8PHTo06D6XIzk5ot5EtWrVyngkGhpXBjk5OUXOJ2WJds5raJQ+RZ33pZYzcqXicrlITk4mOjoa3RWSfKShURYIgkBOTg6VK1cukV7IxUI75zU0So9Qz3vNGNHQ0NDQ0NAoUy7d5YmGhoaGhobGVYFmjGhoaGhoaGiUKZoxoqGhoaGhoVGmaMaIhoaGhoaGRpmiGSMaGhoaGhoaZYpmjGhoaGhoaGiUKZoxoqGhoaGhoVGmaMaIhoaGhoaGxv/Zu+44qYn+/WTr9QrcHdzRez16kSJdQIoVfS2IvWAByysqKIq9oa/4w4JiFwURlSa99957OTi443rfmt8f2fRkN9nNFiDP53Owm0xmZpPMzHeebwsrdGFEhw4dOnTo0BFW6MKIDh06dOjQoSOs0IURHTp06NChQ0dYoQsjOnTo0KFDh46wQhdGdOjQoUOHDh1hhS6M6NChQ4cOHTrCCl0Y0aFDhw4dOnSEFbowokOHDh06dOgIK3RhRIcOHTp06NARVpjC3YFIh9vtRm5uLuLj40EQRLi7o0PHFQuSJFFeXo66devCYIjcfZA+5nXo0A5Kx70ujPhAbm4usrKywt0NHTquGuTk5CAzMzPc3ZCFPuZ16NAevsa9Loz4QHx8PADqRiYkJIS5Nzp0XLkoKytDVlYWM6YiFfqY16FDOygd97ow4gM0TZuQkKBPTDp0aIBIV33oY16HDu3ha9xHruJWhw4dAeH3HTkY8MEanLpcEe6u6IhgrD6aj+vfX40dZ4rC3RUd1zB0YUSHjqsUz8/bh1MFlZi68GC4u6IjgjH+2+04U1iFe7/ZFu6u6LiGoQsjOnRc5ahxuMLdBR1XAKrs+nsSDtQ4XHjtr4PYeKIg3F0JK3RhRIeOqxyGCLfR0KHjWsZX605hzqYzuOvrreHuSlihCyM6/MK5wirc/fVWrDt2OdxduWbx89Zzsrupoko78zmCQ3roiCAYdJk1LDhVUBnuLkQE9GlKh1+Y9NsebDhRoOuZw4Td54rx0oL9srupl/7Yz3w26quMDgW4lhg0t5sESZLh7gYAwOUW9+NCSTXyy2rC0JvwQRdGdPiFo5fKed8/Xn4Mz/++F26JgXW14Y1/DuGtxYclz/21Nxcbjgdf93uuqMrr+R1ni5nP19Iio8N/XCvvSY3DhUEfrcV9324Pd1cAAG6BUFRpc+K6d1ah21srr4n5lIYujFwj2H++FD9vPafZbqDC7mQ+u90kPll5HL/vPI/3lh3VpP5IRUGFDbM3nMaX606hwubknTtbWImnftmNu2dvDfquSziBcVFld6KgwsZ8v1YWGR2BIZJfk9VH8zHi0/VYczQ/4Lr2XyjFqYJKrD12OSKMu4VD+XxxNfO5xqm+f8WVdoz83wZ8vf5UoF0LKXRh5BrByM824KUF+7HiMH8wrz6Sj3tmb8WFkmqZK6XBHUBlNQ7m86y1J2Wv2XKqEJP/2M8rH+lYuOcCBn+0FsfzKCaoysZODtUC74Nnf9vLfC4XCCpaw+1mP5MkifIaBx79YScW77+IeTvP88rqapprD/llNVh+KE/VzjpShdaLpdUY/+12HMwtw33fbsf+86WSQkSlzYkFu8+jtNr7/MK99mKpelXIhuMFmDh3Dy6X23wX9oHvN5/Bov0XZftXaeP/zqUHLuLpX3d7jR3087Zz2H+hFNMXSbO3kQpdGLnGcCyvHKcLKvHrtnOocbgwfs52rD9egOn/HPK7zh82n+V9r3G44HS5ReXu+HILftl2Dv+35iQKK2wY8OEafMBhUoor7Rj80Vp89G/ksCtP/7oHx/MrMPjjdXC5SZ4gVWXnCxxc1UhhhR1aobDChjkbT6Okiq3TxZEGXW4Sn685iaUHL+Hxn3bB7uTf+0hdZHQED8M/XY+Hvt8hEky9IVJl1r05JbzvIz/bgAk/7xIFaXvtr4OYOHcvnvt9L7zhEkcAuahyEzZv53ncPXsrFuy+gAe/36HqWilIxQDizjGVnE0NSZJ49MddWLgnF5+sPI7CChvu/WYbnvhpF4+J5Y53mx/MypFLZbjr6y3YeTa0QfB0YeQag9lIYOrCA3jxj/28nfwlCWOpk5cr8MOWs6LdlXCx+3D5Md73mz7fhC5vruAtnlz835qTGPbJepy6XInPVp/AH7vO49dt5/DFulM4nl+BT1ed8PfnaQquRwoATF14AOU17OTgLS4DV00SKJ74eRde+/sQb5LlTj52l5u3SxMKH5G6yAQL69atw8iRI1G3bl0QBIE///wz3F0KOQo8wvCstSdlx6EQkSq0HhHYpwHAisP5uHXWZry0gDXU/t0jeC0/lCdbV25JNZ6ft4/5nlfOn/dcbhKHL5bJMkrcMSgUkjaeKMDgj9Zi2+nAFvGSKo4wwtnwnClk7cQW7slF5+krsO7YZSzafxGNX1qMu77eApIkYTWxy3qOD9syLlxuEg6XG/d/ux0bTxTiP1+F1tVYF0auAXAHltFgwHqPgSWXHuS+wDRG/W8Dpvx5AN9tPsM7nufDyvvwxTKUVDlw66zN2Hm2GDvOFGH9cb4LcD5n8Zz02168+Md+rDwsP4mEAzfMWMf7/tPWc7jzqy3M9yq7EzvPFuHOL7eIdmPnCpVPAr6w5RQ1uXFVbFziyeEkeQKHychfVK41NU1lZSU6dOiAmTNnhrsrYcepgkoMFbzHcohQWcSrsfbPW89h2CfrJT1SpPDrtnO87xPn7kXDFxfhkR92oLDChk9WHsewT9bjK469RYXNiTVH8yVZBu6m4K6vt+J4fgXu+noL8stqmPLFlXbFtilOlxs7OQzrwQtlACi2+f458ga3JAlsPFGIf/Zd5AmftMqq0uYUqZXnbDyN7zadYdaH5+ftRYdp/yLXwxzZnGJ2O5jQE+VdA+BK13LrksVk5H23OV2o9Ly8Kw/nY/x1jZhzQsZADifyK3DL/21S3M/j+awetMbhQpTZ6KV08JHvQydcZXfhmV/3oFDifiw9eAm3dJZPlx0ozhSysQlsLhdP4BAKH74Wmf3nS/HH7vN4ZmBzJESbMHP1Cfy24zw+uSMbHesna9rvUGDYsGEYNmxYuLsRMcgrs6GgwoZacVav5aojwJhTCrk+VCmHL5bhf6uOS577fUcODlwoxeThrfDET7uw8oi0Aeyyg3kwGQzMBu3tJUfwSL8mAID/fLUF+86X4qmBzUTXvfLnAaQlRPHOOVwkur21El0aJOPzuzqh21sr0bZeAv55so/P32pzunkbtxfm78MtnTMx7pttOK0gHsmTv+zmfd+bU4o2dRMxxKNmXv/f/qiyueAmSbz2N6Wan7HiGKrsrpALH0Lowsg1AK4RlJwtw7bThVh37DL6NKsFgiB4Ft1OtxunLlegQWosjAaCeWnrxFuZBXvS4OYoqrRjzqYzmvT5Qkk1asVZEW81gSD4GR+dLjemLzqMHo1TcUPbdE3aE0LJTuae2fIxVgo1VNNwkV9eg/9bcxLfbjzDHHO4SN79MQuinJXXOEGSpGzWzJGfbQAA7Mkpwe5zJczxmz7fhDPvjNCu8zrChoO5ZejXvLboOHe373CROFdYhfqpMaHsmk/QxvUZiVGyBqczVvCFEbebhMFAMCqZ+CizrCBCY+NJvkt+wxcX8b5LqX9+2koxLde3EN/bHWeLMWXhAQDAAQ/DUVJlBwECiTFmyT488N12nLzMFzrm7zqPrRzVz6BWaVihkEV+/Z9D+HnbOeYe3jN7K8O00iiukjb4jQ7xZjBihJG//vpLcdlRo0YpLrtu3Tq8//772LlzJy5evIgFCxZgzJgxfvTwykWFjX3ZPlstbY9R43Dj3m+24eeHuqNXk1oo5uz2t5wqwoAP1wIAlj7Th5nAUmItSI2z4vDFMtzeJQtJMWbM3Z4ju8OyGA2wSxi2Nq4VK4pCONDTHg2TgcAPD3RHzyap+GnrOczZdAZzNp0J2mLpSxXlC7vOleDF+fvw5MBmqJcUrUmfCILy2FkviGPicLph5AgaQrff9ccL8OeeC7ipo3emhiuI0Dh5uQJNasf53+krADabDTYbKzyWlZWFvA+783djbc5aPJ79OCxGi6JrPl15HBaTAa2bXECyNRntareD3elGfrn43c2TWcSLK/kL0fxd5zFxcHP1P0BDFFfacaqgAp0bpCCnqAo5RdRCemP7DHy1/jRTrmV6PNwkiWN5Ys+SvPIanu2G3LzHRZXN+wbkUqk8QzPqs42Sx5cdZIWGLacK8eQvu0EA2PjiAEhtDYSCAgC8wLFxAYCRHTIUCyMAxVB7q18OteO9M2laI2KEEaGAQBAETx/H3dW5XMrpRFp/fP/99+Pmm28OuJ9XIrhGl75wIr8CvZrUkjQaA4AJP+/G5GEtAQBWsxFzH+6BsmoH6iREAQD2vzYEbV5dJkn5vX1zOzwrYen+/m0dcN8325ASZ4HD6WZ0llw43STu+3Ybbu6UiV8Eet9gQM4AtXa8FdlZSbxdEkGIYwUAwK/bc5BbWgOTgUDdpChMH9NOdT+4O1eShEgQASgDVq5m5kVO9FUary48KCmMSDE4LdPjmef/78E8PHb91S2MvP3225g2bVpY+3DvknsBALMPzMbSW5aiXlw9r+W35ZzC/x2ZDMJUDuOZXADAS60WYbLEswfkhevCSv7zT5LZsYcSIz/bgPPF1fjtkZ54/KedzPFnh7RApd2FwxfLkFNUjY9uz8b7y45ICiNP/LQLuySEaxo3dayHBbsv8I5JbZS4kGMQlOKOL1l7s+1nitAhM8mveka0y4DJYED7zES8uegwlh68BAAY3i4di/dfCqiPPz7QHWkJVgz+eF3IQzBEjAGr2+1m/v79919kZ2djyZIlKCkpQUlJCRYvXoxOnTph6dKlquodNmwYpk+fjptuuilIPY98FMioZga2rINH+jXmHfvM48nyyp8HJK85kV/BCBpWowFRZiMjiACAyWjA1JGtRde9NLwlujVKYb5PvbE1Dk4bim0vDUTnBslY90J/LH6qD7pyyghhc7pDIogAQAVnl9SzcSqua5oKAPjgtg6omxjFKzu+F2tP06ZuAu/cumOXsepIPn7c4l+/t58u9llm/s7zcPow4EuOZXfbf+3NRec3luPfg5fwzpIjorKf/acT3hjTFgCw9ljgQaYiHZMnT0ZpaSnzl5OTE9b+vLT+Ja/nC6oL8MCq0TDFHYUxKpc5LieIAJC1NxDafwk95UKN8hoHoyJed+wyb+6KMhvx1k3tsODx67DjlUFoXTcBRoMBgBuGqByAYDdd3gSRfs1r47YA7bmWPtMH469riFdGtPLr+j05JTwHgjoSLMS4ng1ExxrXioXJaMCI9hnISonB4/2b4PYumfh2fFd8fldnv/rCRXqiFXXio0AQlFfPpdIaFFbY0OOtlXh1ofSaoBUihhnh4plnnsGsWbPQu3dv5tjQoUMRExODhx9+GIcPX1nBXMINqV1Rq4wEvDQmBYcLj4DYVADSmQCQFuSX2/D2Eu/3l56wrGZpWXZslyy0TI+HyWDA6JkUfRlrNSEhmt11NU+LR6zVhFgr9QrSi2XTCFEJVHH8+2fd0xlWkwE5RVVolhaPYxzWqH1mIm7vmolvNlL08fu3dsDwT9dL1ul0uWEyqpP/j+ZJM1RcfLHuFCw+6qUt6Y/nleMpj5Hbwz/slCxbO96Khh67gZIAd4NXAqxWK6zW0FLS3rArfxfsLjtqXDVIsPCF24LqAvT/rb/MlW4I95f9W9TG6qOXsfTgJbzrcsMseE/OCLy+SnwEDAs2znL6w1WtSHn7AUCvJqlYe2k+otL/gaOsDWou3OO1/kf6NcbkYa14rvBTb2yNL9edYsIbEATwyR0dQUBsEAoAn97ZES3TE/DqyDYA4FdwsfeW8mMpdRCwrQCQwVHvPjOoGeKjzBgmsJFrn5mE925NYr7f0ikT83cpjy3DtJ+ZiEa1YtG4VhwMBgLt6yVi7/lSbD9ThGq7C5fKavDd5rN4dmgLJEQFhz2LGGaEi5MnTyIpKUl0PDExEWfOnAlq2zabDWVlZby/Kx1SCZc++09HjFk4BpM3vIi4ph8guv5s5twXa72HEaa9R+QWQJPRgM4NUtAiPZ45Vm13Id7qW/a9u0cDTOjfFDd3Ymnq/3SvL1k2OYiUMh3qvV/z2kiMNiPKbESzNOr3ZKWwBn4/3N8dLdMT8N4t7fHhbR1QK05e3++LBpbC2ULpHe1n/+moqO6sFGpCyy+3oaTKjgk/iydXIRKiTMyz9afP4UZFRQX27NmDPXv2AABOnz6NPXv24Ny50LBqWqDzj51x3S/X4fa/b2fU1Z/u+lQkiLjtSewXQqyOffMmSjVYZXeJjLJrHC5METCgSmOSBAtywu9X93YBABwsOIi5R+Yy92Rcr4ZIzKAMsM0JB/HJHdmSLAONhqmxAIBacRa0zkhArTgrbumUiUa1YpkyPRunYlSHuhjZoS52TxmMkR3q8uoY2T6D9/3dW9SrX4Xo3IDvtfbVvV2QwWFgR7TLwAO9G6GuD/uzaaPb4L83tOQx3l/e0xl3dpOeQ2ksePw6zLijIwwefW+qx/NK6A5MuxoHAxEpjHTt2hWTJk1CXh4rKebl5eH5559Ht27dgtr222+/jcTEROYvKysrqO2FApcFdgGP9G0sMko0xZwFYVSWypoORSzHjNDguubGR5lgMBBoWicOFqMB2fWTJK9JjrXguaEtcDPHvqFbQ2nVjdPFqiZWnVuFJaeXKOq/EtABzeIkBKiBrerggd6N8O34roxV/O1ds3BL50xEW+Qt0G0OZQs7Ny6MXIyFG9vXlTzORbdGKVj/wgBGIPn3UJ5PpuWB3o1AEASsnmentM+RhB07dqBjx47o2JES2CZNmoSOHTti6tSpIe9LflU+JqycgPXnpdkyXzhcdBjtv2+Pdt+1w1f7v+KdMzsaofLk8+wBCWEkLop9fx0uvirvFMdr4+G+1OK1+shlxTE7NAFJAhf3Ag5KNVMsIwylexbmOxbdgelbp+PvU38DoNzYYyzsPNQyPYEROAAgOysJO18ZhNs6Z6Jn41Tc1JHa5BAEgd8f7YmVk/ohMcaMVM4m4tkhrAFvcqwF/7uzI8+zROiVNrZrfdkNkxAJUSbJuD+dOC70fz5xHQa3TkOMhX12mcnKPJzirCY8dn0T3NKJnT+HtEnH2zfzBSZ6TqBhEPSJ3ozYXG4UcZ6J2rQhahCRwsg333yDixcvon79+mjatCmaNm2K+vXr48KFC5g9e7bvCgJApOmPtUCNYEGRW+CSmoqDRGUmUy9tdlYSI6nTBrG+VAMA8O19XTGuZwOM8UwCi5/qg11TB0su8ry+cFiP7o2lhRGHJ0HLirMr8PTqp/HCuhfw/cHvffZJCWhmJNYqFi7MRgOm3Nga/VvUEZ3jTiBCKGEZnvplN1pOWYrX/jqIHzafwcUSitUaf11DhT1nQe9qaMHzBcbNkd/H2zpn4r5eDTF7XBdMuZGy97mSmZHrr78eJEmK/ubMmRPyvjyy/BGsPb8Wj698HABQXFOMixUXfVylDPVxJz66vRNIknpWhEEsjESbjczi5xA8y4+WU6qC1hkJmDCgKQAqEnOTlxbjt+0hmvcOzAe+6Av8PBaAPDMTZSHxzYFvmO8vb3gZ7b5rh7e3vg2AFZ7Skwy89/u3R3oiNc6K92/rgF8e7sHbIMVaTcxm4oHejdCsThxm3d0JnRuI55uRHSg2RI51mTKiNZZP7IuejVNlf2qn+knY/sogPD+0hehclwbJGNezAV4e3grZWUlMeYBSm3rb5EiheVo8vrq3C+Y/1gvVzmrMOzYPU0ZTc/AbY9pi3fP9vc4pZo9arKjCzrMrO1+sXTBHISLSZqRp06bYt28fli9fjiNHqBvRqlUrDBo0SDZWglaINP2xahSdBnZ9B/SeCEQlAhAbpUnFGwAAF1EqOvbtfV3xxbpTeHZIc4z9grIGp3OyWE2+B0j/lnXQvyW7aFtMBlhk9L9ctKmbgFdGtEKTOnHISIxG0zpxjItadlYS9uSUwOkicarkFCaumchc9/6O99E9oztapIgHvBpUMsKIuiHC3fXMfbgHXpi/j9GD+2IZSJLEX3spg0RhvJabO2aiXlI03lx8GP/nMVR7uG9jfLlOXqVGu1hnCAxuezVJ5bkcPtG/KRpyaGqAZb1sERoIK1LhcDtwOncHUnb/jNUZzXGihLV7eGXDK9iYuxGVjkosuXkJUqOphcvl5t/jeEs8yu2+bYUSzLVwc6dMvHXQApu7BiAcmDioOT5ewaZnMBkImI0EXG6SNw+sO3aZieh75FKZyA7ghfn7MCq7bvADD+6cQ/1/mnLl53qsJMeYme9rcxfj450fiy7/+cjPvO9PrHoEd3V+DyuP5CM11qJorgGAjvWTsXxSP9nzU25sjTrxURidLc1IRlsoNS43X9XNHeshNc7CuCOnxFpgNRmREitW5RoMBKaNbss7lhpnxebJA7xucKSw9/JenCo5hVoJtWC0xOOexdNxtPgoGiU2wq4p85j2+zSrhW83npEMhElvRuZsOs07rkVyQDlEpDACUFTYkCFD0LdvX1itVr+FkIqKCpw4wU4ItP44JSUF9esro9auKPx0G1B4HNjwMfBKPmCyMt4vzw1pjqZ14jCwVZrkpSThAuAE97VolhaPD27rAICa2ACWNVA60P0BQRB4sA+r9/zpwe646+utyEyOxnu3tEe3t1bC6SYxeuFo0bWFNYUBt08bs8WqnAgA4NvxXVFYYUf3xqlY+3x/dHpjOYoq7T6TVnnLdVMr3oIHejfC2K5ZWHl+EW5a+B0eavcQlnVrg1tnbUZ5ZRRA8ie5arsLpbZSpCfwhet3bm4Pu3MPVh+9jE71k9BAIsjVlcyMhBPf7P8Gn+35jPpStIZ3buHJhczn63+7HjMHzsTMPTMxvs14Xrlpvabh58M/48VuL8JAGLDt0jbc1PQmdP+5OwCgeWxf7D2aheQmtQAA0eYo2Gw1eO/W1rilXVOeMEIQBMxGA2ocbp7H1ZqjbJRPOnAgV+AHgKOXytHBs0sPGqx8A106fPkj/Rrj2cEtMODDNYi1GvHejhcVVbf38l5cn7UYX95zo6bB2+KjzHhOgtEQ4qXhrTD2yy2MoSwARhhp4FEfJXCYm+eHtkDvprVk68tI9B2jKL+KEipPlJxAh9odcPfiuyXLnS49zROE+reog2/u64IW6QmisvTcLnRnFrJrWiIihRG3240333wTs2bNQl5eHo4dO4bGjRtjypQpaNiwIR544AHFde3YsQP9+7NGX5MmTQIAjBs3Liy0rSRydwMFJ4D2t/kue2ghYLQCLW6QPl/IiUR4bBnQehTzAqUnRuOGthTd6HTLxB4x2AG39GtB5zyhF005C/dgIC0hCis8O5dSHx4eNmdg0rvT5cayA5S/fsuMeB+lxRCqb+j75CvcsrfU51XufDy24m30z+qP6VunAwD+u/6/1MksoIm1Ic6d6QiDNQ/OiuZwVdeHIaoQvX99GtlJQwAMAEAJGcmxFvzf3Z2RV1bDTJBCMMyI0+01eqsOFjXOGlYQUYAnVj4BAHh+3fO844MbDMbgBoOZ782SqVDjKVEpKKopQuf4e7CzvJDZMdNB0tpkxvB0/909bvK0YMldSDaeoOLVdMhMxGujKK+Qb+/riikLDzCCysHcMnQgTgDbvgQGTQMS+IabmsDKsV1b+hJqbLcCAOIsJlhMBqx69nr8feovvLZZeZWf7PoEj3dwYEj6Yxp31je6N07F3qlDkBDNzqEf3NYBC/dcYELGcxMSPn59E7/H1uJTi/Hdoe9wqJDNuP5Qu4e8XuNwO2A2UCwYQRAY0FJ6Yyqc23s1ScWmk4U8Oz2tEZHCyPTp0/Hdd9/hvffew0MPsTe3bdu2mDFjhiphhNYfhxQuB3BpP1CnFWDmSLa2CsBZA5BuIM6zYFVcBr68nvr8x4PAyE+A7LsBo8Sj2fw5sGwy9Xn8UqBBT+qz0w6s/xC4IEhpvf1roCIPdidlvGTmJFCzudgFe/td29Hzl55wup0gDHaQbukdhckTZrwyBMyINwgTwQnB/W3+4ExhJSrtLkSbjRjeNvAJmBVGvDMjckGGmtWJw6MrH8SlykvYmCsd6THfdgZRGWcAAJaUTTC4aiEluTZKyoA9Jf+CFkbmPtIDAGVcLCeIAIDVSNHzJEkFnDP7uOfXPCou48t9XwRczQtdX5A99/dNf6PcXo7v15UBKESsx47AaqSYL7uLsrf4a8J1OFdUxRg50+68tJqmvMbBGDJ/c19XxnMiKyUGc8Z3wztLjmDW2pM4mFsKLBlINV5TCvxnrrhTfz4BFBwF7lsMmJRFjuXByhH2t8xEq/Q41EZ9xHjUoxaTAUeKDoou+7Dfh8ivyse729+VrPbzvZ9jbMuxSImSj1sULAhDvd/aORO3cuKa9GlWG41qxaJtvUS/BBGn24mC6gJ2M8KB0MhZiCdXPYlZg2b5bEM43mk1niOIxs0RKYx8//33+PLLLzFw4EA8+uijzPEOHTowNiQRjQWPAgfmAV3uB3pPogacNR74sCVA64Kf3AVs+pTVmdL4+2ng36lAWmvg+snAoklA9l1At4dYQQQAcrZSwghJAn8+RrUnxOm1wOm1mG5qhhswhSftVjtZq2ir0YoYUwzK7GV4ZWQT7DhuxpID4kh+ZgEzEn5hRHpg1LhqgJxtQEwqkNpEdf1HL1FUdYv0eJGVuT+gbWukbEZyiqrwwrx9eLBPI55R73u3tMcL8ymD0w5ZSVhWqS6yottYgFNl4mitvlwDmT5zPKVsTnF8Ch0CzB6E9dE1gJVakGdeykeXGhtKnj2EQ4WH0CK5BV7f8joebPcgHl7+MNykNEt2T2v5OBkJlgQkWBJQaadCetP2TLQwQgvh7TOT0J4T3dNsot5hU94ewFoX5+zURijVk85BiBbpFFvB9bbBsaVATRkQxaH0nXZgz4/U55ytQCPfieBEIPjv1d2X3sXNViuWESuYYyW2EgDAE9lPoGlSU1yfdT1MBhPcpFtWGAGACntFWIQRX4i2GLHq2X5+MyKT10/G0jPqgn/S2HhBejMjhHBup981ZxDVNBE5w1y4cAFNmzYVHXe73XA4IjwIU/klVjDY8Q0woy3wfhPgyCJWEAGA/3USCyI0bKXAuc3A96OAwhPAymnAvt/4ZUo9gW32zRULIj0e531t4jyOAYbdvBes0kFNNFYjZY8TbaIWqR5N4vHR7dkY1aEuPr+rE68e2jiTjlcQrgWKTQTHHxhxZmoStZVfAmYPpu7xa4nAitfE988LaHWJryynSsFVeQgxfdEhbD5ViAe+28G02yErCbd3zWLud610cQh9tfh4bAe8ProN0hKifBcG31Mq3FE5Ix5VRUDxGRg4wnGm04kYkkTduLoY1GAQshKy8NWQr9A9ozvW3r5WspoZ189Q1pwnOjDt6UWraeQYQbPRgHQUouVfo4DPuuDkpRKqjykSDOiS/2Lw6tGIQQ2qhMbL6z/gfz/E2sDALg7JrggOj3dGsyHMoRjChjo1Z5jvtDBSL64eBjUYBJOBWhgNhAE/Df+JV13fzL5ItFKG+4EypMFEIGpPNYLI4psW+9WGxcg3XKbfNaF7uJaISGGkdevWWL9e7Jc/b948JnZAxOLfKeJjbifwm/fIgGjjI1z9okn879u/onb/hSfZY88dB14rBW54G+j1JK94KlHGEx5m7qbceOkBG2OmJqYqZxWiLUZ8emdHDG/HV1HQ0UNpV2Epf3l/wWVqfMFgIEAQAAj+ZNkvi7IpqakQsAgbPgb+eIiJZeALtLAV5SOOilJ4U9NwDcTobJ2ZHvZi8VN98OU9nfHTqfcl672x8Y2K2s+IzcBNHTNxb8+Givts8HhhyPVbBwcFlMEodzQkc3eQTjuQu4dJYJQUlYT94/bjh2E/4N0+1M6+VUorDKg/QFFzlR6PDdpmRMiMCGExGtDZwNqS7dm2BgCl/hNh6yzElZ3ASONmsSfVxk+o+S3/CPD7fZRamUa5SnflrV8CO79jx2STgcBANg5MAslu3GhhJMmaJKqmfe322HX3LhgIAwyEAZ/2/5TZWNFqq6sJ/575V3HZzXduRlZCFn698VfecSX3RZYZcV9jzMjUqVMxYcIEvPvuu3C73fjjjz/w0EMP4c033wxL4CJVyN3l33WDX2c/Z3SQL3f7D+zn2YMBm2fQ9p7I2qEAwOA3gKf3Ae1uBwDUJQqQeeIXoPwSTpacxJIz/ABh9AD2JhTQi1ONZ3EyaSSMLDi+AN1+6oZXN72q2L7HbDCIgjxFGaldv80hE7ytLFf6uAD079MqhTajppFgGBI5IfIP5FKu1W3rUTu7FunxGNKGH/75rd5vYe3Ytdhzzx683edtdKxDCef9s/pj3dh1DDsEULQ24P8O0SKwNdAhg5JzIAFcMFET9l2l5UimJ+2FT1A2YV/2A7bybUqy62RjeOPh+Gn4T/hqyFeKd8u0mpTerdJMgZxRutloQDsD66IZV0yFLx/cWmC8yBl7MaiB3S6xaG36FPi8O3BwAf946QVxWTmUngeWPA/8/RRw0ZOR1hwN9HkWW42U23q7DY8Dlw4AbhdKakoASAsj1O8zY/0d67Hxjo0wGozMPFBTefXlVXp27bO876tvX43Wqa2RFpOGjXduRP8sylkjyhiFOAs1F7RJbYOhDYcy1xTX+M53JbQZiWPUNNcYMzJ69Gj8/fffWLFiBWJjYzF16lQcPnwYf//9NwYPHuy7gnDC4Qm9Xr8X9X8/BS5pCfWYmCAAgLh06XI9HgdqNeMfo1U/FsEuhyCA5AZAPDXhTDAtRKOtU4Dvx2D+8flsMc9+LtZMGTNWyi3kgCcpFTtnaSWMTN1ECZh/HP8D/5z6R9E1JiMBguAvkvQOscYmE7K4RFk48Bo7zYxoJYzQMTvEizo3QNOifdTusm09sasdjRsa3YCUqBQYDVTfPu3/Kd7r+x7e7/c+kqOSseGODRjdZDT6Z/XHoPqDAAAOl3+qTToKqzBong4BqgqRbzSixGiEkSQxsZgz2e/+Ecj3GGBu+p/k5e1rt2dUC0pAG5DTzIiRoJ6TvDBCoD3BMqjP2CgDxnpC+yEHG9DKDCfq2c8o7hPWf0AZ6APA0SXANhlDyvzDwDccT0Da+89j6F9AcgxaZ10HvJ6C8koqJk68Rd6zLcGSwCy+Fs8EZfvtXuX9v0Jg4NjYPNL+EdSKroW5N87F8luXI8GSgFd7voo7W96JH4f/yLvuzd5vMp9HLxyNopoir+0IvWloY+lguvZGpDACAH369MHy5cuRn5+PqqoqbNiwAUOGDPF9YThBkixdefMXwNN7gf6TgVhxpE7cMhvo919g6FvA+MUAd6A1Z6VYPLoRiEsDGvahyiYKsk3WeAKVWWUGqkkw4Vw+jAwTK7isvG0lAHbXQVOiUjALhA+1Sd+U4KUNL2Hd+XW8YzXOGpTa2IBsey/vhTH9Bxijz/LKWU2UMHKuyhPQq83NwAucoD35h4D5DwGnvYfmrvEwAVqpaSxe1DR/7hbvKNvWlV+YaLc8GklRSRjWaBgjiBkNRkzvPR2fDviUUb3Z3f7R1fTOu8Imvcjp8KCyAEct1HNp6HDAKrd5tEqoRfwAw4zQwohHMJUzijUbDWhmYN8zA0g8aFyEGGFUzxp2jEXBgdudf1Ffmg4CphZTIQVotLlZ3NDb9YCiU8AvdwCLnwP2z6M8C12c92fOjUCpRHRXjyBR4uLbNJEAqjy2YXHCDZcMrB7XfrubI4TvnAN8PYhiW65g0Aa5T3d6GhM6TmCO06xaanQqXur+kijoo9VoZdzFKx2VPtU9XDWNMfYofsudDIMl32d28EAQscLIFQlHNUB6FpzoFCC5IfX5RkHkwMb9gXa3Av1fAno+QZUzGNgAQK1GAa9cBqYUAultgWcOAPcupNgOodBB7/blhBEJ6te1+i0AVDyD2jFUNFZGGPFQolIQutQqYkYu7gP+1xmYPZSamBTgiZVPML7zeZV56PpTV/T+tTe+O/gdzpSeoYL6xO5DdBarsrql2S1M35dVnKRMCWNSqL/O91GFlr0E7P8N+O5G4MwG2fZZmxGNmRGBuuNgbimEY3t0dl0mgzGNhgkN/WqXa9joj3t7UjR1fWm1nUfh8+CoAU6ukt8JXwuoKsRRC3WvmtdqAyTVp9SmWd355eTGqEowNiMeYZFmRlz5h4E17wKCiK5WI4kU8NnCV8w/oc6uT4DKAuDoUur5coSRSeZ5GAmPoW3D3tT81KAXW8GY/wMe2wxMEIQT+JRj0zf/AeCNWsAbqSh5PRk//fsMSuV25A16giRJ/OPowjtcTRAgPXNYjElZEDOrgXoWNQYCWD6Vekf/fho4v51iW3JlkkUWnKBsWfxkEkMBmrnmql2U4t7WLFN0pMi7VyotjBislxBT/1vkVB1ETMOZ14Y3TXJyMlJSUhT9RSxo+w0QgIUTwyGak5HxgeXAzTIT9zP7gYmHgLjalM8+HWvEZAEMnIXxUc5CetHjaSG3a+j2CApJPu1v9wxubnpyWhgptsnrE2kmxAo7CLjlmRFbBbDl/4C17wFf9KE8gnK2UEHYFGLsP2PhJt2Yd5z1FPpgxwcY+edIyfKTu09GsyiWgbITAJIbUV+EbBIAzBnB0soCaC+MSNuM0HlnaLStl4BP7hAbaNP2PDP6z1DVLpdFkQ1y5wV0fqCWax4DvuovnqTPbATeTAN+uInaCV/ar7qNqwJVBdgQQ+3oO7S8hRrHg16jGAUurPLqN1XN2QTMCK2m2fw/YM1bwB5+iPQklMNIkCDB3zzEbvkA+LgN8MtYynW3ukS6wZYeQ+lRn1L/1+sCmKOo8AO1mgGTvC9shQYD+jTIxDsXV+KVWpz5e+Cr1P+DpgHRyahxuLHZ3Rp32SejZvRXQJubUOnZ8BhgYMaBL1g9QridICij2zcFtjFfXg9IBUb8oi9ly7Llc0XthBokSTI2fUrvBRfZdbLxQT/KI2r+8flMyoGVZ1fiyZVP8thnk4EACDui6rHvEmG0odotDhegFSImzsiMGTPC3YXAQQsj1gQ+I9GgF9DnWaBOayDLS9bh6CTqzxfSJVJWy1HAsakY4PwEe81syGmbp2/cxSo5ihKYvDIjBgKtiTP4y/IK5riGwox21AIUXxeI9SSI2vc738qei1NrgFZ8D5Bfj/wqXRZAh+87oEWy7xDMKVEpsBqtuCWxOd7zHLMRBKz1PUHhEmUyL5/fBjQRezDQNhKaCSMyrr1C18kZY6U9xegJKNGi3K4AYG1oAEpVYzaavZQWIzHaDAPcqHuJUuXhjVrAcycoYZkkgcX8yKEoPCH9bl7tKDiBwzHUAtirLoc94G5CpL77Cdabhm/Ayrxd57dRdhu5u4DxS1DPTamObeYk2Mf+ij3fPYe+xv0gSDcVhBEATq0FMtqL2nKnZ8NA26kl1ac2S9yNFkBFZv3vGeDdhqLrLxqNuLMuawO3JtbDbjy5i4oB1OMxxl6EVgdudLeDpcNwoOPtqJxBJW6MMSpPCWLxCGc2b8VXvEapvbl10vZyx/4Fej1F5fiq29G7Q0GwUZYL5B0Emg2m4id5oJQlEqJlSkvmc69feuHbod/imTXPAAB6/9obKVEpSLIm4VTpKcS3FF9vI/LEBzVCxAgj48aNC3cXAgdtOCmkYwmC57amCeIz+O50KY0li5EkiVKXFaDXoVrN4XBRVubcxYo2oCu1s9Lx3CNz8evRXzFr0CwkWhNRidO4x7gMJsKNB01LgL85Hjld7qfUUXKCCACc2wIc+gtk2UW84jiLvzxpwL3haPFRn2VooSq6+DwMJAk3QVACVz1PnJQG10lfWCbtjlgdItfe4krWluPY9GGyQeSY3ZBZ3W6IVtMAlDsfbaSsFEkxZkRDsINc/yEw7B0qyyptmEmj5MrPcK0ajmo4Co6huiGVEZUXZEsYcI8U2wypBUmSImHZ6GH4XPS6uouTufrTbNBxOqstyahMbY97HZPxLvE1xhpWseW2/p+orctkIqJGfgXebJZYT7pj0cnAi+eAT7IpYaXLeGDl63g6rTYKBQk196U1R/ukBtQXzjtNJ5mLtRiZYIOV1lgANYjh2qtIwWkHVr0ONB0MuqRdKLzc+i0wz7Mp2/I5kNkVKD4DtB/L/11nNwDfjQTOeGzLhrxJOQ8YgqRIqCwEjvxDuYgPmc4XkL4fTR2/+WtUNx/IHI4yKYsXJERWPH9jNn4ZPy9SUU2RV+NWB3wncPQXEaOmKSsrU/wXsWCYEW10w17xIBuhELf/wNqnCEAnOpvlvBGu5MZAlwcYZoS7WNG0X42Tlb6nb52OEyUnMGPXDDy79llstb2Kw4kyL+qOb6jAbly0GkmppW54h/qetx/47R6sXveqrCDy7dBv0Ty5udyvRsOEhvhm6Dcwuljq1exxoyRytsBKW9I/tZsd1ElZwCgJTwaZ2AiMmkZBVmIlkIvAWuQRRu7qXl9WECmoLkCexyA31qROmDAQBpgIar/hj3tvUrQFMeCrklBwjLKNOs5RuSV41GAKvZWuKlQWoIJg7Wl4Al/j/lQEZloY5qoGXE4q/s3J1aqa4wadYvT6hVQiUBe8Mwc5Kdeh2mP8OtN4j8/YRsNtb6EqXkUy0ahE4LFNOHb7bExyXcBj7a/HYas4RPx3rfpKprugmZEYTiTiXR5VVKzBB6u3YzblrfT9KFg996GGICj7O4ByAGh7MyWA0Jg3ngoo+XFrYOEEfn20IAIA/74MHPG9cfILh/8B3m9MuTlv/gw4LjAs9cSwwa7vmE2J1WjledWogYEw4L4296m+rpGHJnEQwVt/I4YZSUpK8knD0Qm7XK4IDcLECCPaWM17RWIm0PVBqs2WN8oWo2NEvOP8D+57/AYYTy6j7CnAF0Zo33ypOCNcd9vtSaWAnPfvr/+h/k9tRuWxoHeGWd2ApayLM+15IMS9re9Fl/QumDlwJr4/9D1+OMQaqHZO64yvBn/FqBpM7gS4jNQibarIp3bqx5bCWr8eqgHYhLvQTvcCRxYDx5ZQ0R6P/ysrjNDqFKvmzAhfGDl8kRrY3qKibr24FQBQK7oWGiQ0UN22xWiB0+n0KwBUYrQZsYRAGDm5kqL0uRg8jYoY3Kiv6jaueDiqUe7ZMUebohmVCQBKGB70KrB3LnB2Ixvg68xGKghfmcfDpftjFDPxn9+B5kMo25zSHD7b6XYDq6fDcPk4amEYCpDIxIExmWMBx2WWGZHB2aRuyPIIIy5rEnDbHKDtrcDcuyTLX0aS10zSkkjIwGPL7mYyyUpBTjCm2+KmRVhmouyUSh0+IrxeZhnUKI+8VpPRARj7A79csyGUIasQu38QH+PVf8z7eX+xdDL/+8+3A2NmAR3uALgq8zPr8eu61wAEHlnWH4P4xgktcLr8CGriFwB43Wd5fxAxwsjq1ep2CBGJUDIjAAoGTMbys8txk9uOKIP0gsbbSRkNQFQCjnss/6WYkWpnNWCvFO8UPDBBwhDyxo+Bfyay31uN9JoTJs8THOrx7MfRMrkl/jjxB17p/grSYim2Iz02HS90fQGPtH8En+76FCObjER2nWxeHbHuKEaBYHY7KAM8cGIMSA3YsT8AlZepMNbH/6XCeEuA9qW3aOS6zNqMsBO7w+XGmmNUdtRBraQzZwKs9Xz7Wu39CiGdHJWMqooqbLu0DfUTVOxyQSX8ihWqaQDK4JGLdrdSf9cinNXYGk0pBmgWSgSPyzlOraYWH6GBJK0i+fk2yuV/vicR6H9+p1QD/0wCSig3dhOASaYKvOR8kGFGjB7K3hczUmROR6rA3gQthvELJTcCbv8eN83eC4BgVCdKUWGvkBREajldKPAwhGvPr0WVo4pxPafBxk9hGclEczzgsOGGonygIp8f2BGghLSiUzwVWKznPlRKjZfeE4HzO/jMnhJY/LPRAEkCG2cAu38Cxv0FJNSl1MPbvwa6PkDZCJYKGMU/H6X+BJhzeQv75Zf/AGNm+mWHxBOYFf0GA5KttVS3oxYRI4z069cv3F0IHCEWRt7Y/AZW5azCocJDeOO6NyTL0MyIyUDAYCBQABJ7o6jJ0WJjKY7oC5S7W03ZeWDjp8DBP4BG4sXL6DGTm+fqi1uN6yhqNvsuvjBSV8IQs9vDVCpyAJc8eQ/SY9LRv35/9K/fX7LvidZETOkpEV4fQBxpAi1KnDexr7HVmzBiNFOTAf18bNL6TzrKoFa5d6S8aU7kV8DudCPeakLLdPn3hbZ4VxpjQYhB9Qfhu0Pf+XTlk0JStJlV0yQ1AEbOoDxnuLjPv9wXVw0c1Xi9FmW8Xe6Q0adzbX18eWrQgghACScS+I9pFb5wjWTSMRg88UUkmZHG11OG4wCKTHUYNQ2z4BsEqsh7/gBSGqPYWghUVDHllcDusuPGBXyW9q5Wd2GAy4yuqe0wJX8dFp6k8tl8f+h7PNqBv+DS6lFu5GNXfDpQVIA2djsw9x7gfk9eFlrQ+Pdl0T2N8+y/KjnqMwZGM3DXb8DmmZSrf3p7ysFgqyCT7YgPgaUvAfQ84qiiBB+ldiNOO+W1E5UInNtEHfuoFXDXfIqd3f41FSjOSyA3rzi6CFjXCBj6pu+yAgxuMBivbHyFd2z+qPmoclRhT/4efLL7E7zS+WO8tp1KKRJnqIvhDW7CvFOzqZ/mdqoXaBQgYoQRIUpKSjB79mwcPkyFLm7Tpg3uv/9+JCaq8ygIKeQMWIOAamc1VuVQBmh/nvjTpzBC76LOc/K5kGvfBVI6AI36IsqTbK/GZQPWviPb7kmLBQVkAl533IPuHTsgq+84aufHZUdow1EuhkynhBTSjbwdVF/TYiSCwSlEQ2ca6P2EmY6BQRhhVWIjQS/sMsm9aGZEO2FEHIH1RD7VdnMfmYFpZoQb5l0N0mMpTwau255SJMVYWDVNdBLQ6Hp+gTt+BhrKGAdfK1CS70jK2LDrQ1T8jt/9M9y/zsQKlybP+++q1QLoOJQyID2+jBJCej2Fb6PuxfzdubgOVlQywojE1G8wM6oh+nylCmHkUuUlFNYU8o79t+t/GUZvWtOBjDCyOXezSBiRUo+6zNS9M5IkFR7gnfqUDU5qE8reRmhEDSDWo8avkMnqDYAySE3MAjK7ALG1KWGbdAGN+lHzeMPeQIsRwEcel5JV04HNn1NhFeSMeGmQJOVlKNE3/HQLPwimXUaAVYIK/zxbYswx+CfrZrx0/BfYCQIvDP0/xk4vu0427mx1Jy4UOVB19iFYa/+L67MeRxzHg8rusgdFGIkYA1YuduzYgSZNmuDjjz9GUVERioqK8NFHH6FJkybYtcvP3C+hANe11w/8357/wwtrX5CNpEiDJEl8e+Bb5nutaHkKzS5YWGMT2IFUbDQw2WyjQe1GqhWoAraYUlGGWOR1msSGp6/Thi2QIDFYTVYg+z/YYXDhhEdNlLZHeSZdIVo7krAoJxf9K6swpbCYol9fLYI1rS0AwCYVR4CGD2aEFkaEQd68Iv8I9SfVnISapsSToTc1Vmzgx0WFR1fuLzPCeEn5JYyYMd7o2Yla4qhd4aDX2AL1OvvVp6sKjmq0sFH2OHT4fRHqZgO1OX6SsbWBXhMow2olqNeZMrys3xPVmb2pQwZWxWj0zBfOqHig3/NAz8eBO+cCT2wHmg5EQWIbHCAbw+5yo1qopuGCE4uGjr5bpSL6rtDe7O0+b/NUi0aDEW/1pgIultnFhpC0MMJVj7o81zO9tZVRzMLmz6QXewBxHvVrhRQzQoMggNajKKbUaKbuWa8nKffmhtQ9RkIGFZKB+YFFVG4eX9g4A/jaS9JDbzlz0ttRGzcurnsGsCagrY2a026ooBlt/9NxNFg3Az9dzMPvuZfQNb4h75zVaIXFZICrqgmqzj6GRgktEG1i5ykHN7KthohIZmTixIkYNWoUvvrqK5g8FLzT6cSDDz6IZ555BuvWrfNRQ5gQoJrm870U3Xhbi9vQNb2rZJkLFRdww/wbeMe8GScKmRGuoFNsMDA5caIIE0ACNoMBbniXUg+bqGt4WXvrd6f03ckNJaO+0ph0iA34lrbjO6BuN6CjwICuppQyGMuSvgcA8EDpp4ginfg03xOEpx1FafvKYEoV8iWMqFDTuBxUBtMjHiPfvi8AA17mFYlmcrywwkiZRxhhEuWdXgfkHaLUWQYDdQ/cLlR4jNj8ZUZoYcRbmH85JEWb4SKo60i3xyIh+y4qRgNApSm41uGoQqxnTA1rNEy6TFQi8MRWirqvzGeD8HnbtLS5GSAMVPTgep2Y2B6Vi15H9PkNuINgvS5oNY2b4AgY5iigNrXbpd9jh8uNSk/ANK7HCpIaUDYpjfowh/xhRrh5rZbeshT14sSbklYprQAA+VX5+Pvk38iuk824mzLMCMeLzeWJJmuMrQNUnlHUj9i8w0BabVT4YWMlgtCdnpO/B6DmY7fbjcz4TErwyj/Mjg9/QAe0bNSXYliKT1NGtz2fgOknSkgaWunpg1qPmuoScQwsgHItFoSGiKrOx3zLq1ji6oZYa1tEmS0gSQIEQQYtG3JECiM7duzgCSIAYDKZ8MILL6BLly5ergwzNLIZ8ZY5d/b+2eJmvSy8doExpotj6HVTRSVDM9PCCEC5xMV4CR+ea6AWRtFircCIsYxjFR9HksDCx4FFk4CXL7GDZNGzwP7fKeGGW+flo8BMKmgcTXznpA9B1g3PAGkUM6OFMOJk2CSZyazwJNW/NjcDl4+wgggArHsP2DeXooF7UDQ0M7HbZIQRl5OKawAAS/9L7WoXPw9UXEJFagIQG6M6RggNWhiR2olK/q6cbVTcBYMBqSueQR0DpQyr7DsVcQBlQPjYZuoeajHZX+lw1jCGo0ah/YUQJgs/GnBMCjB+CcUafsXZSae3A277Vnw9gOq4hgCAVJQCRaeBlEYwuWmbEenFiRFGnCQTQyeGG9Dv3oWUa2yPJ9iueZgTNQastDDSKqWVpCACsCxumb0ML214CQCwfxwVuVe4cQLY+cp448fAN95dkWnEee5HJTTwuhSOu+PLqXD7BiOcbidvY/h+lRE3lBRCFrfNoTYuSkAHWqubTf1viYXL836Z6KlZzfgrOA583pNyb75BoIavEvc5bveX6Gw4js6G49iWnw1Tm3EAaQIIR8DePHKISDVNQkICzp0TxyzIyclBfHxojEP9gkbCiDc1DdcDhmnWZZO9hvEMETAjBhBob7OzwghHByilqll+7gLiPXVd9HjuGP3I2ntDoxvEB501VLjx/MOUh8v+36njS/7LLzdTHL12c9upPLuFpKgkAMD58vPynaCfj5zNiFuCGTn2L/DHI8CWWcCsPsCat4GZXYHf7hFXUHKWEio8iLEYYYED00pfBla/DQAwlJ6FES4kRJsZTyAG8x+kLOxddiYmTLScp4YP0FFbfTIjm/4H/K8TZcW/ZSbgqIZx3y/sT4riLKJprZWrGK52OKoZw1Ej4UMYkUKDXmJ1191/yBYvrM9JFrqKovNpNc3ciuOS11h4zAg/rw0AIKURpRpIyGAO0QK0GtdeWhjxJjgnSLBBn+76FCRJSgsjNDNCGCkGBwDa3S7O+8NBrGf8VipMgfDb0d/w21EZlbHQi6b8IvB6CpC7mzEup7HCXcbaDdLo6gkCmVQfyOrBHjdagY53U4JnndaK+un0PGcjvWu8dACouKzoWqx9D3A7qI3Szjn8c6U5lKdSVRHlufX1YFiOszGj2hz5FGaDASA9qnzHNcSMjB07Fg888AA++OAD9OpFhVfeuHEjnn/+edx5551h7p0X0H7hAeagcHmJ1MgNA/xoh0cxay9lBV7jrBG5ygGc3YaAGckwexZkzwRiMBgR53ajwmBAucGAZDcr3HyQdxnpLhdGVVTip8R4FHq8YWSZAy+g3R8n1h8OnOZYsOfuBj7vQQUnolFVAExLBnpOoCLOSqCa4KsvemT0wJLTS/DniT/xYPsHRVluAbDucC47NQBj+PmOHEJmhCRZz4Z9cuHrCUDGYC7GYsINhm3o6t4LrN0LxNXGf48+C7vxbiRGt6fSzHPBmeRonbnJmw2MF9A5hyodlXDkH4Y5Pp39/SRJeRGktQH+5VjX//uKyDCzCPGQyPCjw1HNMiP+CCM0bv2Wst+6aZbXlBB2WPCB4zY8Z/4dODAPODAPxroNAStQTTqRU54jirJJv8d2l5sRLiRtRjjwx2Zk1TnKoN5bdFCpYF1f7f8KfTL7wOakhBirFDNiMFIMzp6fge6PUmqo4/9S+X9OrQHm3g30fR64uA/W6jwARbCTvvteUlOCN7ZQBvUD6w9EanQqv4DEnAoA+PJ6lHbmb0RquJ42r3lstEiS8mhKzKSEvdvmAOs+pLxgGns8SM/vpGxMmsuo+TxweKYj2mAZefuBD5pSnxv3p2z1ek0A6rTyXFBDsW7nNlMJQmmsnMavePFz1B8H3KdUntwW8UYCJGkCAaDKIYg9pBEiUhj54IMPQBAE7r33Xjid1AtlNpvx2GOP4Z135D09wo5Kj/1CbO2AqvGWYZW768iIZRdom8vmXRgRMCPMxHloIZXU7twWJKVaUWEwoKR2M2RcOszUcV019fLFe2LK5xvodPXqiTVmcqnTmlLD5B+iQozT4EY+BADS7dVozCFIezu04VC8seUN5Fbm4mzpWTRNbiq+yBJL2bYUn6Gs3ulJwQPatddE/z5PhEuvaDUSOPyXoO8kQBCItRqRyo1cuIgyipti/hFV61YANZeo42N/4gegik5mJiCjnxNAvCUeBAiQIFE2qxdSkxpRiRpja1G5SzjB6HhYzXcZLKmO0ECD4YazhlEG+FTTeEPbm6k/H3C43PjX3QXP4XfmGFldDNC2QTUlYmHExDIjUnYZUvDHZmTJGSo9xIYL8hmxAeCJ7Ccwc89M3rHcilzYnVRsIkk1DWGkGByuPRYdQbbVSOD5U5SQbTAgqiwHWDCcF01asr+nl+CFdS8w3+9afBeW3sJnKd2JWXgirTYqDAbMvpgHLi/9Sc4SIJadc8ukmGKCoPrH7bMw8m1mZ+DZo0CM91gerphUwFkOU7OhwH7BXHPKE6drz4+Uiicxi1Ifj/yUiu4qhbh0oOKS1zYBAKYoypifpN6Jaj83Rr4QcWoal8uFLVu24LXXXkNxcTH27NmDPXv2oKioCB9//DGsVh85CsKJKm2EEa/MCEfgiDZFMzYScgPPLtjl07Qnb4ey9EWgugjJnrIlw96G/flTzGk6kNiF5o8BAGxGqg6TH2oaun2TwUTZg/R/Rbrgf8/6rOsh+yQ4BcJIrDkWqVHU7sbm9jJo6IRul/aJTjH3jJ4U17ztsy8Y/j6VMJALj9ouxmJCEiEdtjaGFkQIA7WD4nrNjPwELk8wOiPNVFw+Cnw1kIkd4QvGkrOI99yiUqMBKDpJ7cI+aa9cfw3W+0eHAE5bYGoalbA73ThGZmFBFLugOXx4VbAGrKRiT7FYjs3IqiN5yCmq8lqem8/kgbYPeCkJkUsvAFQ5q7wbsPq6t7GpTAwQWpXtzdBybc5aniACUMaodKyNnDIqz9KUM39iQ0w09kRZsbF2faB+LxQaDBiXUQcrYvmbvzJ68yI3p3lDfLpkiHwunB5nA3O3h73XdXEva8cmJ4gAwPjFwHVP++xaDFFDqWncHmEkSGqaiBNGjEYjhgwZgpKSEsTExKBdu3Zo164dYmL8jIAXKrgcQHUx9Tk2sGh13pgR7qCMM8cxwki1S9roVZYZkdjFJXpUM8W2Ejg4ggat6IiNpoQswkC1pcr11QOnhzplfocUu5JUn6KqRwsCRBmtlPFVrebYkTQMy92dGWNTLuh74hCmvOci3ZOhVCLtPWPASt+DA/PZk/04TAJtgZ7alJpM7vgR8LgWA2AMw2KtRmQSXtz5AMr10xpHxWtJbw8MmAK0GgWn5zmZaWHkn0nAhR1UAi0l2PU9yjwuju+k+ojW6JnkfouPw+NptRnboVnOG1FSFZwJ6IqHy66NmkYhaEF5VcxQ5piDY+MltZGhNyIOl5t5t31FF472CCPLDubh/jk70O997xGyT5eeZj4/nv2417JSqHZUezdgVcE60WoiJ+mEU8ZuZMIq6QjTM/fMxD1L7sHwBcNBkiT+OsMG9ct1VAB3/Y4vkxKxK0qsiiozGIBxf1NhBoIAJ30vopKA9ndQB3tOoBhVNXjhNKVGSm1CZSdOrE+l8JhaBDy4SlQ8wWCjYiF5mJFlZ/8RldECEammadu2LU6dOoVGjRqFuyvKQYcWJwx+hejlCiDemBHu4OpZtyeiTFEos5fJMiOsASs1mGlhwCAUeNLaITnBBDgLUWwrZnYVZpIE0fJGoMfjiL9IMT+EkWrL5I+axu1jcrnhXdagL5WjYml8PXD3Akp46fEYFizYD1w6xwt3T4PeGXm1+qaFkdw9gv6RoMkWs9GAKnsljARgJQFcP5nSS9frRMUiMEUBe36iAiUBVL8f2wi835QKO+9xA4wyGVGf8GFoRven/e3UH90fgxGAE0baOJpLqzrtlIeGN9Sw8UU2R/vI+jv0bcBowRuXKAr4t1s+RuneBHyy34ynKnVmRBIuB8OMSAWCIkkSz/2+D0sOXMRPD3ZHx/rq5wYu6PGcb2lA2U5sncWo8gDpd55mRuxON6PW9MVqxnpcf+lkjm75/REANo5N+1rtJY3shfjuhu/w18m/UGYvw/Kzy1HtrGbi8EjajKgQ9ITZqoXPhSs4AUDver3RJrUNvtj3Bb4/9D1zvP337XnlCms3AaxxqGp/K3BWHE6+0GhEZWZnxPpgOPwFPfebDCbKtmjgVDYA24s5wDsCo/KETKBMYMj/4jkmnAMAauP81C7AYKJUSpmdgSYDgJMcocROs7rUM1h05k9cl9kNI5tw1E8aIOKYEQCYPn06nnvuOfzzzz+4ePHilZG1l/axN8eIQywrAMkxfvTmTUMPzmGNhsFkMDEGrXLuwKwBK8Gr28SJqIcx/wc8tgGZbahFcNGpRdiRtwMAEG1NBO74CWh4HRItlGGuMfo8AKd/ahpP/3l5PPp4jKeGvkW5w9LxRbiGfANf5bEo9ATrkpglFQkjtMBTcJRy1/PAwWFaCMKNmxaOwdDMenAAVFAkgxFo7olyaTBSCfiSBQns6Htrp42DCdT3MCPlHR6Ae8BUcX9aSQ9sJ50YsLIAyDvIt18ppahkHP4bmNVbOgOsoxpv0bFYAFQ16su36u90L6WyuvNXiibmBDX7Yv9XsNVqAxeM2HbGi8vitQyXzSsz8tuOHMzfdR5Vdhde+/tQwM0xmwuzERj2LvBSLhz12ecptSnhxhlxOAUqSBlIGbhuOSX/DqgNztcprRNe6/Ua0mKoWDXVTpYZscp50ygEzYwCVJLPz/d8ztvsTVoziVf+84Gfo3EiP86GFGyeOCzR0XyD98U5uch0AW6CwPKzy6Uu1QTM3EkLDtxIsFEJwMRDFNPRaiQVr+TR9VRcoLvnA6NnAjd9yRdEaBjNfDfhQa9RcwKtwvHMY4SRVdV9vPNj5tlohYhkRoYPHw4AGDVqFC+CX0Rn7XV6aGwFuwIpcAUQr8KIm7+Y065yJdwMjxzY5Vx7zbHAgyspC2yPS1/LFCpK5LHiY5i8nsom2SiRZae4bnmm+CMwGocr/HUsGDUNV2Dr/xIVtKx2C35h7sAReCjRgpDDLb5XFgP1DLyqaeJqU4ZeF/dSSQEnHQYMBp4Nis1dhdyqS4DJiIPR0ciWs6wXgjYypl2HSy8gjaBUeBezn0Z6egYSVr3Olh/2HtByhGRVToMRcAHG/b8B2wWZRQtPUBlIFzxCff9hDPDsMaDwOBtF0l6JkZVVmGGKRb6zEuv7TcCQ2l3w3oqn0LDRAIxtz9fvuznPpdxeDpJwwFrnH+ysKkdxVUckx0SwzVY44LIzzIhBgin8Yh1re+WHVlMEh5N6Pxk1iyUWjpRGQAkVjbTGJRZG6LJ2l5t5v80+WM1YiXDxd329FSffkh7zTA4llcH5aBu42Qdmo7eRemcDVdMYCAPMBjMcbgfjKZNdOxu96vVCXmUeTpTwDdIJgkBGnLS3Hhd2D8NCJxUFgBdbjUfW0CEYkLME3x/6HocLD2NM0zGK+6oGdORT2VDsifWAIYK0IGN85EKSQkYHSpjJ2QZs/ISZxwzGcmbLfLn6MvYX7BclMA0EESmMXJEZfGljKZN/k7VSZkS4mKdYKSm92FYsWV7k2svdaWTyA8hxBQ8azZKbMZ8zOVb6hLHC54QmBcmdjsEI1GkpLuyJGQKAsqfgwOT5PU4JNY2iwGcApfb5uDWl+sjdBWR2YXaOAGAwsHUfjUlEttIgQwwz4tlJ/MQGbis3xCPO5sIGVzcMN26jqPbuj8hW5fJMPCYpO6I9PwPHBHTxh1TUTQyZDrQew6iKmkWnIb/8FKZsnIL0IV/hx5J9wO596NlwMOIscdidvxt9M/uKGLY6iQ5YUinviH9PbMbY9tcruwfXCpyszYhU1l47533KSPShJlMAYXoHgB+e+4dDP2BIgyG8TRxt/1Flc8ERo8yAlReHxANvdiYVngUrXmXiN27ahgonpeoOVE0DAFHGKN59OVZ8DL3q9cKfJ/7klftqCBURun58fd7xXXfvwsHCg7hnCeu+a3dTc/w3B75hjrVs0A9Ia4sWlZTQebxEOtaLFmDUNH7GHFINAcM7uCQJ/6awLOvp0tNXvzDSqFEjZGVliVKmkySJnJycMPXKB1yBMSNKbUaEizkd5Ku4RkYYEUxeDDMi4e9PJ1XjomMdNgNvrDkKjrJ2MCfsBwiXX0HPVO10zFHAsPcBZzVlIMo95ZlMpQxYzR7VBj15yCI2lVK5HFpIxSzI7MIwLdSrx9ZdbpGPnSACHSjJXgk4bZT7sgeVNheqHS687LgffxkHYdbQ52QqoeA0WQAbJ+pinTZUXJD9vwGH/pS/8N9XqD9PfJYRtTpiY/kpVDurcffiu5liNy28CUnWJORX5+Pl7i/junr8xHdt6rsBT8qdo0WnAFyv4AZcQ+AwI8IFs6TKjvPFrHC3aP9FtFlzAo/1ayKa25TCLqFm4TKAey/vRfvv22PlbStRx5OIMj6KmubLbU7FSSC5mXNpZGclyZank3aqZUZyytn53Ob5HbJBz1TAYrQAHGL0w50fok9mHyZRH43u6VTwtNToVMwcOBPHio9hXJtxMBvMyK6Tjdub347fjv3m6Z8NZ8v4Xn6d6nQCAEbdVFRdhGCB54kYCnCFEZcDH5buQkG5ATNSkrAwPg6XqhS4BatARNqMNGrUCJcviw3+ioqKIteolZbwg62mIfkvZLKVMojzyYyY+EHPpIQRLv1I47q67OJkMRkAN/X7CIMjMNdepdJ994cl3c9o41lhnBEAPt2deWgykPr/zEaqPk5eGq5QWKWG8aL15o5K4Nf/MIdfcjyAKrsT1XYXipGA3ZbOPu2LmMmYZs7GfA70n6y8L+UXAQAj0npIPl+72478asqeZdW5VThWfIx3/nwFu1jklF1U3u61ApeDiTOy7TR/DB69JE438N7So5i5+oRXjzkaeWU1WHk4j1dWFJAPLFvKxUvrX2I+J0RRwnl5jYNhEn0FLGyVIQ7cWFYjrfY8UXwChwopgdvbRkoKgxsOZj7TLInFyI4JSbWuAkgFXhuzcAxP+Hmw3YM8obBvZl882I4fKHFCR9brxu6yo4qTm+aOFncw19PBBeXmYS1A34vQCSP0PFZFhZMHUMvtRj1P7K8fD/0od6VfiEhhhLYNEaKiogJREi5VEQFaJeCnmkapMEJTdfROgbbjkMvKKhcOXsngbp3amheR0GoygHRTA9VgKaLcvVRC5NrrJ0xemBHaE+jNrW+KzolA54DIPwiQJM+tl+u5VGFU0V96R1FZCJxYwRxe5cpGpc3FJMyT2n0KwUxA9HoUlSCdFbmpTMZYDwzWOLSv3d5rmc0XN+OZ1c/wjk3dxBrb7i9dhXFLxnkPtX+twWVjouS+vIBvoPrh8mNSV+CDf4/hu01nZKukhY87v9yCB77bgb/25jLnHBKuuekxYkZz66WtzGeaGalxsBFYhZ5wZ8vO4q7FdzFRVEE48NPD/PdFThhZf4ENVNizbk/Z3yWF4Y1YGxSb2w5jzAm8f2gcNuduBsAxuFepmvDl0fNW77fwdCffMTaSo5IxrRcVsdTusvNscqqcVbxyADUP+8q67g/cpFvV3K0JuE4OpawQ186TpbrMXoaC6gLhVX4jooSRSZMmYdKkSSAIAlOmTGG+T5o0CU8//TTGjh2L7OzscHdTGjRV6q+aRqU3Df1CRhkp4UzOWFMuHLwUMwIAv4xg85G83/d93jmLyQCQ1O8zJ23D4lOLoRY+XXsVgtYrc3XyNDbmblReUe0WAGGkYsQUnWJ3niY+M1Kpxj6GNnRdzU8FXohEVNmdqHFQbUQpEUZo4ZN+P6wJYoH3gRWUfQgAmKKpyLZCGK2Y2mMqhjYcKj4ngZGNxd49le587MrfhZc3vCxxxTUKl52Tjs3AuKeSJIltpynKnruvqp9CvRvzdkkLdFtOFaLda/9i7vZzOFVA6ep/38GWtXuYDa4q46lO0oGtzpadhd1lRxwnQ29JlR2muIOYd3YGLyjY21vfxr7L+/D0amqBHjp/KB5dPxwwsItvaRV/jvl8zQnc+dVGLD9D2fjd3OxmdE+/TtLDTQ4GwoDMuEzPb7MjpsHXKLRdxMPLqZg3TJBGlfZpNFMhhzapbRTXRTMldpcdR4qOMMe5LAndnot0yarMAwHXcyVkzIgpis0MXMS6Q/eurkG0R509asEoEZvqLyJKGNm9ezd2794NkiSxf/9+5vvu3btx5MgRdOjQAXPmzAl3N6XhlGdGSJLET4d/YqR9KfjrTePLjVVOTSPHTLSt1Rb7x+3H/nH7UT+Bb9RlMbLMCMBnHi5VXsL/7fk/FFZ7dwGVdO31A1bPQm6TEEZU7UzM0Ww4+IN/MGoak8HAmwAq1ej448U71ZMxHeCACZV2F5M5VYkwwtwven6nk/w9exSo3xMYNI1yhc6+iwr9/Oh6KrJtbB1+RdZ41E+ojw/6fYBfRvzCpHKXQpQxCm/2fhOPtJc2rN2VvwvLz7CMz9LTSzFx9UTMPzZfsvxVDZeDYUZAGplIpWXVLKs279Fe6N+iNl4b2RoT+lOxcw5cKMPGE+Jd5X3fbkOFzYn/zmeD8dGxPgBI2nwkWhPxQld+NFEAuHHBjRg8bzCKbYWMq25hpR3RWT9gY/4/+P0YFVJ+68WtPAGeJEkmouobtyVj1t2UG3xZjQ3DZv0Mm8OBc4VVeG/pUewoWoT9hbsBAK1T2mHgh2sx6rMNIjVUbkk1z22eC1qtapeImOwvkyrFFnHRIKGB1/Nc0P3bfHEz3tr6FnOcyxpbjBbU9gSF/OukIFS7BuAa44bMgJUgWFWNJ/HnEldXkIQBze1Uf8od5by+BYKIMmClvWjGjx+PTz75BAkJYr1lxIIxYBUnZtudvxvvbKNy6tzd6m483P5hhtajodZmhGFGPLpRudDnzE5KyptGJbg2IwBF05EkCSfpxOB5lO53X8E+/N+g/5Otg9npa8SMSAkjXLhJtywLxKDljVSQn5Or4WxM7cgsRoKni69Qo5FKEkx0L+fh+0VHgS3nUWlzMsKIIjUNbUFPMyO0sBufDtzPyaNhMACdx7Hf719KZeGlwfFWalurLebeOBc3zL8BuZWsCoCG3W0HQRBeBZZJaydif0NqwTxWfAwrzq1gDCavKThtcDFDgkCRJzjcxTLKcDU5xozODZLx7Xgq4/TqI2wk3pcX7MfLI1pjcOs05hjNmvGa4LivM3FCBAaoNzW9Ce9tf090bVFNEQb8PgCJcW+guqwapkZsnqdFpxYhu042nlz1JO8ariqiTd0kxFnKkNj4K7hMuThvrMb7W8owrP5YAIAlZRNTNtXcGOeLL+J8cTVOXq5A0zqU4LwnpwRjZm7EdU1T8dODPSAEvaGqsqwXnWPUNCrZACljfBpZ8Vmq5h9u3BIunsh+gvd9ROMRmHNwDg4UHFBct1J8sOMD5rNk8s9gwRLLy0ScS9aCw5yAdKcTe0HdF7VGy3KIKGaExrfffntlCSIAx4CVfXGPXirHIz/swNTF7K7jx8M/StoycHcSamxG6IG88cJGfL3/a1F5rvW9y+0SJ8pTAavJABj5rp/rL6zH70fZpF1ySbK+O/gdnlr1FGNUGqjNCCuMiA3muLtEb/kpGDQZQP1/diOizqwEATdMRgPPZuS4u0rRDmDB8QVY4yxhD3S4EzBHIT6aEhrLqh2MzUiU2ffwY4RH5cw3hdQm7OdmQ0SnCYLAd8O+w3NdnsOEbH5o7EQLFd+llo/EXU2mzUTDFxfhfGkJAEgmarza4XTWwM0wIwYUVVLzwOerTwIA0gXuvEkx7EJyprAKD32/AzvOUCyEnFErVxXJxA0SGKDGWeLw8/Cf5Tua/gViGn0Kg6mCObS/YD/u+OcOkTs31/6MIAhMXD0RbutJEJ6xvz53FS6XU+PYVU3ZL7lqMhBPsEL4XV+zNitzt58DAGw8UYi/9uZi3k6+iopJ3xC9m3ecayfhc0MhgDfm48fh6gwvzRIbzBhTjGhD2T2D8sw5WXKSOfbprk/xzOpnmLnEa+wjL6BZLCCEahpAlLV4lvNGOCxJTOoQ4CoXRiorKzFlyhT06tULTZs2RePGjXl/EQmOAeuRS2XIL6vB0BnrsOxgHo5c5FvVS0nObo4b6Zf7vhSFLGaaETAjVgMr/Hyy6xMsOsq3l6Anr3z7YfT6pRfmHZsHQP3gBqjYHoSB76GSU57DRGv1hg92fIDVOatxvoKaiAIdUIwwIrGTvKPlHcxnn7FGACobaBKlkmq2YjxGGjbDbCR4apoi0oETxd6z907dOBVTN03Fkwc/Z5+mJ2kivQidK6piDVh9pHGnWScAMPV9gYqSqgZjZgG1W1H5fCSQHpuOcW3GoWFiQ97xV3pQib7apraVuIpFTMNZMMXvw8J91LtKRwO+llBZwy7kJGlgmJELJdTxzGS+MJKdlYT2mfwomEfzqPmhVCYZYWGFdzUNDW/RTyvI8zxBxBumbWZTzNtcNpwrP8c7f6H6KH7cfgAg7ICB6rOjuCfGfrmFKZNXxo67xGiWTX3ql9147ve9yCtj5xHaE0eI3fmscKJ28zK8sXRwtuszr0dKVIrkOTV4uYfYbqpJIrUBOFl6Ev9Z9B+cKj2Fr/Z/hZXnVmLd+XXYnLsZ3X7uxmwaq53V2HFphyh/Dh2z5bVNr+GexfeIbLT8dQv3C5z4TmujB+IykmG3JLFqY6iPLSOHiFLT0HjwwQexdu1a3HPPPcjIyAjtzfcXHom3ymXEjZ9u4IVTphPL0aiooRYjl5vEysN56NowBW4DJ6aFoxyj/hyFfffuA0EQ2JW3CylRKWiY2JA1qiQNyC+rEVGIry3ehBEtWHfcSkcxLClr8Xsuld77QCElCPmrJrEX9YElhZ10pPSXt/x1C6JMUah2VmPmgJmS0Q0DZ0bkbUZMhAkGwgA36cbBwoP4ZNcneCL7CfTN7CtfYWJ9oISadMca1+AN4w1wCQQZuZD7NBacWMB8zrfGIN1WReXUAZAQTQkjq49eRnpiNMzJG7DNuRF/nXwO+VX5GN9mvOiZcA1oTT0eY9LEK0b2ndSfDzRLasb73q4WldHYaDDiswGfiZKKOSuawhRHCWaW2ivgtlGU+DXHjJAk3NVlAGivAyMOXSzFA3O2Y+dZyojx/uv4oQgIgsAnd3RE/w/WMMfo4IHcmCRclNucqHG4kF9mQ1kNtXBJhXOXct32B1x287m14jg4BOHGXmIS4loQIDxJGEk333A/xmLEG/8cwk0d6yExWswsFFbYkZZAsYVy8YDuW3of81nt5kXuXlj98Hako8vS+GboN+ia3lVULj02HTGmGFQ5q7C/YD/v3p0tO4uc8hw43U58susTjGszDs+vfR5rz6/F052exoPtHqTqPvANPt75MSZ2noj5xykbrD2X96jus2bgBJ6sMlLait3FUTAms9KIklxEShCRwsiSJUuwaNEiXHfddb4LRwo8aprlR4vgdJPMpAHwY/oDQKnHuO2TFcfw6aoTGNY2HZNuEOs439/xPm5rfhvGLaVsATrV6cTQlv8evIwPf1uFabfzB11xNX8BPeSeAWuamGXxhxkBANKRivLD7yC+FZW9dvrW6aIyXOvqD3d+KPLKAbS0GRGraQiCgMVgQY2rBo+teAxu0o0nVj6BeUM3YeOJAtzbswETwZUFO7iuMx5ElMEJ5765vBLehJGtF7fyvl+47Wuku4xA04H48dCPOF9tBEAN5l+2nUN8q39gA5hdT4IlAbe3uB0lNSWYd3webm9xO0/QDGZG2MZJjfHx9R9j4hoq2yiXfu6X1Q+/jPgFdy5ihRrSxbr8uWsymMSJBvLaChVfenYfrM4iMMIISeDHLXwWoVaceKLOSOSHJyiusiO/rAY3f75JVJbGmqP5ePTHXcx3qWiodWLqoFOdTjhRcgJldm1yeMmFDADACCKAWBipsrswe8Np/HvoEu7qLlaZyLFAcvB3vhJCzv7DG7iBHwHI2kYRBIEmSU2wv4CypTpezEZjLagu4DGHFysuYu35tQCAuUfn4sF2D2JT7iZ8vPNjAGD+F+KDfh9IHg8aOPnBbGZqXnA5HTxmRCtEpJomOTkZKSmBU2khhWcXXeVm5TtT4k5Y0xeAENCjLjeBbzeexqerToAwVmDJgYsYMmOtqMofDv3AGL4ClBcDLSUfuFABp5vElD+P8i8inCiutKPYY4FfSUirewId3M6KZr4LASisLpTMlxEwM+Kxt6CNQYWgpXWu/c3wL77Du9s+wOyNEq5oNfxJt637KFzHlvKLeAmi9uC/D/K+5xJuoMUNOFN6Bu9ufxc/nXoLXIFHCJqqfnLVk/hk1ycY8NsADP+DpZqDrSdumNCQ+SwMGNUihZ8ziKhmDVvbpGVSdD2A7zddVBTM62rBK39/iZvrcVg/UjymUuPEi1+U2Yhpo1jX0pziKlz37ipGpSqFLzk5bgBpZsRAGDDnhjlYOGah6FzQ4ZZe5HOKqvHT1rOi44WVNtidbmz1knyPC388SAZkUbZgver2Yo7RoRDUoE5MHZ6dCe01I4UmSU0kj1c5q3jzIDf4Gm1z8chy+bQQALDv3n2KXfM1AycDvc3jgu2EAVFBGOcRKYy88cYbmDp1KqqqqnwXjhRUUm56lYgC4IYx9hii6/4OS/JWmJO284oarZfx/r4nYYrfh7jm02FNXwC5hWpTrsxuiZ74SP4gJQgXOr6xHB3fWI6Plh8DQUpbXgcqDAjZHjk43A6ePz6NwG1GqP7nFFXjYC4lSGw7XYSv158CSZKSO6CYhl/AkroOC0/PFZ2DQNCIRzVcAvqRG+TIF2jbmFI7K+TENPwM1jqLYa0jjs9CG8fSwqbNZUN+Fet5EexAR02Tm+K1nq9h1qBZonNc6/2u6V1x8IXJqBtbFwDQPD0ahIESRm7v1PTKUKlqhDUJ63DBzH2PxdNpkoSKAgDG9WqIZwdTeYR+3HKOcSkHxHYmALDrXAnvu9CAlQZBEIwBshqsvG0lE9pcDtfVvY4ntHIhZEa4yCkSM4oTft6Ncd9sw9gvtyDJ2cdn//yZL97v9z7mjZyHu1ux6Q/8UdMAQIfaHfDrjb/ilxG/eFVHNk1qKnm8wl7BY1a5djhRxigcLDzotf1oU3SYxhbbZlEdykD3Q+dtuLOsHPUcTtxfWgGUaxMWPiKFkQ8//BDLli1DWloa2rVrh06dOvH+Ig72ShTv9Oj33E1hTtmImPpsMiXCIKYkjTFnEZ1JWb9bkreBMCgwtOSBenSkQBgxJ28GYaL01Z+uPA7CLa07DZgZqRQzI1KJ9pxup+QiTiCwgcVNpjVx7h7c8eVm3P7FZkxfdBh/7rngVY95sjgHbmFgpuEfgDvw/lsyDU7BBPjShpcw4o8RaPddO4xbMg6XKqlBeK6MT80DwIXyCwD4wYqM0RdgSV0HS+o6UXmby8bEdpBCKGIL3NL8FlFuGiFaprSEgTBgTLMxAAAXUYlGdai+daiX5uXK0GPmzJlo2LAhoqKi0L17d2zbti2o7bWtl8T7/s19XbxGKU6QEVSa1PbtneAtt4yU94cv1ImpgyENxV5XNB5u/zBmDZ6FgfUHSp6ffa96lfpmDyuSc/wGVOfe4rWsPwuxxWhBi5QWPINVf5gRGm1S26BtLe9G3XIuxeX2cp4wsujUIubzgcIDuOOfO6QuYxBIvwNCBbshsiZTnlMnyEz8z3YXlp7PxcSiIqDolNzVqhCRNiNjxowJdxdUgdw8E8nOyygk47HO3Q6J6Z/CpoDFIkkDCMLjahtzRmWjnsnIzZ94jFF5iGn0GWpybwNghAt2yWU/UGbCXjAA1lpreMdaprQUeQGV28vx/NrnRddL5dNQA5oZAYBjeXw12MrD+XCYvOik3WbMXH0Cj/dvyib7a9IfePki8CY7mbjMVgB8QYre0ezK34XB8wZj1W2rMGLBCFETFiUeKgAAqw1JREFUFyooYaTSUano9yw7swzLziyTPBdljIoYxoF+b2i2ZMnpJcy5SDJgnTt3LiZNmoRZs2ahe/fumDFjBoYOHYqjR4+iTh3t46GkR9fH9AHtMGnuHiZy6oCW3oUzbmRULvLLbWiZHo8jErltaPhKdKcGdARUbxsUmgl7pMMjmH1AHOE3u24m1r/QBP9bdRw7zhQz90AZjHBVyXtJSm1y1CCJY4QpdMfVGrWipd3hhUawey/vVVVvMHPeeMV1T1EpLa5/EekcW6cqcBimZG3yxUWkMPLqq6+GuwvKQZJwnVoPE4DXHONQhjgkQ4rOJ1CTNxxRaaxETAsiABCVsYBX2lGaDXPiHvZ7WXuYE/ZxmvUwIxL0qMFUiZj6c7x2O2CDMNKCTnU6YVc+a1TXLb0bb3ECIHILfK7Lc8gpzxF5cKiFt7X5wIVSVGbIG/CRpAUfLj+G7zafwff3d0frup6YNuZoFCW0QkrZYQCAq+AYkCavHwaAAb8PkDy+I28HjhUfUyyMeIM3l81QoX9Wf6zOWY3bmt0GQDrwkj/qgWDho48+wkMPPYTx48cDAGbNmoVFixbhm2++wYsvvhh4AwKdecfa3ZCdlYR/J/bFW4uPoEdj3zZvdM4YIYwGYO7DvbDm6GWcyK/Axyv4Nk614qwi92A5DGs4DEvO8MfkopsW4ZsD36CwuhDNkpvhluYUK1Evjs15dE/re/DDoR+Y7zQjEG2KxryR83Dr37fy6kyyJiE5isB7t3bA52tO4L2lAls2APWSohmXZxEENief9P8EPTJ6YOHJhYzth7+gk4kCrFAVLKRGpUoe31ewD7HmWMlzEY36PYDJ5wGTBQOdLiREmVBW40Q8d42TiDjtDyJSTUNj586d+PHHH/Hjjz9i9+7dvi+QQVDpWoLAyRt+wn32F/CPm4ouKLXr75YyEq6K5oqrddv5ErbbJtjNuT1SqjsGpFP9jlQL7wyhf7mvRGytU1tjXJtxeKXHKwHv9OsmybsxnimskjSaZeAR4Aoq7Bj+6XomhPfpgkr83vA1ppgzwD7e8tct2H5pu++CAgiDCHGTiYULM/rPwKY7NyErIQuANLOWqNb1OEiw2+3YuXMnBg1ikwcaDAYMGjQImzeLUzLYbDaUlZXx/nyiIo/3NT0+CQAVi2fqyNYY0sb3BB0nEEYapsagfkoMpo9ph1irCSPaZ6B3M/488PeE3tj+8kA0SFW2sHVM64jVt69mvn85+EvUT6iP13q9hv8N/B+e6vQUI4T0rtcbL3d/GXNvnIuJnSfih2E/YHST0RjdZDSaJ7NzV4uUFtg/bj/jjgrw1ShyjE+L9HjMGJsteY50xcFeyLrex5hjEGOOwZ0t70RabGDqP66bb7va7QKqyxe4IeKF0GJjEhaYqPnSajJiz9Qh+OfJ3qjXojN7XiPWNiKZkfz8fNxxxx1Ys2YNkpKSAAAlJSXo378/fv31V9Su7X23ykUo6NozRVVY484GABAm6YmsY50uWKUi+h5ZzactXVV8KuyJfu3wyT/UZ7cjGUaTOmNfLVzluJTnxM4TebuOJzs+if/t/h/zvV5cPcy4fkbAbdIwGgi8dVM7vLRgv+T5FGstFNmkM0qSAtXWf77egmq7GwUVlN3ObdY4pBAVkPbT8Q2LwcLETvjt2G+qr0+OSkaFg1I9/bfrf3FTs5v87Il2MBAGnvApxYxoFeciUBQUFMDlciEtjb+IpaWl4ciRI6Lyb7/9NqZNmyY67g2VAkE80aqevYq38u/hd/d3EwkZHbOS0LROHE5drsCyZ/qiWZqyAFOLblqEHXk7MKrJKJgMJoxtMRYHCw6K3FS5MBAGXsDA7DrZyK6TLVt+fNvxyCnPEQnL3IzAH97WAc/+TqkkXrihBS+AG41eTVKx6WQhbPnDGHsqm1OtDZ08CILAopsWocpZFfSUBfGWeIxtMRZzj0oYyV8FMBgItK2XiJUZffHUkQlo2LYHJmlVt0b1aIonn3wS5eXlOHjwIIqKilBUVIQDBw6grKwMTz0lnaFSDly6tnXr1pg1axZiYmLwzTff+L5YIXacKYI1/U/Et3oRcc3eEp2vE1MHA+r3AelSNlm/3fsdrJ7wAGoujWaO3dO1PRxlrDtgw+RamDaqDUwGAglR6hcBf5mRpwZS6pVeTVLRLb0bc3x8m/GIs8Th9V6v47Wer2FIA74xXO96vSWDnwWCOvHylvE5R7wF++K/9jlF1YwgAgDHox14LyWJydRLR1ZUis8GfibSHcvRt1LgZhwd2nBoRNK7UsJIpNi1qMXkyZNRWlrK/OXk5Pi8xuYiYXKxwo4/9jJCNU1GongcGwwEFjzeC6uevV6xIAIA9RPq4+ZmNzMM1is9XsEvN/4ictsOBAmWBHzQ7wMMqM9Xo5g4nj43d6qH3VMG4/Tbw9EyPQEd6yfxyr4+ug3aMSon9rrM+EzN+glQ96NlSkvfBTXAKz1ewXNdxMHiaAxrNAwdanfAQ+0eki3zvwH/Q1pMZBmEc5ESb8Vf7l444tRuTo9IZmTp0qVYsWIFWrVi4xm0bt0aM2fOxJAh8hbfQtB07eTJk5lj3uhaf7E99wAsyVt4x+rG1sXEzhPROrU1ok3RsBCJUCr73diEMoh8a+AjKHT2R+N0F1rEd8UP2/fBnEC5gNWJS8JNbRpibNcsPLFqPrap9K7ydxc7cVAztM5IQHZWEuokWFBmL0N2nWxmIaJ38ZerLvOuC9R7Rgr9WtTGyA51seNMES6W8tUy7pp6qLk4BlEZf4qui0pfCEdxd0g+D0MNHsygJoFmdmoXlxmfiZOlVL6JQfUHYcW5FbxL+tTrg/UXqCRfn/T/BD3r9mQMW+l4Ave3vR+3NL8Fp0tP8wKISSHGHIPxbcfD7rKjdoxyFjCUCGl+DJWoVasWjEYj8vL4qpS8vDykp4vVJ1arFVarOpfPlJg4vDPgeSbKpj8CY3IM397LIhE7BADio8yIjwphcrQAYeYIIwRBIDmW/Z0xFhO2vTwQxy5VwGQk0L1RCv7ayyZrvD3jY/RrbZGN13GlQM77pU5MHbzXl0po+N3B7yTLJFgS0KtuLzzX9TnG+H/6deLgkuFEqueZcjNKB4qInFHcbjfMZvHgM5vNcLvlAwMJoZauBSj9sc3G7pKV6I8fG5SE5wTemnXj6uKGRjfwjk0b1QaHSl+AKf4IzAYzE+5XDrd1yQKQxXzv1age9nh+flpsEgAqgJI/4Xi96Ta9gSAI3NCWndDvanWXZDnh5ByMXbPZaMD/7qRo56d/3Y2FewQZaAl5RYul1mq4qhrCVcWf9AzmEubzcQt1X7ksktlohtlg5iXN48Y0oWM1EASB25vfjg93fgiAyhQaa45Fi2R+ADEp1I6ujUmdtSI/gwMhszalx5Qw9UQMi8WCzp07Y+XKlYxnntvtxsqVKzFhwgTvF6sAV6CPNakXRhJjzBjUKg0rDuehfkrkeCIFitYZ3m2H6sRHoU48u1hncX57RnRj9M2M0PxjKiDHQGXFs/O5FDs9qskoPNflOViMFpgJdg30ZY8XatTz2OwduliGshoHEjQQliNSGBkwYACefvpp/PLLL6hbl7JDuHDhAiZOnIiBA6X93LWCP/rjCofYBU/KmG9cr4YAGgIAVp9b7VMYEaJBch3s8QQsTI9j7TUsBvXCSLCpf+Fg1Cqcsxyk8l+AkBdcrbWXAwBiXK1QeLEjnOWewS4R78VoMDKeQ2OajsGj7R/F6IWsCi3OEofuGd1BgOA992bJrMdQq1SK5RPGgCBAwGww8/JzTOw80csvjQxwEztu/c/WiHLrBYBJkyZh3Lhx6NKlC7p164YZM2agsrKS8a7RAtxn7U9sDwD46t7O+PdQHtrViwzjXy3QIj0e393fDekJylRC3ND2Ri9xWa4kyAVX40ZvlWIXGyc2ZmzxuO+UP2Hsg4n2mYloWicOJ/IrsPpIPkZn1/N9kQ9EpDDy2WefYdSoUWjYsCGysihJMicnB23btsWPPypP/6yWrgUo/fGkSeyutKysjOmDHKTyQCRYErxe0zq1NQBKKHCTbp9J2ADg/u4dMf/bW5AUlYBYjvEblxlplNgIxTXFWHbLMoxcMBL51flM0jga0aZokZ5XawiFj2DrP9MkJr45d43EoysWSZRmUWU8jOjMw+iRZMaK7RmirMQAFXDsi8Ff4ELFBYY+7pHRA1suUqo5m8uGr4d8DZIkeQxQj4weeKrjU2hfu71kMCQjYcTOu3fi7W1vMwZv03pNC7qRnRbgvk+RNlECwNixY3H58mVMnToVly5dQnZ2NpYuXSpiSQNBm1TWhovrFqsGBEFgqALPmysN/ZorVy9Gmdm5wnSVCCNyahpfaleuvRg30KFWyei0AkEQeH10GyREmdFWI0E6IoWRrKws7Nq1CytWrGDUKa1ateK56imBP3StP/pjKWHEV2yItNg0LBy9EInWRAydryzfQOPacVj/+GRYTAbeopddJxtLz1B5VObeOBckSSLGHIMZ/Wfg/R3v49kuz+LuxVRI5Cc7Pon72twXkpd79e2r8eeJP3Gi5ATubOk7e2wgGNerIf49eAn9WtRBcowZPZukokVavGScBSlsKfkOcc0AR3kr0TkSJKJMUTw99ucDP0enHymVTJ1oSngQqqKMBiMeai9vpOYiXTAajLzdUqR4pPgCL7JskEPV+4sJEyZoqpYRwmQw4a8xf+F8+fkr3sYhnLAY2ffHaIhInwrVkBPQ6bkC4Av0NHhGtpzpRMpgPNzo1UQ6wJu/iChhZNWqVZgwYQK2bNmChIQEDB48GIMHDwYAlJaWok2bNpg1axb69PGdy4BGKOjaMhtfGCFA+MzzAFDZUgHggXYP4PM9nytqq5ZE4q2xLcbC5Xahe0Z3kU/998O+55U1EIaQSdm1omvxYhEEE3FWExZO6C06fkvzWxhhxESYfEZ+NccfFh2TsosxG82YOXAm/j75t1eBQwm4u6WwhX1WCamJ9FpEo8RGAUcIvdZhvQqZEblNBc2IA9Qmh8bXQ75GflU+2tRi2TZu0slIZB+1RkQJIzNmzMBDDz2EhASxiiMxMRGPPPIIPvroI1XCSCjoWiEzsvr21aoMRB9q95BiYUQKJoMJ97a51+/rr2ZwjcQMhMFb4lxZyMVa6JvZF30z+0qeUwOuG3C0+QphRkh/o7Do0MEH12bkCvUOF0FOeOiUxm5SucJGt/RuImaVK/BHmpomGIgoTmzv3r244YYbZM8PGTIEO3fuVF3vhAkTcPbsWdhsNmzduhXdu3cPpJsidKjdARmxlL/1l4O/VO2pYjKY0KF2B037JIdrKcU7wDcSk1In+PICCUVU0Xa12KiQWkTGDQV0tYQOrcB1aXZfJfOTlMH+rc1v5c1HXGFDytuQy5wE2wEgEhBRzEheXp6kSy8Nk8mEy5cvy54PF+5ufTfubn2374JeEKqXjfSHGriCwb2vwsy33WOfwq3Nb8UbW96QvV7OdTkQtExpiSNFRxhBJzkqGS92exH7C/Z7jZAZSeic1hnv9HkHDRMbhrsrOq5wcDNwO4XZtK9QKJlnfZW51lShESWM1KtXDwcOHEDTpk0lz+/btw8ZGdpG8YwUBCMomA4+G8LdldTkjUCTtr1lhcCt/9mKXfm70D1dWxYNAD6+/mN8vudzjGszjjkWDKEn2BjRWJytWIcOtTBx1DTuq0QYqR9f32cZXyx1l7QuMBlMAScVvVIQUcLI8OHDMWXKFNxwww2IiuIb8lVXV+PVV1/FjTfeGKbeBRehYka4rmPXArhqD65g4ijqg9oy4eRbp7ZGjDkGveuJDWK1QGZ8Jt7qI04boEPHtQ7XVSKMxJhjsOb2NTAbzbjul+sky3Bj9UghzhKHzXdujkhPmmAgooSRV155BX/88QeaN2+OCRMmoEULKlrlkSNHMHPmTLhcLrz88sth7mVwEGxbgbd6v4WNuRtxU9PwJ10LJbj3lcuM9G9RG3f3aAAA+HXEr5h9YDa6pXfDuvPrIiqaqA4d1xJcV4csAsB3lGslahgtcwlFOiJKGElLS8OmTZvw2GOPYfLkyQyNRRAEhg4dipkzZ2rqBRNRCLKWZmSTkRjZZGRwG4lA8NQ0HJuRb8ezSf7a1GqDj67/CAB4WUt16NARWlwtaholCJXTwpWCiBJGAKBBgwZYvHgxiouLceLECZAkiWbNmiE5Odn3xVcwDJHl2HTVQI4Z0aFDR+ThajFgVYKu6V0xc+BMNErQ49QAESiM0EhOTkbXrl3D3Y2Q4Vpw3QoHeDYjV4jbrA4d1yq6Nbq6N51CaBGn6GpBxAoj1xqCkdVWB/++RmrYch06rnVsmTwQZwsr0blBSri7oiNM0IWRCIHOjAQHbjdrJKYzIzp0RCbSE6OQnnjtGGvqEENfASMEus1IcMANW67bjOjQoUNHZEJfASMFupYmKEiPZdOz69brOnTo0BGZ0LeKEQKdGQkOokxR2HDHBpgMJhAgEG+Jx8D6A8PdLR06dOjQwYEujEQIdJuR4IGb7O7x7MfD2BMdOnTo0CEFfQWMEOjeNDp06NCh41qFLoxECPrU6wMAiDLqFuU6dOjQcbUhGEk3ryboapoIweimo5FgTUDb1Lbh7ooOHTp06NAIy29djkOFh9A/q3+4uxLR0IWRCIGBMOiGlTp06NBxlSE9Np3n1adDGrqaRocOHTp06NARVujMiA/QmYPLysrC3BMdOq5s0GOIHlORCn3M69ChHZSOe10Y8YHy8nIAQFZWVph7okPH1YHy8nIkJib6Lhgm6GNehw7t4WvcE2Skb1PCDLfbjdzcXMTHx+vutzp0BACSJFFeXo66devCYIhcDbE+5nXo0A5Kx70ujOjQoUOHDh06worI3Z7o0KFDhw4dOq4J6MKIDh06dOjQoSOs0IURHTp06NChQ0dYoQsjOnTo0KFDh46wQhdGdOjQoUOHDh1hhS6M6NChQ4cOHTrCCl0Y0aFDhw4dOnSEFbowokOHDh06dOgIK3RhRIcOHTp06NARVujCiA4dOnTo0KEjrNCFER06dOjQoUNHWKELIzp06NChQ4eOsEIXRnTo0KFDhw4dYYUujOjQoUOHDh06wgpdGNGhQ4cOHTp0hBW6MKJDhw4dOnToCCtM4e5ApMPtdiM3Nxfx8fEgCCLc3dGh44oFSZIoLy9H3bp1YTBE7j5IH/M6dGgHxeOevIKwdu1a8sYbbyQzMjJIAOSCBQt8XrN69WqyY8eOpMViIZs0aUJ+++23qtrMyckhAeh/+p/+p9FfTk6OPub1P/3vGvvzNe6vKGaksrISHTp0wP3334+bb77ZZ/nTp09jxIgRePTRR/HTTz9h5cqVePDBB5GRkYGhQ4cqajM+Ph4AkJOTg4SEhID6r0PHtYyysjJkZWUxY0oJ9DGvQ8eVDaXjniBJkgxRnzQFQRBYsGABxowZI1vmv//9LxYtWoQDBw4wx+644w6UlJRg6dKlitopKytDYmIiSktL9YlJh44AEOhY0se8Dh1XHpSOpyuKGVGLzZs3Y9CgQbxjQ4cOxTPPPBOcBs9sAC7t9/vy47ZCbK06r+oaAgT6xjZAliVR8rzLTeLQxTJU2pzMscPuPFwgS+EyWlEY3xJugnoN6kd3QC1rA6ZchbMQJyq3wE26YHJVI6X8KOItBOpaYpFVWRsGQr3ev5p0YAd5DjbSpag8SRhRFN8cDmMM77iBAJrViUdyrIV3vH5CffTN7Ku6X1xsOlmAIxfLAQAXa46gxHEJzeN6w0j4P1x6NE5F67rsQNx6qhAHc8t8XlfpLMaJys1wkU6fZaVgIAxoEtsd8abaqq81GggMap2GetXHgbMbfV+Q1hZo1MePXmqHkI95RzUK9vyIFQV74ISXd9oUDaS3B4zmgJpzk9R4rqjhvw/1o9ujoduMrMvrQMAtui4zOQaZydGocbhwKLcMdpe4DBcGA4GW6fFIiAqsv2pQYXPi8MUyuNzs/riMrMEu93k4JX6TN9QnktDcUEeTflVbauFM2iCQhFGT+vxFlasUxys2wugoRkrFcUAlj9CESEUjQ6ri8hajATZTLI7VGgyXMRrRFiNGtM8I2jtxVQsjly5dQlpaGu9YWloaysrKUF1djejoaNE1NpsNNpuN+V5W5nvBAABUFwPfjwbc/i0aAPBkZl1cMKt/JEtqVuLHi3mS54wA2nG+FxoMeKR+PbgJAnADKNrCnHPbk1F58r/M96h6P8KccAA8VFN/X1zMR4+aGtV9/b+kBHyfnKTuopIdkodXF0gXXzh6IRonNVbXhgdFlXbcM3sbNSESTsS3fAUAsGB3Lpxl2X7VCQBpCVZsfYlaJMtqHLh79lY4XL4nk6i6c2FO3O13uwCw/PQ6VJ+/z69rVx7Jx/eFdwGV+b4Ld3s47MJISMc8AOz5GR9uexv/xMX6Lpu7Qnm9KuG2J2F2jgM9DIe9losC0ElppUcC7ZU6xAHoKjj2aq0U/BEfp7ouE0li3dnziNeI+L9v1wtY487WpC5/Yc2YB0uS9FyoBLFuNzacPa960V/uOI5vXMMAABeKq/Hc0BZ+98EbrmphxB+8/fbbmDZtmvoLa8ooQYQwAG1867alUFy5A4Ab/YxJiFHgdV1MOrHFXYaS6ASgrfQicLaoEntyShFlNiA11oqLRjvcxFmYSBKDK6uQa22M85a6KCR3w2ypxqgOdZlrdzkcKCWBRKIZWlfnIsmZj41RsSgzASuIljDGpsBoUOdtcDQqH0Ap6jktyHRavJaNIqsR4ypDiak2Tsa0Z47bnW5cLrchzmrCgFbs7mfd+XWodFSi2Fasqk9clFY74HKTMBkIDG6big0O6ni7+gZkGet6v1gC1Q4Xlh/KQ3GlgzlWUeOEw0WCIICR7b3XudfhRBEJJBBNEEWoYzdsZDFKyaNISXCgcwd1fc8rq8HW00UorrQDVR6pr+WNgClK/qKMbFVtRAr8HvMAUFWIYo+HQHtDLOoRVnGZ6iLAXgmktwNqBzaRnyuqwp5zJYgyG5EaZ4GLtDFjt0GUA7ADR2M6odyYDAAgSRK5pdSmYUS7DBzMLcWZwiokRJkQL7PDrXa4UFRpR604C65rUiug/qrBltOFyCuzISnGjFgLtTSdsuQCqEQjhxV1XMp25NusFXASBDYn9EGKO7BdfLOq3Uh0FWFgfRMSEtWPfy2x3+FCAQk0sxvQ1F6OCmMS7FLvmwAuAthhrUClwYCt8f1hVbC2FFTY0Mx1Ek0MF9E0zoaW0fE4cqkcRVV2LX6KJK5qYSQ9PR15eXzGIC8vDwkJCZI7JACYPHkyJk2axHynjW98wyOBm6KAW2f71V/yp26Asxr/Hf0zsuJ9t7k7fze2LLkXZFwacLN0m5u3ncOLp/ZjUNM6+HpcV5wqPQX8ORoxBjPeu1wI9H8UOZ3uxPA/hsNiIvDpnR2Za8cticWufGBq30cxZMt3wJHD6J+WCZiK8b1rCB5+9FmkJ3pZnCSwbMubwNFfcWOn8ZjQcYL3wju+Bf55BmjRHbjzK+bw9jNFuG3WZmTUisV7fa9njo9cMBKVjkoEYgZFXxttMeKdW9qh96/U8Zs7ZeKe1h29XCmNi6XVWH4oDyTYPtGfzEYD735L4ZHl8diUC7x43QMY2WSkqrZXn1uNp1Y/hQapMfh0hLq+rz6aj62ni6h+0/dzxIdAfLqqekKN0I55ACT7ZMf2egmjmowSl/nzCWDPj0D7fkCfSeLzKvDb9hxs2bIPPVvUxrf3dMP58vMY9scwWEwGZCRYgQKgxW2vMwxVld2J26YuAwAMHjMUcxcdxs+XzmFiv+Z4elAzyTb+2ZeLp3/eje5JKbju1p4B9VcNvpyzHasK8/HuoHYY27U+ACBp5ZPA+TUY13cybml+i6J6Ov3QCQ63A+0f/grpsQG+rz/cDJxciXt61Mc92erHv5Z4cmUi1pwH7jLG45bLZ4CxnwCtfM8JVY4qdP+5OwCg41M/I8Yc4+MK4J7ZWzHg9IdoYriIJrVjMbxRBo5cKlerGVKFq1oY6dmzJxYvXsw7tnz5cvTsKT/ArFYrrFbf0qYIzFMKPC4BobAOuhx3oROCPUPwDjAtkKTP9nixFkj6M7WzVwu6r4riN9BlBCOA6YHwOOH7fvjuH7+NQME8I06X6H4raSMQwYq5H37Uwd5jQPu7EjyEdMwDAEhmSMiOI3aw+dkGrzWqSs+zlXzGnLHF7RPJkSu9DT92Xgkt2HHB6bOa+cIDdsxp8AsIdr4LN5h7oeFaIweCIEB66mc/Ub0IFiI38pAEKioqsGfPHuzZswcA5ca3Z88enDt3DgC1w7n33nuZ8o8++ihOnTqFF154AUeOHMHnn3+O3377DRMnTgxC7xSMcl81kOoHHvc66XP8bjEvNLhChfTg5ZWVaCOQoaBM4JKeCNjf4k+d3sHeL0KTyUyqr0oWBKasH5Mx07YCYVX2Wuad4B1UXU+giOwxDx4zIg9podrP5rg18p+xxCLF20dw/vX2JMO1/jLN8fosFlB8QYtNCac2T0ciSBihDygcj9y5Q+k9IQC+MBKC23BFCSM7duxAx44d0bEjRZdNmjQJHTt2xNSpUwEAFy9eZCYpAGjUqBEWLVqE5cuXo0OHDvjwww/x9ddfK443oAoaSKtqB56SQSd8gUW7cg4zIqyHv1MRtkH69VOldj+ykB0BEgslp87AhAh68ddmMpNjcahzvu+BP5MxU38Ak7J0v0MvjET0mAdA3V0+SyGChqs7M8sI2BjqOXmXckmSVMiM0G2FdgEWClrUMX/eXQ2FkUhiRph7oW6t4bNjCoURgt+K5OZEY1xRaprrr7/e682cM2eO5DW7dwfmjaAKWjAjfrxk8nXyuyWSrkHKLuLMYCY4FdFXEr7VO5L9EemJvMEXMxIENQ33J2symXnqlWpDkZ6Gribw90oN2DnYLXEwdIj4Mc/pm/wzkqHyAmpOoKYBKUktCJkRLvMnh1DsgqXACloBqmkCUE9K1ObpSAQII2FiRrgvbjAF1CtKGIloaMmMKH3JFDABpLCsUKomSdlFnL8rl9jZ+8OMqNnp+7QZ8d6GP+BOiNz76u/EJmkzooAqF5UNQE3jD+hrCd69DL0wEvkgRWNMBE2ZEZa5k+4F/6TIZkRRH+j5ILSQsqUKhBm86pgR+l6oXGukbHB8XiO0GdHVNFcS1Oz4ZWpQ+aQVqWlI/uQlHvDyUi+PqRENANKvn6qO/ZFjRmTUNBrsiOSYEX8nNt7O1FM5HdNJiYARNjWNpzm3jGGkDg84NiPyz1O7mVzOZoRHe8gxI0rVNFLPPoSQGjNhM2Bl7q+6oGtBgXCJUblpBVSoadjmKDWNpw53EF8JXRjRCszLGjgzojSyKfuCyA8UWTUNwQ4yWTUNdyLwtEFwvGkMfixOqn4jXUbw+1hmRMiYBD4JuTnCmxbMCPce0VUIBUTv/fH8dj9eK4NneHt7P+TALHZhVtNEPEg3ExvUp82IBgsa/e7Q7xXdphtutn4eM8K9liMIe3mhfDGPwYJb8NuoPqgXxjU1YA2XzkoCbmYOVrfWEBL30/c17HbTADcMgvUjGNCFEa3ArPr+39KgGLAKdhbMZMYWYAQDOTUNdV6sKvFLTaNmpyMzERiY3w3Bcenfoa5/dNOENswIt27B/4rUNMzz8uO9CmACkX4+ujAihhLXXgNTNvDWPFV6mmLeeZ4BK/uu8BZ2cMe0fBty4yvYkGJt/FFT0mNFG9de7Z5doBDbjKjbtHLr8HkNwXfoDYW2ShdGNIMC/tNXDSopSR5F671XHIWHhLrFh2uv5yRd2nN5gAasiiCnpuF1iVM68B0Rd8DzmBEN1TRKjAjF9fhvMxKIASupMyPeocqAVUM1jZTNCFO9vJpGyTTFLjyhXYClmvNLTRmMXXwEMCPsvVBnEqCJa28I7Ih0YUQraGjAqhTKmBHpsoSwgEQ93l174ddP1ca113NY5ndrYjNC8OsP1IAV4N5B5WoaLWxG/IFUr3VmRAoKbEa0NGAVjB/+eyFepAgRM0IX8aKm8b3HCQokWRAFaiUhrlbXXuZeSAid3hC4ay/XgFVX01wBCJwZoRGMCKyE4AAv6JmP9iibEdrggcuoKOqmoD9q2B+VzIiGumLhPfG7Tt7OlP+/GjWNX8JIQMyIZ7HjySK6MCICyYkzEgpmRFCltD2AdD9Iksu+yrch5QEWCkjGGfFDTUNoKk1Fjs1IaF17ud403D4ED7owohUCZEa4C4a2EVj5k48UMyJn4OTTtVdVL4XX+s+MyFGG2kZg1WYXIKX/9rmT5vZHJSXLazuAHSLbNZ0Z8Y4Qu/YKXgdJewDBe8Ud+4p6EAw1hwKw44J7TL0wHhxmJPwIbTh4gZpGxoNRS+jCiGYIjBnhDhwtDVjZOj3tiHZGpPSExi0LQuItJFULTaI6/YRPm5FA1DRcmxFN1DScuv1hRjRQ0wQSgTXcQc8iHhzXXvlHpD0zwjBXkhS8QBjhXKzEXomdKwLqqnpIqGRINYMF/OuvuqBnTB/UrzVq74lITcNvOSjQhRGtoCUz4ocuUL5eT1mRzQg7yOR0ivxdufj3+fNLVdGucsyI5K5dGzWN5t40Er9TLnCVdIc89QQgvAVkwMo/6ncfrgWEhhnhM5uSFLyIGWGZRCWzVCh2wVKQGhdhz00TQTYjLDNCHwnePSEg7U2j24xcEdCQGVHpTeM9Ait/8pJ6GeV0iryJQMhoEIHZjCiD9EQgp9PWhhnhfNYgzog3ZkTJZBKuCKySO0KdGRGDw4yEwmaEqVGiKV/MiHKbEU/5gHqoHpI2IwEwqdqomSKPGSH8WGtUz40E8w8IUmdGriwEyoz4pdf3Le0KuyUa3F7ceaVcjfkWBEFW0/hgRkS/WgNdN3ey1jwCK20zomIuCciANRA1DdMcN1CXLoyIwYkzEhJvGk+VTNW8pVvQHv8r12bEOzNCtxXaBZhVQYnPhS0CawQxIzT84abV2tFQamrPZ4Kjkg/ibdCFEc0QGDPCfciqmRFvwoigLHstW0LKlU7UjkjYCqM3DX1U1rA1cGaE4I7GAOoU5gbh1qVMSxM4M+Jf5lOmA5yDujAigiJmhC0bcHOC90GZzQiHSRSobaWghSG4P5DqfyBqGm0QQcwIcy/8WGtU3hIqNxcrgAgdIIIBXRjRCgEyI27ODlRxtE0FOxi3gJb1aTPCedmY8MNcOTlQ115Pf9SFg1fGjCgJAue7f2xd3Gfib53ce0Q/C7oNJeH0Axn8gUSkZXdCXClZny7ECHWcEX6VSrxp6CJukuQIM/JtEJzyoQTdmoE3ZrhzkDIoSZOhvDJ6HIQ/Nw3Dkvqx1qiNSkvN+ITnWnbD6g7ibdBnF80QoM2IH669ipgRAa2rypuGuwuTeImDrseVncQ5Oz1e8cCZEXAma80jsNL/h0hNI6xDDdj3RVfTeEWY4owwQc8UxBlhn6W0XYYQ3PKhhJSnjz+u7Zq69obNgkYM0e/xI/aK8nDwnF9McG1GrmBmZNeuXdi/fz/zfeHChRgzZgxeeukl2O32YDcfOrBPzs/LOcKIwjrUMAFemRG5OCO82UgjNY2qxVV6EpfTaWuipuHMfdrkpglMTcPU44+aRhObEV8Hr3Uo2ERoeN/8YUZ4ArE3wwzmArq+0EJSlOIwlYqhpUpBLo5AGBBInBH/bEYI5nMobkPQhZFHHnkEx44dAwCcOnUKd9xxB2JiYvD777/jhRdeCHbzoYNExkxVl/vxlGkanqdOkKmXVgmIaE9O1l7ueVE7wuMEqWoxZfqjxgZChiJlEnnJMCOB0LN0VlODwLXX3zql7AuVxHoQtutPorxAbEaYrLA6M+Id3Ky9cvdHJvu0P2DUrnTVPBaBnoP47wp3vLCZceXbYMuHWE0j4elDj0Glmcx5ZTUhRiIoUR797JgJRPk9UTs3GggCbrBzwFWRm+bYsWPIzs4GAPz+++/o27cvfv75Z8yZMwfz588PdvMhRGBqGi40de31rkYGhAas3Gu5LIqENB5Y7hMVzIicAatMnVp403DNZHjHVYIvi3hsRtT0xw+amm1bO7UVVaEujIgQZtdeNUHP+N408s8yXIoJqbnKHzVlUNQ0kcCMBODay1aisBzB/HP1MCMkScLtsXpZsWIFhg8fDgDIyspCQUFBsJsPHTR07VU88BTQkdxaAe7ug6OmkbMZ4ZUVtuEnM6Kla6/oeOD8MvcpapLjhqcCo/8X7wDl++O/zYgmaho9zogPsK698rKIdsu7KFGepH2FUE3DMiNK7JVC4cYpBal33a/cNAEwguLKwiWaiRFaNQ0/7ir3iQQLQRdGunTpgunTp+OHH37A2rVrMWLECADA6dOnkZaWFuzmQ4jAmJFADFi918vvltheQWFuGmYl5TIjirrJ74+qyUWOGZGmDDW1GSEIbQxYuXUL/ldlwBpy197ImYQjGiFmRrzajDDVyzEj7L/e3qYwySKS+7lgxV9SUZunI+EfB+EyYOVn7VXcpGoEXRj5+OOPsWvXLkyYMAEvv/wymjZtCgCYN28eevXqFezmQ4cwMCPsjscbM8KffERhjxQwI/QZ3nVe1DveoGph9MmMCIprsCPSPDeNBOXMdR9WXI9/ehqqvQCYEbkFTgcNBZsILZkRQZX8sStsj/7uOU+SypgRur6Q24zw2+f2IWwRWJlmI0AYEdgL+cWM+OHaS3Ek0htALWEKYt0AgA4dOvC8aWi8//77MJmC3nwIESAz4o8wooAJEDEjohdanWtvYCKXNsyIsC5h8YAmIc790jo3DSn4FGzX3kDirrCLXWCG2Vc9wsSMMHVKCLsyrYMEFPQ1jMwI0764b2FT00QQM0KDtRlRc00gzAg4t+EKVtM0btwYhYWFouM1NTVo3rx5sJsPHQJlRni6eWXXKMtNIygr1MuSpM8JjRf0jJkE/XspVdlA+MuMBKKm4dSlhZqGVzfJ/1/JY9YkAqs/zIhoEtaFEWkoiDOiKTPCF2T5bUpviPg2I0pePrZ8KCHeKKmcLzzQNALrVWIzonajJmczEsy7EHRh5MyZM3C5XKLjNpsN58+fD3bzIURgzAgXqtU03l4RobGkqJukbHu8XbkopoefUKWikB4C3Cyk/NIaqGnkHmMAo1Bor+NtByjqTwANaxpnRGdGpMFlRmTvkfbMCN2SNKspFEZ8leBD+L6GGpHpTaNBVQFCi0R5Sn8HxYxw1DQy4RS0RND0JH/99RfzedmyZUhMTGS+u1wurFy5Eo0aNQpW86GHhsyIWkpeWW4aflnZcPBSBqw8bxoxPexPX5XFGWEukjwsOq7BgimnmglIKICnq/4wIxqoaQLLTeMWHtHBg4I3I5g2I0q8aejzJFfY9qKm4ZQPJaRsqfyKwKplnJQIZEbYrqhni/xS05ChYUaCJoyMGTMGAHUTxo0bxztnNpvRsGFDfPjhh8FqPgwIjBnh5aZRGMxGibTL5qYRqmlokNITGgQB0gTeNISfahpVuSZkAg7J7dy09qbhBggKZGIzEATcJMkEVBPmC1KCcEVgZWl9PXOEJDi3Vn7camh3wAQtE6uGZOOMMAGvxJsTKYRiFywFNsAZeyzsuWmYZxcBuWmYuVv9WqM2Nw31u9n6DUyasOC9FEETRujYIo0aNcL27dtRq1atYDUVGdCSGVHq2qtgsRG+O6IJi5SjeoW7Ev51/u6T/TJgFamIZCZL4QLqV//YqjRjRoRqGgW7U2G7ARmw+gVZvZ4OHtg4I6GxGaHboqtWwYyAVBTjhmVGQiuNeJtC/fLc02IfHwqfVoUIJFGef8wIu/GUnXM1RNDdWU6fPs18rqmpQVRUVLCbDBMCm7QDMTJUpKYRLIg8mxGZOCM8+w6NXkK/DFhlmRFBcU2YEc794d2KQNQ0HtGGYVmF7JSS/oRYTSPShenCiCTCZTMi0ZZsnBGJ5r0HPfOU96+LfoN908TzUdgMWEOioFCHQCKwqstN4/lMkqL1IxgIOvfqdrvxxhtvoF69eoiLi8OpU6cAAFOmTMHs2bOD3XzooJHXgT+DTlE4eOEEJTNBSrr2cl5NRnvop5oGXiZTMeSYEfqwHGOiATNCCO5FIAuJcHJXMZeELQIr/b9QmtUhgALXXpFgp0Vr3Op9sVjsrlZJjJtQ7IKl4C03jV8GrFrajEQUM0IfCd494TIj/D4oblI1gi6MTJ8+HXPmzMF7770Hi8XCHG/bti2+/vrrYDcfQgTIjASwA/bOjPAHuFSiPO53WQNWgc6U8HNi9c+1V5ikj/rPTQqLa8iMQDvXXqHw5HPx4iAQvXcgunP6XhLQDVi9giSZhGLy0M7uwC0xzTA2ITLPirurVWKvFC5vGsmgZ6rUuvT1gc8D3NronoQb9PMl/EjKqlpNA9a1l4A7JHZEQRdGvv/+e3z55Ze46667YDQameMdOnTAkSNHgt186BBo1l4/dgBcgzlZiZeky/LLGQj+IKPrksxNA0LE/Pi7UVa3W5GeCAwyjas30hKD5NwvrZgR4eZK1n3YC9RkLWUb9rTnx0TKGBH609lrCRwBQz4Cq3ZZZKWYDdF7L8ray16ryJsmTGSAlLorEDWNNjYjjOVm4HUFCLFrr4qsvSqZEQMBNmsvuN40V7Ca5sKFC0wIeC7cbjccDkewmw8d/KDOeJcH4E9PNS/9kggHuKicoF2frr2ktICgFOpce72raahTpOiEFt40IAhJlZU/ED5TNXWFLQKrSBDUhRFpKFHTaLe7Ftt8QawGFBmwiucJb08zFKG/peDNuFYVM3KVuvbSCEmiPILLjIRGQA26MNK6dWusX79edHzevHno2LFjsJsPIQJU0zDXK79GLj4Ir15BVEMxA8NvV1YnrVHQM3UMkPREIJUJl1unNhFYBYJZUJgR3/cgbBFYdWZEGUgF3jQytk/+tcerkd+urGsve1rJ4ww7M8I7FoDNiJZqmkhgRoSCpKrYAPw61DV8leSmmTp1KsaNG4cLFy7A7Xbjjz/+wNGjR/H999/jn3/+CXbzoUMYDVgBL8yIsFtCmtfLzpu/KxdU5L80ItueCEqYEd7xwHdEcrszTWxGILQZUdAfPyZjpl1N6GqdGfEOBd40QQx6Bkgsvt5cewXXSEHsSRUaSAlK/tjSBcIIiiuLHGYkINdelfeE59oLMiS3IejMyOjRo/H3339jxYoViI2NxdSpU3H48GH8/fffGDx4cLCbDyECZEYCoOOp1n2oaQQTlnDC8W3ASi+k7AsaSD8DSZQnNVkpr9M7eMyIRiNPaPylJNYD0x8pqz6l7QYgnImZEfXtXxMglSzw2u2upRZn5v1it8z81rnvnxJmBPz3NVSQClYfSG6aq5cZUb/WBGLAClwlNiMA0KdPHyxfvhz5+fmoqqrChg0bMGTIEL/qmjlzJho2bIioqCh0794d27Ztky07Z84cEATB+wtanJNAg575Qcfzysq8I8LdhlQ4eG5dvlx7A90o++dNI2RGuJOV+Lg2uWkE3jSBqGnoOgT/B921NyA1jbC98EojETvuuXdXVhbRkBnxoqZh+yHdEUoWEVD9EghbnBEvzIgaaKqmiUBmxPcLJ4Z/rr1sK1eFzYiWmDt3LiZNmoRXX30Vu3btQocOHTB06FDk5+fLXpOQkICLFy8yf2fPng1S7wJjRgIJe0y1Lv2WMK58dDkZvY3UAGZcQgnI63tUglenT8i0xZusOIc1VEsQ4LvEBlSnp7/0s1DFgqlRa8m06w9Y4iwwLzEtENHjnsvMhYIZEVQJcN97iZNgH52bJCUXfCHoU+4QswFaufbS0CYcPN2RKzscvGoDVvD5EPqpBPOdCLowkpycjJSUFNFfamoq6tWrh379+uHbb79VVNdHH32Ehx56COPHj0fr1q0xa9YsxMTE4JtvvpG9hiAIpKenM39paWla/TQ+wsGMKBBGmLIiZoS+UMCMcF823kIoUNP4y4zQrsVKXj0ZtzqpoEi8NgIQHLiTtVbeNAbm3vLbMCi4h4FMxoy7diBqGuYlCN++JaLHPefNkHW/DgIzIuXeLseM8AxY2aOybYTLgJUG97eFPQJruG+GBAi/xrNKYYTgq+QZ93DVLStH0GeYqVOnwmAwYMSIEZg2bRqmTZuGESNGwGAw4IknnkDz5s3x2GOP4auvvvJaj91ux86dOzFo0CC28wYDBg0ahM2bN8teV1FRgQYNGiArKwujR4/GwYMHvbZjs9lQVlbG+1OGwJgRf3bAsmHcudUKXXdFixv/Olk1jUbMCA1Vrr1CmxHOZ0lvmkDUNIK62HYCUNMIFnau+7Dv/oRJTSNqLzzMSCjGvf9jHqBsRuhJOxTMiFjNwrYr3T7Xc06ZvVLg48gfRGQE1ggylhLHGQmmmobgzIUkCMGGKhgIujfNhg0bMH36dDz66KO841988QX+/fdfzJ8/H+3bt8enn36Khx56SLaegoICuFwu0Q4nLS1NNnhaixYt8M0336B9+/YoLS3FBx98gF69euHgwYPIzMyUvObtt9/GtGnTVP5KRCwzIlr3hFSocOfBI0a4fZJnJ9TAL9deoZZGpnFtIrCyTWs1GbMqMs//guPe+xOAEBTApMy+L+FV04Ri3Ps95gEoetuCYTPiTU2jgBnx9jTDZjNCty8xr4UtAmsEMSPMvfDHm0bl+OWpaUittqDeEXRmZNmyZbxdDY2BAwdi2bJlAIDhw4czOWu0RM+ePXHvvfciOzsb/fr1wx9//IHatWvjiy++kL1m8uTJKC0tZf5ycnIUthYYMxLIDhjwxox4uiXbjkBNw2VGuIIKs5IGtiipol2FqgLhYUgzI4GAu/PULOiZYLFQ5U0TgJpGi9w03o5EKtSOe//HPMCLMyL7jLRf0LjvujgGhEAY8fxPcrrgNQIr/SHE669X114/Fl5tmZEIEkboA8EU0LjCLriuvVewzUhKSgr+/vtv0fG///4bKSkpAIDKykrEx8d7radWrVowGo3Iy8vjHc/Ly0N6erqivpjNZnTs2BEnTpyQLWO1WpGQkMD7U4RAmZEg6UaFsQdE7ciocbifJW1G/Byc6oK7SU/icjYj2nrTSAtm/iAQZoStw39hwC9BStjpMDEjoRj3fo95AUISgVVCkPXlTcOl2JUxI0LhJjTwav+l4vW7apkRodFZEAU0kWtvCNiyoAsjU6ZMwfPPP49Ro0Zh+vTpmD59OkaPHo0XXngBr776KgBg+fLl6Nevn9d6LBYLOnfujJUrVzLH3G43Vq5ciZ49eyrqi8vlwv79+5GRkeH/D5KFNsyIP4MOkLccFzIjTDItwWLjNakaAfFgDIWahhkBwiR93N8t7lMgVvRuzv3gDtyAEtYxA5lvM6JEmPTHy4ppNxA1jedag1+ik3aI+HFPkpz0dL6YEQ0T5UlU7yYEBwTfSFKZzQi3fCghlQTQH1s6CMZbYIggZoQJeuZHojxv87tUeQIgSXbjGYrYM0G3GXnooYfQunVrfPbZZ/jjjz8AUDrdtWvXolevXgCAZ599VlFdkyZNwrhx49ClSxd069YNM2bMQGVlJcaPHw8AuPfee1GvXj28/fbbAIDXX38dPXr0QNOmTVFSUoL3338fZ8+exYMPPqj9D2VeEP/ku4AT5fmwGTEIJGPWm8W3msZAGCSkcT/fSlWTi3RbcnEIpJL9+QuDQTs1DUQDWUC3egHdrj+J8gJR07CePuFlRoDIH/fMyJC7RxrurqWirIreDcF37q7WmzcOW1+YmBGJucGf95+Z2zSRRSIoUR59L5h3QP2coHQu4CXKI0mNBTxpBFUYcTgceOSRRzBlyhT88ssvAdc3duxYXL58GVOnTsWlS5eQnZ2NpUuXMsZt586dg8HAPqDi4mI89NBDuHTpEpKTk9G5c2ds2rQJrVu3DrgvIgSopmHnGPXSLnW5D5sRQbWEYIIkJHg4b2oaf0e6KhsIuaBnPDUN57gWNiPcCVGjcSf8GWo0H+GLwCpUx4VPGInocc8ZeaFR09BtcapXpabx/T6FTzMhZm3CHoE1koKe0fciJAasMhFYr1RmxGw2Y/78+ZgyZYpmdU6YMAETJkyQPLdmzRre948//hgff/yxZm17hzZqGn/oSMDbgsPfhYtdA73YjEgZsNLSsr8ylyrbGBlmhNt7Unw8MNdedkLU3GaEEejo477vQbhy0xCC/8PJjAARPO45rr3yj0hLZsRTI6ctduyKnhrvGwlSUpiRbyu0C7A3A1Y1uGoT5TF9UL/WBBaBNTSuvUG3GRkzZgz+/PPPYDcTfgT4lPwyYFWymAneW1EEVqEBK+d3SLr2Bvgyas2McPujqWuvoJ7AvGn4dava2PijM9cABLO+hp8ZiWyw74VvZkSD1iTeB6WuvSC584F8n8LFjEgJ6YF4k2li83K1MCMqBTRqxid436nrg4eg24w0a9YMr7/+OjZu3IjOnTsjNjaWd/6pp54KdhdCi0CZEX/VNL5cewULtTDombfcNLyKaGYkQDWNMsgxI97r0yYCKyEpmPkDUQA1ETvlpT8BTMbC98Ofd8ufAEvXFLiuvbJPVMvVXazK4J/htMd8Y4UVJctY2LxpvBjX6onyWIQiUR5VNzsHiDez2iPowsjs2bORlJSEnTt3YufOnbxzBEFcPcJIgDYjfuWm4byMvnLTMOVkXHul6uGXpVUMHjItQDWNIoM02XDwwVTT0HVpp6ahjUHpZ0F7DXgzImT747+aRmjg7I8KMFLUNJGLcIWD51Tv02aE+t8d4d407H1kjwWSs0tTZiQSctMw3jR+MCOqXXu5byspSmkRDARdGDl9+nSwm4gQaLODDHoEVuZafgmfappADXSFdSqpR2YSl9HSaKSmYSdrzZgRwUBWFfTMD/Ud066QOVMji+hqGmUgFRiwamkzIqFmIdiHBcEHyWupEhGopmGlKfaYP4xxMJiRSFLTBGIzolRNQ7BqGoLkmrIG7z5cUVl7IxoBLtaBWI1TzftQ0wheRllvGt61UswIXZ+fahp/DFi9edNwzmkTgZVtma+mCrhqURWKhBHWaEQ1lDBnstcy/+tqGu/g3FlZWURDZkSiDsXeNOAKM/JtiCO6hgaSuWkCsKXTlhmJJGGEhh8bV6VaGvC9aUKhrQo6MwIA58+fx19//YVz587Bbrfzzn300Ueh6EIIENikHcgOmGpdjhnhD3BxOwJmRMJmRJIZIfwURtQsrnLMCG+RFR8PaBLi7Dy1Y0bA65eUEaLPOjRipBS3J3qPdWFEEoqE4WAwI9zahcKDQBhhriUV2SuFwj5AClLbubBHYI0kZkT4PILIFvG9aUIjoAZdGFm5ciVGjRqFxo0b48iRI2jbti3OnDkDkiTRqVOnYDcfOmjEjKi9nJJgvbwigmpJ4ZD34k0jWVGguWlUMUC+J3FJm5FA1DScyVpzbxphG2rUNP4YsMoFZFFyLfO/zox4B2dE+Qp6pgkz4qmSO36Em14ZmxEuM+Jt+IVt+ZVQQbHzlyppxHOpFswI3Y8IEEY0YEb886YJjQFr0NU0kydPxnPPPYf9+/cjKioK8+fPR05ODvr164fbbrst2M2HEAEyI36oaajmvAsR7EQpaIcQlBCcF6k/6F29oD61ULW4epnEhb9Hqg1/wN15ahdnhH5G/DYU9cfP90J4jXpmhK4jMCH7qkfYbEa4tftgRjjDyHdfoWV3VcEbMxI2NU0EMSPMVB3AJKwuzgjhaS/QUJfKEHRh5PDhw7j33nsBACaTCdXV1YiLi8Prr7+Od999N9jNhw6BGnhK7QoUwJfEK1TLKE2Ux0tAx40zotFrqY4ZkT3DO6eJASu3BZJ7PHBmhK5QSawH5gqtDFjVCiP0RMQc0IURabBBz0ISgVVCzcK+R7QEKVTTsONCmTdNeJ61pM0IV1WsEJr2X0hrhhFqQgIIoV5Nw7UK5IQFCOJ9CLowEhsby9iJZGRk4OTJk8y5goKCYDcfQoSJGfGxC5ATokU2I4KXTY4ZCXSHrGpx9cqMiHWYmqhpZJiRQCBketXcyYDijCgwcJa/1vO/zox4BzfOiOwz0pBqUMKMyKlpSGXvnpyBeLAhxdoEks38qrMZEQojQRfQOAqhEMhkQRNGXn/9dVRWVqJHjx7YsGEDAGD48OF49tln8eabb+L+++9Hjx49gtV86MGsYn4myvNzB+xr4Al34bTfvoHgT5B0cin6PLc+bqI8dhfo32vp1+Iq4eMvjN3B9BOBTaB0fQaBMBJY1l7+YhEO1161/af7ZiAkVj8dPPh825h4OVpk7RW/D/R7T2XtFT8nXm4aT2cNBvnnaeAJsQF2WAXcWjEjWhiyM5VFTqI8NuaK+rVGbdZeA0FwEuW5ORuqK9BmZNq0aaisrMRHH32E7t27M8cGDhyIuXPnomHDhpg9e3awmg89SDaRuF+X+7kDVsyMCNoR7taEQo1YuBF8D9SbRgm8uNV5S2mthZqGgMCbJiCbEboOYRtK+uM/MxIIRBFYdWZEGtysvSFR0wiqFJ6TOMFtnRVu5cG32QgdvA0xv2xGtOi9hs9OKxASn3xeozboGcHfeIaCGQmaNw39oxs3bswci42NxaxZs4LVZJihjZpGLXwzI/zdhtiAlH8dU4/QFoNZSUOopvFGkUoMDk0M17hBz3ha0wDqFNx7NfZBWiTK49aj/FpfB3QACLmaRqoKvppGihmhryW9CjPC8vQ1oRJEpfrmjzdZUAxYI4AZEQmSwQx6BvBmPzD3VHGTqhFUm5FQ7+bCikBde/1V0/h4yeSYEVkDVkYdI7AZYRgTbXYKgSTKo/pEn+L0U0MDVi2FEeEdU5WbJhDXXgndu/Jr6f91ZsQ7FHjTBIUZ4erzuQYkvpgR4VEx+IbPIYSEkB5oMMiAEUHMSCCuvezmTT0zAh4zErz7ENQ4I82bN/f5YhQVFQWzCyGENsyIopwtHPh07ZVZzOQS5dHg6hb5rr0e6s7P8c7arKjITSMxAKTkFE1y09CPUaCmCWQM0jp4YW4aNcyIf+3yc9OoAd03f/TT1xRIEiR9r3w9T02YEXqeYI/5ZkbYcaEoxg3nnDC3VTDBzoHc9v3PTROInRe3NqpzkZSbxnNAxSRM2wQqnQa4EVgJcOawIN6GoAoj06ZNQ2JiYjCbiBwEOGgD2QED3tQ08NQraEeOGZGwGZF27fUPWgU9k7peix0RyUojmkdgZTRgfsitoXft5f+vq2nkIGQQJaDhvZMahSwjSEgOT5ZF5Arb8uCrSfzsqB/gbgSYY37YTAXFZiQS1DQBMCOBRGAFJ85IMBFUYeSOO+5AnTp1gtlEBEEbZsRfNY3cOyacfOQMU4UMi2/XXv8GpyrWwqtrL10f55gGkxD3V2qnpuHuXJWraaRUUCoblqxL0aUEXYWupvEGkssghtS1l7sk+WJG2EuVxLgJ15OW3PD7c8s0VSlEnpqGQdAFNJYdFW5mg4Ggca/XlL0IoJnNiFr4NGAVCEkiBkaGGZGqiSoeoDCiaqfjjRnh18drQws1DcEPsx+QN43gZyhlRsR2OyrbDWBZEatp/K7qqoaiZ6SpzYi8moUkpE9IeZ55Z0Y4zERImRGxOBX2CKwRxIyIh6L6Qancm4afKC8UuWmCJoyEOslSxCBQZsRf115fahphOzISv6QBK9ebJkCbEWG/vRfyxoxITLBaGrBCOzWNsA62De/3INCMxIEYsLJ1iD/pYKHsGWm3oEmpWfhxbOT1NMojsHLaCyEjwLTEZfQCUNNog8hjRvxRnapW00CgpgmBTBY0NY07mJYukYgAmREaIY/AKhdnRDTJ0gtpYL/PL9der8wI95gGwojMZB2YzYhAcFIY9Exst+Nfu8K6lF/PZUZ0YUQKip6RlsyIxIDmJ82TYkbYa5UIwhFlM+KHl6G2Qc8ihxlhhRH1a41q116CnetDJZzqJvKaIbBJ2+9Imz70o8IBLhdnRNiuLDPCisvq+imoN9BEeaycIrEz1WIOguCeBlCn8FfICYhCBDrwAzFgpa6nruR+08GHsgVPQ2ZEgv/wz2ZEvo2wufbS7WvEjFx1NiOBxBkh1M2N1PzHUdOEQCbThRGtEKjNSJDUNMwUJRBaAo4z4ufapJ03DV0f55gWahpmshZEYA2IGaHrplknz3Ff90BCBaWu3cDUNARB+DXxXVsIDzPCDy3CEUa82oyQit5jPjMSmkWYv6kIDJrmpolAZkRSn+UD6pkRTsIP8gq3Gbn2ECAz4udj9iXxynrTyMQZkVXTaO1No0gWkW9L0mbEh8pKUf84+0vNDViFdalR0wSqHvOTGdG9abwj5DYjXtryxYxwu6B0mgrVEixp+xWgzZS2glR4hRFJYc0ftkixAStXTaMzI1cWNPKm8ZcZkQvwI1QJiIIICa6TrIdgy2mWKE8NMwKIRoGkqxn9G+G/vZKb8xi5dQdSp1B9pPRNEQWeC6Bt/5gRwKDbjHiFW4nASEiPNX8gZdPEJMEEIc2McBYSJuBehNmMuCUWW39tpq7GOCP8jYn4k0+onBt5ahrSzXkndJuRKwD0KPcza6+qRZoFk6lW1mZEWsgxCLJRCuvhLl5U9D6NdshKVRSA11nRwDA5nGMIPGsvfalBOPkFYjMiUJEpifXALU/1x7/3KhDKmlLT6MyINyiKBeMlkrD69jxVco4x0TUJSAojBt474BnvXl4n3rsfojWYr271HBPNQcrg71iRRIREHubfCw+CyozIuPbqzMgVAHrXE2oDVvp6mVnDLZi8xL78QhsSz3WQC+ZE24z491bS9aqKM8LtmOCMFL0bCLhqGi4zoUVuGtrBzC16BjJ90WDkB8SMgMOA6cyIJMKmppGzGfHyVrndyuyVuGdCFQ5eSt0qPwd5x9UYDl6SGQmiuzPls0Cz4FxmXWdGIh8aGbCqzk3jY7FhJy/+Dlloa+LVZoRTtTuUWXu9MCNCtoFbpzYGrAKbkYAMWMUsDsDPwaG0Dv/b9k9Nw058+lQhDSXMCCEq63drEkwnz7hQUk3DnpcSZuTKM3WGALxxHCiRJKXC9RcRqKahboy2DLoQXE4UIJm5Kph3QZ9hNENgO8hAI7D6qlfIjHA1s9Q3gTAiqaMUX6cW/rn2SrUnTxtqxShoH4HVfzVNoDYj/l+rq2m8IXwGrHLnJIQR+jxJSjCjYvBGXViYEc+xSLAZCXC+0wzC+6N2nVEpoPEMWElW+NHVNFcCIta111NOwCQIw8Ez/ZB827gysjaLknYGrNxjWjAj9P3h3wst1DQk8796NY3fzEiABqz+UMLXEsIV9IzHjPhy7eXsapUxI5z2/O6p/5Aax/4EPdOoM9T/EcSMUEx1cNYJtrxg1teSbZKBLoxoBm1065pHYBV0Sy4cvJyahu/WSx2h/vWTGfFXTSNnMyKlptHAgFVkvxoQM8LfVSiVWzVhRgJR04D7nHVhRAqRwIwQgm8yrQMktwvyzzMcuWkkmRE/XXs1zU0TIcyIiKn2d9PqBzPC/xQ86MKIVtDKtVft9RK2E7x6ZQxU5YKeia4jhDIyv1218CtRHqefzJlgMSOctrXaBQg18OybEjo1TcDeNDozIgllifLY0gG3J+Xaq9hmRFluGl57IVqE+QyT1LEwqWkihRkRuT6rFEb8EF5IzhqhNoKrP9CFkf9v7zzDpKiyBvxWx8kzDGFgyDkoAgIiCoJiACNgTpgVXXd1MazoZ0BhMa8JxbCKa85ZQEAUkaQgSbKEASbn2Lm+Hz3TXdVdneNAvc8zz3RXV917q+qGc88599yo4Rrlw7w6NmYan5oRz6BnHpKzb81IZN5lIS1h9qsZUZoBRj5gxsaBVZ52sIGnlGKohJ53BGYaWbaqMKJEcO8o+h258moa+RvzLJYoKmtW/KafEM2Id50Na2+aI8hnJGqakWDvQ5B/VDUjrYkEaUaCjcDq+u7ZHXl453s6sMqdGIEoraYJ7jZD1IxEw0wj8eeImgOrdObqkUeoaYRLWB2zIDHTqJoRHwSjGYleV660NNdVvwQU35Osi3C9Tv/vM95DsMwQHKWqdkStpvHKP8ZmGjzMNK7HoPqMtAIi67TdYdpDuy6gZsTTJ8RraaCyZkSSgawhKn0KhehpRuTpSQ9GbWlvlBxYPV0GwtGMRLyaJjxZhHB9g44WgjOlRW9Ac7dnheSlXxTyD00z4r4mHigNcklhpkkSzYiUcDQjofaNsqBnoro3jSLz5s2jR48epKSkMGrUKNatW+f3/E8++YQBAwaQkpLC4MGD+f7772NTsAidKcKNwBq0A6uvfDxOUHRglYkgETZOhZmdb/xpRrw7y6jEGZGkFTUzjY80QvIZSUickeTZKC9Z232iVtPIkg/oM9KSe/A+I77qbKxQ0oxEaqaJCsmiGfE004Q7TgQrjODR68fhMbQqYeSjjz5ixowZPPzww2zYsIEhQ4Zw1llnUVpaqnj+qlWruPzyy7nhhhv4448/mDx5MpMnT2br1q0xKF2E6uyQBmk3gQYb1+Dq0cB9akaUzDQKq2nCJXpxRryPRsWL3ldnHYlixEszEtyAkHgHVueVLSklimRu93FfTaNgZgl2NY1cMxLATBPnMTjQpCIszciRtJpGVs/EkMeZSDfKc5Ujhs+hVQkjzz77LDfddBPXXXcdgwYNYv78+aSlpfHmm28qnv/8888zceJE7rnnHgYOHMhjjz3G8ccfz0svvRT9wiUozojn9Qo/ONP1KJfP1TQtA6asPAqakbBlrlA0QP40Iy2HI9ceSJG+xejFGZGrOMMy0yQizgiSjiiBmpFkbvdx14woGGNCijMS5OuMh1pehlQYUTApJMyBNRk1I84XHdL1IS+MkAgjztU0ro8xQxe7pKOLxWJh/fr1zJw503VMo9Fw+umns3r1asVrVq9ezYwZM2THzjrrLL788suolm1PwVbEoq2k6rQ0mhqoObQn5DR2VxQCYLGJHKxsDPo6h8NZS7aVFGAxp3v9XmcvQdDXUW0p4lCdnVpLLQBCS8xluwWq9qOxWwAor9jJIW06xaZyoFlarTrgSk8UW8IKmzlUdyikewTJrsFBaUYksnL1ATBmur52FktBaKKmcA+Fdufx+qoKAEqrCtmw7eeQywZQX1lIvqEEnamOqpr9ruMmcx2HDq0JK80scTv5hhqKCq1s0LehtrKYfEMRenMNhw75ftdVLe8KAar2+zzPHy3CRFHJRnR1xSFdm6fbRYq+hEM6LSabhaoA9bp9WhY9cjuEVU5fJGu7d9jtbNy5El19IWTlISD4bLfGOgsdAKvFRNm+HRHlm2kqpItQS3rjYahytlnB1tx2tVoOaTXg0S4tlCPoKzlQfRC7tgIBByWNhQj6FJ/5CPpKBI2DjYV7Kaw3RlTmYKgzWRH0lQAU1R9GoxGot9a7yxOGZqTaXB1WHyXDUgM6LVjrIMz2Hw0abE2uz06fkdD0CC3h4CtNlUE9k2pLCRZ9HYd0WhzYqCz5jXzDbnSCwIZtabJz+3YfQmZ6TkjlUaLVCCPl5eXY7Xby8vJkx/Py8tixQ7mBFxcXK55fXOy7UzabzZjNZtf32tragGWbu+gm1hnroWtnaFwDy6YEvMYXmw7WMPbJ5UGfn967CY0B/r3+fuUTMiCjDzz+p/OvBVfjrjkIzw+BTh0gJYXZW16RX29tgldGSw44r2vQ7GbS55OCLqcnITuwzh8j++kjACOwyH0sKzsLcnP4pXw1v5QrD1RB0Rs+NgG73Id21+1n0rKbwksvxZnmS6VAi2WhN3xhgS+WBb5cEB3OdxQGQrfOoNVy8+oHQ7+4MxwGvqczcChgve5lOJOvLn8mrHL6Ih7tPpw2b7KauOa32yHfmY8o4rPdniBs52Mj6Gv2k//2qIBp++N1cNb7xc1/gNCxA6SmMKddrvOAQrvM6AMflYCxp/Py6wLUO0NPMAD3/RZRcUMio4/z/zlfPun1WziakXe2vcM7296JvGBdOwPlEG77jzJOYSQ8TeW8jfOYt3FecCf3hkl0dn5eezv0dn68xqNOPF55F+eMuTas8khpNcJIvJg7dy6zZs0K6RodWlIdDkQELOixh2v9EjVoGo8jzaAN/pr6YYg5v+BPoSoIkKLTuupvmi6NsX3Og13roGIvAGc12dltcGDzaPTnNFpA79S4VOaPJb1kEGbrT+gNDei04TWIQW0H0Sm9U+ATtXo4ZirsWuz1k8XuwGaX76Q5rNFOhyw7daHsQOcTZxpNzWmlOiLVTypdH1w5z2gyu95BqJzTaOGLdN8z4MCIgIAFHTb810udRh9BPokjnDYPkNq8DbMDDdaGIT7b7V56s0PsRjdKIipnC4IgYNRr0DTXnzNNdnYZm9uuVgdag+x8u0PEYnO4aqC2+Xp/WGwObBHX+dDRaQQMOnnZxnUZh04T/FB1atdT+bHgR5ok2oSwEUWwmRJupmlhnMmCTp8Ogy8O6boJ3SawrngdlmYNeCBEEcxWO0YsEp8R5WegEUIYr/zQaoSRdu3aodVqKSmRN+iSkhI6duyoeE3Hjh1DOh9g5syZMhVvbW0tXbt29Vu2V29eGaj4MWRi+JdOd5f7iuY/f+QCvwNwSfh5hsrFbykeNjT/SRkOBKFoOKqY2fzXWolHuw+nzaelpLPuuj/9niMnfG1pIIJpu0cTp3Q5hZ8vDc9Me6RyTq9zOKfXOYkuhl9ajQOrwWBg+PDhLFvmHm4cDgfLli1j9OjRiteMHj1adj7AkiVLfJ4PYDQaycrKkv2pqKgkhni0e7XNq6gknlajGQGYMWMG11xzDSNGjOCEE07gueeeo6Ghgeuuuw6AadOm0blzZ+bOnQvAHXfcwbhx43jmmWc455xz+PDDD/n999957bXXgs6zZRVCMHZkFRUV37S0oVBX9sS73attXkUlegTd7sVWxosvvih269ZNNBgM4gknnCCuWbPG9du4cePEa665Rnb+xx9/LPbr1080GAziMcccI3733Xch5Xfw4EGR5lVx6p/6p/5F/nfw4MGkbvdqm1f/1L/o/wVq94IoJolnTpLicDgoLCwkMzMzupH9VFSOMkRRpK6ujvz8fDSa5LUQq21eRSV6BNvuVWFERUVFRUVFJaEk7/RERUVFRUVF5ahAFUZUVFRUVFRUEooqjKioqKioqKgkFFUYUVFRUVFRUUkoqjCioqKioqKiklBUYURFRUVFRUUloajCiIqKioqKikpCUYURFRUVFRUVlYSiCiMqKioqKioqCUUVRlRUVFRUVFQSiiqMqKioqKioqCQUVRhRUVFRUVFRSSiqMKKioqKioqKSUFRhREVFRUVFRSWhqMKIioqKioqKSkJRhREVFRUVFRWVhKIKIyoqKioqKioJRZfoAiQ7DoeDwsJCMjMzEQQh0cVRUWm1iKJIXV0d+fn5aDTJOw9S27yKSvQItt2rwkgACgsL6dq1a6KLoaJyxHDw4EG6dOmS6GL4RG3zKirRJ1C7V4WRAGRmZgLOB5mVlZXg0qiotF5qa2vp2rWrq00lK2qbV1GJHsG2e1UYCUCLmjYrK0vtmFRUokCymz7UNq+iEn0CtfvkNdyqqATBjsod/HLol6ilZ3eIXPPmOh77dlvU0kwkVrsj0UVQUfFN1X549RTY8mmiS6KSYFRh5Ain1mRl1jd/sulgdaKLEhMu/uZiblt2G3tr9kYlvbX7Kvh5Vxn/XbkvKuklkheW7abf/y08Yt+9yhHAtzOgaBN8dkOiS6KSYFRh5AjniYU7eOvX/Vww79eopVlcY+KvsvqopRcNCmoLopKO1S5GJZ1k4NkluxBFeOSbPxNdFBUVZcx1iS6BSpKgCiNHODuLo9/YT5y7jAnP/ExFvTnqaatEn+T20GjlVBfAF9OheEuiS6Ki0qpRhZFoYqoBqynRpYgb+ysaEl0EF6J45Gg0ok3EDqNf/x3evRAcqv+JFx9Pg00fwPyxiS6JikqrRhVGooWpFh7vBk/3S3RJZHgO0Q7RwZ3L7+TFP15MSHlUWiEb/gd7lkLxpkSXJPko3d78ITJh2OqwUtxQHHl5VI58fn/T6fRbV5LokkSVI14YWbFiBeeddx75+fkIgsCXX34Zm4xKtjr/m2tik36UWFe8jmUFy3ht82uJLkpUESMcDI409pe7tVZRM9OompGYcePiGznj0zNYX7I+7nnbHSLbi2pxONQ21Cr49p9Op9/lcxJdkqhyxAsjDQ0NDBkyhHnz5sU2o1ZiJjDbwvTz2PIpvDQSsXSH61ArueWwaa2mn+1FtYx/+qfoJCZ7Bq3jecRtAhJFNpRuAODz3Z9HJb131xzgzP/8TFFNU8BzH/pqK5Oe/4Xnlu6KSt4hkeQxZ5Iaa2OiSxBVjnhhZNKkScyePZspU6Ykuiitm89ugPJd8OWtiS5J3Gilsgg/7iiVfY+ov2+FDyFuE5BmRKA6SnvtREsA/r8vt7KrpJ4nFu4IeO57a50r0V74cU9U8k4IDgdsfB/KEiBQqUSFI14YCRWz2Uxtba3sL2SSqAOXdm7jnlpOg8UW9LUrDq3g3p/vpc4iWZFjObKkcX84kug9Jgyx9Zlm4j0B+b92uYzt3oXVhavjkp9PCv+Ada/L+h+TVf7+KhssfLCugDqTNd6l80GUNCNbPnZOlOaNjE56Scjemr28tvk1GqOlTarc5/xLEtRw8B7MnTuXWbNmRZaIKCal+vFARSPLdwQvXP1t2d8AaJvaln81HxMlt3WkD9Wt1YTuWfWESDp8qTCiCmeKfJ2ZAcDrW15ndP5op1Dw+c1wxqPQf1L8CvLaeOf/tFwgBfD2pbpuwW9sOljNyt3lzLvy+PiVLUwK6wtZeXglF/S5AKPW6PvEQ7/Fr1AJ4oIvLwCgLDeHByqqIkvMaoIXhjo//18p6Pw82zihakY8mDlzJjU1Na6/gwcPhp5ImLPJP0r/4If9P/g9x+6w8/VfX4cd5CscR8+SxuT02o61T4dDFGmyNWGyJW659sbSjcxeM5t6i3eQuaDvPyIzTevTjIRKVLShSIS+Dy53mjQ/uCyKpQwB1wofb/mxJRrvd1uK4lggPwSYtE35agqPrXmMVza+4j+do0hQ3mRsERwiaNgmyUILS3KEaFA1Ix4YjUaMxnCkREljCLMDn7ZwGgBftfmKXtm9FM/5fM/nPLr6UQC2XBM40JJXEw2jzcpm1tLbTHD7d0iecyxW01jsFk7+6AT0Gj2/XfkbWo02amk3mG3otAJGnf80b/rhJkx2E5WmSp4d/6zruMlqZ9LzvzCkSzbPXTbMbxoR6ehkdfnI7PCjog1FUgcTHVU00Q0zijTanGbhNUVrApx55NxzIIQj9F5VzUgsiHA2WVhf6PO3SJf+hTNo+wqaFS3NhN1hZ2flTplwEQwOYjtrL20sB5wxIEz26GlHGi02jnl4MaPn/hjw3JZ8lxxYIju+bHsp+8ob+HKjd13xNMtE5sB65GtGoqINlRJBu4iOUN16B6t6s7JPm7p0P/7YHSI7i+vitqrwiBdG6uvr2bhxIxs3bgRg3759bNy4kYKC6OxlokiEHbi/lx9qxfB3erBpSQc3MQa+MI+ve5yLvrko5EBssTfTuN9jRH4XHuxoDtFf2WAJO424OdceBT4jRqORrKws2V84RLOORItQ3lii3dwe/WYbxz68mFV/lSe2IAmg3mwLoT9u+RDRLEPyUTnfWd/8yVnPreC5pbsjyCd4jnhh5Pfff2fYsGEMG+ZUZc+YMYNhw4bx0EMPxS5T0R7Z5X66kGjOEILVRMg7WYlgEm7GHrFOPtz5IQBvbHkjpGRiPVuKR4yvcAWqkAaZaDmwthISMgE5AhAAmqqh4q945wrAm786V3Y8sWin11mtNeZPMOworuXYhxdzx4cb45epbJKhPF79b/UBAJ5fpgojUWH8+PGIouj1t2DBgthl2ko68FibORTZ8D+Y3QG2fhZxUqGadULFLkk/mnlJRYNwV+z465yjOsNthT4jCZmAIBX6kv85+awjT/eDF4+H8gTGHAlD8BBbcXTg11c4hbCvN/k2z0uJSvOW+jU5Ips8R4sjXhiJG9IGFMtBMor9XDirMUSpZiSMsli+/ju/pRixfnp96Bd7EIvZkjRNu6SDi6bgJi21LUqdqMlq59/fb2ft3gqv3462oGcJmYAkE2G+M40ggL1Za7l/RRQL5AeFyhlq6TeXbeaU6l/4MiM9OmWKI3MXbuezDYfin/G8E9yfI9TkRwtVGIkFEXbgfn1GQmyq/s72N9uXOpLJ1fyi5FPo9/lw+7Zc3ymPp3LbhHytJ7LyR2nMlD56qV+GI0Yzr3CT9awib/yyl9dW7OXS17xXHUTNgbUVCiaJIdG+I5I2GsIrS7TPSLjc/fPdVItWHmzfNtFFCZlXf94b8jVCtJuhqhk5gonUgTWmPiOSAdZPOUfOXur6LF1NI8s9jKJ82zx7+SA7M/SLPYiFmUkmgEg/x8ikFa5mxNOBdW9ZjGIFyISR1qsKjwtRGMyDad9WeyjvIdz+QnIzTdVhphFiPmFiT5KZfaslSdq1KoxEi2TttMPUsjRZfTRwySX2BM+UY2Gmkfpw2CQzhlj5p9ijFeZVUPzY/D1aEViTqF4nNbFrF38W1jDooUU8+4O3k2coKNUIWT1pmYAsfQSe6A47vosov5hylCnsBIVPEZEk7VoVRqKF9IVGqPaK5tJef4S1mkaiJUl0uHTps4jWyhqpcCAVRqL53KVJhSuM+CtOzBxY1Rlowpnz3XasdjE2m9op1ZuV/3H+X3Rf9PPzQahNTY1BEiGqmeYIQ9pRJ7GZRgzSTCNFFmcEqTCS2E5AajqJVofk04E1irMHhyyP8MotTUMURb+zw+j5jCTHDOpoRqcNosuOSrtsPQ4kqjASIUkyyVCFkWgR4WqaRKyjDzrIjo/RzJFg1YgsHHyUnp/MTCNppNHs8OTal8jjjHjeelSDb8k0fqow4g/Xc49hW9ZrQnu3ITmwhliWeKIKHApESwWqakaOMCKcQUobWzQbnt/VNBE6ZSaTmSZaDqZyrUVsfEakwkjYPiMh+O74EiaDy0fVjMSTQEK1ThvMuwyvTsmqiVediZGoori017v88TJdtwai/iaSpF2rwki0cERmppE1qCiEcHef7/v6cAZYaXJRc74Mk9hoRtzpWO3udxpNj31bFIQRubkthvNG1WckqdBpotNlKwmomlaqfVC1JhESoF0LOGD1PDgU2b5ogVB37Y0WUdSMROO8YK4PZ28aWVqJXk0Thv9LIGSaETE2DqxS81a4K5JksqunmcbjdUW2a2+cgvkdAbjaSQwDdgSnGXETSu3SC9L3mzijzVGm6Eg8Acyv52tWweKXnV8eqYlZMVTNSLSI0IE1FitDFPMhdKdM2SxKFhQsWqUKD2n5oyaMSJKJlQNrNDQj0ssCpaE6sMaZGI6mQWlGwsxfh6r5ag1E30zj/73308QnQmzChJHa2lq+/PJLtm/fnqgiRJck9RnxzsddtlpLLXuqQlsiKN21N+FxRmLwzKSaEVmckSgGPZMKOTZ7GOW2mmRfY7qqKYpL1lUiRx+iZiQUtFJhxEu9Fj+fkVBJtIY2FtgdYvwWCARo12KctGRxE0YuueQSXnrpJQCampoYMWIEl1xyCccddxyffRb5pmkJJ15mmlB9RjzSlV4/9eupTPl6Cn+W/+k3DZmZRmYeSB6fkWhpLqS3FKs4I9IAmiELErsWw5w8+h54X5KG/0siM9MErtfvbX+Pcz4/h1c2vRJJTkct0rq1p3qP37omNdP4Pi90UyyALupxxqNHa/ALsTtEth6uidiXzmZ3MPG5FVw0f5Xi+xNczyI+Qc+OOGFkxYoVjB07FoAvvvgCURSprq7mhRdeYPbs2fEqRuxwKHTapdvlkQsLN8LhDcqXB+mMGbnPiHfF+/nQz/JzPPLXCO5qIkrqZaLjjMhMW1Eqi92Hz0h0zTQSzUioHdcn1wEwcttc16GYCoVBCCPlTeUU1BVQa66NXTlaAW5zZmjvQ1q3dlXt4n/b/ufzXKmZxmqXzQyUP4eANhG7eCugVPzYbpERHR77dhvnvriSpxYHFx3XV7vdX9HI7tJ6NhRUh730PyQCmGni9XTjJozU1NSQm5sLwKJFi7jwwgtJS0vjnHPOYffu3fEqRuxQ6rRfPhE+vAKxYC1PrX2cb9+bBK+fCuZ678uD9BmJhTDiOdD678skZpoE910x8RlJ+qW9IhuMRh5plwuaxqDSiPXSXnPzTq8GrSH8fI5iPOvW/E3zfZ6rk8QZMdukfmrKdSCU2iXzGfFS3QdXh7ZVbGNvjffmb4erm4LeUyf0FpEcwsiCVfsBmP/zX0Gd76vdSscCJTNuxHoKT4fVo81M07VrV1avXk1DQwOLFi3izDPPBKCqqoqUlJR4FSN2iL4b8oo9X/G/He8xs0M75wFT7DySA6G4ht/jmD+Nh/Snuz/ZxE87SwNnaorNjFnqxxG9OCPuz7HSjEQkjIgi1+Tn8VlmBsa875vLJu/APIWPqJlpfHRaZptTGEnRHgHtOAGEsmxcKxFGTNbwTcNKdUIrSIWbIMvksLt8mO766S4u/fZSLvjyAtkp6/ZVcvLjP3Ll62uDLElohKMZfHHZbj7+/WDEeUeCL5876XGrv5Uu4U4yHDb594Dv+ggTRu68806uvPJKunTpQn5+PuPHjwec5pvBgwfHqxixw88MssTqoQlRqEQyM43fQCPuj+X15sDF8khKaVD1bMzO8dH34Cbl2rd+81+Av36Ex7vCDw8GKmpomOtCNtM4HCLVjRa/58hmJY7QhJ23V+3njg//wBZgBiiPwOrA5tk5+C+h65PGUOY8EjDoWQjJe2Xnvpff6/Zzz8/3UNZYJjvlaNaMSJ98uJFvQxF0pXVHpmmIwgRHT2DB05P9b4zjkdcGs6tkIz8c+MF1XFqnP1hXAMC6/ZV+0xJwAHbM2r+wOqxBl9uzv/x202G/528vquWZJbu499PNQechz1CE/b9CU1V41zfjS86Q9Q9hOLjb7A6eW7qL3309b0/hI0D/4RDlfkov/7SHZdtLQi5XIOImjNx2222sWbOGN998k5UrV6Jptn326tWLOXPmxKsYsUPSoVhs8sGlstHk81zXIZlnqJ9sJD+eMGcpu0rqQiqmQ6GTUdaMSIQRH51sGiZO1Gzz33EtfsD5f9ULIZXTJyXbYE4+zO2C46/lrsPBdOh/e38DQx9dwqaD1T7PkXqw/1noPk88vNGZd/ke5i1czwvLvE2LD3/9J19tLGTRn8V+y+G0A4ugMTHr138z+v0xFDc4r/lq42HmLVde4bTlUI2s42hxZPNUrsiEE00jBXzCV3u+8lsmn0jSum7v+yzav4jZa2aDzQKWBsAtjKTojj7NiNUWucbMq+768R+TzZqlwsjHVyumHYrSQOYzEqSA9A+hnM8yUrhwkTx/i90t9PsV0SSSsgYRY963lGU+w+NrHw8qf8UyfaDsl9dClWRC4lMzabPAd3fBju+9f/vzc1hwNrw6LuwygnyyA2DACg6HTAAJ1rQl5YPfDvLc0t1cNH+18gmek58QzDSr91bw5KKd3PD27/xW/BurCldRZwltDPJF3ISRRx99lIEDBzJlyhQyMjJcx0877TSWLl0ar2LEjLLaRtfnh177iIVvuxvT9lIPM4XdW+qXCgSPrH6ETWWbFPORB/qCpc0SakVTBesO7fTqvDw7I7uCpOPpPPv3H28jtevbrmMCAod0Wt7JyqRRct1bhif50DAb1rysWFYAdEYA9ul1/HLoF/lvSx+RfVUSekRR5KMdH7lX/Lx/CVidg6Ao2Ul0zto51Fr8m4MWbnUO+P9duc/nOdKJyDeb3evrHd/dCa+MhpeGM23NOTy7ZBcNZnmjFvTlaNP2UNMkf787KndQUFvgzsMhYsz7msz+j1AoLsFkb2DehjcAuOPDjTy1eKdT8PDgyjfWyA80r37wVPe2fNWkHCaz/6MUsZD/+/X/fN6zX0QH36an8W5WputQQV0BvDgc/p0PlgZMdqewfTRqRqTPvrypnDuX38kao951zGp3wO6l8NqpTod2xTTkg4HNUg9Fm3hq8Q5GzF5KQYW71UkHT4tUEDrwa4R3IuIwlOKquR4DlqLfgCiyz6D3Pg4+NRsHKhrYU6o8eGlxYMh1DqAf7/rYIysfQsP2b8EkT08jEapWHl7Jgq0LfEa4Nlklz76hHHYvcaosNrwNv70BH17ulaW45VNqNQJi9QE2lm5kfcl6sJq4R/chwwTnJOWDdQVsPexfWyWVRR7XvcaulGvgrUlYJAKIkjASaNHTX6XePonyjEM107gprnFPrB/89UFuWXIL+2p896ehEDdhZNasWdTXez+kxsZGZs2aFa9ixIznlrg9qB/Xv8Gkfe7VDsX1jfKTFdTy0sbSYG3gqu+vCpjnTdpvWbilmGlvrmP8x+O5YdlFPLl4BRxc51Pa3Xa42uvYu2v2uzQsRQ1FrClehS5D7hF+YedOPNm2DS8bm1zHRml2AGBdv4BPd33KwVqJDbap2rnyo/APAM7vks9ty26TZ7zyP9DoX3W7rGAZs9fO5rLvLnMeqHHnIXr0j29seUP2vaCikf8s2UVVg9w04y8+irzTkwh+kqOZQpM7HYfdOYsCMvo8TVr3NzjU4NaalDeVc/E3F3POF+e483eIrk63hW82FcnyLm/wNsHVmiyyMrWUyjMeQYvPj6FN8AOUyWbip4M/0Wj1qKuig5kd2vFE2zauQ00WG9Q0C1fFW1yz4KPRZ0RaL3ZW7WRZwTJu6uB+Vn0fWAjvXQiFG+DjaxTT8BxoTRoNHyyZwbzlf1HRYOGbzYWu36SrKyy+Zs2FGwGRVEw8VnQLLLrf6xRP050++3cOdv4f9zT7tZlsZmrM7sG0tE7BJOywkeLD1jD1q6mKE6pxT/3E6c+u4K/Kw0z8bCJviG5Th+BPJdzMov2LeOjXh7C2TOg+utLLKb8lrL3NYePWpbfyzPpn2FS2iVuW3ML8TfM5UL8HNM5BtclqZ13ROtYWrYX5Y+C9i2Dje1BX5E7Q0ugUKK0mHvpqK7eV7ubk7l25p31brl54Ndcuupb6X5/hb7qv+cL4MAAzP9/CuS+udCXRZLFTb7Kys3KnS1CT9kOX6X5yfji4BrPEF8hmF/m9+HfviZwfdpg+w9D2J9f3A7UHuGbhNe40QnZgdSNInJxb7kOvURZIQyVuwogoioq+B5s2bXKtsmnN+GtIoiTMsh1Y9qe3TTNYJyyxWTUO8ID+fbYcrmHFLokNf+OD8N8z4JdnAag3/EJaj3kIWqcgWN7gYTICLBk/cu9nzo5DyZlOEAQam81qv2u9ZzzvGezMWj1LNuCy+H6nOjMQi90dpSAIrNtXScWBP2HNK2A1sbtKYg7x0Ch5doNf7v5S9v2SV1fzws+/M/XTf7CtYhsINjL0h3lw3zSn+ai2UJamKIr8uEPikCt5b0pvx2YX4bXxMLs9FLi1Fm/8tsz1WWnWoKQabrI4ZEs1leuDKFd1NU+RvLRfLQcE+RNS8k3ZVLaJd7a9w2NrHuPvP/6df/18Nz//dyzzv7yC4oZint79kdc1ByslAovDhsnmrFNGrVGhzEcuLyzbHZrbtKla9lUURfZW71XUIvxbdNfDDplG50s+sJoUi3vwTt23FN46B6oOyC8+sJIrtcuYrP2Vbta9sGae/HdtA4JRHlVT33YFAMvS0wA4bf97jPlwDLXNDrN5tsNgd9cfh0Nk+oJV5PgQRkqbSrlu0XWKvwG8sflNDtcf5nnc9+O1tLja28H0np/v4Ys9X/DFni9ckwDPltLSF2+r2OY6tqZoDasKVzFv4zz+vekm0no4n0lVYz03/HADN/5wI431zebVHd+BNJzB13/H9t6FsPh+3vn9D1bmOAWzxRnprnPqirf6vFdRFBn9+DKGPTebi765iFmrZlFSa2LZ9hKOEfax1HC369wajcD3exeB4KwTVrud6xZfJ5vISUdRm8PGG1veYEvZFgAqTZX82fQJxg6LQHA+nwd/fZANpRucaZhq/GpGRNHpV/fWr+5+yyERE7QSwaVFIIyWMBLzvWnatGmDIAgIgkC/fv1kAondbqe+vp7p06fHuhgxRRRFv2v0HZJB4YU22fz+61YmjBvP+gOVPPTVn9w2vg/HdPUtFzpEBwLOZyj6UPW2MFyzy/nh1+dg3D1UpX2AFshu/y3VxZf61vHZamHF09D1eIUbdH9seXsjhR2uY2u0jubTJCfuC1KS3/QB9OzmvF50ChD7U65w/maqhZws97nf3yO71POJV5mrKG8qp50hG/53Abc0ZvBk5ybK2c+l3/5KWveuCKkHOVhUSsfVL8Hql+DYi+Ci/wKw+M8SVv1V4UpPI5kFOBTU1Da7A4qdTnA/fDgZ8toDIGjNLuFbOtDYHXYENLyxci909n4UJpsdQ9tlaAwVWOzDvH0JBAfSl5FBI43A/ooGWYfstjnLrzfbzeg08ibvqYH76fAv/KQDaqqZ9+kZ3oUEBGkdaihzaUaONmHk2SW7mBaKMkij47XNr7GrYjtP9JjCJzs+YE7pSsZ3Ga94uh4bVnRO4XX3Enj/Yu7SZvMmr9BLKKTXkuZB7Js72GowUK8RONHkHCiv1S7mA/tpsvR2V+2mS+dXqclyDjTrS4YzPG9486/y+l3ncL7TnQYDGQ4Hj7bL5Y7VT3HimJkAbCuqZe3uQrr39t3v+XNC1SkMYBrPFv2z29Rd4aEprGgogReGKqbd0hdXNLh9tzxNwFpjGYK+nIomt/bHJAikuQR5d398ffkKCrvk8/X6/yJolX1ZxD2LFY+/+PvrHGrYT3XjiaR3csZz+uqvr/j8hzE02Wu5r818OjcVOecZwLWd8thT/ATGDidhLjkfk82/I+/nuz/n+Q3PA7DlinVujREwqd2LXPj1uxyul0x+XxsP134nT6S5nxFFkasWXsXWsl1Y6rugST0DjaGUpdk7uLVMIEMU0UgEGZdmRNtKhJHnnnsOURS5/vrrmTVrFtnZ2a7fDAYDPXr0YPTo0bEuRkyx2B1eDckCtFjQpYP0mznZnKF9EWw3c+Erv6DL3MacxZUUVZvI6CdPt6KhgRQDXPT1RRzb7lieGvcUoqUeDJrmdL1xHfOQfrOz1qPJ+hOTVVkLdaHpU/jxM6x6HXTJl/0m1foICFylXcJs/VuuYw7J759tfosLrRq3Gj8EREQEncTvo2AVtJno/r7+LY/zvQWEqjdOo23nk7Ad+JXrdPBMSi/Xb9pU50zr24x0RjZ32mz9FPHCN7DaRe75dBMgcr/ufarFdPL1P/IEzpmiwyMrHTaZPfeuZkEEQNCYsP74OIbOQ7BJ/KOsNhOLt1VTUmsm00MY6S0U0WA2Y+ywxFmsyjVMEM+TnfP3tFdks9M2Qi2lgpVblkxnYM4JwLEA7tU8HpqRJlsT6fp0IkWmBfzkWkydO4LBgDHAhltHIkpCqi9EQcuLf7wIwKVr32Neh3ag1fLToZ8Uz79B+y3z7ZOd5phdCwFIt9fQRSjlR6N7Nk1tIZd37gjAkoLDdLTb0eBAh6QPcNiZ+vVUkMj2c9fO5f2z30eXvR6t0a2JkepGNSLclteBcp2Wm/56ny3NwojZ5sCADV0wCl2FR5Shd/sg2QEtTvOKLLk/3nVNVOpNHv5ZtYVQ6xxkPYugwQH7VmD+9BpoNjs1WBvwJKPP06za5zYTW1omyoIGBC3QPHlMdUqcm4xGMCvfsN1HPXjtT6fjvjatPQ5LWzQG52TnUfEFZndr4qUUgeqabP5VWc3d7duyx+AcNfTZGzCXnE+j1ds85spJdMg1x3M6Il77jevrynZlUCVf+UblXhZtOcREoFirZUVaKtu/3chdfS/A7Khhc5lzcqXL2IMuw+lIXwi8Zs1mRlU1OKw4n7gQdTNNzIWRa65x2kl79uzJSSedhF4fnYInE6/9vFcmjKw3GrmxUwfuqKzm2to6HBq56WNbioaDK/6HPncXKXkLybLYmVw/hHc80p349oNMPe4YDtUf4lD9IeaOeQJsZjCkAi3zXmfFaKGlqYgOm6x5VGq1gBWtVnlJVl+bU+NiVjClSY/obE0yQcRdDieP/PEsU/cVUKHVsMloZHxjUwghiUQy+v6bb0rTOK+hETQ62YxmaVoqpzc20SgIbDIaSFEwZdjrCrmxdBl/de3M94cKETTepok0j0Fz475ihA8v5wrrANYKA7lZ55w5fCGkQ4sw4pFGKhZsPmYt+dpCDL+8B4Dt+i9cx62vnMSCvHEYO3k78E3Q/MG2Crefzq7Cz3h52U+ycz7pcoi7JBp5uyCgz16PLmMXu227gMcBkZdW/QSadl7CyNeb93P5sDZoNA6uXzidntm9FcsfCE+TZEudMR5cB91PDSvN1koo4tchs4MWy7gA6AOYZnd1/YkzmnZhtr6FtBUOFdxBtfbpdWzUuX2iDut05DgcOHBQkFlCkVVLJ7tdcenvzqqdDH9vOKnyuQfTOuW5PmsQKddpXd/3Vu+lV04vp9+TYEUXoHWX1zdSad+OoBPRZW7BVjsM0Z5O7mF3zJEqjYZ2Dgfna1chXfMlfbY2u42TH/8ROjm/ixJfM88S3K77Cr7YgFXScdX6WPHx1oE3XZ+rtRreys6iY3ER52UPoh3weo578iwAWoNyXCWLJK/btV8w334eNtzPTdA1INrcAti5ulXMSukKwJL0NG6oqeUHidkHwY6h/ULmbXULF558aC7kw51yvzDr2sBbMvz7261MNMKV+XmU6nR0r9jM5+sLmDQ00+c1fxqdQtK7B2bTpdcejj1wBqubNaKtRhhpoWfPnhQVFfn8vVu3bvEqStRZtqOUkZImcV+HttgEgWfatuHa2jp66v9iT/OgBnBYr+ORzYswZDkbyGGDlut1i3iHLrJ0rcaVLFjXhKGt8/vvy7+Q/f5gu7akWL/GVDrJdaylFILDxueLlxEsz7dtRKwysio11es36aCrJP9bRXcnC3B613xKdc6q9XB5BWd7OvBKylqtsAvpf3JzmoURPdS5Va3/zGvPln0F3N2hHb+kpXJuvfdsp1HQsK55JvOG1MQjIdUz3P2ifzHE8gdD9X8wzfIv13G75GbrNRqeyM3hrIZGhpotpGCmqrGCV9q35YwG+f2N0LnjF1ir3LbXB/T17DEvx5DjXaYGjcCdv1zr+r7atJnVhZ7nyJ9VicFOSqcvXd8N7RdjbLccX8z5biN7Co00aLazuXodmyvX+TzXHy3CSIsY7BJGBK3vi45QPDVmLRzSaelis6MxlDChaz63VNcywlQMuEd+fQAp/bfUFEit5Myqzdg1Tu1BgyDwZ94mnhByGN1k4m8dOyDVZbzSJpvfU4ycXG/n18w9nElnJtfVc9HSB4K+p80pbnOb5+1d+u2lLLxwIdXmGqxtV1Gm9f/Ob3vvFranbCSjr/O7LWMHXQ5NJK1gGbR1amlrtE5hZLb+Lb7CPQ5IpxG9OMxxdV/yRbMwot2psOS2mem6b0DMl02sPvx9N/psn5cAsCQtjfezM4FyxB2FXO/x+09pqaRkK++jZpHkdbf+EzoI1Txkv8J1LE1Ti1l0t99aSVsu0ek4tZu87xc0VoztfuaPCrxoyWmO2dsf7QWb7zG2hRYzVksfLWTsoeOvp3Habt/CSEt5/zRtBSNcnP0mv+LUBrc6YaRHjx5+g2fZ7a13R9CcND136z5xfa+XVLQrO+VhVbjvdW12yryHldS9GTTRpHHPesTfb0XMdg+w32Smo2c1dks717G789pTX1bBhfUNTF09lYd7BifkbU1xcLNkRiSlfvO70Cy1e5aySKtlg0E+SLZUcoCf0tKY0NCEEmVaLRO6eTtP2AWBJkHgYutuDvwl38Tvho4dXMLGtxneJodr8t33IJ3VSEnzcCAdUuqej0lNP9J3cmezGebd7Cw27yvgvjaP8PzmM/g9I53vPMpRIemgm5Y8CO2d0uTy9DR8sdkYnL/Flwr33II/QQQgTVPPV38cxqQ/TFoEsr+AyJK0VP7dNpcny8pparavp+mOLp8REKnUKvt63de+He8WlZCe/wGlOh2Ptcvlv0VuraRJEAJqFVrQ1+9lR1M9mTod53TNB/bzLlm8m+0tbK9tbhsrMt1t8MvMDL6sWul1bjCUeggbJruJbRXb+N+uD2lov5aGAEPI9pSNsu+6jD0sMd7LAtwDn8nHuHByd/kA/aj+bb5oFlYCGsfqCjFnuU2kgtbbcd+TMokGqLN5ldfv/1N43i28m5XJ5PoGBpstpIgi03RLWC705vfm37tpD7FH406/ThPwDnxiE6Be4ZltNBpYZFOQXjzQYqdBcv1+o4a7OvgWRAAMoigTDgslfXy0fEbitprmjz/+YMOGDa6/tWvXMn/+fPr168cnn3wSOIEImDdvHj169CAlJYVRo0axbl14M0JfdDY0YWz2fraA7EVvTjGy3Rg4/kKB3rtR1+igj84dAOvmTnkU67zP0+jlKthH2rfl3vZteaBddFYpLZQMgC2z4gVZmVzRKY+bO3bwe60gioqmH4C1KcqDV6VWy7oUIwfwjpbaIogA5FtDiVzqJtVPQKfxxhX8lmJkt17PJh/v7bie3XikYyq/Vyp38NLZYlOQ4U/LA8wwW3iwWbAJhwxNLQ4RpgreHW0oCMCMvPaU67RMz+tAXfOAnKZJLmEk1u3e2GEhF3dVrv+7DHoqNRpIdWv2nmuT4/psFoTg/C2AtxpfQ6jZz4Pt47/q8OvMDK9ju6t2s6NmfUTpSidoM9u3Y3DPbjye20Z2jkkyqTMJGtlgKG1Vvh6jVXLWcVr/jv/gNBe1cCClgps6tvdztpyvMzO4vlMeN3dsz6rUFK7p1IET035y/e7QmkBw30GtgkY4WDakpDC6R1ev41fndwzqei0Ozu6aH/hECXqPfrxIIri1Os3IkCFDvI6NGDGC/Px8nnrqKaZOnRqTfD/66CNmzJjB/PnzGTVqFM899xxnnXUWO3fupEMH/wNpsIxL248dmN6xPX8YjYhBDkAaUcTRfO51PrQSBZnyOBx7lYIMabyl/oV+ZtCRIOC0Uz/Ttk3Ac8Ep7foSRnYbfAtptwcQcgCZTTgUUh3uyAQtXcLK1BTKtFqea38IUH4XwSK1sTcFOQPyNcOOJmPaLqDW8RWLsvyHxA+EQ+c2j1kk95eWRKtp4tHuDc3LYZVo0mhYmSY3eW6RCN9NgoAuyOX8ew16MpvWczAnOuUOhZ/TvM22b/7xCmYx8FYUvrg4vyM7JIJ+S+C097J9z84P63XslPR9n2RmcE1NLXp8CyNmSd20am24lxQoUymZELyYm+P3XF/8kZLCLR2bHV47NdAiNp2iW49O24kWw0p1kJOPWGDO2SS712CwNmurW6iRCFOeK/TCJW6aEV/079+f334LsL9JBDz77LPcdNNNXHfddQwaNIj58+eTlpbGm2++GfjiIBnSrpyhPbuxJjUVcwgSryNIoSUQwaggo4VGhFvzgu8UtcAKhQ4N4OsIBaaqMBu0CFyS35EhPbtxfI+u/L1DO27t2IGHItA6SGkQBJew0yAEVx+CFWAjYVFGOqsiFEQAHFrlNDx9cRJJPNp9IB7wU59MGm8zzRU1dSw/cIiBZu/nuzg9jTIFrWgiqI1AEAFkgkgoXC+ZsBXqdXyTkc4b2VmyPvfHtFRXFFnpJCiYdlgV5QmBXZK/SRDooCl3fZ8d5GQu2ixMT6OiY+jRercZDbKJVYvGTIuAJsg+LhBxq921tfJQ3aIoUlRUxCOPPELfvn1jkqfFYmH9+vXMnDnTdUyj0XD66aezerWPuP1h8HO5/70QYo0+K8wNn8Jgiw/Tii8cwJM+Gl6FLrLZgS3MAfwRySBhFQR+8uPLEQ6iIHB5fh4PVFRRGweNR7Lwx18ljBge+LxYE2q7N5vNmM3uAdazr1IilI3clDALgszpEaCP1UI7h0PRjPh8mDP1I4lGj4nen0YDH2fJtSl3NPt2ndbQyE+SSVChghnck1C1BaFg0ggy35jSBAmW93ZoF/gkBWyCwNldFfz7QlgrGYi4PZGcnBwvB1ZRFOnatSsffvhhTPIsLy/HbreTlydXu+fl5bFjxw7Fa8LpmDKaqiMq55HMsigP9K2FbUYjVwZpwz1SOFBSwYhEF4LQ2/3cuXND3pKi3uy9kisUnjcOpskgj8TcslTdmEQapmTG30qeH8PodzxXq0UTJeFTRU7chJHly+We/hqNhvbt29OnTx90SaJ+hPA6JlP30bDHf5CvrlYrByOIsTLYZA5ZK6GiEk/O6p+T6CKExcyZM5kxY4bre21tLV27ejsISjFqM7ik0sbHueH1XU0Z3ltCGJtXeRklq73a2uwRaxCPVPytTks2mgTB56qhVo/DDprI62jcpIBx48bFKysX7dq1Q6vVUlIiD/RVUlJCx47Ks9ZwOqam3J5ex0Y2majSalwR9TIjjE7Z0W5nS0QpJJbjTSaur64NyjFVpXWSJkRmuogWobZ7o9GIMcil1S2kGXSkp6QDkflPSFHSjLxQWsYrOdk4gFU+fK9Ukp9fE/TuHimrkJmlY8LhDdB1ZMTJxNWgvXPnTm6//XYmTJjAhAkTuP32232aS6KBwWBg+PDhLFvmDv7lcDhYtmyZzxD0RqORrKws2V8gvHY6BdIdDpnaL98WWRyV1q667WG10dUW3lLcZMIzwBmg6HAYLT44XMyWfQXcVVEV+OQE8lxJGRp7/Byp/RFOuw+HFB9+I12svoWyU1IG+06vuY3nSWIuHWe20OPQBP5Vmdzvv5fFec/SFUITFYISBssEhXaWDOQ15EQtrQ4h9oepIU5of9t/kDMaAz/HS2uVo9MGTZTMW3ETRj777DOOPfZY1q9fz5AhQxgyZAgbNmxg8ODBfPaZclS7aDBjxgxef/113n77bbZv386tt95KQ0MD113ne0fJUGmyeQf1ShdF6iVexl3DjIkBcJzJzHCTd0fvGdY80Vxb7du/RiOKdIpAIHuzqITJdfVcUlsX9JLIYJhY761e1IoiD5dX0MZuRxDlqtWuCgONr/K8UqwcOjoUWoTQi+vqI0pnsMnMQLOFjw8HjtAYDhMam8CqHNwuEcSj3RvtykLoXZXVPq/pYujkO73md31zdS0jmkzMKqtghmU6PzuOU9z6IN6MajL5rOv/LSrhsbIKbq52xzw6qSl84fTqmjoGljs1zic3hl+vOnoM+H+rqlY8Txqa/1Q/gtB5Q9xO0T0skWkCc+zB999DTWbu+Ks/IwqPdR2bEUBATRFFUhR2CPdkiClC7V5rW9p77733MnPmTFavXs2zzz7Ls88+y6pVq7j//vu59957Y5bvpZdeytNPP81DDz3E0KFD2bhxI4sWLfJybouERpuyZqSLpCEMMYf2wo+TVJDXi0u9ooYCZPsRRjLiLKhcXVMrM0VZqkbJftfgXPrZwWZDdGhxWANrnFroYLMx0mTmsfJKHqyoYt1+763Fe9XlhFzmm6prGNnk7XJ5fn0DF9U18Np+AWuDfP+WGgWnObsPU/DJTSbuCUOj8XSJe3Mrm8NAUbfzg1o2u7TA2w+hhbFNTXxcWMzAIDpQzw48GNZfsRnOfjrk62JFPNp9ql35Wfprl7lpObLvUg1Ay8CR7XDwVnEpU+sbqCeVBlIwKLT/989+n4/PDH6p8vEKE5pgmV1WwevFpaT7uLd2DgeT6xs4o6EJURSw1g5mcn0DD5ZX8m5hseI1/tAhsq7sRnILzuWZ0nJZfxh0GqLIkoOFdJLU52wPAeDB8kry6nNZXnCIXhYrJzc28VxpOSsPHGRWWQUnNskFoZN7u83MPaxWtuwr4KnScoJFKsCEImD+raqa/9on8VP9FAAy7Q7GKQhpngJSMF6K0vp6R2U1pzc0MijI8aqf2eLaVDBS4iaMFBUVMW3aNK/jV111ld89a6LB7bffzoEDBzCbzaxdu5ZRo0YFvigEFDUjDpEnyso5scHGB4eLOa2xiVEhzBSelwxIqaLS/rTQ3o+m4aXiMp+/BcOJTU3cUuW9uZYv7q6slgkjolW+nLel/AsPFlK/+0Ea99+GqeQcutvOJ9fHVgADzRYeLavgvcISvrefQKmYAyg3sOOKjg9JwFm/r4DBlpPIOeP/ZMdHNJmYVe4MNFena4tn4Olegvee8af5mLkJwLTaOuaFoCHpVngygy3uGfcl5lnUZfVGg7ewcbdE0OljsZBnt/PvMuWOUSvp9yZ7aFl6W+QzfH9i7P3llQxXqMfD+3UHbfI4okPs232KQ7nD9jVg31FZTd928qie3SWatnSFJb3t2rXDLOoVzbRajZYe7Y+VHdOLomL+mXYHKT5ebGYQM/RSSxcEnP1aC4+MfgSd6JyItNDHaqVh9wOYDl+GAFxSV88QH2bMlPqutDEqR5U95GgHaLE2DCBdFHndow3NKgsc9ryl1yySLJDIdjh4TyIcXVJXz5WOCWQ7RL44XMQrJWVogOzBlzO1voH/lMjbk1aj5f4T7qez1cY9ldVYx/6L922nu363VIz1W6Y2DjvTq2o4raGRUQrCocPSBlPhhV7HNYANLaI9neOtj7P04GFFP8SnysrpbrXyVGk52x1dg9pTWiqMnDj1Xf5TWs6Jkjb+ksezH2wy80PBYe6pqOKN4tKoOK9CHIWR8ePH88svv3gdX7lyJWPH+n+ByY6Sz8hxZjM9rTYmF3XhWIsFAbjIh6pdyRbYzuHg1aJSrmsci4ByhM52fvbz8RfyvAUllev4hkY27yvg9eIy2oewX5BGa6C7xBTl8BBGWgZDA4AjBdGWg7VyLN9e/QA/FxzmdAXV6HCTiSn1DXS02/nWfiInmF/mYvNDjDM/KzvP4BCxp7bDdyxGhfICjbpszhzSQ3b85ZIyVwPul98GncQeevWgq7nMo/94oaSMC+rctnGpStnRbOI5JQQh9C9HN1K7uAdNizaT/BznqoE8u50zJXb4qyW23pYtzEf7yEtaex6oqOJRSWee7jHr9rUdOsCP9uHketTXp0f/2+f5Ryw2CykOd32/Mu008q02/ltUoig4XFhXz401tV72demTzlUQCu6Y0J+p44Zjz/R2ku+W2c0r4NTKA4dYrqAh+2dVFXZJLWg6dBW2oiuZbm7L14cKebW41K/v0zPm69jZ8XyuaK5zw/OGc2G/C3lnn517WsxShkwO97gQ0Z4BBB6g3r70WfLSlR3aH3VcCkBd8wajaaLI7LIKUh0OXq0yMbW+gb4W/75adgQuND8sO5btcHCc2cKTpeW83rxX0GmDuwPONuJ6HyNvBAQyRJHLJO1MI2i4fODlLDpUSDebDX2XYfxqP86dp8m3GQ6cmpm/VdfwfGm54nYA5tJz0DaO4pSO58mO/542jgIxD4NOw1OXToD0rmR7TMseLK9kgMXKt4eKmNjQyN+sd7gmcP64q+mfrs/6zI4w7Gpuqa7lsto63ioqYZxHnzKpoZFOdjvTauto43C0PjPN+eefz7/+9S9uv/123n33Xd59911uv/127rvvPqZMmcLXX3/t+mttDO0wVPb9qXFPcfpViyjrfwUPWa/jM/sYQG6XfKysgg42G5Pr6rEoLWpq04OTht/CjFFOh7sTFQYZf8JCD6tNUeNwSYOZzs1Cw3+LlGfsgsf/oBh6Jb0lszyHNUf2s9Xo/F4reizH0zpXG11XU0uKw8GdlVV8mDKIMe0vok2ZO4KWo7mq/iYO4IAoXxFxTW0tXbuEtvObBrw6ctFhkJlDstPTGNPHPZO9afBNGCTX9LZYOLWxSRZJ84GKKibVN/BKcSmbxV4hlQngwuF9Sb/avXHfshlnkJHqXulRKLo942UbLTa/LKvDHd3y+kqL5Fx3GVNEUSb8eUYCbeNHpht7TD/u9rBV92obm6CFSY3oYH+bE1xf/3HuLL7X9+cEk5m2EqFifPNzvrx5QEvVyVdVSKOEprXUPY0ecrqBRk9e3+HcO+kYsv+x1nXew6MfZvkly8kwZKDx6MLTRNHLpDe1rp4pdQ1kSuyJtrpj6Zl6Mn/rcgLtHA5OajIxSCKMvFhchmhzl9Vsa0NFzrFcVVvHq8WlvHjaiwB0odrdT9z7F52v+S+PTXZqa262uAc5z8nG5E73M6jdAAQfvUyZ3Tmo1+PWRF5Q38DqA4c4yezsv/QBzBwaQcN6sT+2ugGuY1nN72ZSQyMnNpt+NEqOyCluLatUq+j5vNHomNDfLYCINv9bA2dLhDRBYfIkilq2zZrIS2fOYfqQ6a7jA8+/m2tP6sE3t4+hQ2YKaf9Yi+GePXTPcgpSc8bM4RKPye5eMZ8TzPP8lgdgj82j/aZkkyaKPFBRxQgF89gVng6vUYrAGjdh5LbbbqO8vJyXX36ZadOmMW3aNF5++WXKysq47bbbmDx5MpMnT2bKlCnxKlLUuHLgldgb+gBgN7dnYo+JkD8Uxzn/oYJsVjRLztLNkT6vvIVP+tzBAzfvxqb0Gu7YBGc8CnmDAOhttfH1oULqdj7iOmWoQkV5Zcx3jNK8QMPZb/FaeQPjLCIvDP676/e2A6fwXYOB5bYOHB/ALigdwJQ840d1cs7gp/SZAroU8ux2rq2uRVc1GtEqb5Qd+v6duv4XconlIXkizar948wWVh84xA01dRxzxlwm5t/IVru7E5HuoDuwUxaO5vQ/P1TEP6pqsKWGFllQgzPWDcA/hv0DAFORh3o0s6NMItMIGhg7w+Wo2+KomGt3kCF0pb/ZQmebjSfLKhjTZOLXzEkhlQng/CHdMGgNvHnWm7x6+qt0yW4ra+w79Moh9F3h50X375kOtzCq9ej3pPZqz63sn5j6hevz+PI2XJJ7let7+6ws8m127pQIJFpteOG9WzX6FDa1P9X1NS01B+01X8INS8lxOHi3yspnGcN5vrSclQcO0b/Zlj+qrXw1jWIgLK0BblsDM7ZBmtOMIejczzjTkEm75vruGUjS0XsC39vdQtLZnU5iVnklOmBatYaRTSaXj8OATplw6v1w3GUAMh+38U1N1O9+iLPybsVUfB6iPZPqvFFocTqmZhqckU9zBEm/oDOCIKBrDhv+g2MktmnfAjCnrELmcH/DKN+rmka0OxWHqQu92qcjevSNWoBmra+03prLx2OtGUL7FLdPkKb52TQdvsJ1zDDlVRh6FUx5FYBV2pF07OTeNO4v4yDoNwly3RMJraQf1HiuHOl4HNee7D63U2YWDftu9/KZayEn0y24eLZJgEtHdkajERAEgdwUtwkrNz2FR84/hv4dmyPOGtIgJYt3J73Li6e9yNk9zwaD96aGQU0pHW6BT0SE1By/p3vqvMTWJow4HI6g/uwhmAaSiX8Mfhhz2elc3NkdMC0vK4VPpo/mXxP7A1AtMbX8Io4gd9x0Ugw6RLuf4D2dh8NpDwICKafNo2duWy6tm8TrOSfSV8EZcUzvbrxx9am0HzmF/vce4KWbtjKw//mu34XcHmjv2ES7PmcpZietup863B1GjoIp6dGTHmX2ybN5aPRD0GEgAHdVVdNQNgVRMkO3VZ7C2UMuo/7seewQfWswdACGTGhusA5J9ZSqmF+fNpyGv2Zw0b7B9G3WxjRl9fCZri9aOqubjruJlZetxFY7hCV2STzz0x70OF8DI67HnP0Mvx44yNhmbZUGWHnVN3xUWCxrUH+bMAD+r5RrLfciNjpj1ZymYI5yNLrLbmge2Ed2HMlJnU9yHpQ0dmOdcxbj6YzYIqzVO9wdUhuJwOHZJUl1cZ4Oq/1y+7PgtO9pOnQl35TdjS3N3VnrtSmue24hWntTtDYUJ+ZdR8LNPzHkpl/pl9bR6X8gaTsarZ6lFy1ldKfR3HHMY2RZJYLcec87BZFL/weGdMgIHJPH89lrrv6c26x3Yi6bQIomnekD3IJkqiOFN4tLmdjQyD8m9OVvp/ZxDjxTX4W2fbmito7xDY0SE57ACe3O4/bh13FCz1xOGzMWbv4ZZkh2wM1ujsGU7tYgaiUCklbnNCWkiSIrL/iGU7qcwrAOw+iW5bsfmDX2bn6591ReudLZFl+2nc8vdqlvjAjj7pOZwyxlZ2AqvJz3Jn0lS+vC47uAaKC9OJ6xncfSd8BkmDwPhlyG+I+NjJq5EH3/s7CePpvVEz4hb8YvcMWHTj+I5vtQ1Izcs9c5YczMk+1aO7BTGxymLtg9HN9byNG526dSG7p3nHsCo5U4hmp9OInmpOQwvut452Z1N7qXshd2PReAf08ZzIzh7rhZWQa3xidL053G/dMBDbcNuY0Lel9A/zb9YeiVNGqC3zds4bbgHXj9kVweZ62Y6WOHcv7g/nTKljs4juyRCzXOY+fWN/BGdhZn2HTc9fCZrnOaDl1Des8XfSd+yt1wyt10ApaPBhgPDgd7tn7h+xoJ0g7L1ZiaG9rTJWXM6308++q9V6hs17r9PlIVvPnz0vK4oM8Fzi9DLoeCNdD5eGxfOJDukPny1Cvp1jadmka58DT/quOdH0ZNh/LdMHGu0zNb71QP2yQyuFQw0QgCiEZWmMdjS1mCbugldMpJB9+LSRQRJBs/ZRudmpa7rNO5MWsz//jbDEjLdc4UXPlqQBAwdBpM1n7589AqOXEJGtAZ+ckxFOFQHx7PncGkhgZZqOqL+13M2Lyp3PHLVaRoDXTLVOikJR3RVxfdzmbhEka9fbHsFJMhE9GQTsWJT5N64J80aTQcKyn7F7axTON7d5LAZ4eKMGkEFp94DRQslqWXm5qLrc45i9cJ7s5W3ywsaaQd9FEqjPRJPZVfipZhqxsk/yF/mPO/QaFDF7Tkpefx2pmvUVDRyITPbGhZwrXDzoXh58GQK0CnrGm6oPcFbCrbxLgu7gCSvswclvIzuH/CDHrmuN+dVeJjMOOMfl7XpIkiL5aWs/y8lRz3iVPg0AoCd5zelztOb1bl5w+VX3T5h7DiSTj1AdchjaRdCRKtmV6fxrwJ8xBF0UujI6VNShsyDWk4HCLHd8vhyYLLePeGUfBe8wAvijDuX8zsPpJr1j7Mhb2n8cJ2ZxtJ08uf3WOTj+HUAe0Z1+9MMlPkPhZCbk9XD6Mf83d86Wo0nn0AQHpb5x9yQeFv4wfQJd1G9y7wzOb3vdLKO/YSGvft5KPG4xFY5Tr+xQVf0DalrasfkuVFkG2swwB4uBrKdpDfti/b7QKpBi1wHc+ud/rZ5abkMiB3ACWNJdwx4FVu+nMjBp2GW4fe6k4nK58Huyzg2L1vcJ1usWJWUk4d6N9PJljiKowsW7aMZcuWUVpaisNjph3P3TRjRX6Ojyh7zWrF9nYHP533BfrsLiDZDvvM3sNZ2dAdIfVA8JlpNGiu+AhW3Ok6ZPSxhbtipW7+f1ZjE+NPnceIb873uk66VbxNoe+QNRCdAaa8AsBxv/3KxoNuNX6G0Xmvzobh5KObT2RUr2b/h0lPeKXdpU2azDTTIox8On20S6Pxl9iZl0Yu5s5Jw7jULvLcLg2hhB8TFBp4Len8kHIW/0jz9vJv6finj+8NweyzKBFQRHsGl3rYdAe1HeTUKgE/dlqKXqOXdUbujN3lzMvM4Iy2Q8BDONSmZCLcd5AJGi3Lf7wc+8qnqT/3OdjyDABbxd70ML3H/sfPhX0r4JNr6dfonAEvlKTz2MmPAbhU7c7P7m5C3/xZ1YzAmD6deXn5dN8nKAkjkjrRrW0aN407loyUodw23mnm9SWIAMweM9trIPc3qOdlpkFmW9Y6BmAXNYhaf7Ndd30S0ztQi3N7C502gJq/47Fwyf9kh2S+9lIhvVmD4K/MnYwDydA7tQcajcDnt52sUFQRNBr69DqdX3qeRnm9hRdwagWMOg8fGoOOc4/L904jGHpPgD1LZHVdSUMhnYjkpqXy8HndWHVYeSViXruBfHfGj/zns9X8UyKMpGhTvNp+MJoRLwTBpaVO9XHJG2e+gUN0oNVoefcGI33zvM07dbpcaghOO5IaYvRiX8RNGJk1axaPPvooI0aMoFOnTn4r5BGHpFPSt+/v9fMrVx3P1QvbsKnMKYy0T23vdY4Smly3KnBg7kBeOO0FxfOksyfXc5dUbo3UG7rLCChdBICtvj+67K3kW230UTAJ+XqH8648npeX72GbMJAyUyHHtnOqWA2SjiLQ+x/evQ1XnNgTmjdEvnhkNyZ2HsyIHrmU1rpNFHZdulNboRPIStVTHkJ8JI2PMohKalncnU6GUQfTvoL/XeA/Ax+D9Ah9W363VnBmd7d2rJ0/nxepndpHmnbRvT9E+mn/B6Nvp9FhcgkjIHDtSc0rMnqe4lS1z3aaARySgWhyn8nNWUqEEa1bcE5p0YwozRaPMk7q3Y53bxhFr/Y+Om1FzYj8Wd07cYD3OX4Ipt98fdoIdhbXMrp3WxAELrU4zY1j0qs42bAHTvq790X5w6BiDwBajYcWMkRaJh/NJXZ/VFj6Lb0fU8nZTD3hpsD3KFkpqBE0dMhM4Y4JfTHoNKToo7iPz5RX4alecjONQl3XCVJh3XnvBh9+VJ0zO9OmWxZWdAG1i9LnEM02JgiCS7gZ09d3v2MX3Xl20XfjkLUAh03BpSBKS3vjJozMnz+fBQsWcPXVV8cry+Sh/zkw4FznQK+As3JIfCLOfD2oZKXS8oRuE+iYrrzfjrQiuwQTqbZEWpky8vi2w3Q2HG6gyTScD060MXDlPDIdDv7luBpD21/Q6PyHD+6ck8qcKYOxOz7ALtplDfPyE7qxt6ye4d3b+EnByfiB+S5h5NwhXaCX04Qhb6Tuz6KCEf/+Uffz77X/dt271OwSTBhjWV7SOVKv8XDHZnjvIjixWcV55hz44QHJxfL016SO48Smn5l/+ivs12no18ZbVa5cCEk6Le+q/UAoc9vuO6R5+Bek5iA0uPdmefCcY7j6GIk5QfJO7Bq5+hrkdn+9pJ61N+Q4i6GaaQD/nTl6pY479l3uGYPyOGOQNLib810WaLrA3XuV6/2kJyEjD4Zcjr5e4vOhCV0YOW1AByYe05HBXbJBkMwOAty7tXIsOoUQBi5ye0PlX9D3dK+f/qlgdoqY9LZwzBQ0h92+GIrCiOS+Wj770lJ3zugMGfDm9aPZ/a37uKLGJRzNSBSRmsYvy72Bf+9YiLXyJNDcKT8xSu0/bsKIxWLhpJNOild2yYVWB5e9F/TpvXOUnZ88kQ6Uij4LzSgOFtJBVjIYCQiszLuSDwucPiSj07tBs0nNWnkKurR9aDK3EwxajRath+/13Km+9+bwLqOyRkDaPwaaRHXJ6CK5TuPUILivDlwEJa1SC226w+2/ub+P/hu07QMfXOpVZoB5be/nxGkfYDSk460f81cIyTNsSfOar+GPd3izy3G8tvtjHhj1gNdl0veeYTTIyy8IcNGbYKpBtHo720jHKzturVjbLKfDYiDVtQqgoAWN1iwybHwJ4Gm5cNYcAHT7Kt2nh6EZ0WoE5l/d7AhevFWSd6B4oIJ/rcg138DWz+B47+CZSoghxB3ynYgYUDMipUUzolMQvC4fcLnr8+i+nfgrNZcW85jSfYfsMxIEoVgkpMJIjr4t5uLJzi+ecR9bW5yRG2+8kfff93boUXESjtlKOgj4cmTzTNvdQCWDrEcHGdBOHC+klVxqVpLazFG6N0kSSlqhZipTunie7kxHkoz0moCDriCAdAdnj+cqaDTKqvtAKAllGR1g7F2M7HkGr5/5Oj2yeygUR/k5uTj2QhhxvVecHEAW7K3JXuv6nNb1RBgzA2HwJYr5qEjoegKc+x8YKAlg1QoEN2n7D0czIkOm1Qs8aPnNLrsznPyPgEtPo402BJOkXhvYL6b5BIRT7nbnkWSaERF5OAXBX/6tzUxjMpl47bXXWLp0Kccddxx6vVxKfvbZZ31ceXTgT5jwhbRh+KusXoF6QK5S8Gg408f15tP1h7hsZDdCXqISTTQKGgE8hJFAbd5Ts9HcrzxpvQRTmzOQRhaZeExHFv1ZzM2n9JJfo/DZd4aB/TtCxsdzCHiZtH746TDO6XUOIiLHtXNHkpSaaXqmO7VZOcYc5wM//WE0uz6FoqXN5yb/AJswRlwPCLD9G+f3BGpGgpUZ9RJBVBepMNJ+AHQZ6Vz6q6CV8ez3wtHE+CKcPlUJqWZEqa47JD4sLRoRpby9zMga6QQrgM9IlHbGDeWZSMMpaPxNUKPU/uMmjGzevJmhQ4cCsHXrVv8nH4WEM7uUzfr9XB9Qxefxe5c2aWx55Cz0Wg0c8PQKj+PuodJKLmm4oYzxvpzAXrZP5gaPBv7SFcM4VNVEj3Zu7UXIHZpMGInSwBNmmlIh1N99aAQN5/eWr6aSPpo2xk4snLrQKYz4uF4lSFqB4CbVhmgiFUY0GrhhiU9JyEsYiTS/GCCt3Ur9rFQj2+LM2ja1rdd5XteJ/jUuidSMCLj39nEe8CMqRMlMEzdhZPny5fHKqlUSqWbE34Cg+JvMFuEt1OhbHMm6nwQXL3D6QjxXEHIZI0JmpgnPw9/fM/IKBKbVyAQRCENIjIVmJMw0IzGf6DwEtS6ZcpOWV/wVFT+E5jSdaPRSM000NBUhtdfIs4s2UjONklDQEo0W3BrIdqnteHnCyxi1Rm744QbFdMUA6cbCZyRYPM00fjUzUarTMRdGpk6dGvAcQRD47LPPYl2UpCYcYSRYn5HAmpEAUvcxU5o/xFsYCcKBNVASfnxGgrK6RKQZiUEHEqYgFirSRx9op3PVTBMA2VrxxMWZDLbmSFe0xFt2ipZpJXqIAVeOdc3syn0n3OelORzbZazMhOOPQJqRaAkjUsEpEDIzTRzMizFvGdnZ/jcOUmkmjDYY7MxX8TyZz0iSztZ8aEZC6bCk54bToCPSjPjZoTVswvQZCfU+pDPiQKsSVAfWAEgHpFYguMkD3sW3b0i6qiSKQQX4u3LglYrHped7tqNAZhrZaskI680z457hjS1vuIIaBoN0NU08pNKYCyNvvfVWrLM4IohUM+JvwFB0YJVlnqTCiC+fkRAelb8BOZhBNOT3EqazaVjpByCSWWYoqyhUzUgIJHppbxDIV9PENi/PNhhICxcKUVnai3wSEStzSaB0I833zB5ncmaPMwOfKMERZ81Iko5CRx+R+oyEfJ4vn5FkUpMG4TMi7cuUgp75W94azJ1G5jMSrQYcnhbLn4kqYI6yYHLBn6uigKyttQJhJMIIrJEQLQEiViRKGEmEwC99E57hH2KBKowkCZGupoko7WSdrcm0DFL7qeRwgHvza6ZplT4j8RFGpCgND1LBT9WMBELqdJDIpb3B1QGpA2u8RQOF/TjDJhYTq2jW9UBO4IHMOLFGupomWkuL/aEKI0lCxGaaSPSboQhCQjyX9vpyYFUub6CgZ96raYIw0yTDahpZ+iGYaeI0q1VX0wRAphlJfi2S1IE1on4lCLzaYIzzCx15eRJV1/3FCYoHSpuKRhu1F0kWwuijImoYraBTlJlpouEz4hVgKbTrgyLWjTYUzYg0zkgE7zvWA9KRT+t6flIH1ni/+mR8UkISLGOP+9Jer/hsqpnmqCGWPiOtFh/OoKEMrP4iqMZ8aa9XWUJLSvHCBJhpVCIkyOWdyYJMGIlxXt2yusm+J7vcG80+NxQhP9Gm0Hj4jCRu0buKjHAGC+U9Z4LER0NIKmdEHw6svlA00/iJQhqUmSaKwkhUCFMQU0kgyT7CeiBdSeWIphOHAveOvBeNoOHDZc4dxx1J+KykrSgSoSBUDaO0P0vEZELuM6JqRo4a1IFDAaXdakNNIlLNSKjvJdaNNtx6EkH1yjCqc5bISL4B1h/SOh9jWYQ2KW2YM2YO9qZeQHLKbYLM5Scx/XSix4d4OLCqvUySEHfJtzUIP0EM7AGX9vpZTRPU0t5k04yESTj167HJx7L1UA2n9u8QgxIdRSTjCBsk3dumxTW/1vukQidgMMEkMq2qZpqjiGSqeEmDrAGE103JVtN4KgKDCXoWyWqaVs7VJ3ZPdBGOEJJjiA2lJi+dMY6aJgv5OakxK48SSecsLYpHZc/cLsMgq7WqA+vRRKup8QnatTdM/EZgDaYIIWtGfJc53qG1pRxNwu6cOXM46aSTSEtLIycnJ9HFaZWakT4dMhjePTfRxTii8AoHnyRCqhL3ThxA/zz3PjbxWCyhCiNJQrwGi6SbefhD2gDCLLdUAPEy08TCZ0Sh0T507iDys1N48NyBoaUVRRJtc44nFouFiy++mFtvvTXRRWmmFbW5BNOauqdICdQXJ1JYyU03cP3JPVzfNdIVVi193Kjp8M8/o5bnEW2mmTNnDt999x0bN27EYDBQXV2d6CL5JFlmroHKYTflo8vYFZ/CaPXuz0bl3SYDlVdqmglro7yQNSOC1+frx/Tk+jE9Q847mUlmoXbWrFkALFiwILEFaSFZnlVydDF+STptgT41YY9tZMeRGDQG+rXpl6ASuJF2azXTN5FTvwd6nRpV38MjWhhpmSGNHj2a//73v4kujl8inblGa3AI1BlYyk8DNHx57S1Ryc8vWj1c8THYzJAWWGWsVHZ/e9P0ywu8nXbompHk7PGTRdhNRsxmM2az2fW9trY2yjkk2QCbxMR69U7InD4LPvwDsEQ96UB9bbo+nVVXrEKv0fs9L2b46MuEzE6Q103xt0g4os00s2bN4p///CeDBw9OdFEC0moGC9GApexMBrUdFJ/8+p0Fg84P6tR7RtzjdUz6XKWCxSPnDWLSsR0Dptlq3otK2MydO5fs7GzXX9euXaObQbJoRloBSfeosjsjTHgwKkmFo/Uxao1JF9wyVq5vyXWXSYDZbKa2tlb2Fw/ibtP3FfSslQ2+0sc2pe8Ull+y3Pe5knu79uSeQT3z1vY8fNE5o3NU0xueNzyq6QXivvvuQxAEv387duwIK+2ZM2dSU1Pj+jt48GB0C99lZHTT80GmIbCmL9lJOjONSjNS37vY9IlHtJkmHObOneuyObcm1EbspF1qO9l36XPpld2LvTV7Q0ovLCGx+xio2gedozRgdz/J+V8X+jLLBRMXUFhfyMC20XWe7dOmD5+e96nX844Vd911F9dee63fc3r16hVW2kajEaPRGNa1QdFrnNPc2LZP7PIAsgxZMU0/HgzunJ3oIsSNFG1KoosQFqow0sx9993HE0884fec7du3M2DAgLDSnzlzJjNmzHB9r62tjb7aVoFkCXrW2lZdKJX2xdNe5P5f7mfOmDmy4/eMvIeclBzO7x2c2Sdsrv0WHHbQRql5ZeXDjO1gDH2wGZ43PGZajP65/WOSrhLt27enffv2ccsv6vQ7K+ZZtGZhZOmMcewuqWNs3+R7x6d2PRWDxsCwvGERpdMjq4fs+9S+U1m8fzHjuo6LKN3YoTwWxMpM0+qEkVjOkCAOsyQf3D7sdpYfXM5Vg66Ke97gVOMfrj/MxB4TE5J/uCjJTuO7jmfl5SvRCBoO1B5wHc8x5vDw6IdDSv+ULqfw0c6PQpvFCEL0BJEWsvKjm94RTEFBAZWVlRQUFGC329m4cSMAffr0ISMjI7GFiyGBhJFknmb06ZBBnw7J+W6yjdmsvmJ12I6kb098m5WHV3LFgCtkx9P0abxz9jvRKGLMkfazqmakmVY/Q/JBz+yerLtyHTpNeK+kU3qnoM5zmS0Gng+L74dOQwD49LxP2Vezj2PbHRtW/slGi9OXdJVROFqfsZ3H8uZZb9Iz+8hamnsk89BDD/H222+7vg8b5pzRLl++nPHjxyeoVLFncHtlR/2BnbLYXlTL5KHR9RtKVmaeMJO56+by5Lgno5amQWsI+9rj847n+Lzjo1aWRKMKI2HQ2mZI4Qgi80+fz8ayjZzZ48zQ8sjpCv86AAbnc8gwZPjszFozUp+RsOKMCAIjO8bHAVElOixYsCB5YozEgXcmvcOPB39k+pDpir9/ePOJbDhQxdi+8fHvSTRXDLyCC/tdiFEbfw330YAmRiq2I1oYORpmSCd3PpmTO58c8LzbhtzGsoJlXNLvEvfB1JzYFSxOhOJr47U3jYrKEcDQDkMZ2mGoz9+zU/WcOuDo2uxQFUSiQJz9Co/o3nnBggWIouj1d6QIIqFw69Bb+fT8T8kwJJ9GKJbIOqVkNpqrqKioJBNtesQ1uyNaM6ISXc4e3JHvtxRzYq/Eb6DVLy+DXSX1nHWM/8Bl+Rn5XD3oatL16YmLZKiioqLS2ugxBs55Ftr3p1N27JchC2IybzKRBNTW1pKdnU1NTQ1ZWa136Vw0qDNZWbS1mDMG5ZGTFr5DVzSw2h3UmWzkpie2HCrB01raUmspp4pKPPl5VxmZKTqO79YmpOuCbU+qZkQlaDJT9Fw8IvYxV4JBr9WogoiKiopKnBjXL7arWI9onxEVFRUVFRWV5EfVjASgxYoVrz1qVFSOVFraULJbhtU2r6ISPYJt96owEoC6ujqAuISEV1E5GqirqyM7O3n3IFHbvIpK9AnU7lUH1gA4HA4KCwvJzMxsdfu2qKgkE6IoUldXR35+PppYbXARBdQ2r6ISPYJt96owoqKioqKiopJQknd6oqKioqKionJUoAojKioqKioqKglFFUZUVFRUVFRUEooqjKioqKioqKgkFFUYUVFRUVFRUUkoqjCioqKioqKiklBUYURFRUVFRUUlofw/fi2P7bDq7BoAAAAASUVORK5CYII=", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from ctd.comparison.analysis.tt.tt import Analysis_TT\n", - "\n", - "fpath_GRU_128 = HOME_DIR + \"models_GRU_128/\"\n", - "# Create the analysis object:\n", - "analysis_GRU_128 = Analysis_TT(\n", - " run_name = \"GRU_128_3bff\",\n", - " filepath = fpath_GRU_128)\n", - "\n", - "analysis_GRU_128.plot_trial_io(num_trials = 2)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fpath_NODE = HOME_DIR + \"models_NODE_3/\"\n", - "# Create the analysis object:\n", - "analysis_NODE = Analysis_TT(\n", - " run_name = \"NODE_3_3bff\",\n", - " filepath = fpath_NODE)\n", - "\n", - "analysis_NODE.plot_trial_io(num_trials = 2)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "There are also useful data visualization functions, such as visualizing a scree plot of the latent activity.\n", - "\n", - "A scree plot shows the % of variance in the highest principle component dimensions. From this plot, we can see that the GRU has the majority of its variance in the first 3 PCs, but significant variance remains in the lower PCs!" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ - { - "data": { - "text/plain": [ - "array([0.48745748, 0.23808762, 0.12121433, 0.02579751, 0.02215279,\n", - " 0.02057775, 0.01052088, 0.00839948, 0.00731314, 0.00564797])" - ] - }, - "execution_count": 24, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "analysis_GRU_128.plot_scree()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Importantly, the analysis object also provides functions that give access to the raw latent activity, predicted outputs, etc. of the trained models! All of these functions accept a \"phase\" variable that designates whether to return the training and/or validation datasets. \n", - "These functions are:\n", - "- `get_latents()`: Returns latent activity of the trained model\n", - "- `get_inputs()`: Returns the inputs to the model (for 3BFF, the input pulses)\n", - "- `get_model_output()`: Returns a dict that contains all model outputs:\n", - " - controlled - the variable that the model is controlling\n", - " - latents - the latent activity\n", - " - actions - the output from the model (for RandomTarget only)\n", - " - states - the state of the environment (for RandomTarget only)\n", - " - joints - Joint angles (for RandomTarget only)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "All data shape: torch.Size([1000, 500, 128])\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Train data shape: torch.Size([800, 500, 128])\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Validation data shape: torch.Size([200, 500, 128])\n" - ] - } - ], - "source": [ - "print(f\"All data shape: {analysis_GRU_128.get_latents().shape}\")\n", - "print(f\"Train data shape: {analysis_GRU_128.get_latents(phase = 'train').shape}\")\n", - "print(f\"Validation data shape: {analysis_GRU_128.get_latents(phase = 'val').shape}\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "4c4570d5d1434bc2b91b26ca8658452b", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_visualizing_latent_activity\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "### Part 2: Using affine transformations to compare latent activity\n", - "\n", - "Now that we have the latent activity for the 64D and the 128D GRU models trained on 3BFf, we can investigate how similar their latent activity is.\n", - "\n", - "One problem: The models may be arbitrarily rotated, scaled, and translated relative to each other! \n", - "\n", - "This means that we need to find the best \"fit\" between the two models that doesn't fail when they are equivalent under an \"affine\" transformation (meaning a linear transformation and/or translation).\n", - "\n", - "Luckily, we have a tool that can solve this problem for us! Linear regression.\n", - "\n", - "In this code, we are:\n", - "\n", - "1. Getting the latent activity from each model\n", - "2. Performing PCA on the latent activity (to get the dimensions ordered by their variance)\n", - "3. Fit a linear regression from one set of latent activity to the other." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Latent shape for source model: (800, 500, 128)\n", - "Latent shape for target model: (800, 500, 3)\n" - ] - } - ], - "source": [ - "from sklearn.linear_model import LinearRegression\n", - "from sklearn.metrics import r2_score\n", - "from sklearn.decomposition import PCA\n", - "\n", - "source = analysis_GRU_128\n", - "target = analysis_NODE\n", - "\n", - "# Get the latent activity from the validation phase for each model:\n", - "latents_source = source.get_latents(phase='train').detach().numpy()\n", - "latents_targ = target.get_latents(phase='train').detach().numpy()\n", - "\n", - "latents_source_val = source.get_latents(phase='val').detach().numpy()\n", - "latents_targ_val = target.get_latents(phase='val').detach().numpy()\n", - "\n", - "n_trials, n_timesteps, n_latent_source = latents_source.shape\n", - "n_trials, n_timesteps, n_latent_targ = latents_targ.shape\n", - "\n", - "n_trials_val, n_timesteps_val, n_latent_source_val = latents_source_val.shape\n", - "n_trials_val, n_timesteps_val, n_latent_targ_val = latents_targ_val.shape\n", - "\n", - "print(f\"Latent shape for source model: {latents_source.shape}\"\n", - " f\"\\nLatent shape for target model: {latents_targ.shape}\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "R2 of linear regression fit: [0.80023307 0.52220986 0.77564701]\n", - "Variance-weighted R2 of linear regression fit: 0.7076211324642876\n" - ] - } - ], - "source": [ - "# Perform PCA on both latent spaces to find axes of highest variance\n", - "pca_source = PCA()\n", - "pca_targ = PCA()\n", - "lats_source_pca = pca_source.fit_transform(latents_source.reshape(-1, n_latent_source)).reshape((n_trials, n_timesteps, -1))\n", - "lats_source_pca_val = pca_source.transform(latents_source_val.reshape(-1, n_latent_source)).reshape((n_trials, n_timesteps, -1))\n", - "\n", - "lats_targ_pca = pca_targ.fit_transform(latents_targ.reshape(-1, n_latent_targ)).reshape((n_trials, n_timesteps, -1))\n", - "lats_targ_pca_val = pca_targ.transform(latents_targ_val.reshape(-1, n_latent_targ_val)).reshape((n_trials_val, n_timesteps_val, -1))\n", - "\n", - "# Fit a linear regression model to predict the target latents from the source latents\n", - "reg = LinearRegression().fit(lats_source_pca.reshape(-1, n_latent_source), lats_targ_pca.reshape(-1, n_latent_targ))\n", - "# Get the R2 of the fit\n", - "preds = reg.predict(lats_source_pca_val.reshape(-1, n_latent_source_val))\n", - "r2s = r2_score(lats_targ_pca_val.reshape((-1, n_latent_targ_val)), preds, multioutput = \"raw_values\")\n", - "r2_var = r2_score(lats_targ_pca_val.reshape((-1, n_latent_targ_val)), preds, multioutput = \"variance_weighted\")\n", - "print(f\"R2 of linear regression fit: {r2s}\")\n", - "print(f\"Variance-weighted R2 of linear regression fit: {r2_var}\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "So, the variance weighted R2 from the source to the target is ~0.93.\n", - "\n", - "Importantly, we had to pick a \"direction\" to compute this R2 value. What happens if we switch the source and targets?\n", - "\n", - "❓❓❓\n", - "\n", - "**Try reversing the direction (the source and targets) and see how well the model fits!**\n", - "\n", - "❓❓❓" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "One final tool that is provided to you is the comparison object, which makes many of these direct comparisons within the object itself. Here is one example visualization that shows how similar the latent activities of two example trials are for these two models! \n", - "\n", - "This function has the affine transformation \"built-in,\" so you don't need this to show what your R2 value above looks like in the first 3 PCs!" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from ctd.comparison.comparison import Comparison\n", - "comp = Comparison()\n", - "comp.load_analysis(analysis_GRU_128, reference_analysis=True)\n", - "comp.load_analysis(analysis_NODE)\n", - "comp.plot_trials_3d_reference(num_trials=2)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "b12f797e1d2a4517b6378385ed57f193", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_using_affine_transformations_to_compare_latent_activity\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "### Part 3: Fixed-point finding\n", - "\n", - "Finally, we can use fixed-point finding to inspect the linearized dynamics of the trained model.\n", - "\n", - "**What are fixed-points?**\n", - "\n", - "Fixed points are points in the dynamics for which the flow field is zero, meaning that points at that location do not move.\n", - "\n", - "The fixed point structure for the 3BFF task was first shown in the original [Sussillo and Barack paper](https://ccn.johndmurray.org/ccn_2013/materials/pdf/mante/sussillo_2013.pdf).\n", - "\n", - "\n", - "\n", - "\n", - "We can see that the fixed-points are at the vertices of the cube above, drawing the activity towards them and keeping it there until an input pushes it out!\n", - "\n", - "We use a modified version of a fixed point finder released by [Golub et al. 2018](https://github.com/mattgolub/fixed-point-finder) to search the flow field for these zero points.\n", - "\n", - "❓❓❓\n", - "\n", - "**Try changing some of these parameters:** \n", - "- How quickly are the fixed-points found in the model?\n", - "- How many initializations are needed to find the fixed points?\n", - "- Do the stability properties tell us anything about the underlying computation?\n", - "\n", - "❓❓❓\n", - "\n", - "Importantly from [Driscol et al. 2022](https://www.biorxiv.org/content/10.1101/2022.08.15.503870v1.full.pdf), we know that changes in the inputs can have large effects on the fixed point architecture, so we're going to set the inputs to zero in this optimization." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ - { - "data": { - "image/png": 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import torch\n", - "import contextlib\n", - "import io\n", - "\n", - "with contextlib.redirect_stdout(io.StringIO()): #to suppress output\n", - " fps = analysis_GRU_128.plot_fps(\n", - " inputs= torch.zeros(3),\n", - " n_inits=1024,\n", - " learning_rate=1e-3,\n", - " noise_scale=0.0,\n", - " max_iters=20000,\n", - " seed=0,\n", - " compute_jacobians=True,\n", - " q_thresh=1e-5,\n", - " )" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import matplotlib.pyplot as plt\n", - "q_thesh = 1e-6\n", - "q_vals = fps.qstar\n", - "x_star = fps.xstar[q_vals < q_thesh]\n", - "fig = plt.figure(figsize=(10, 10))\n", - "ax = fig.add_subplot(111, projection='3d')\n", - "ax.scatter(x_star[:, 0], x_star[:, 1], x_star[:, 2], c='r', marker='o')\n", - "fig.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "❓❓❓\n", - "\n", - "What can you find out about the FPs of the trained models? Can you modify the FP finding to get more interpretable results?\n", - "\n", - "What can we learn about the computational solution built in this 3BFF network from these fixed-point architectures?\n", - "\n", - "❓❓❓" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "b7b73fe4474d4d309dfd65199b0e9cfa", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_fixed_point_finding\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "## Section 6: Introducing the Random Target task\n", - "\n", - "Now that we've developed intuition on a simple, well-understood task, let's move up the ladder of complexity!\n", - "\n", - "The second task is a random-target reaching task performed by an RNN controlling a 2-joint musculoskeletal model of an arm actuated by 6 Mujoco muscles. This environment was built using MotorNet, a package developed by [Oli Codol et al.](https://github.com/OlivierCodol/MotorNet) that provides environments for training RNNs to control biomechanical models!\n", - "\n", - "Here is a short clip of what this task looks like when performed by a well-trained model:\n", - "\n", - "\n", - "\n", - "\n", - "Behaviorally, the task has the following structure:\n", - "1. A random initial hand position is sampled from a range of reachable locations; the model is instructed to maintain that hand position.\n", - "2. A random target position is chosen from the range of reachable locations and fed to the model.\n", - "3. After a random delay period, a go-cue is fed to the model, which prompts the model to generate muscle activations that drive the hand to the target location.\n", - "4. On 20% of trials, the go-cue is never supplied (\"catch\" trials)\n", - "5. On 50% of trials, a randomly directed bump perturbation (5-10 N, 150-300 ms duration) is applied to the hand.\n", - " - 50% of these bumps occur in a small window after the go-cue\n", - " - 50% of these bumps occur at a random time in the trial\n", - "\n", - "The model is trained to:\n", - "1. Minimize the MSE between the hand position and the desired hand position\n", - "2. Minimize the squared muscle activation\n", - "\n", - "with each loss term being weighted by a scalar." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [], - "source": [ - "from ctd.task_modeling.task_env.task_env import RandomTarget\n", - "from motornet.effector import RigidTendonArm26\n", - "from motornet.muscle import MujocoHillMuscle\n", - "# Create the analysis object:\n", - "rt_task_env = RandomTarget(effector = RigidTendonArm26(muscle = MujocoHillMuscle()))" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "⏳⏳⏳\n", - "\n", - "Now, to train the model! We use the same procedure as the 3BFF above; however, this model will take a bit longer to train, as of the serial nature of this task, the parallelization allowed by GPUs doesn't help speed up our training!\n", - "\n", - "⏳⏳⏳" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "execution": {} - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/hostedtoolcache/Python/3.9.19/x64/lib/python3.9/site-packages/pytorch_lightning/utilities/parsing.py:198: Attribute 'data_env' is an instance of `nn.Module` and is already saved during checkpointing. It is recommended to ignore them using `self.save_hyperparameters(ignore=['data_env'])`.\n", - "GPU available: False, used: False\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "TPU available: False, using: 0 TPU cores\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "IPU available: False, using: 0 IPUs\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "HPU available: False, using: 0 HPUs\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/runner/work/NeuroAI_Course/NeuroAI_Course/ComputationThruDynamicsBenchmark/ctd/task_modeling/task_env/task_env.py:334: UserWarning: To copy construct from a tensor, it is recommended to use sourceTensor.clone().detach() or sourceTensor.clone().detach().requires_grad_(True), rather than torch.tensor(sourceTensor).\n", - " torch.tensor(ang_targ, dtype=torch.float32, device=self.device)\n", - "/home/runner/work/NeuroAI_Course/NeuroAI_Course/ComputationThruDynamicsBenchmark/ctd/task_modeling/task_env/task_env.py:338: UserWarning: To copy construct from a tensor, it is recommended to use sourceTensor.clone().detach() or sourceTensor.clone().detach().requires_grad_(True), rather than torch.tensor(sourceTensor).\n", - " torch.tensor(angs, dtype=torch.float32, device=self.device)\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\n", - " | Name | Type | Params\n", - "------------------------------------------\n", - "0 | task_env | RandomTarget | 84 \n", - "1 | model | GRU_RNN | 57.4 K\n", - "------------------------------------------\n", - "57.4 K Trainable params\n", - "84 Non-trainable params\n", - "57.4 K Total params\n", - "0.230 Total estimated model params size (MB)\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/hostedtoolcache/Python/3.9.19/x64/lib/python3.9/site-packages/pytorch_lightning/loops/fit_loop.py:293: The number of training batches (4) is smaller than the logging interval Trainer(log_every_n_steps=50). Set a lower value for log_every_n_steps if you want to see logs for the training epoch.\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "`Trainer.fit` stopped: `max_epochs=500` reached.\n" - ] - } - ], - "source": [ - "from ctd.task_modeling.model.rnn import GRU_RNN\n", - "from ctd.task_modeling.datamodule.task_datamodule import TaskDataModule\n", - "from ctd.task_modeling.task_wrapper.task_wrapper import TaskTrainedWrapper\n", - "from pytorch_lightning import Trainer\n", - "\n", - "# Step 1: Instantiate the model\n", - "rnn = GRU_RNN(latent_size = 128) # Look in ctd/task_modeling/models for alternative choices!\n", - "\n", - "# Step 2: Instantiate the task environment\n", - "task_env = rt_task_env\n", - "\n", - "# Step 3: Instantiate the task datamodule\n", - "task_datamodule = TaskDataModule(task_env, n_samples = 1000, batch_size = 256)\n", - "\n", - "# Step 4: Instantiate the task wrapper\n", - "task_wrapper = TaskTrainedWrapper(learning_rate=1e-3, weight_decay = 1e-8)\n", - "\n", - "# Step 5: Initialize the model with the input and output sizes\n", - "rnn.init_model(\n", - " input_size = task_env.observation_space.shape[0] + task_env.context_inputs.shape[0],\n", - " output_size = task_env.action_space.shape[0]\n", - " )\n", - "\n", - "# Step 6: Set the environment and model in the task wrapper\n", - "task_wrapper.set_environment(task_env)\n", - "task_wrapper.set_model(rnn)\n", - "\n", - "# Step 7: Define the PyTorch Lightning Trainer object (put `enable_progress_bar=True` to observe training progress)\n", - "trainer = Trainer(accelerator= \"cpu\",max_epochs=500,enable_progress_bar=False)\n", - "\n", - "# Step 8: Fit the model\n", - "trainer.fit(task_wrapper, task_datamodule)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "Importantly, this task is distinct from the previous two tasks because the outputs of the model affect the subsequent inputs!\n", - "\n", - "\n", - "\n", - "\n", - "Visualizing the latent dynamics of models trained on MotorNet tasks, we can see that there are complex features in the state space, but we'll leave that to you to figure out what they mean!\n", - "\n", - "" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "In the later questions, we will ask you to modify the environments in MotorNet to test how well your models can generalize to new tasks!" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "aa3df7e4a04f46a6832d71b9f0ce7d7b", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" } - ], - "source": [ - "# @title Submit your feedback\n", - "content_review(f\"{feedback_prefix}_introducing_the_random_target_task\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "execution": {} - }, - "source": [ - "---\n", - "## Conclusion\n", - "\n", - "That's it!\n", - "\n", - "To recap, in this tutorial, we learned:\n", - "1. The basics of two tasks, the Three-Bit Flip-Flop and the Random Target task.\n", - "2. How to train recurrent neural network models on these tasks\n", - "3. Methods of visualizing and quantifying differences between these task-trained models.\n", - "\n", - "As you begin to extend beyond this tutorial, you will likely need to make your own environments, or modify existing environments to test the ability of models to generalize. We've tried to document the code-base to make this as easy as possible, but feel free to reach out if you have any questions!" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "cellView": "form", - "execution": {} - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "fa7feee067f4491aa94c47be6431fc54", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" + ], + "metadata": { + "colab": { + "provenance": [] + }, + "kernel": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.19" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "14a4602e277a482f8a02938b2de16da2": { + "model_module": "@jupyter-widgets/output", + "model_module_version": "1.0.0", + "model_name": "OutputModel", + "state": { + "_dom_classes": [], + "_model_module": "@jupyter-widgets/output", + "_model_module_version": "1.0.0", + "_model_name": "OutputModel", + "_view_count": null, + "_view_module": "@jupyter-widgets/output", + "_view_module_version": "1.0.0", + "_view_name": "OutputView", + "layout": "IPY_MODEL_ce99ceb06d4540b7a1e25a1f34d39202", + "msg_id": "", + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Video available at https://youtube.com/watch?v=KpXu34cvWPE\n" + ] + }, + { + "data": { + "image/jpeg": 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100644 --- a/projects/project-notebooks/ComparingNetworks.ipynb +++ b/projects/project-notebooks/ComparingNetworks.ipynb @@ -60,19 +60,7 @@ "id": "OBJr9u9JpunV", "outputId": "668e4151-81ed-4c30-f85a-4e6381855357" }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - " Preparing metadata (setup.py) ... \u001b[?25l\u001b[?25hdone\n", - " Preparing metadata (setup.py) ... \u001b[?25l\u001b[?25hdone\n", - "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m1.6/1.6 MB\u001b[0m \u001b[31m12.3 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", - "\u001b[?25h Building wheel for vibecheck (setup.py) ... \u001b[?25l\u001b[?25hdone\n", - " Building wheel for datatops (setup.py) ... \u001b[?25l\u001b[?25hdone\n" - ] - } - ], + "outputs": [], "source": [ "# @title Install and import feedback gadget\n", "\n", @@ -113,22 +101,7 @@ "id": "hKVsCZL8punV", "outputId": "44a382f8-52ed-43a7-ddda-31d83b701d6a" }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "b76a986a93e44129b26a3e3604a8d59a", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "Tab(children=(Output(), Output()), _titles={'0': 'Youtube', '1': 'Bilibili'})" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# @title Project Background\n", "\n", @@ -191,22 +164,7 @@ "id": "cWo_qPtLpunW", "outputId": "ff034fcb-41c2-4fec-9c0a-a21abdd11a25" }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "3ec8d884b74d444aa6402fd2441d896d", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# @title Submit your feedback\n", "content_review(f\"{feedback_prefix}_project_background\")" @@ -220,37 +178,7 @@ "id": "6-QqoifJpunW", "outputId": "0a99daae-80c9-4537-9903-0d7193acaecd" }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "If you want to download the slides: https://osf.io/download/vb3tw/\n" - ] - }, - { - "data": { - "text/html": [ - "\n", - " \n", - " " - ], - "text/plain": [ - "" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "# @title Project slides\n", "\n", @@ -267,20 +195,7 @@ "id": "BMQotv8ZpunW", "outputId": "c40b4476-d794-4562-b710-80beaed3e0bf" }, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "#@title Project Template\n", "from IPython.display import Image, display\n", @@ -305,22 +220,7 @@ "id": "S4tRQ2CJpunW", "outputId": "2e8cb5b3-2d2d-4877-ccf6-8eb5e0ca6c23" }, - "outputs": [ - { - "data": { - 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Created wheel for motornet: filename=motornet-0.2.0-py3-none-any.whl size=51743 sha256=1630f592641f33a2252ac296cef81ae40f14ef48b40dd7fe7cb31700e1a9fdd6\n", - " Stored in directory: /root/.cache/pip/wheels/b8/56/eb/b9b1dd27d02caf0464f90b011b109254bcd34c45c6e3f085bb\n", - "Successfully built motornet\n", - "Installing collected packages: tensorboardX, lightning-utilities, hydra-core, torchmetrics, motornet, ray, pytorch-lightning, ctd\n", - " Running setup.py develop for ctd\n", - "Successfully installed ctd-1.0 hydra-core-1.3.2 lightning-utilities-0.15.3 motornet-0.2.0 pytorch-lightning-2.1.3 ray-2.54.0 tensorboardX-2.6.4 torchmetrics-1.3.0.post0\n" - ] - } - ], + "outputs": [], "source": [ "# @markdown Colab // Kaggle installation (Part 1)\n", "\n", @@ -611,20 +319,7 @@ "id": "JTr0IzwHpunX", "outputId": "9491ed01-a082-4583-c49d-561d3cd28467" }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Found existing installation: torchaudio 2.10.0+cpu\n", - "Uninstalling torchaudio-2.10.0+cpu:\n", - " Successfully uninstalled torchaudio-2.10.0+cpu\n", - "Found existing installation: torchvision 0.25.0+cpu\n", - "Uninstalling torchvision-0.25.0+cpu:\n", - " Successfully uninstalled torchvision-0.25.0+cpu\n" - ] - } - ], + "outputs": [], "source": [ "# @markdown Colab // Kaggle installation (Part 2)\n", "\n", @@ -641,15 +336,7 @@ "id": "AUvvGRTQpunX", "outputId": "c10ee20c-c706-4ffc-cd06-3827d0914ff4" }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "/content/ComputationThruDynamicsBenchmark\n" - ] - } - ], + "outputs": [], "source": [ "# @markdown Colab // Kaggle installation (Part 3)\n", "\n", @@ -695,112 +382,7 @@ "id": "-PzCWcBspunX", "outputId": "252ff6fb-c266-421e-aea1-1d5aba653de6" }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Cloning into 'DSA'...\n", - "remote: Enumerating objects: 1152, done.\u001b[K\n", - "remote: Counting objects: 100% (180/180), done.\u001b[K\n", - "remote: Compressing objects: 100% (91/91), done.\u001b[K\n", - "remote: Total 1152 (delta 111), reused 121 (delta 89), pack-reused 972 (from 2)\u001b[K\n", - "Receiving objects: 100% (1152/1152), 11.54 MiB | 11.13 MiB/s, done.\n", - "Resolving deltas: 100% (674/674), done.\n", - "/content/ComputationThruDynamicsBenchmark/DSA\n", - "Note: switching to 'a46c3194eb1f736db31e7eca5f433839c2cbc311'.\n", - "\n", - "You are in 'detached HEAD' state. You can look around, make experimental\n", - "changes and commit them, and you can discard any commits you make in this\n", - "state without impacting any branches by switching back to a branch.\n", - "\n", - "If you want to create a new branch to retain commits you create, you may\n", - "do so (now or later) by using -c with the switch command. Example:\n", - "\n", - " git switch -c \n", - "\n", - "Or undo this operation with:\n", - "\n", - " git switch -\n", - "\n", - "Turn off this advice by setting config variable advice.detachedHead to false\n", - "\n", - "HEAD is now at a46c319 Update dmd.py\n", - "Obtaining file:///content/ComputationThruDynamicsBenchmark/DSA\n", - " Preparing metadata (setup.py) ... \u001b[?25l\u001b[?25hdone\n", - "Requirement already satisfied: numpy>=1.24.0 in /usr/local/lib/python3.12/dist-packages (from DSA==1.0.1) (2.0.2)\n", - "Requirement already satisfied: torch>=1.3.0 in /usr/local/lib/python3.12/dist-packages (from DSA==1.0.1) (2.10.0+cpu)\n", - "Collecting kooplearn>=1.1.0 (from DSA==1.0.1)\n", - " Downloading kooplearn-2.0.2-py3-none-any.whl.metadata (4.6 kB)\n", - "Collecting pot (from DSA==1.0.1)\n", - " Downloading pot-0.9.6.post1-cp312-cp312-manylinux_2_24_x86_64.manylinux_2_28_x86_64.whl.metadata (40 kB)\n", - "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m40.2/40.2 kB\u001b[0m \u001b[31m1.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", - "\u001b[?25hCollecting pandas>=2.3.3 (from kooplearn>=1.1.0->DSA==1.0.1)\n", - " Downloading pandas-3.0.1-cp312-cp312-manylinux_2_24_x86_64.manylinux_2_28_x86_64.whl.metadata (79 kB)\n", - "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m79.5/79.5 kB\u001b[0m \u001b[31m2.4 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", - "\u001b[?25hRequirement already satisfied: scikit-learn>=1.6.1 in /usr/local/lib/python3.12/dist-packages (from kooplearn>=1.1.0->DSA==1.0.1) (1.6.1)\n", - "Requirement already satisfied: filelock in /usr/local/lib/python3.12/dist-packages (from torch>=1.3.0->DSA==1.0.1) (3.25.2)\n", - "Requirement already satisfied: typing-extensions>=4.10.0 in /usr/local/lib/python3.12/dist-packages (from torch>=1.3.0->DSA==1.0.1) (4.15.0)\n", - "Requirement already satisfied: setuptools in /usr/local/lib/python3.12/dist-packages (from torch>=1.3.0->DSA==1.0.1) (75.2.0)\n", - "Requirement already satisfied: sympy>=1.13.3 in /usr/local/lib/python3.12/dist-packages (from torch>=1.3.0->DSA==1.0.1) (1.14.0)\n", - "Requirement already satisfied: networkx>=2.5.1 in /usr/local/lib/python3.12/dist-packages (from torch>=1.3.0->DSA==1.0.1) (3.6.1)\n", - "Requirement already satisfied: jinja2 in /usr/local/lib/python3.12/dist-packages (from torch>=1.3.0->DSA==1.0.1) (3.1.6)\n", - "Requirement already satisfied: fsspec>=0.8.5 in /usr/local/lib/python3.12/dist-packages (from torch>=1.3.0->DSA==1.0.1) (2025.3.0)\n", - "Requirement already satisfied: scipy>=1.6 in /usr/local/lib/python3.12/dist-packages (from pot->DSA==1.0.1) (1.16.3)\n", - "Requirement already satisfied: python-dateutil>=2.8.2 in /usr/local/lib/python3.12/dist-packages (from pandas>=2.3.3->kooplearn>=1.1.0->DSA==1.0.1) (2.9.0.post0)\n", - "Requirement already satisfied: joblib>=1.2.0 in /usr/local/lib/python3.12/dist-packages (from scikit-learn>=1.6.1->kooplearn>=1.1.0->DSA==1.0.1) (1.5.3)\n", - "Requirement already satisfied: threadpoolctl>=3.1.0 in /usr/local/lib/python3.12/dist-packages (from scikit-learn>=1.6.1->kooplearn>=1.1.0->DSA==1.0.1) (3.6.0)\n", - "Requirement already satisfied: mpmath<1.4,>=1.1.0 in /usr/local/lib/python3.12/dist-packages (from sympy>=1.13.3->torch>=1.3.0->DSA==1.0.1) (1.3.0)\n", - "Requirement already satisfied: MarkupSafe>=2.0 in /usr/local/lib/python3.12/dist-packages (from jinja2->torch>=1.3.0->DSA==1.0.1) (3.0.3)\n", - "Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.12/dist-packages (from python-dateutil>=2.8.2->pandas>=2.3.3->kooplearn>=1.1.0->DSA==1.0.1) (1.17.0)\n", - "Downloading kooplearn-2.0.2-py3-none-any.whl (89 kB)\n", - "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m89.6/89.6 kB\u001b[0m \u001b[31m3.8 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", - "\u001b[?25hDownloading pot-0.9.6.post1-cp312-cp312-manylinux_2_24_x86_64.manylinux_2_28_x86_64.whl (1.5 MB)\n", - "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m1.5/1.5 MB\u001b[0m \u001b[31m18.0 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", - "\u001b[?25hDownloading pandas-3.0.1-cp312-cp312-manylinux_2_24_x86_64.manylinux_2_28_x86_64.whl (10.9 MB)\n", - "\u001b[2K \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m10.9/10.9 MB\u001b[0m \u001b[31m31.2 MB/s\u001b[0m eta \u001b[36m0:00:00\u001b[0m\n", - "\u001b[?25hInstalling collected packages: pot, pandas, kooplearn, DSA\n", - " Attempting uninstall: pandas\n", - " Found existing installation: pandas 2.2.2\n", - " Uninstalling pandas-2.2.2:\n", - " Successfully uninstalled pandas-2.2.2\n", - " Running setup.py develop for DSA\n", - "\u001b[31mERROR: pip's dependency resolver does not currently take into account all the packages that are installed. This behaviour is the source of the following dependency conflicts.\n", - "fastai 2.8.7 requires torchvision>=0.11, which is not installed.\n", - "google-colab 1.0.0 requires pandas==2.2.2, but you have pandas 3.0.1 which is incompatible.\n", - "bqplot 0.12.45 requires pandas<3.0.0,>=1.0.0, but you have pandas 3.0.1 which is incompatible.\n", - "db-dtypes 1.5.0 requires pandas<3.0.0,>=1.5.3, but you have pandas 3.0.1 which is incompatible.\n", - "gradio 5.50.0 requires pandas<3.0,>=1.0, but you have pandas 3.0.1 which is incompatible.\u001b[0m\u001b[31m\n", - "\u001b[0mSuccessfully installed DSA-1.0.1 kooplearn-2.0.2 pandas-3.0.1 pot-0.9.6.post1\n", - "Found existing installation: kooplearn 2.0.2\n", - "Uninstalling kooplearn-2.0.2:\n", - " Successfully uninstalled kooplearn-2.0.2\n", - "Collecting git+https://github.com/Machine-Learning-Dynamical-Systems/kooplearn.git@260ad84beb86acc706e4f43d9b7b5e8bc4e8b18c\n", - " Cloning https://github.com/Machine-Learning-Dynamical-Systems/kooplearn.git (to revision 260ad84beb86acc706e4f43d9b7b5e8bc4e8b18c) to /tmp/pip-req-build-fiufez7y\n", - " Running command git clone --filter=blob:none --quiet https://github.com/Machine-Learning-Dynamical-Systems/kooplearn.git /tmp/pip-req-build-fiufez7y\n", - " Running command git rev-parse -q --verify 'sha^260ad84beb86acc706e4f43d9b7b5e8bc4e8b18c'\n", - " Running command git fetch -q https://github.com/Machine-Learning-Dynamical-Systems/kooplearn.git 260ad84beb86acc706e4f43d9b7b5e8bc4e8b18c\n", - " Running command git checkout -q 260ad84beb86acc706e4f43d9b7b5e8bc4e8b18c\n", - " Resolved https://github.com/Machine-Learning-Dynamical-Systems/kooplearn.git to commit 260ad84beb86acc706e4f43d9b7b5e8bc4e8b18c\n", - " Installing build dependencies ... \u001b[?25l\u001b[?25hdone\n", - " Getting requirements to build wheel ... \u001b[?25l\u001b[?25hdone\n", - " Preparing metadata (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n", - "Requirement already satisfied: numpy>=1.20.0 in /usr/local/lib/python3.12/dist-packages (from kooplearn==1.2.0b1) (2.0.2)\n", - "Requirement already satisfied: scikit-learn in /usr/local/lib/python3.12/dist-packages (from kooplearn==1.2.0b1) (1.6.1)\n", - "Requirement already satisfied: scipy in /usr/local/lib/python3.12/dist-packages (from kooplearn==1.2.0b1) (1.16.3)\n", - "Requirement already satisfied: tqdm in /usr/local/lib/python3.12/dist-packages (from kooplearn==1.2.0b1) (4.67.3)\n", - "Requirement already satisfied: joblib>=1.2.0 in /usr/local/lib/python3.12/dist-packages (from scikit-learn->kooplearn==1.2.0b1) (1.5.3)\n", - "Requirement already satisfied: threadpoolctl>=3.1.0 in /usr/local/lib/python3.12/dist-packages (from scikit-learn->kooplearn==1.2.0b1) (3.6.0)\n", - "Building wheels for collected packages: kooplearn\n", - " Building wheel for kooplearn (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n", - " Created wheel for kooplearn: filename=kooplearn-1.2.0b1-py3-none-any.whl size=74145 sha256=516b21356a9515cb84d63dafd8cf3546e70986eca101aedb74ecd4f18d6d5f24\n", - " Stored in directory: /root/.cache/pip/wheels/88/3f/6e/94e8588d14a5c5eaa8e97b663d3139b3a6d32601ee8593c137\n", - "Successfully built kooplearn\n", - "Installing collected packages: kooplearn\n", - "Successfully installed kooplearn-1.2.0b1\n" - ] - } - ], + "outputs": [], "source": [ "# @markdown Colab // Kaggle installation (Part 4)\n", "\n", @@ -815,15 +397,15 @@ }, { "cell_type": "markdown", + "metadata": { + "id": "8sk8UU-IuXIp" + }, "source": [ "# IMPORTANT!\n", "# Restart the runtime here,\n", "# then rerun the (Part 3) above,\n", "# then continue to the cells below" - ], - "metadata": { - "id": "8sk8UU-IuXIp" - } + ] }, { "cell_type": "markdown", @@ -844,16 +426,7 @@ "id": "s45k3uigpunX", "outputId": "2a4c92c4-6436-496e-968c-e6629bb28199" }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/opt/hostedtoolcache/Python/3.9.19/x64/lib/python3.9/site-packages/IPython/core/magics/osm.py:417: UserWarning: using dhist requires you to install the `pickleshare` library.\n", - " self.shell.db['dhist'] = compress_dhist(dhist)[-100:]\n" - ] - } - ], + "outputs": [], "source": [ "# @markdown Local installation\n", "\n", @@ -894,22 +467,7 @@ "id": "qhznOaMMpunX", "outputId": "b97d64b7-79c2-456d-f624-20c991475eea" }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "caff1e11fdef4290a83a03808e4cff7e", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# @title Submit your feedback\n", "content_review(f\"{feedback_prefix}_preparing_environment\")" @@ -939,15 +497,7 @@ "id": "LfhtZd4rpunX", "outputId": "d9452f6e-b99e-4cfb-85b8-e353a0e791e6" }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "/content/ComputationThruDynamicsBenchmark/\n" - ] - } - ], + "outputs": [], "source": [ "# set the random seed for reproducibility\n", "import random\n", @@ -1007,22 +557,7 @@ "id": "ZzsYJPEUpunX", "outputId": "6b84b166-1ac1-4fe0-d359-af8e496beec2" }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "5ee4e9159adf4e7583826bdd5877e3cd", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# @title Submit your feedback\n", "content_review(f\"{feedback_prefix}_overview_of_the_available_tasks\")" @@ -1060,18 +595,7 @@ "id": "pdHaXhERpunX", "outputId": "8984673e-615d-4c08-f10e-6e9449c8cd1a" }, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" - }, - "metadata": {} - } - ], + "outputs": [], "source": [ "from ctd.task_modeling.task_env.task_env import NBitFlipFlop\n", "\n", @@ -1117,18 +641,7 @@ "id": "Ae-ss29mpunY", "outputId": "a3b3945a-8074-4c0b-84a9-a854f5c51a50" }, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - } - ], + "outputs": [], "source": [ "env_3bff.render_3d(n_trials=6)" ] @@ -1163,22 +676,7 @@ "id": "1QBsR4yNpunY", "outputId": "3571ef7a-018f-4797-db55-f2460832f67d" }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "3a3e9b6f322b4af1b28f484560c67bb1", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# @title Submit your feedback\n", "content_review(f\"{feedback_prefix}_understanding_3bff\")" @@ -1569,491 +1067,7 @@ "id": "Wjh8X6BPpunY", "outputId": "d52d9896-be2a-49dd-f408-3680bd0f3ab4" }, - "outputs": [ - { - "output_type": "stream", - "name": "stderr", - "text": [ - "INFO:pytorch_lightning.utilities.rank_zero:GPU available: False, used: False\n", - "INFO:pytorch_lightning.utilities.rank_zero:TPU available: False, using: 0 TPU cores\n", - "INFO:pytorch_lightning.utilities.rank_zero:IPU available: False, using: 0 IPUs\n", - "INFO:pytorch_lightning.utilities.rank_zero:HPU available: False, using: 0 HPUs\n", - "WARNING:pytorch_lightning.loggers.tensorboard:Missing logger folder: /content/ComputationThruDynamicsBenchmark/lightning_logs\n", - "INFO:pytorch_lightning.callbacks.model_summary:\n", - " | Name | Type | Params\n", - "----------------------------------\n", - "0 | model | GRU_RNN | 51.6 K\n", - "----------------------------------\n", - "51.6 K Trainable params\n", - "0 Non-trainable params\n", - "51.6 K Total params\n", - "0.206 Total estimated model params size (MB)\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "Sanity Checking: | | 0/? [00:00" - ], - "image/png": 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\n" - }, - "metadata": {} - } - ], + "outputs": [], "source": [ "# import typing\n", "# # Monkey-patch Final to behave like Any\n", @@ -4871,33 +2396,14 @@ "cell_type": "code", "execution_count": null, "metadata": { - "id": "5rHPLIDPpunZ", - "outputId": "fffc4c7a-249e-4a4c-e98b-209fa7c87a40", "colab": { "base_uri": "https://localhost:8080/", "height": 593 - } - }, - "outputs": [ - { - "output_type": "stream", - "name": "stderr", - "text": [ - "/content/ComputationThruDynamicsBenchmark/ctd/comparison/analysis/tt/tt.py:40: FutureWarning: `isinstance(treespec, LeafSpec)` is deprecated, use `isinstance(treespec, TreeSpec) and treespec.is_leaf()` instead.\n", - " self.datamodule = pickle.load(f)\n" - ] }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - } - ], + "id": "5rHPLIDPpunZ", + "outputId": "fffc4c7a-249e-4a4c-e98b-209fa7c87a40" + }, + "outputs": [], "source": [ "fpath_NODE = HOME_DIR + \"models_NODE_3/\"\n", "# Create the analysis object:\n", @@ -4923,37 +2429,14 @@ "cell_type": "code", "execution_count": null, "metadata": { - "id": "6-4PN7BxpunZ", - "outputId": "b9051e6e-a096-431f-8670-8c64b7b7e0c6", "colab": { "base_uri": "https://localhost:8080/", "height": 538 - } + }, + "id": "6-4PN7BxpunZ", + "outputId": "b9051e6e-a096-431f-8670-8c64b7b7e0c6" }, - "outputs": [ - { - "output_type": "execute_result", - "data": { - "text/plain": [ - "array([0.4499948 , 0.21527852, 0.1842102 , 0.11117746, 0.01056968,\n", - " 0.00798929, 0.00702634, 0.00430366, 0.00061372, 0.00053773],\n", - " dtype=float32)" - ] - }, - "metadata": {}, - "execution_count": 10 - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - } - ], + "outputs": [], "source": [ "analysis_GRU_128.plot_scree()" ] @@ -4980,23 +2463,13 @@ "cell_type": "code", "execution_count": null, "metadata": { - "id": "mf8tZJIxpunZ", - "outputId": "7c940c70-d431-45fe-984e-624515b7af4d", "colab": { "base_uri": "https://localhost:8080/" - } + }, + "id": "mf8tZJIxpunZ", + "outputId": "7c940c70-d431-45fe-984e-624515b7af4d" }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "All data shape: torch.Size([1000, 500, 128])\n", - "Train data shape: torch.Size([800, 500, 128])\n", - "Validation data shape: torch.Size([200, 500, 128])\n" - ] - } - ], + "outputs": [], "source": [ "print(f\"All data shape: {analysis_GRU_128.get_latents().shape}\")\n", "print(f\"Train data shape: {analysis_GRU_128.get_latents(phase = 'train').shape}\")\n", @@ -5016,22 +2489,7 @@ "id": "05sXDQ-bpunZ", "outputId": "10abe009-32d0-4afa-e561-d388d5e44762" }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "4c4570d5d1434bc2b91b26ca8658452b", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# @title Submit your feedback\n", "content_review(f\"{feedback_prefix}_visualizing_latent_activity\")" @@ -5070,16 +2528,7 @@ "id": "3jl-NjHMpunZ", "outputId": "4b395945-45c6-4531-f7dd-e9603ae9c69a" }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Latent shape for source model: (800, 500, 128)\n", - "Latent shape for target model: (800, 500, 3)\n" - ] - } - ], + "outputs": [], "source": [ "from sklearn.linear_model import LinearRegression\n", "from sklearn.metrics import r2_score\n", @@ -5109,22 +2558,13 @@ "cell_type": "code", "execution_count": null, "metadata": { - "id": "pTPEPzqfpunZ", - "outputId": "49886470-75f6-4e1b-973a-3c0841583465", "colab": { "base_uri": "https://localhost:8080/" - } + }, + "id": "pTPEPzqfpunZ", + "outputId": "49886470-75f6-4e1b-973a-3c0841583465" }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "R2 of linear regression fit: [0.15556824 0.17384231 0.154199 ]\n", - "Variance-weighted R2 of linear regression fit: 0.15827688574790955\n" - ] - } - ], + "outputs": [], "source": [ "# Perform PCA on both latent spaces to find axes of highest variance\n", "pca_source = PCA()\n", @@ -5177,25 +2617,14 @@ "cell_type": "code", "execution_count": null, "metadata": { - "id": "m5JFHFyYpuna", - "outputId": "5efca07f-4610-4ef5-82a5-c4522709d982", "colab": { "base_uri": "https://localhost:8080/", "height": 284 - } + }, + "id": "m5JFHFyYpuna", + "outputId": "5efca07f-4610-4ef5-82a5-c4522709d982" }, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - } - ], + "outputs": [], "source": [ "from ctd.comparison.comparison import Comparison\n", "comp = Comparison()\n", @@ -5217,22 +2646,7 @@ "id": "l6IC-ENdpuna", "outputId": "fd30e7a1-29d3-437f-ff67-b4f73501af59" }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "b12f797e1d2a4517b6378385ed57f193", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# @title Submit your feedback\n", "content_review(f\"{feedback_prefix}_using_affine_transformations_to_compare_latent_activity\")" @@ -5284,198 +2698,7 @@ "id": "9XSUNqTPpuna", "outputId": "a49f7b9c-e4da-4a6c-bf93-502578185096" }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "\n", - "Iteration 500/20000\n", - "q = 5.75E-09 +/- 1.81E-07\n", - "dq = 1.46E-10 +/- 4.58E-09\n", - "\n", - "Iteration 1000/20000\n", - "q = 7.26E-15 +/- 7.94E-15\n", - "dq = 1.27E-15 +/- 1.26E-15\n", - "\n", - "Iteration 1500/20000\n", - "q = 9.91E-15 +/- 6.00E-15\n", - "dq = 1.80E-15 +/- 1.91E-15\n", - "\n", - "Iteration 2000/20000\n", - "q = 1.57E-14 +/- 9.17E-14\n", - "dq = 2.78E-15 +/- 1.33E-14\n", - "\n", - "Iteration 2500/20000\n", - "q = 3.67E-13 +/- 1.12E-11\n", - "dq = 4.45E-14 +/- 1.33E-12\n", - "\n", - "Iteration 3000/20000\n", - "q = 1.75E-13 +/- 3.90E-12\n", - "dq = 2.86E-14 +/- 6.06E-13\n", - "\n", - "Iteration 3500/20000\n", - "q = 4.53E-12 +/- 5.33E-11\n", - "dq = 7.59E-13 +/- 8.27E-12\n", - "\n", - "Iteration 4000/20000\n", - "q = 8.85E-12 +/- 9.49E-11\n", - "dq = 1.96E-12 +/- 2.75E-11\n", - "\n", - "Iteration 4500/20000\n", - "q = 1.75E-11 +/- 1.59E-10\n", - "dq = 3.07E-12 +/- 2.77E-11\n", - "\n", - "Iteration 5000/20000\n", - "q = 5.38E-11 +/- 4.01E-10\n", - "dq = 9.83E-12 +/- 6.52E-11\n", - "\n", - "Iteration 5500/20000\n", - "q = 7.71E-11 +/- 4.85E-10\n", - "dq = 1.47E-11 +/- 8.83E-11\n", - "\n", - "Iteration 6000/20000\n", - "q = 1.62E-10 +/- 9.07E-10\n", - "dq = 3.40E-11 +/- 1.73E-10\n", - "\n", - "Iteration 6500/20000\n", - "q = 2.98E-10 +/- 1.14E-09\n", - "dq = 4.66E-11 +/- 1.73E-10\n", - "\n", - "Iteration 7000/20000\n", - "q = 4.16E-10 +/- 1.51E-09\n", - "dq = 7.75E-11 +/- 2.78E-10\n", - "\n", - "Iteration 7500/20000\n", - "q = 4.68E-10 +/- 1.54E-09\n", - "dq = 8.27E-11 +/- 2.42E-10\n", - "\n", - "Iteration 8000/20000\n", - "q = 5.96E-10 +/- 2.03E-09\n", - "dq = 9.97E-11 +/- 2.82E-10\n", - "\n", - "Iteration 8500/20000\n", - "q = 7.01E-10 +/- 2.01E-09\n", - "dq = 1.27E-10 +/- 4.02E-10\n", - "\n", - "Iteration 9000/20000\n", - "q = 8.39E-10 +/- 2.31E-09\n", - "dq = 1.43E-10 +/- 3.75E-10\n", - "\n", - "Iteration 9500/20000\n", - "q = 8.42E-10 +/- 2.24E-09\n", - "dq = 1.51E-10 +/- 3.77E-10\n", - "\n", - "Iteration 10000/20000\n", - "q = 7.46E-10 +/- 2.06E-09\n", - "dq = 1.34E-10 +/- 3.58E-10\n", - "\n", - "Iteration 10500/20000\n", - "q = 9.27E-10 +/- 2.36E-09\n", - "dq = 1.54E-10 +/- 4.10E-10\n", - "\n", - "Iteration 11000/20000\n", - "q = 8.48E-10 +/- 2.30E-09\n", - "dq = 1.46E-10 +/- 3.82E-10\n", - "\n", - "Iteration 11500/20000\n", - "q = 1.01E-09 +/- 2.49E-09\n", - "dq = 1.83E-10 +/- 4.91E-10\n", - "\n", - "Iteration 12000/20000\n", - "q = 9.75E-10 +/- 2.37E-09\n", - "dq = 1.80E-10 +/- 4.35E-10\n", - "\n", - "Iteration 12500/20000\n", - "q = 8.91E-10 +/- 2.45E-09\n", - "dq = 1.44E-10 +/- 3.72E-10\n", - "\n", - "Iteration 13000/20000\n", - "q = 8.91E-10 +/- 2.25E-09\n", - "dq = 1.57E-10 +/- 4.77E-10\n", - "\n", - "Iteration 13500/20000\n", - "q = 9.09E-10 +/- 2.31E-09\n", - "dq = 1.70E-10 +/- 4.85E-10\n", - "\n", - "Iteration 14000/20000\n", - "q = 1.02E-09 +/- 2.48E-09\n", - "dq = 1.80E-10 +/- 4.39E-10\n", - "\n", - "Iteration 14500/20000\n", - "q = 1.04E-09 +/- 2.47E-09\n", - "dq = 1.79E-10 +/- 4.46E-10\n", - "\n", - "Iteration 15000/20000\n", - "q = 9.61E-10 +/- 2.26E-09\n", - "dq = 1.63E-10 +/- 3.66E-10\n", - "\n", - "Iteration 15500/20000\n", - "q = 8.77E-10 +/- 2.37E-09\n", - "dq = 1.56E-10 +/- 3.77E-10\n", - "\n", - "Iteration 16000/20000\n", - "q = 1.11E-09 +/- 2.60E-09\n", - "dq = 1.77E-10 +/- 4.39E-10\n", - "\n", - "Iteration 16500/20000\n", - "q = 8.35E-10 +/- 2.09E-09\n", - "dq = 1.43E-10 +/- 3.61E-10\n", - "\n", - "Iteration 17000/20000\n", - "q = 1.12E-09 +/- 2.63E-09\n", - "dq = 1.97E-10 +/- 4.66E-10\n", - "\n", - "Iteration 17500/20000\n", - "q = 1.01E-09 +/- 2.54E-09\n", - "dq = 1.71E-10 +/- 4.24E-10\n", - "\n", - "Iteration 18000/20000\n", - "q = 9.42E-10 +/- 2.39E-09\n", - "dq = 1.78E-10 +/- 4.58E-10\n", - "\n", - "Iteration 18500/20000\n", - "q = 1.04E-09 +/- 2.54E-09\n", - "dq = 1.87E-10 +/- 4.47E-10\n", - "\n", - "Iteration 19000/20000\n", - "q = 1.00E-09 +/- 2.62E-09\n", - "dq = 1.54E-10 +/- 3.83E-10\n", - "\n", - "Iteration 19500/20000\n", - "q = 9.52E-10 +/- 2.47E-09\n", - "dq = 1.56E-10 +/- 3.96E-10\n", - "\n", - "Iteration 20000/20000\n", - "q = 8.81E-10 +/- 2.27E-09\n", - "dq = 1.58E-10 +/- 4.15E-10\n", - "Maximum iteration count reached. Terminating.\n", - "Found 1024 unique fixed points.\n", - "Decomposing Jacobians in a single batch.\n", - "Sorting by Eigenvalue magnitude.\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" 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\n" - }, - "metadata": {} - } - ], + "outputs": [], "source": [ "import torch\n", "import contextlib\n", @@ -5498,25 +2721,14 @@ "cell_type": "code", "execution_count": null, "metadata": { - "id": "ImlSpzq8puna", - "outputId": "0c20f871-585b-4c31-a9ad-1e93dfae89b1", "colab": { "base_uri": "https://localhost:8080/", "height": 807 - } + }, + "id": "ImlSpzq8puna", + "outputId": "0c20f871-585b-4c31-a9ad-1e93dfae89b1" }, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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5KHhWwcQEE2ZqESIIgvLzw8NDBAIBOJ1OZTwvfY4EQTwKkOggCELhJO8NvRuqJUnC9PQ0lpaWcO3aNbS2thb9GloeHwWAR59BVVUVqqqq0NbWBlmWEY/HFREyPz8PjuNyREhVVZVun50Zz8lpIuTb3/42nnrqKbjd7lMb0wmCIKwIiQ6CIAAcBUWCIEAQBACvjQvVc8c/mUwiEolAkiQMDAzA5/OV9Docx0GSJE2OySrlVVrCcRz8fj/8fj86OjogSZIiQnZ2djA7O5vjI8Lc0s0oFvRC/Vmwcit2z7ESRiZC2M9JhBAEYSVIdBAEkeO9od6d1TKYz2djYwMjIyNoaWnBlStXLjQ5qdjyqkKCYbOLDj1Kzhg8zyMQCCAQCKCzsxOSJClu6Zubm5iamoLT6VSa0pkIKQWznwc16rWclglhIgQ42S2dRAhBEGaFRAdBPMKc573B87zmztaiKGJiYgLr6+u4ceOGMk3pIpQijs7z6SAKh+d5xfuju7sboigqbunr6+uYnJyEy+XKyYSoHeUfNU6bmnaSCMlms8hkMsrPSYQQBGFWSHQQxCNKId4bWu+Wx+NxhMNh2Gw2DA4Owuv1avK6NL3KWNhsNtTU1KCmpgbAkVs6EyHLy8sYGxuD1+tVBEh1dfW5PixWgF1ThQjbk0QIy0iyTEi+CGHTsQiCIIwIiQ6CeAQp1HtDq/IqWZaxurqK8fFxdHR0oK+vT9MdWq3FkZ6lSeXCSMGn3W5HbW0tamtrAQDZbBa7u7uIxWJYWFhAPB5HVVVVjghxOBzK3xtpLRfhItcU6/dQvxYTISdlQpgQscpnRxCE+SHRQRCPEKycik2nOs97Q4tGckEQMDo6ip2dHdy+fRt1dXUXer2ToJG5J2PUNTgcDtTX16O+vh4AkMlkFBEyOzuLZDKpuKV7vV7DrqNUtBAChYgQnuePNaaTCCEIolKQ6CCIR4RCyqnyuWgwv7e3h0gkAo/Hg/v37+tWx69HpoMoH06nEw0NDWhoaAAApNPpnPG8sizj5ZdfVprSg8HghQYPVAo9xVOhIiS/J4SudYIgygWJDoJ4BGDZjfPKqfIptbxKlmUsLi5ienoaPT096Onp0TW4ofIqa+FyudDU1ISmpiYkEgl8+9vfRnNzM3Z3dzE+Po5MJpPjlh4IBEzVUF2OQF8tQti1zMoq1W7pJEIIgigXJDoIwsLke28UIzjY7xcbfGcyGQwPD+Pg4ABPPPEEQqFQUX9fClRedRwrBY8cx6GlpQUtLS2QZRmHh4dKJmRlZQWiKCrTs2pqauDz+QwpQoppJNcS9n4kQgiCqCQkOgjCorDSCpapYI2mxVBsMB+NRjE0NIRAIIDBwcGyTSSi8qqTMbtwOgmO4+D1euH1etHa2gpZlpFIJBCLxbC7u4ulpSXIspzjlu7z+QxxTo1yPs4SIel0GplMBsDJPiFG+BwJgjAnJDoIwmKoa7mLLafKp9DyKlmWMTc3h7m5OVy+fBkdHR1lDU6ovMranHUtcRwHn88Hn8+H9vZ2yLKsuKWznhCO43I8Qrxeb0WDZ6MF7moRwpzS2X/pdDonE8Ka0u12+4WeLQRBPHqQ6CAIC1FKs/hZFFJelUqlMDQ0hFQqhaeeegrBYLDk9ysVKq8iGBzHwe/3w+/3o6OjA5Ik4eDgALFYDFtbW5iZmYHdbs/JhHg8nrIEz2a5ptRZ0XwRkkqllN9hP3e73YpRIYkQgiBOg0QHQVgElt0QRVGzL//zMh1bW1sYHh5GXV0d7ty5A7u9co8UKq/KxQprAC5+XnmeRzAYRDAYRFdXFyRJwv7+PmKxGDY3NzE1NQWn05mTCXG73RodfS6V6um4KKeJkJ2dHczMzOCJJ55QGtfV5VgkQgiCUEOigyBMDvPeEAThwuVU+ZyW6ZAkCdPT01haWsK1a9fQ0tJS0eCilIb3s7IjVimvssIatIbneaXpvLu7G6IoKm7pq6urmJiYgNvtzsmEaDnq2QpBuNotnfV9sLJOdSaERAhBEGpIdBCEidG6nCqfk4LvZDKJSCQCSZIwMDAAn8+n2ftdBCqvIkrBZrOhpqYGNTU1AI7MLHd3d7G7u4vl5WWMjY3B6/XmuKWXOiBBlmVLBd2SJCkC5KRMCGtMT6VSOQKFRAhBPJqQ6CAIk1Kq90Yx5IuOjY0NjIyMoLm5GVevXjWMQRs1khNaYbfbUVdXh7q6OgBANptV3NLn5+eRSCTg8/lyREihZYVWu6ZOE1H5k/KYCBFFEaIonjqil0QIQVgbEh0EYTLU3huyLOv6Rc3zPCRJgiiKmJiYwPr6Om7cuIGmpiZd3q9UaGTucaywBkYl1+JwOFBfX4/6+noARz40bDzvzMwMkskk/H5/jgg5S4xb6bwUmrlRl2Oxv1OXhbKf55djlTLmmyAI40KigyBMhCRJEARBt3KqfDiOgyiKeOmll2Cz2TA4OAiv16vb+5UKZTpOhtagPU6nE42NjWhsbAQApNNpZTzv5OQk0uk0AoFAjlt6vh+GVSi1XOw0ESIIArLZLIkQgrAoJDoIwgSovTfYF73eX76yLGN7exvpdBotLS3o6+szpMszoM/usdUCREIfXC4XmpqalOyf2i19bW0NgiAoIkSvqViVQqselWJECPMJYeVYBEGYBxIdBGFw8pvFyyE4BEHA6Ogotra2YLfbceXKFV3f76JQeRVhFDweDzweD1paWiDLMpLJpNITsry8DFEUEQ6HlUyI3+837fWmV2P8eSIEONktnUQIQRgbEh0EYWD08N44j729PUQiEXg8Hty6dQuRSET397woVF51HCuswexwHIeqqipUVVWhtbVVubdqa2sRi8WwuLgIAMp43urqavh8PtOIENZTpjeniZBsNotMJgOARAhBmAESHQRhQPT03jjrPRcXFzE9PY2enh709PQgHo+faQ5oFMiR3NqYJQg/DxY4t7e3o729HbIs4+DgALu7u4hGo5ibm1N8RFgmxOv1Gnb9lRoBfJIIYRs0LBPCcRyJEIIwGCQ6CMJg6O29cRKZTAYjIyPY39/HE088gVAopLy3GYLvUkXHWSM/CUJr8q83juMQCAQQCATQ0dEBSZJwcHCAWCyGra0tzMzMwG6350zG8ng8hrk+jeI7wvo9GIWIELvdbohjJ4hHCRIdBGEgJElCJpMpW3YDAGKxGCKRCAKBAAYHB3OMz8xSokPlVdbFSufhvLXwPI9gMIhgMIiuri5IkqS4pa+vr2NychJOp1MRIZVuTjeK6MjnLBGSyWSULEl+Y7oR10IQVoJEB0EYAFZOxaZTlaucam5uDnNzc7h8+TI6OjqOvScLvo0aXDCovOo4JJyMSTH3Ec/zirgAjgxBmQhZXV3FxMQE3G53jggp1S29FJgjudEpVITkl2OZYW0EYSZIdBBEhSm39wYApFIpDA0NIZVK4amnnkIwGDzx99Q100b+AqZMB2EGLnpN2Ww21NTUoKamBsDRlDk2GWtxcRGjo6OoqqpSSrFCoRAcDocWh34iRn8unIZahLBzwrLMr7zyCrq7u+H3+0mEEITGkOggiApRCe8NANja2sLw8DBqa2tx584d2O2nPwbY8Rg9AKeRuYQZ0DpIt9vtqKurQ11dHQAgm80qImR+fh4jIyPw+Xw5PSFn3e/FYlbRoYYdPxMhBwcHyvMkk8kgnU5TJoQgNIJEB0FUADZzXhAEAOXx3pAkCdPT01haWkJ/fz9aW1vPfU+W6ZAkKac8wWhQeZW1sVJwp+daHA4H6uvrUV9fD+BoQAQzKpyenkYqlYLf71cESHV19YXuayuIjnxYP91JmZB0On3miF6rfRYEoTUkOgiizLDsBhtFW44xjslkEpFIBKIoYmBgAD6fr6C/e5QzHUZf83lYYQ2A8a+9Yij3WpxOJxobG9HY2AjgqKySiZCJiQlkMhnFLT0UCiEQCBQlQsrl01FO8tekzoTYbDalx02W5WMihDWl2+32sg0CIQgzQaKDIMoEaxZfWVnB/v4+Ll++XJYvpY2NDYyMjKC5uRlXr14tKqiwqug473OnYIHQi0peW263G83NzWhuboYsyzkiZG1tDYIgIBgM5rilnyUqrJbpYCWvZ61JnZXOFyGpVEr5HSZCWCaERAhBkOggiLKg9t5Ip9OIx+O6fwGJooiJiQmsr6/jxo0baGpqKvo12DEa3SCwlF398wILowstwnwYKUjnOA4ejwcejwctLS2QZRnJZFIRIcvLy5AkSSnDYiJEffxWy3Swe76YNZEIIYjCIdFBEDrDyqlEUVRqhfUOaOPxOCKRCHiex+DgILxeb0mvw75QzRCAU08HYXSMfE1xHIeqqipUVVWhra0NsiwjkUgoImRxcREActzSjd7rVSyliI58ChUhrAyLRAjxKEGigyB04jTvDZ7ndcscyLKM1dVVjI+Po6OjA319fRfeieQ4zvCZDq2d063w5W8WsVgIVjgfDLOsheM4+Hw++Hw+tLe3Q5ZlxS19Z2cHc3NzkGUZbrcbLpcLoVAIXq/XNOs7Cfac03INp4kQ1pieSqXA8/yxxnQSIYQVIdFBEDqgLqcCcr039BIdgiBgdHQUOzs7uHXrljLB5qJoHdDrBTWSE0bHSOVVxcJxHAKBAAKBADo7OyFJEoaHhyGKIra2tjAzMwO73Z5jVOjxeCp92EWhRabjPPInFTIRIoqiUn570oheEiGEFSDRQRAaw7IbbPTiSS7fWouO/f19hMNhuN1uDA4Owu12a/baZgjA1Q3vWn0xG33NjwpWOg9WWgvrUQgGg+jq6oIoitjf30csFsP6+jomJyeVDAgrydLyuaQHemQ6zoOJELUR60kihJVjsf9bLl8ngtASEh0EoRH53hun7UxpmTmQZRmLi4uYnp5GT08Penp6NP8isqLokCRJaZStra09VhZihS9zK6zBiljpvKgnPdlsNiXDARxtvjCjQlby6fF4cjIhTqezkod/jHKatJ7GaSJEEARks1nl5/k9IZU+boIoBBIdBKEB+d4bZ30BaFVelclkMDIygv39fTzxxBPKl73W6NmDohXFfNmmUilEIhGk02m4XC7Mzc3BbrejpqZGCYbMILQKwQprsBJWOx9niXybzYba2lrU1tYCOCr/ZCJkcXERo6OjqKqqynFLdzgc5Tz8Y7DstJEoRoQwnxBWjkUQRoNEB0FcANYQeFY5VT5aBPGxWAyRSASBQACDg4O67hiaIQAv1E9ke3sbQ0NDqKurw82bN5W/2d/fRzQaxerqKiYmJsDzPA4PD5Wd2UoHQ4Q1MHNPx0kUsx673Y66ujrU1dUBONo0YSJkdnYWyWQSPp8vR4TY7eUNUcxwfgoVIflu6SRCCCNAooMgSuSsZvGzuIjokGUZc3NzmJubQ19fHzo7O3X/kjTD9KrzRIcsy5iZmcHCwgL6+/vR1tamnLv8shBBEDA0NARJkjA/P4+RkRH4/X6EQiHU1NQgGAyaYkyo0YOnQjFDIFgMVlrLRc6N0+lEQ0MDGhoaAADpdBqxWAy7u7uYnp5GKpVS7rtQKFSW+86ImY7zOE2EZLNZxS09Go2ipqYGXq+XRAhRUUh0EEQJ5HtvFPPFW2rmIJVKYXh4GIeHh3jqqacQDAaLfo1SMMP0qrNERzqdxtDQEA4PD/H000/D7/ef+Vp2ux0ejwdutxvd3d1KMBSNRjE+Po5MJoNgMKiUY53n2kwQDKPfR8WipSB0uVxoampSTEzVbunq+441pQeDQc3vOysI3JNEyPT0NK5du5bzc8qEEJWARAdBFAGbKiIIQsHlVPmUkunY2trC8PAwamtrcfv27bKWHZi5vCoajSISiSAUChX9ubHXUgdDsizj8PAQ0WgUsVgMS0tLkGU5pzm2qqrKMIGL0c/bo4YVglo1ejqSu91uNDc3o7m5WbnvWCZkbW0NgiAgGAwq950W4t+MmY7zYM9vh8MBh8ORUxKczWaV31GLEDYdiyC0hkQHQRRIqeVU+RQjOiRJwvT0NJaWltDf34/W1tayfxmYsbxKXYZ25coVtLe3a5KN4jgOXq8XXq9XcW1WG6bNzs7meBXU1NQYfkwoUV6sFMyVS0Sp77vW1lbIsoxkMqlkQpj4V7ul+3y+oo9NPY3LSqjFFGs6Z6hFSCaTUbIkJ03HIoiLQqKDIArgPO+NYihUdCSTSUQiEYiiiIGBAfh8vpLf8yKYrbwqk8lgaGgIiUTizDK0s85hoef3JMO0vb09xGIxrK2tYXJyEm63O2cyVrma0ilIMB5Gv4+KpVKZG47jUFVVhaqqKkX8x+NxRYTMz8+D47gcEVJIBlLPzE0lOSuDU4wIUU/HoucLUQokOgjiDNTeG+wL6aIPW/b3Z30RbGxsYGRkBM3Nzbh69WpFG5fNVF61u7uLiYkJBINBDA4Olhzgl7pmnueVIKenp0cZExqNRo81pbMJPWZoSq80VgpwrLQWo5SLcRwHv98Pv9+Pjo4OSJKkiBCWgVQPjGBu6fnHbsVMhyRJRYkptQhhz8CTREh+T4jVPjdCH0h0EMQpSJIEQRAuXE6Vj7rBLx9RFDExMYH19XXcuHFDaaqsJGYor2Kf5dDQEC5fvqzJVC8thFb+mFDWlB6LxTAxMaE0x7JSLK2b0o0uFgvBCmtgGCVI1wqjrofn+WMZSOaWvrm5ienpaTgcjpxMiMfjsWSmgz27S1mX2vgRyBUhmUxGcUsnEUIUCokOgshDnV7Ww6GWPfwlScrZ5Y7H44hEIuB5HoODg/B6vZq950UwenlVNpvF8PAwAOCxxx5Dc3NzQX+nRXlVsZzUlM5EyMrKCiRJQnV1tVKOZaSmdOLiGPk+KgWjio58eJ5HdXU1qqur0d3dDVEUsbe3h93dXayvr2NychIulwsulwvZbFYxDrUCFxEd+ZwnQtiIXhIhxGmQ6CAIFfnN4loLDiBXdLD3XF1dxfj4ODo6OtDX12eo3TYjl1ft7e0hHA7D5/OB5/lzx+EWSjmyOyc1x+aXhKib0tlubDGvTxgPK50Xs4iOfGw2G2pqalBTUwPgyJtnb28Py8vLiMfj+Md//Ed4vd6cMkg9DVj1hD279fhOOUmEsP/S6XSOCGH9IHa7XbOqAcJ8kOggiFe5iPdGMah7OgRBwNjYGLa3t3Hr1i3U19fr8p4XQQsHda2RZRlLS0uYmppCb28vuru78eUvf1lTcVRuoXVSXTprSme7sW63WynFMnMg9KhiVPFeKlbpgbDb7aitrcXh4SF4nkd/f7/ilr6wsIB4PI6qqqocEVKugRAXRRRFXTbPTkL9PjabLUeEpFIp5XeYCGGZEBIhjw4kOohHHi28N4qBPZgPDg4wMTEBt9uNwcFBw45WNVqmQxAEjIyMIBaL4e7du8puZSnHedrvG+ELUN2UDkBpSmfTeRKJBHw+n1KKdVJTupHO20UwwvnQArNmBk7DauthIsrhcKC+vl7ZBMpkMsq9Nzs7i2QyecwtvZzeScVQSe8REiFEPsa8SwiiTGjlvVHsewJAOBxGb28venp6DP2ANVIj+f7+PsLhMDweDwYHB3PqrosVHWf9rtGEFnC8KT2TyShO6ZOTk0in0wgEAooIMdrxl4pV1sEw8r1eLFZrvD5tPU6nEw0NDWhoaACQOxCC3Xv5IsQoU+mMZHhYqAjJ9wghEWIdSHQQjyys+a0c2Q1GJpPByMgIZFnG9evX0dbWpvt7XhQjBODqvpfu7m709vYeO19aH2el13weTqcTjY2NaGxsBIAcp/SVlRVFSC8tLaGmpoaa0g2A0a+pYrFqpuM81AMhgKN7j2VCxsfHc6bShUIhBAKBigX+RhId+ZwmQiRJUkQIz/PHGtNJhJgXEh3EIwcrp2LTqcr1AIvFYohEIggEAnA6nRUz+yuWSk+vUve93LlzB7W1tSf+npaiwwhCq1g8Hg9aW1uVpvS1tTXMzc0p5VisXItlQoppSie0wWpBuhXXU0qA7vF44PF40NzcfOJUOlEUc0SI1qOxzyJ/SqKROU2EiKIIURSRSqVIhJgcEh3EI0Wlyqnm5uYwOzureEh87WtfM01QW8nyqng8jnA4DIfDUVDfi5aiw8xwHAePxwO73Y6bN28qPgXRaDRnRKjaKZ2a0suD2a8tNVYTHVo0xp80lS6RSCAWi2F3dxdLS0uQZTnHI8Tn8+n2OZq52Z+JELW3FRMh8Xgc8/PzuH79+rHpWOVqnCeKh0QH8Uigt/fGaaTTaQwNDeHw8BD37t1DMBgEYMyJUKdRqUzH2toaRkdH0dnZiUuXLp27M/iolVcVg9qnAMhtSl9cXMTo6Ch8Pl/OdB4jNcZaJYCw0jUFWE906NGjwnEcfD4ffD4f2tvbc0Zjsywkx3E5956WpZBGLq8qFrUIkSQJBwcH4DhOGQTDfp7fE0IixDgY51uFIHRClmUIggBBEADo471xEtvb2xgaGkJtbS1u376dE8SZSXSUu9RIFEWMj49jc3OzqDHCj3p5VT5nXeOnNaXHYjFMTU0pTemsHKuSNelWw0rBj9VEhyRJuovtk0ZjHxwcIBaLYWtrCzMzM7Db7cfc0kv9nK0kOtSw0fbsP+C1TIggCMhmszkihGVCWDkWURlIdBCWhmU3tHRlLeQ9p6ensbS0hP7+frS2th77wjCb6CjXsSYSCYTDYdhsNgwODhZthkflVbkU+nmc1JTOJmOtrq4qTunlKAfJx+ziT43VgnSrracSpUg8zyMYDCIYDKKrq0sphYzFYtjc3MTU1BScTmdOJqSY56JVRcdJvSqnlWORCDEOJDoIS6IupyrndKrDw0NEIhEIgoCBgYFTm8XNtJPO8zyy2azu77OxsYGRkRG0tbXh8uXLRX8RFHt+z/p9M50fPWCNsS0tLUpNOpuMpW5KZ5kQakovDCtdUyygs5LoMMIIYHUpZHd3N0RRVExCV1dXMTExAZfLpdx/oVAoZ3R4PmZqJC8Gluk4i/NECIBjTekkQvSFRAdhOSrRLA68FjQ3Nzfj6tWrZz7ozZbp0DNYkiQJExMTWFtbw2OPPabsthcL9XTog7omnZWDsJ3YjY0NTE1NKUEQa0ynpvTTsUqQzu4Pq6wHMGbTtc1mQ01NjWKCKgiCIkKWl5cxNjYGr9ebkwlR33+PUqbjPE4TIdlsFplMRvk5iRD9INFBWAqW3WC7IOX4AhFFEZOTk1hbW8ONGzeU2e1nYTbRodexJpNJhMNhAMDg4CC8Xm/Jr1Ws6Dgv02F29FrDSTux+U3pVVVVOU7pRmpKryRWygxYUXQYIdNxHna7HbW1tcro8Gw2q9x/8/PzSCQSylCI6upqZLNZw6+pFArJdJzHSSKExRAsE5IvQth0LKI06JuAsASV8t6Ix+OIRCLgeb6ooNlMokOv6VWbm5sYHh5GS0sLrl69qskXCDWS51KONdhstpwgKJPJYHd3F9FoFNPT00ilUkpTOnNr1rt0zshYZS1WFB1GzHSch8PhQH19vTJwgw2F2N3dxezsLJLJJBwOB2ZmZpT7zwqbAHqUjbF+D4ZahJyUCVFPxyIKw/xXHvHIU6lyqtXVVYyNjaGjowN9fX1FBVJmEh1aB+CSJGFqagrLy8u4ceMGmpubNXndUo7zrOvECqKjEjidTjQ0NKChoQEAcozSVldXIYoiqqurlUzIeU3pVjoPlOkwNmbIdJxH/lCIiYkJHB4eIpvNYnJyMmcyHXNLN2PPhxaZjvMoRITwPH+sMd1K94TWkOggTI0oilhZWYEkSWhubi7Lzc4csre2tooa6arGTDvpWpZXsUZ7URQxODiIqqoqTV4XoExHPkb54jupKZ1NxspvSr/oeFCjY/ZrSg1bi9mDdDVmzHScB8/z8Pv9uHTpEoDcTYC1tTUIgnBMhJjhnFaiQb5QEZLfE2K1a+oikOggTInae2N3dxeiKKKlpUX3993f30c4HIbb7cb9+/fPdcg+DTNlOrQqr9ra2sLQ0BAaGxvR39+vS2qcRuYam3yjNOZREI1Gc8aDqp3SrQRlOoyNFTId+eR7j+RvAqhFyMrKipKJVI/HNuJnUo5Mx3moRQi7HyRJQiaTQTqdJhFyAiQ6CNOR771hs9kU4z+9kGUZS0tLmJqaQnd3N3p7ey/04DCT6LhoMC9JEmZmZrC4uIhr166htbVVw6N7DZpedRyjr0HtUZDflM4m87hcLkiShO3tbUs0pVsl4DD6tVUKVpz0dNaaOI6D1+uF1+tFa2trTiaSDYaQZVlpSi+3R89ZSJJkqCl57DMhEXI25n56E48Up3lv8Dyv9HPoQSaTwcjICPb393H37l1ldOFFMJPouMixplIpDA0NIZ1O4+mnn4bf79f46F6DyqvMT35TejabxeLiItbX15WmdL/fr2RCSmlKryRWuqZY1sZKAZOVMlGMYoRUfiZSlmUcHBzkTMdi0+tYJsTr9VbkMzNCpuMsThIh7L90Oo1MJgPgZJ8Qq12Dakh0EKbgrGZxPQP4WCyGSCQCv9+PwcFBzXZWyunyfVFKDcB3dnYQiURQV1eHO3fu6L5DTeVVuVhhDQ6HA8FgELFYDE8++SRSqZRiUsjq0dUBkN/vN/y6jX58hfKoB+hm4SJr4jgOgUAAgUBA8eg5ODhALBbD1tYWZmZmYLfbczIh5erJMpvpoVqg22y2YyJEnQlxOByKCCnXYJxyQaKDMDzneW/YbDbNA3hZljE3N4e5uTn09fWhs7NT0xtf7+yMlhQbzMuyjNnZWczPz+Pq1atoa2sry0OTMh3WRH0e3G43WlpajjWlx2IxLCwsgOO4Y07pRvrCttI1ZVXRYcU1aSWk1OWQXV1dkCRJMSpkRqFOpzNnMESpfY/nYfRMx3mcJUJeeukldHV14WMf+xh4nsfzzz9f4aPVDhIdhGFh3huCIOSUU+WjdaYjnU5jaGgIh4eHeOqppxAMBjV7bQbP84r5kNEp5vNVf3b37t1DIBDQ+eheg3o6jmOFNZzGaU3psVgMDx8+xPT0tBIAsXIsl8tV0WO2UqBuxQDdqo3keq1JPXkOOBICTISsrq5iYmICbrc7JxOi1T1otkzHeahFiCAIcDgciEajqKurq/CRaQuJDsKQFOO9oaXo2N7extDQEGpra3H79m3dSoLM1NNRaDAfjUYRiUQQCoV0/exOg8qrHm3yd2FZABSNRpWm9Kqqqpxd2Eo0pVvl2rKSgGJYUUiVs2TMZrOhpqZG6Xtk0yVjsRiWlpaUe1BdEulwOEp6L7NnOs5CFEXY7XYkEgl0d3dX+nA0hUQHYTiYs/hZ2Q01WpQqSZKE6elpLC0tob+/H62trbp++ZhNdJx1rLIsY35+HrOzs7h8+TI6Ojoq9sVN5VWvYbXgqVjyA6BsNquUYs3OzuLw8BB+v1/JhJTDJM1KgbqV1sKgTIe22O121NXVKbv12Ww2pyl9ZGQEPp9PESDFTKezWqZDjSiKsNlsSCaT8Hq9lT4cTSHRQRgGtfcGe/gX8qV20QCeGdYJgoCBgQH4fL6SX6tQzBTUnnWsmUwGw8PDiMfjupWiFYpWfiIMs5yfRwEtgluHw5HjlJ5KpRSTwtHRUQiCgGAwqJRi6dGUbqVryoqigzId+uJwOFBfX68Y6mYyGWUjQD2djmVCqqurTxUWVs10sCmdNpsN8Xi8LPFIOSHRQRgCSZIgCEJB5VT5XKSRfGNjAyMjI2hubsbVq1fLtnNipkzHacH87u4uwuEwAoEABgcHS06TawllOnKxwhr0wu12o7m5Gc3NzZBlGclkUhEhi4uLAJBTiqXVaFCrBLVWFB1WzHQYOTh3Op1obGxEY2MjgNc2AmKxGCYmJpDJZI65pbPvaKtmOlgMZLPZkEgkdB0zXwlIdBAVRe29Uerc91ICeFEUMTk5ibW1Ndy4cQNNTU1F/f1FMZPoyA/AZVnG4uIipqencenSJXR1dRki+KCeDmtSDuHEcRyqqqpQVVWFtrY2SJKEeDyOaDSqjAZ1OBw5k7FKaYi1kgi0WoDOJgdZaU2Auc5T/kaAWoSwEdnBYBDV1dW6GwJXCrXooPIqgtCQ/GbxUo2mig3g4/E4IpEIeJ7H4OBgRW5qM4kO9bFms1mMjIxgb28PTzzxhDK1xAjQ9KpcSDiVDs/zij+Buik9FothZWUF4+Pj8Hq9SilWdXV1wZk+q5wXq2U62DPOSmsCjFVeVQwcx8Hj8cDj8Sgjslk2MhaLQZIkvPLKK6bz6TkPdWaKMh0EoRHneW8UQzGN5KurqxgbG0N7ezsuX75csYexGc0B9/b2EA6HUVVVpalRolaQTwehF+qm9N7eXqUhNhqNYnZ2FslkMqcMJBgMnlj6YaVA3UprAV7bZDBjgH4WZhUd+aizkS0tLfjqV7+KmzdvIh6PIxaLKSWRahFSVVVlumuUNZEDR6KDejoI4gIU6r1RDIX0dAiCgLGxMWxtbeHWrVtKI1ul0LrpWW9EUcS3v/1t9PT0oKenx5APci2PyYjrKwUzXWNnYbTzkd8Qm06nFaf08fFxZLNZBINBpRSL7cBa5XwA1hMdVsx0sPJlK4gONexcselz7e3tkGVZ8enZ2dnB3NwceJ7PESFa9WXpiVp0JJNJEh0EUSrFeG8UAwvgT/sS3N/fRzgchtvtxv3793VzSC0Gs5RXCYKAqakpyLKMO3fuoLa2ttKHdCpaZo+sFiCaGTOcB5fLdWJTOvMnAI52YFOpFDKZjCUCdiusQY0VMx3seWilNQHIiSEYHMcpJZGdnZ2KWai6L8tutx9zSzfaNcxEhyiKSCaTqKqqqvQhaQqJDqIsSJKETCajWXZDDXvw5E+zkGUZS0tLmJqaQnd3N3p7ew3zgDGD6Dg4OEA4HFZq1ZnfgVGhno5cjHKtP2rkN6WzHdhoNIrd3V3Mz89jZWVF6QdhwY/ZsNp4WbYeq60JsKbo4DjuzHWpzULZ3+zv7yMWi2F9fR2Tk5NwuVw5mRAj3IdMdCQSCQCgng6CKAZWTsWmU2ktOIDXHqjqtGQmk1Eanu/evWu4gNnoPR2sWbarqwttbW342te+ZvidTa0zHQShBeod2J2dHTQ3N8PtdiMWi2F1dRUTExPweDw5O7BGGD99HkZ/HhSL1dYDWFd0lDIu12azKfcXcBQvMKPC1dVVjI+PH7sPK9G3mC86qLyKIApEr3KqfNSZDgCIxWKIRCLw+/24f/++4RqeAeP2dIiiqPS+3L59G3V1dchkMgCMv/NPjeTHscIarMZJTun5Ls1qp/TTmtIrjdWCdCv3PljpPAHanCubzYba2lqlZFgQBOU+XFxcxOjoKKqqqnLc0suxGaB2I3c6nYaMXy4CiQ5Cc7Tw3igGJmZEUcTs7Czm5ubQ19eHzs5Owz5sjVheFY/HlXKqwcFBJdXMPkOjB7BUXkUYnZMC9ZOa0plJIWtKDwQCOU7pRgiOrSY6rLYeALqUMxsBPQwP7XY76urqUFdXB+CoWoKJEDahzufz5YgQu137EJqJjng8borG92Ih0UFoiizLEARBMe4pV40sx3EYHh5GJpPBU089pdRxGhWjiY61tTWMjo6io6MDfX19xxr0ABjqeE+iFNFx2rVphUyHVb6srBQMFnJNuVwuNDU1oampCbIs4/DwUJmMtbS0BFmWc0wKKxWYmMl0rhCsmumw2pqA3FJqvXA6nWhoaEBDQwOA1zYDdnd3MT09jVQqpWQkzxqTXSxsbbFYzHJN5ACJDkJDWHaj3HWk29vbkCQJdrsdTzzxhC67D1pjFNEhiiImJiawsbGBmzdvKg9YNew8Gj0IL1UonBTUWiXIJYxHMdcWx3Hwer3wer05TelsLOjs7KwykYdlQsrVDGslMQhYrzEesK7oKKWn46KoNwMA5Lilj4+PI5PJHPPqKeWzV/d0+Hw+y12Txo/OCMOjLqcqZzpXkiTMzMxgcXERdrsdPT09phAcwGsBciW/uBOJBCKRCDiOw+DgIDwez4m/Z+XyqrM+f6OvtxCssAYrcdHzcdJYUOaUzprS3W53zmQsverQrSY6rJa5AawrOvQoryoWt9udMyb78PBQyYSsra1BEATFq6eYskhRFOF0OpFMJuH1esuwkvJijgiNMCzlahbP5/DwEJFIBIIgYGBgAC+//LKpAix19qASX9wbGxsYGRlBa2srrly5cubDkJXIGSEzcxbUSE6YAa3HhbOgpqenR2mGjUajx5rSWR26VjvEVhMdVs10GHEIwUUx2rrUGcnW1tYTvXpkWVbG81ZXVyuGofmoezqsNrkKINFBXACW3WC7DuV6YG9ubmJ4eBhNTU3o7++HzWYryJXcSKgnbpVzx0aSJExOTmJ1dRU3btxQUsXnYYYgXGvRYXassAaroXegnt8My+rQY7EYJiYmkMlkjjmll/r8sZrooEyHeTBCpuMsTvLqicfjyr04Pz8PjuNyPEKqqqqUgTisvErPno4vfOEL+NCHPoShoSG43W68/vWvx+c///lTf1+WZXzgAx/Af/tv/w27u7u4f/8+Pv7xj6Ovr6/g95QkiUQHUTzl8N44CVEUMTk5ibW1NVy/fh3Nzc3Kz4zSI1Eo+WN+y8Hh4SHC4TBkWcbg4GBRqVsziA5A23IiM6yXMBflvqZOakpnk7GWl5dzmtLVgU8hWE10WDXTYeTgvFSMluk4D47j4Pf74ff70dHRAUmSFBHCerMEQcDHPvYxXLt2DW9605t0zXT8xV/8BX7mZ34Gv/Vbv4Vnn30WgiBgZGTkzL/5z//5P+O//tf/ik996lPo7u7Gr/3ar+Etb3kLxsbGCu4jk2WZRAdRHJUqp4rH44hEIuB5/sSA2Wyio9wToR4+fKhkh65evVr0A9sMn6+W3ifqPhYzByJWEE5mPwf5VGotJ5WAxONxRKPRY03p7L/T+rwA6wXpVgzQrXaOGEbPdJwHz/PHerNWVlZw+fJlvPjii/j4xz8Ou92OpqYmvPDCC3j22WfR2dmpyXsLgoD3vve9eP755/HTP/3Tyr9fu3bt1L+RZRkf/ehH8au/+qv4oR/6IQDApz/9aTQ2NuLzn/883vnOdxb03hzHkeggCodlN8o9+3t1dRVjY2Nob2/H5cuXT3zY8DyvCCEzUK7mbEmSMD09jaWlJVy/fh0tLS0lvY4VMx1nXb9W/KImKo+R7iH17mt+U/r6+jomJyfhdruVUqzq6uocozKriUGrrQcwX0agUKy2Lp7n0dHRgf/0n/4TvvWtb6GlpQXve9/7sLW1hT/+4z/Gu9/9brS3t+PZZ5/FM888g2eeeabk7/JXXnkFq6ur4Hket2/fxsbGBm7duoXnn38eN27cOPFv5ufnsbGxgTe96U3KvwWDQdy7dw8vvfQSiQ5CW/K9N8olOARBUNyxb926pZhnnYTZejo4jtM9e5BKpRCJRJDNZjEwMHChVK0ZGslLyXSc5dMBmDsQMetxWxkjX0/qpnQg16F5fn5eGeHJJmOJomjYtZSCVTMdVlsTcLQBWg538EogiiL8fj8aGhrw+OOP48Mf/jDi8Ti+/vWv48UXX8RHP/pR/MRP/ATe8Y534C/+4i+Kfv25uTkAwAc/+EH87u/+Lrq6uvA7v/M7eMMb3oCpqSnU1NQc+5uNjQ0AQGNjY86/NzY2Kj8rBBIdxLnke2+Uy+xvf38f4XAYbrcb9+/fP7dm0AzlP/noeczb29uIRCJoaGjAtWvXLrwrZMVMRyVejyDMEqif5NDMTAonJyeRSqXgcrngcDgu3JRuBKiR3DxYLdOhhjWSMwd0APD5fHjrW9+Kt771rQCgjOVV8/73vx8f/vCHz3zt8fFxJeb4lV/5FTz33HMAgBdeeAFtbW347Gc/i/e85z1aLykHEh3EiVTKe0OWZSwtLWFqagrd3d3o7e0t6H3NKDr0yB7IsoyZmRksLCygv78fbW1tmryulv0SelGsMEqn01haWoLP50MoFMr5EjOLN0khGHl3/VHDzOfC6XTmNKWPjY0hm80ikUhgZWUFkiQp03hqamqKako3Albsf7Cq6DB7T8dZFDK9qrq6GtXV1Tn/9r73vQ/vete7znztnp4erK+vA8jt4XC5XOjp6cHS0tKJf8emXG5ubuYM8Nnc3MStW7fOWVEuJDqIY1SqWTybzWJkZAS7u7u4e/fuiWm+0zCj6NA6kE+n04hEIkin03j66afh9/s1e20zlFcVIzpisZiSSVtbW0M6nc4JmM5qoDULVgmgzByo52MFEQscXVs2mw1utxu9vb3HRoLOzc3BZrPlOKUb/Z6iTId5sGqmQ5IkZW3FTq+qr68/swSdcffuXbhcLkxOTuJ1r3sdgKPYa2Fh4dRm9e7ubjQ1NeHLX/6yIjL29/fxrW99C//qX/2rgo+RplcRx6iU90YsFkMkEoHf78f9+/dzGhYLwWyN5IC2QmlnZwdDQ0OoqanBnTt3NHdmt0qmQ5ZlLC4uYnp6Gn19fcoOTiqVQjQaRTQaxeLionLdr6+vo66uzvABE2EerCSg2FpOGgm6v7+PaDSqNKW7XK4cp/Rin/F6Q5kO82DVTAeLB1h5lZYbh4xAIICf/dmfxQc+8AG0t7ejs7MTzz//PADgR3/0R5Xfu3r1Kn77t38bP/zDPwyO4/Cv//W/xm/+5m+ir69PGZnb0tKCd7zjHQW/N/V0EAqsWXxhYQFNTU1wOBxlK6eam5vD3Nwc+vr60NnZWdL7mjXTcdFjVn9+V65cQXt7uy7nzQw9Heetm80ij8VieOKJJ1BdXY1MJgMAyijRtrY2SJKE3d1dhMNhbG5uYmZmBm63GzU1NUrQpLWo0xMrZQrMjtHvoWI4KzPA83xOCYi6KX1xcRGjo6NKWWNNTQ2CwWDF7ymrZjoq/bnqgVUzHWzjlJVXFeOlVQzPP/887HY7fvzHfxyHh4e4d+8evvKVryhDJABgcnISe3t7yv/+5V/+ZSQSCbz73e/G7u4uXve61+GLX/xiwR4dgiBgYmKCRAfxWjkVmxZVV1dXll2odDqNoaEhHB4e4qmnnkIwGCz5tWw2G7LZrIZHpz8XLVnKZDIYGhpCMpnEvXv3EAgENDy6XMxeXhWPxxEOh+F0OjE4OAiXy3Xq77KACQAef/xx8DyP3d1dRKNRzM7O4vDwEH6/XxEhgUDAcsEKoR9WEYDFiNmTmtJZKdbk5CTS6TQCgYAi6itxT1kxK2DFNQHWzXSo15VIJHTJdACAw+HARz7yEXzkIx859Xfyvx85jsOHPvQhfOhDHyrpPVdXV/GjP/qjJDoedfK9N8o1enZ7e1spB7p9+/aFd2PMmukodeeT9SRUV1djYGBA9/GBZi6v2tjYwPDwMDo6OtDX11fUl5Usy8cCJlaKFYvFMDw8DEmSlJKRmpoaeL1eQwSWRjgGrbDKWqyUdbrIWpxOJxobG5URnGqn9Pym9FAoBJ/Pp/vnZtVMh9XWBFg708HWxUZUW4XNzU1MTk6S6HhUUXtvsIct847QszdCkiTMzMxgcXER/f39aG1t1eTL5FHp6ZBlGQsLC5iZmcHly5fR0dFRliDGLOVV6mOUJAlTU1NYWVnB448/fmzG+HmvBZxcDuN2u9HS0oKWlpYcV+ft7W3Mzs4qI0SZCDFa7TpROYx+DxWDlgLK4/HA4/Eo91QikVCE/fz8fI6HiF6DHqxYimRV0WHlTAcTHeqRuVbh5s2bJDoeRSRJgiAIJ06n0jPTcXh4iEgkAkEQNJ+uZIad+HyKFR3ZbBbDw8PY39/Hk08+eWxknp6YrbwqnU4jHA4rxoinjR4867UK/T21q7Moitjb20M0GsXS0hLGxsYUQzVWu17uHTqz3Rf5mP3486FMx9lwHAefzwefz5fTlB6LxbCxsYGpqSm4XK6cyVhaCHtqJDcPVs90CIKAVCpV9PeWkWlubsYP/uAPkuh4lFB7b7AvjPyHrM1m0yVjsLm5iZGRETQ2NqK/v1/zB4bVMx17e3sIh8Pw+XwYHBws++65GUQdEx3RaBSRSAQ1NTW4e/duybuXpWR3bDabIjCAXEO18fFxZLNZBINB5XfKUTZCGAcrlVeVK0hXN6V3d3dDFEWlxyq/KT0UCqG6urqke57Kq8yD1TMd8XgcAHTr6agE7e3t+MAHPkCi41Eh33vjNGdxrUWHKIqYnJzE2toarl+/nmMsoyXl6kXRkkJHvDKzxEuXLqGrq6siQYsZMh3AUTbo5ZdfLrj07LxzcFGhlW+olkwmFRGysLAAnudzSrEKnQRSCFYJbq2E0YV7MVRKQNlsNtTW1qK2thZAblP69PQ0UqkUAoGAIkKCwWBBASplOsyBJEmQZdnSmY5EIgEAliuvstvtJDoeBYrx3tCyITuRSCAcDoPneQwODuo2/g0wbyP5WceczWYxOjqqjHhVj7MrN0bv6RAEAbOzs8hms3j66ac1KT3Tes0cx6GqqgpVVVVob2/P8TJYW1vD5OQkPB6PkgUpdceWMDZWCWyNkrU5rSk9FothdXUVoiiiurpaEfenZRcp02EO2Hem1dYFvCY6kskkXC6X5Z7/kiSR6LAysixDFEUIgqA8fM77ktAq07G6uoqxsTG0t7fj8uXLuj8grCY69vf3EQ6H4fF4SjJL1Bojl1fF43E8ePAANpsNTqdTs14XvQMqddlIT08PBEFQJviod2yZCPH7/SXdR0Y9b8VghOBWC6xwLhhGER35nNSUzu6r/KZ05pTOMrlGXM9FsLLosHKmIx6Po6qqylLXoyRJ+MQnPkGiw6rkl1MV6i5+0d4I5vWxtbWFW7duob6+vuTXKgar9HTIsoyVlRVMTEygp6cHPT09hnjwGDXTsb6+jpGREXR2dqKhoQGvvPKKpq9fzjXb7XbU19cr90z+GFFZlpUdWzbBxwjXht4Y8borBbYOq5wzM2QG1E3pLLt4cHCAaDSKzc3NnKb0dDptuo2r87Bi74MoiqeWh5udfNFhJf7n//yf+NjHPkaiw4pIkoRMJlNwdkPNRXoj9vf3EYlE4HK5cP/+fU3r08/DjJmO/D4JJti2t7dx584dpWbZCBjt85UkCZOTk1hdXVXG4e7v72teDlXJgDd/x5YFS1tbW5iens6Z4FNTU3PMq8WKX8pWwCrnxaiZjrPgeR7BYBDBYDCnKT0Wi+Hw8BDT09NYW1tT7iuzlzhaNdNRbFxjFtTlVVYbMvK5z30OzzzzDIkOK8HKqdh0qlJuzFLKq9TNzt3d3ejt7S37zWLGRnJ1ydLBwQHC4bAi2FwuV4WPLpdKB+BqUqmUMnpZPQ5Xjx4Mo8BxHAKBAAKBALq6uk6c4MNc0tkEH8JYGOX+0Qozio581E3psVgMra2tsNvtOU3p6vuq0KZ0o2BF0WHF7A1DFEU4nU4kEglde2Arwc7ODq5du0aiwyqUWk6VT7GiI5vNYmRkBLu7u7h7964yKrTcGG0nvhDYMbP+l66uLvT29hrygWoU0RGNRhEOh1FXV4fr16/n1PXqcYxGWPNJnDTBJxqNIhqNYmxsDIIgIBgMAjjqeQkGg6YPEM2OFcurrLIW4Gg9TqcTdXV1aGhoAHC0wcGmza2trUEQBMUp3Qwjr60qOqzYzwHklldZbXJVU1MTlpeXSXSYnUK8N4qhmOA9FoshEonA7/dXvNnZjKIDALa3t7G2tlbW/pdSqPTIXLUT+5UrV9De3n7qBBqtMIrQKoSTRvNub28jFoshHA7DbrfnlGIZLZN2HkYO7IrFKmuxmug4qZHc7XajpaXlWFM6G3nNcVyOSaHR+qzM0HdTLFY1BgRyR+ZarafjB3/wB/GFL3yBRIeZkWUZgiBAEAQAp3tvFIPNZkM6nT73fefn5zE7O4u+vj50dnZW/EHLGsnN8kUYj8extrYGAGXvfymFSjbqC4KA4eFh7O3tnenErvWELTNcRyfBRvO63W7Mzs5iYGAAyWRSGSE6Pj6Oqqoqy9StmwWzCNhCsdq0p/MC9NOa0mOxmNKU7nQ6FQESCoUqKu6Zn4UVRYfV1sTI7+mwEj/wAz9wVL5Y6QMhSoNlN7SeWX1ecJlOpzE0NIRkMomnnnpKKeGoNGz9ZhAdbOJSIBCA2+02vOAAKpfpYL0ubre7ICf2UgK7s64ZKwSK6hGhPT09yGazx8zUgsGgIkICgYCh7iErnAM1RvpsL4IZnrXFUKyIUjelsz6rvb09RKNRLC8vY2xsTBH37L9yinur+llYvafDqpkOj8eDgYEBEh1mQ11OpccUh7Masre3tzE0NISamhrcv3/fULujLN1q5F0QSZIwMTGBtbU13Lx5E4lEAnt7e5U+rIKoRKmRehxuX19fQe7igHbBkJnKq84ifw0OhwMNDQ1K3frh4aHSD7K8vAwAOSUjVmtorBTU02FsLpoVsNlsSvkigBxxPzs7i8PDQ/j9fuXe0rsp3cqiw+rlVVYcmZtOp/GZz3yGRIeZ0KpZ/CxOaiSXJAkzMzNYXFzE1atX0dbWZrgvG/ZgNWpfRzKZRDgcBsdxijv74uKiYY83n3KaA6rH4d68eVMJjs9DD9HxKODxeNDa2orW1tac0bxqHwMWTIVCoWOjeYnCsIKAVWM10aH1hlW+uE+lUorvzujoqDLsgd1Xfr9f08/TqqLjUejpSCaTaG1trfThaMonP/lJ/Mqv/AqJDrPAshsstajXwz6/vOrw8FAZT/r000/D7/fr8r4XxciiY3NzE8PDw2hpacHVq1eVY610c3YxlOtYU6kUwuEwRFFUxFmhaH1PmD3TUcrnkT+aVxAExcdgfn5eKQss126tFbFKoG410aH3etxuN5qbm9Hc3KwMe2CTsRYXFwEgpxTL6/Ve6His6mdB5VXm5CMf+Qg+/OEPk+gwOlp4bxSDurxqc3MTIyMjaGxsRH9/v6F3F1gTvZFcydU79jdu3EBTU1POz8uZPbgo5TjWnZ0dRCIR1NfX49q1a0Vfb+pMh1aY5fzohd1uR11dHerq6gAcpchZKdbo6ChEUVRc0kOhEKqqqnR5PlkhcLLatWQ10VHO0lw27KGqqupYU/rW1hZmZmbgcDgUAVLKxDmrNfozjFxCfVHUosOoG7ylIEkStra28KM/+qMkOoxMOcqp8rHZbIoz9traGq5fv47m5mZd31MrjGQQeHh4iHA4DEmScgzs1JhpzK+eu/7qaWgXKd/TWnSYPdPB0HINLpcrZ7c2kUggGo1iZ2cHs7OzsNvtOaVYZhvNWw6sEghaaTKSLMsVFVGnNaXHYjGsrKxgfHwcXq83x/zzvDJHqwbnVu3pkCRJKR2zWqYjnU6jtrYW//AP/0Ciw6iw7Ea5U6SZTAbJZBJ2u73o8pZKY5QgfmtrC0NDQ+dmiIxyvIWgV3kVM5fc29u78DQ0PUQHcTrqEaIdHR2QJOnE6T1MhFRXV5cULFhB+AHUSG5k2LkxSpCubkrv7e1FNpvF7u4uotEoZmdnkUwmlTJH5pSef29ZVXRIkmSoITZawb5fWU+HlTIddrsd73znO/G+972PRIfRyPfeKKfgYM7YPM/j3r17pntgVTqIlyQJ09PTWFpawvXr19HS0nLm71f6eItBj/Kqg4MDPHjwAB6Pp6BxuOdRrOgo5L4yc8Bb7oBQPZqXBUqscXZychLpdFppnK2pqdG8cdbomPlayqfSmQGtYc9ho67H4XCgvr5eMZBlZY6xWAxjY2NKUzorxfL7/ZZtuBZFsaJGxHrBKlrY9Cozbfieh8PhwC/90i9hY2ODRIeRyPfe0MLsrxBYOdXW1hYuX76M6elp0wkOoLJBfCqVQiQSQTabxcDAQEHGPmZrJNcyaFpbW8Po6Ci6urpw6dIlTadNFXOcZ72vVcqrKoV6eo8sy8po3lgshqWlJQBQykVqamrg8XgqfMT6YqUgnWGV9Rgt03Ee+WWOzPxTfW95vV4IgoBEInHhpnQjYWUxxa4/q/V0AEBDQwP++3//7yQ6jIDe3htnsb+/j0gkAqfTifv370MURUxMTJTlvbWmUq7ZzL+krq4Od+/eLTj1a6ZGcq0EEvMqWV9fx61bt5SdOy2g8qqTMcI1xnEcvF4vvF4v2tralMbZaDSKjY0NTE1Nwe1255RiqWvWrXIurLIOq5WKGT3TcRbqpvS2tjZl7PXy8jISiQS+853vKL1WpTalGwmrTq9S96okk0lL9XQwRFEk0VFpKtEszt53eXkZk5OT6O7uRm9vLziOQyqVMm3qvNyN5LIsY2ZmBgsLC+jv70dra2vRjrZmyXRoIZDYOFzWXK91+pimV+Vi5PtX3Tjb3d2tjOZlNevMSK2mpgbpdNrU54FhhTUwrCY6rLQeNva6trYW6XQaN2/eVJrSV1dXlaZ0JkAKaUo3ElbOdLB1WTHTARzFaCQ6Kki5vDfyYc27u7u7uHv3ruKgCrzm7C2KoumatcoZxKfTaQwNDeHw8LBk/xIziY6LlhpddBxuoWhZEkXlVeUjfzSv2khte3sbkiQhEokomRCzlouY8ZhPwsyZgZOwoqcFW9NJTunMe4c1pTOBf1pTupGweqYjk8kgk8kUVKJtRswVVVoE5r0hCELZH3axWAyRSAR+vx/3798/1pBlZJO98yhXEB+NRhGJRBAKhXD79u2SxZnZREcpx5o/Dre9vV2Ho3uNYoXCeT0dVsCMwkltpDY/P4+9vT2EQiFlNC/zMGDBlBkaS82YPT4NK2UGAGudG8Zp06tOakpnAn98fBzZbBaBQCDHKd1IQb7VMx2JRAIASHQQ2lDJcqr5+XnMzMygr68PXV1dJ74ve7gYyWSvUPTu6VAH0FeuXEF7e/uFzp2ZdtJLKa/KZrMYHh7GwcHBhcfhForWn6lZzo+V4TgODocDHR0d6OjoUDwMotEolpaWMDY2Bp/Pl+NhYMSgxErXktVEhxXHyxa6JpfLhaamJjQ1NZ048EGW5RyTwkpnGa2e6WCiw4o9HQCJjrJSKe8NVgqUTCZx7969M4M/juNgs9lMKzr0yhxkMhkMDw8jHo9rFkCbLdNRTNDExuF6vV4MDAyUbSe62OM863fNJApPwypBoZr8cpFMJqPs1E5MTCCbzeaM5vX5fIb5HIxyHBfFaqLjUcp0nEX+wAfWlB6LxbC9va0YgDIBEgqF4Ha7dVrByTwKmQ6Px2O5NUqSBI7jSHSUA7X3BnNxLdcDbnt7G8PDwwiFQhgcHCyoYaxSU6Auil6N5Lu7uwiHwwgEAgV/hoXAsgdm+MIrRiCxcbjqAQXlgno6rMd594fT6URjYyMaGxtzxodGo1EsLCwo/iFMhJQ7SGJY6Vpi58Toz61CeZQzHWfBmtIDgQA6OzshiiL29/cRjUaxurqKiYkJeDweJRMSCoV0b0q3aqZDEATFo6Oqqsoy9xaDnTMSHTojSRIEQSh7OZUkSZiZmcHi4iKuXr2Ktra2gt+33FOgtELrzIEsy1hcXMT09DT6+vrQ2dmp6blT988YfVejkABckiSMj49jY2ND83G4haK16LACVgp2zyN/fKgkSUqQtL6+jsnJSXg8HmWXNhQKlXVghpWuKausBXhtF9ZK6CGkbDabct8AR4Ey8weZn5/HyMgI/H6/8jt6lDqa4fuyFNi6EomE5Uqrpqensby8DJ/PR6JDL9TeG+XeFTo8PEQkEoEgCCVNVqLyqtf6Efb39/Hkk0+iurpak9dVw74QzBAUntdIfnh4iHA4DFmWdRmHWyjU00Go4Xke1dXVyv3LgiT1aF7WNMucnPXaRbVSoG6ltQBQKhCsRDmyN3a7/cSm9FgshomJCWQymWNO6Rc5JhZXWe1cAbnlVVbLdPz+7/8+PvvZz6Knp4dEhx7kN4uXU3Bsbm5iZGQEjY2N6O/vL2lHwEy9Bmq0Kgvb29tDOByGz+fD4OCgbv0I7Joww2d9ViP59vY2IpHIha45raDyqlys9MWlBflBUiqVQjQaRTQaxcrKCiRJyinF8ng8mn2GZr+W1FhNdFg101HusfcnNaUzkb+8vJzTlB4KhYoOrtl3pRUzHaIowul0WjLTsbq6iu7ubvzzf/7PSXRojSRJiEajcDgccLlcZXuQMafntbU1XL9+Hc3NzSW/llkzHTabDYIglPz3asPE3t5edHd363r+zDSe+KQAXJZlzM3NYW5uDv39/Whra6vQ0eVC5VVEobjdbrS0tKClpQWyLCMejyMajWJrawszMzNwOByKAAmFQhfagLBSoG6ltQCU6dADdVN6a2trzv3FRl+zpnQm9M/rt1KXqVsNlumIx+OWG5fb3NwMh8OBn/zJnyTRoRVq740HDx6gv7+/bA2LiUQCkUgEADA4OHjh0hazio6LZGgEQcDIyAhisdgxw0S9YBkws4gO9XFms1kMDQ0hHo/j3r17CAQCFTy619DSpwOwxu60FdZQDjiOg9/vh9/vV5pmmYna4uIiRkdHlXr1mpqakkzUrBKoW010WDXTYaTgPP/+kiRJcUpfW1vD5OQk3G53zmSs/KZ09h1kpHVpBRMdyWTScpmOH/qhH8LLL7+M/f19Eh1akF9OZbfbyxZIsklB7e3tuHz5siY3o5nLq0o5bjbe1ePxYHBwEC6XS4ejOxmzfNbqYH5/fx8PHjxQys/0nlZSDFReZT0qFeDabDbU1taitrYWwNFoXlaKxUzUqqurlQDpvNG8VrqWrCg6rBbIGn1NbKpcKBRCT08PBEFQRD5rSs/332GTq6x07THyezqsxJve9Ca86U1vAkDTqy6MJEnIZDI53hvlyBQIgoCxsTFsbW3h5s2baGho0Oy1H5VMhyzLWF1dxfj4eEXGuwLmCWzZl9fKykpFP6/zoOlVuVhhDUbB6XTm1Ksnk0lFhMzPz4PneaUUq6am5sTNC6ucD6tlBqxYXmW20bJ2ux11dXWoq6sD8JrIj8VimJycRDqdVsqO9vb2DOeUflHUosNq5VVqXx8SHSXCyqnYdCq1+tY7aN/f30ckEoHT6cT9+/c1L+Myq09HMcfNRNv29jbu3Lmj7GaWG7NkOthDY3JysmLjcAuh2EDoUSivIrRHPZq3vb09ZzSv2r+ACZDq6mpLZQestBbAeiIKMH6m4zzyRf7h4SHW1taQSCQwNDQESZJyMo1mn/hk5Z4O9Xkh0VEC+eVU+em+izY0n/W+rNG5q6sLly5d0uUmM2umo1B/kXg8jnA4DIfDgcHBwYqZhQHmEB2Hh4d48OABAOCpp54qegRzOaHyquNYYQ1GRz2at6enB9lsFru7u4hGo5ienkYqlYLX60Umk7HELq3VRIcVMx1WWhNrSq+pqcH29jbu3buHeDyOWCymNKXbbLYc/x2Px1Ppwy4KdU+HUTf1tIBERxEU6r2hR9CezWYxMjKC3d1d3XfmrWwOyHpgOjs7cenSpYo/lI0uOtg43IaGBuzv71dUoBUCiQ7CCDgcjpzRvIeHh1haWsLm5qYy9EM9tUfL0bzlwGqigzId5kDd08Ga0js6Ok40AXW5XDkiRK/R91ph5Z4ONSQ6CkSWZQiCoGQwzvLe0Fp07O7uIhwOw+/34/79+7rfPDabDel0Wtf30IOzAnhRFDE+Po7NzU1DlQcZdXpV/jjc5uZmrK6uGvJY1ZQiFKwsLKwQSFkhwGWlVnt7e3jyySdxcHCAaDSKhw8fYnp6WgmQTpvaYzSstIsOWG89gDVFx2lu5CeZgOZPnvP5fDmT58rtYXIeatFh5GqCi2KsT92gsOxGoePa7Ha7JqJDlmXMz89jZmYGfX196OrqKsuXr9F330/jtJ6ORCKBcDgMnucxODhoqLTrWaZ7leKkcbjsGI12rPkUKzrO+l3KdBBaos6OBwIBBAIBdHV1KaN5WUP6yMgI/H6/IkKCwaDhgkcrCEE1VgzQzdZIXgiFrumkpnRmUsia0gOBgCLyA4FART8rSZIUQWXFkblqSHScgbqcSj2d6jxsNhsymcyF3judTmNoaAjJZBL37t1DMBi80OsVg1l7Ok4SSxsbGxgZGUFbW5tmI4W1xGgC77RxuOy6N3oQTuVVx7HCGqzCaeW46tG86XRaCZBGR0chCILSMFtTU2OIhlmriQ6rrQewppA6LdNxHk6nE42NjWhsbARwVO7IJmOtrKwoTemsFOu88ddao3Zaj8fjlOl4FDmvWfwsLhq07+zsYGhoCKFQqCI+CGadXqXuRVE7tD/22GPKw8ZoGEl0sHG4PT096OnpOXa9G7UUTA2NzCWMSqHXpcvlypnak0gklABpbm4Odrtd2aE9bTSv3lgtSLdqgG61NWmVvfF4PGhtbc1xSo/FYopHiNpDhPVc6Yk6zkwkEhc2eDYyJDpOgGU3SjWiKVV0SJKEmZkZLC4u4urVq2hra6uYKZbRg8uTYAF8MplEOBwGoI1Du54YIZBX97vcvn1bSUnnY8RSsHy0zk4Yfb3nYZXA0ArrKCVQ5zgOPp8PPp9PaZjd29tDNBpVNgmqqqpyRvOWshNcLFYTHVZbD2BN0VFqpuMsTmtKj8Vi2NjYwNTUFFwuV45TutZ9tepY08o9HbIsk+hQc5b3RjGUMjL38PAQkUgEgiDg6aefruhFZ+byKlEU8Y1vfAMtLS24evWq4R+6lQ7kmUDjOO7cfhczlBtReRVhZC4a2Kp3YHt7e5HNZo/VqgeDQUWE+P1+XYJpq017slqALsuyJZvjy9Gnom5K7+7uhiAIitDPb0pnTukXbUpnTeQAqKfjUeEi5VT5FBu0b25uYmRkBI2Njejv7y/LTtVZmFF0SJKE+fl5yLKMa9euoaWlpdKHVBCVLK/a2trC0NAQmpqa0N/ff+7D3AhZmfMg0XEcs6/B7MfP0GMdDocDDQ0NaGhoAHAUsDARsrS0BADKDq2WZSJWywxYUUQB5w+9MRt6ZDrOw2635/Rcsab0WCyGqakppSmd3WelNKUz0cHKKa1mDsggR/JXYdmNYprFz6LQoF3dd3D9+nU0Nzdf6H21wkh9BoWQSqUQDoeRzWYBwLD9GydRic9almXMzs5ifn4e165dQ2tra0F/V+msTCFQeRVhZPQObL1eL7xer1KrzrwLNjc3MTU1BbfbneNdUGq/oNVEh9WyAlYVHaIoVnzU7UlN6UyEDA8PQ5IkJdtYaFM6Ex2ZTAaCIFiuvEqdSXykRUe+94YWggMobGRuIpFQTKKM1ndgpkwH261vbGxEX18fXnzxxYrshpRKuUVHJpNRpqIVW8Znhp3/Yo/xrPvdDOs9DysFhman3NcSx3EIBoMIBoNKmYh6NO/o6KgymjcUChU1mtdqooMyHebAiN/tHo8HHo8HLS0tSqaCZRvzm9KZU3r+tcZERzweBwDLZTrU1+EjKzryvTfOMvsrlvOCduaK3dbWhitXrhjuwWAG0aFuume79erJVWahnCVLe3t7isnkwMBA0bucOQJJkgBBAAzm8krlVYRRqXSgnu9dkE6nEY1GEY1Gsba2BlEUc0bzer3eU4+30mvRGitmOjiOs9SaAON7j6gHP7S3t0OSJMUIlGUbWVM6K8dyOp05xoAcx+m2Cf2FL3wBH/rQhzA0NAS3243Xv/71+PznP3/q77/rXe/Cpz71qZx/e8tb3oIvfvGLBb9nJBLBwcEBXve61wF4BEVHqd4bxXBa0C4IAsbHx/Hw4UPcvHlTqcM1GkYvr0qlUhgaGkI6nc7ZrWfn0cjHnk+5SpbYpJve3l50d3eXdM1zHAfs7cH2iU+A/9zngGQS8u3bEH/+5yEPDOhw1KWhVabDKlhBOFnlPBlpHS6XC83NzWhubs4Zzbuzs4PZ2Vk4HI6cfhD1xB6riQ4rZjqMHJyXirrh2gzwPJ+TbWRGoLFYDEtLSxgbG8Of/MmfgOM43LlzB0888QS8Xq8u5+4v/uIv8DM/8zP4rd/6LTz77LMQBAEjIyPn/t1b3/pWvPDCC8r/LnZE96c+9SksLS3hda97HXZ3dx8t0aFls/hZsJGz6gfzwcEBwuEwnE4n7t+/D7fbrfn7asVJx28UdnZ2EIlEUFdXhzt37uTUd7KdHaNnadToLfBEUcTY2Bi2trZw584dpRmuFHhRRPX73gfbd78L2eUC7HbwX/sauHAYwv/9f0O+d+/sF9jbA//ii+C+9S1AFCHfvQvp2WeB+vqSj+nYMRYp4lKpFPb391FdXX3sQU+ZDkJLjHwt5Y/mFUURe3t7iMViWF5extjYmDKxp6amBqIoGu674SJYLUi32noYZl9XvhFoNpvF5uYm/tf/+l/4vd/7PWxuboLneXzgAx/Am9/8Zjz99NOajOcVBAHvfe978fzzz+Onf/qnlX+/du3auX/LfINKZW9vTxlg8ZnPfObRER0X9d4oBqbEmSpfXl7G5OQkurq6cOnSJcM/rNlNbYSmLYa6+fksDxOzeYzoKZLyx+FeVOjWRiJwvvwy5Joa4NXXkgMBcGtrsH3iExDOEh3JJGwf/zi4V16BHAgAPA/+L/4C3NgYxPe+F6ipudCxqSk0uNva2lL6qmRZfm1X1+2G/5VX0Pi3fwshHof9DW+A+PrXQ77Ag7dSGP1ZUwhGDtaLwYibOKdhs9mUDEdvb68ysYeN5k2lUnA6nVhYWNB1NG+5sGJ5lZXWwzBiT8dFcDgc+LEf+zHcu3cPmUwGL7/8Mn71V38Vc3Nz+Gf/7J/h4OAA3/M934M3vvGNeNOb3oSbN2+WdF5feeUVrK6ugud53L59GxsbG7h16xaef/553Lhx48y//epXv4qGhgaEQiE8++yz+M3f/M2iNi/39vZw6dIlAMD09LT1RQfz3hAEQbdyqnzYTXF4eIiZmRns7u5eeJe5nLDjN0rwnslkEIlEcHh4iHv37iEQCJz6u0YvDctHr54O1mDf3NysmV+Jb3b2qJdDLV44DrLXC+473wFkGTjl3uJefhlcJAK5r+81wdLcDG58HPw3vwnp+7//wsd3dDjnZydkWcb8/DxmZ2fR39+P2tpaJJNJRKNRbK2tIfvnfw5pagqS3w/Zbgf/138NfmIC2Z/9WcgmmoxGGA+zBubqiT2yLGNychKJRAL7+/tYXFxUmmVZU7reDs5aY8XyKiuth2H0no5SYRvUwWAQzc3N+NM//VPIsozR0VF8+ctfxpe//GX8xm/8BrxeLxYXF4sucZqbmwMAfPCDH8Tv/u7voqurC7/zO7+DN7zhDZiamkLNKZt+b33rW/EjP/Ij6O7uxuzsLP79v//3eNvb3oaXXnqpYPGXSCTw8ssvY2xsDN/97netLTrKVU6VD7spvvvd7yIQCOD+/fuaO1jqiTrTUWlisRjC4TBCoRBu3759bubFbKJD654OWZYxMzODhYUFXL9+XVO/EpEZFkkSoH7wC8JRidRZk6AWFo5EiVqw2O1H/3tiAiiT6BAEAcPDw9jb28NTTz0Fv9+PTCajONJ27+3BfnCA5I0biGUySKfT2BdF1L7yClL/63/B/s/+mel2da2SKTA7VjkPHMfBbrfD7/fj8uXLOc2y6+vrmJycVEbzMhFilIz5aVgx02GljADDbD0dhSIIAlwuFxKJhGIMyHEcbty4gRs3buC9730vBEHA2NhYjuB4//vfjw9/+MNnvvb4+LgSE/3Kr/wKnnvuOQDACy+8gLa2Nnz2s5/Fe97znhP/9p3vfKfy/z/22GN4/PHH0dvbi69+9at44xvfWNDarly5gs997nP4iZ/4Cayvr1tXdGjtvVEobBcVAJqbm3HlyhVTBSjA0cVe6QlW6t3oy5cvo6Ojo6DP0YyiQ6vjvcg43EKIDQ5C+tznwG9tvSYyDg/BCQLEH/3Rs//Y7T4SHflks4CG7qtniY5EIoEHDx7A6XRicHAQTqfz2GfPra6CE0V46+uR2d1VanCzgoD06KhSrhYKhVBbW4uampqid52I4jHbM/Q0rLIOdalYfrOsIAiKb8Hs7CwODw8vbJ6mN1bLDFB5lblg64rH46e6kdvtdjz++OM5//a+970P73rXu8587Z6eHqyvrwPI7eFwuVzo6elRTEQLoaenB3V1dZiZmSlYdLznPe/B29/+dkiShGQyaT3RofbeYLsX5XqYpNNpDA8PI5FIKOlosz7IKhm8ZzIZDA8PIx6P46mnnkIwGCz4bx9V0bG3t4cHDx4gEAiUNA63ELJNTYj+23+Lhv/yX8Btbh6JDpsN0pvfDPHd7z7zb+XHHwe++EVgdRVg2ZftbcDhgHznjmbHeNr99vDhQwwNDaGtrQ2XL18+/QvZ6QQnyznCxeFwwGW3w9PTg9e97nU4ODjAzs4OVldXMT4+jqqqKmVXt7q62lBfimZ9/lgRM/V0nMdZmQG73Y76+nrUvzogIpVKKaN5V1dXIUlSTinWWaN5y4UVMx1WWg/DqutiGZxkMlmUR4f6PjuLu3fvwuVyYXJyUhldm81msbCwgM7OzoLfb2VlBTs7O0UZWff396O/v1/535YTHZUopwKOpioNDQ0hFAphcHAQ3/zmNw1RnlQqlcp07O7uIhwOIxAIYHBwsCQvCTN97hft6ZBlGSsrK5iYmLjQONxC4DgOB29+M0Jvexv4v/1bcPE4pFu3jsblnvNFIF++DOm558D/5V8CY2NH/1hVBekHfkBz0aH+PNUDCAopN5OuXYNcUwNuaQkIBI7ERywGiCKkJ57I2dXt6elBNptFLBbDzs4OJiYmkM1mc7wOqqqqDBFQmRmrBOtmPw9qitlxdrvdaGlpUczT4vH4Uf/U1hZmZmbgcDhySrEqUYpstWDWausBXuvPtdq6AOT4dJyW6bgIgUAAP/uzP4sPfOADaG9vR2dnJ55//nkAwI+qqhSuXr2K3/7t38YP//APIx6P49d//dfx3HPPoampCbOzs/jlX/5lXLp0CW95y1sKfm/1c0+WZeuJDkBbo7/zUJvUqacqVbo86aKUO3iXZRmLi4uYnp7GpUuX0NXVVdI5NOP0qlKDES3H4RaCcqwtLZB+8ieL+2OOg/S2t0F67DFwExOALEO+dAno7j6zF6RY1OVVgiBgaGgIBwcH5w4gYMjNzRD+6T+F/X/+T7hnZsCl0+BaWyG88Y0Qn3zy2O87HA40NDSgoaEBsiwrDek7OzuYm5vLCahqamp0yUAR5sAq4gkofS0cxyn9U52dncpo3mg0isXFRYyOjsLn8yn3SzAYLEvm0ErnBrCm6GDf60bKJGuF2pFcLzfy559/Hna7HT/+4z+uDOX5yle+glAopPzO5OQk9vb2ABx9zkNDQ/jUpz6F3d1dtLS04Pu+7/vwG7/xG0WVFOffV5YTHeUyWwOOplMNDQ0hm80eq6E3u+goZ/CezWYxMjKCvb09PPHEEzk3QbE8KuVVyWQSDx48gM1m02QcbiFc2LeC44D2dsjt7dod1LG3OMp0xONxPHjwAG63GwMDA0XtnopPPw2ptxe7X/869qNReJ95BnIB4ojjOFRVVaGqqgrt7e05AdXCwgJGR0cRCASUgMqIte0EUQhaBenq0bzAUWltNBpFLBbD+Pg4stksgsGg8js+n08XcWC1IN1q6wEeDdGRTCY178VkOBwOfOQjH8FHPvKRU39H/f3u8XjwpS99SfPjsJzoKNduxcOHDzE8PIzGxkb09/cfuxGsIDrKcfz7+/sIh8Pwer1Kc+9FMFt5VSmig/UntLa24sqVK2X7ctFrvK+WcByHZDKJb37zm2hvb8fly5dLeibI9fU4fOop7G5tQe7pKelY1AHVpUuXkE6nldr24eFhSJKUkwXRY8yolXZvzY6VdtP1WovT6URTUxOamppyMoexWAwLCwvgeV4pw6qpqdFss8VK5wawtuiw2rqA3PKqYvolzAbHcdYTHXojSRImJyexurqKa9eunVojbrPZIAhCmY9OO/QO3mVZVkwTe3p60NPTo8lDv5yZLi0oJpDXcxxuIRj9s5VlGbFYDLu7u7h58+aFXFQB7R3JXS4Xmpub0dzcDFmWlTGjm5ubmJqagtvtViZiVVdXazZm1MjnrFCsEhBaZR3laLzOzxxKkoT9/X1Eo1Gsra1hcnISHo8nZ4hDKfeMLMuWC9Ktth7gNY8Oq9xDatSiw+v1VvpwdIVERxEkEgnFwXhgYODMhh8rZDr02tUWBAGjo6OIRqOa9yKYMdNRSFCoNkjUYxxuIRg505HNZjE0NIR4PI76+voLCw5Ae9GR/9qBQACBQABdXV3KmNFoNIrp6WmkUimlrKS2tla3shKifFhpN70Sa+F5HtXV1aiurkZPT8+J94y6fNHv9xcUeLN73CrnBrC26LAiatGhV0+HUbCc6NDrwbG2tobR0VG0tbUVVNJit9tNFfzmo5doOjg4QDgchsvlwuDgoOYeB2ZsJD/veNlEr2AwiMHBwYoZbekZhF+Eg4MDPHjwQNkRTaVSlT6koskfM8rKSliDLSsrYSKk0DJEKwRSRrzmSsEq6wCMIaDy75nDw0NFhKysrECW5ZxJch6P58RjZufFSgGtFUWHlT062NqKHZlrRiwnOrRGEASMj4/j4cOHuHnzJhoaGgr6O7NnOvTIGKysrGB8fBxdXV24dOmSLl9aVmokV5egnTvRK5M5Gu3q9wM6pWeNWF61sbGB4eFh5Zqan5/X7BgrKbK8Xi+8Xi/a2togSZLSkM7uIfWEn+rqassFGFal0oG6VhhBdOTj8Xjg8XiU0bysfHFrawvT09NwuVxKL4h6khx7/hptPRdBkiTDu8AXi1UzHeoGeb1G5hoJa12VGsN25Z1OJ+7fv19U05rNZkMmk9Hx6PRFy4wBG+368OFD3L59G3V1dZq87kmYsbzqpM9ZFEWMjo5ie3sbd+/eVaa7HEOSjjwz/vqvwW1vAz4fpGeegfSOdxy5gGuIkcqrZFnG1NQUlpeX8fjjj6OxsRGAtkLBKJkdnucRCoUQCoXQ29urTPiJRqMYGxuDIAg5wVS+2ZoR1kBY6zwY3cE7v3xRFEXs7u7mjOb1+/1KGRZAmQ6jY9VMh9pXjsqrHlHUO8xdXV3o7e0t+gY2e6ZDq+OPx+MIh8NwOBxFC7dS4HneVGLvpEA+kUggHA4XNA6X/5u/Af/f/tuRs3dNDXBwAP5P/xTY34d0jku4FsdaCTKZDIaGhpT+FvVDWmvRYUTyJ/wkEglEo1Fsb29jdnYWTqdTESBWCnStgFGvqWIxYqbjLGw2G2pra5X+wXQ6rZRira+vAwCGhoYMZep5EawoOqya6VA3yCcSiYr0a5YTy4mOiz4omGfE7u7uhZqczS46tAjeWR9MR0cH+vr6yvLAMGN5lTowLGocbjoN7q//GnA6IXd1Hf1bMAjZ7Qb/938P6fu/H2hr0/RYK31NHxwc4JVXXoHf78fTTz99otmeloG20YN2juPg8/ng8/nQ0dGRs6M7Pz+Pw8NDTE9PY39/X/EGMWMwZcZjzqccE5/KhdlERz4ul0sR7olEAt/61rdQW1ur3Dc2my0ne6h176HeWFF0WDnTwdZFmY5HjN3dXUQiEVRVVeH+/fsX8oww+8jci5RXiaKIiYkJbGxsFNUHowVmbSSXZRnT09NYXFzEjRs3CpvVvbMDbnv7KMOhpqYGGB8Ht7EBWUPRUelyo/X1dYyMjKC7uxu9vb0nBj1a9p1Uer2lkL+j+9JLL6GmpgaJRALLy8sAgFAopIzmLYep5EUx2zk4DausAzC/6MjHZrOhvb1dGc27t7eHWCyG1dVVTExMwOv1Kv4goVDI8MGvFUWHVTMdgiDAZrMpWWsr93RIkkSiAzh6gM7Pz2N2dvb8ht0CMXumo9TjTyaTCIfD4DgOg4ODuhienYUZMx2SJOG73/0uUqkUBgYGCt/p8PsBjwdIJIBA4LV/TySO/l39bxoea7mRJAlTU1NYWVk5WcSm08DODvDq51ZwcCfLQDR69H+DwWM/tkJQxaZe1dXVQZZlxedgfX09x+egtrYW1dXVhg+mzI4VrinAWqIjvz9F3UPV09ODbDarlGJNTU0hnU7nuKT7/X7DfRZWDNCtmulg6zo8PIQkSZYtrxobG8NnPvMZ64mOYm/+dDqN4eFhJBIJPPnkk6iurtbkOMwuOkoJMDc2NjAyMlJ2p2w1ZhMdBwcHAI7GPw4MDBQ3ccTvh/S93wvbZz8LyeUCQiEgkQC3sAD53j3Ily5peqyV2Pln/iTpdPq4N44kgXvxRfBf+tJRE73bjcDly9i6ffvc1+W++13Y/vAPwY2OwsFxEL/3e5F9z3sg5xkuWml3muM4BINBBINBdHd35wRTk5OTSKfTyojR2tpa09e1Gw0rXUtWEh3nlb05HA40NDQomx2Hh4fKIIelpSUAyCnFKvdG20lQpsM8sPKqZDIJAJYqr2LPifn5ebz//e/H9va29URHMezs7GBoaAihUAiDg4Mn1oeXyqPk06F2ab9x44YmxmylYoS+g0JgwwomJiYAAI899lhJIw6lf/pPgb098N/8JrC2Bng8kJ94AuK73w1o/IAudyP53t4eHjx4gGAwiNu3bx/7fLi//3vYXngBsNsh19UBySR8f/u3aFxZAb73e4FTgiJudBT2970P2N6GHAoBogjH5z8PfmoKqT/8QyVDZMbyqnzOCgzVwZQsyzg8PMTOzg6i0SgWFhZgs9mUQKqmpuZC5aaE9QJ1q6yl2ElcHo8Hra2taG1tzRnNu7m5iampKbhcLuWeCYVCmsYVhWJF0WHVTAcTHfF4HDzPG0K0agU7Z3/1V3+FaDSKb3zjG9YUHecFC5IkYXZ2FgsLC7h69Sra2to0f4CaPdNR6PEfHh4iHA5DlmUMDg7Cq5NHRKGYoaeDjcPd2dnB7du38fLLL5ce3FZVQfqFX4D0T/4JuM1NoLoacl8foMPDuZxBOBtC0NPTg56enuP3pyCA/7u/A3gecnf30b/5/RAEAb7JSWBuDujtPfG1+T//c2BrS/m5LMuQ/H7wExOwf+UrEN7xDgDWKYUpBI7jFG8QdV37zs4OlpaWMDY2powYrampQTAYLFtQY6UA1yrrsFpTfKlryR/NKwgCdnd3EYvFMD8/j5GREQQCASUTUq77xkrnh2H1TAfr57DKM0LNysoKWltbATyCjeSHh4cYGhpCJpPB008/rVv9nNlFRyEZg4cPH2J4eBhNTU24evWqIXYhjF5elUgk8ODBAzgcDgwMDCi7xxc6Zo4DurtfC751ohzmgCxrtra2hlu3biluw8c4OAD38OFRpkL994EA+Lm5o5+dIjq4oSGgquroc5NlcADgdAKyDH52Nud3zZ7pAEpbg7quHYDiDbKzs4ORkRFIknTMG4Q4GytcSwwrCUEtPUfsdjvq6uoUL6p0Oq2UYo2OjkIURaWEMRQK6RZkWjFAlyTJktlW1kh+cHBgWdHR1NSEl19+GcAjJjpYkNzY2Ii7d+/q6tjJdtzN+nA+K2MgSRKmp6extLSE69evoyWvDr6SGFl0bG5uYnh4GG1tbbh8+XJOEG/UY1ajd3lVOp1GOBxGNpvFwMDA2YFsVRVkvx/Y3T2a1vUqfCoFyeE4sTFcob4eyBMXePU8yKqeLiuUV2lFvjdIPB5HNBrFw4cPFbdnNhErFApZzg1ZC8z6XXASVluLXgG6y+VCc3Mzmpubczx1dnZ2MDs7C7vdnlOKpdVoXiuWV1lRSAGvlSAlk0nLTa5iG9HPPfccvva1r+Hf/bt/Z03RkR8sqHsOrl27VpYgmX3Yoiia8gv4tExNKpVCJBJRAkOjNT0ZUXSoRdpjjz2W0/PCcZxpgls9Mx2sf6O6urqwDQGnE/Izz4D/9KchP3wI1NYCySTsCwtIdnai+vLlU/9UevvbYfvOd45KrGpqIEsS+NVVIBSC8Oyzyu+Z5bychR6BIcdx8Pv98Pv96OzshCiKSkP67OwsDg8PEQgElIZ0I073qRRW+RysJDrKFaDne+qwEsZoNIrl5WWMjY2hqqpKESEXmSZnRdFh9Z6ORCIBr9drmfuKIcsyurq68Bu/8Rv45V/+ZWuKDjWJRAKRSAQAjk+/0RF2cwiCYErRcVLwvr29jUgkgoaGBly7ds2QDwCjNZKn0+mc6UsniTQjCqWT0CsIX1lZwfj4eNHjqqXv+z5gfx/8174GTE0BLhcyt29j9d49tJxxz0k/8APgZmfB//mfg1tYAA9AbmhA5pd+KadEzWoPf72w2Ww5JSXq6T7Ly8vgOE4pxaqtrTWd0ZpWmF3AqrGa6KjEWtQljL29vSdOkyt1NK8VRYdVMx2CIMDlciEejxtuE1cLOI6DKIq4efMmvvSlL1lbdLBm1La2trKPcGW29kYKgItBnemQZRkzMzNYWFhAf38/2jQ0nNMaIzWSx2IxhMNhhEIh3Llz51TxaSbRoeVxSpKEiYkJrK+v4/bt20rQWjBOJ6R//s8hvelN4NbXIft8iFdVIZNfOpUPz0P81/8a4g/9EPDgAQSeh/j00+DyTRZhjUCx3GtQT/eRJAkHBwfY2dnB2toaJiYmNNvNNSMUqBsPozRdnzRNLhqNIhaLKaN5WRnWWaN5ZVm2pOiwaqaDrcvKbuTq82ZJ0SGKIkZGRvDw4cOyO2KrMXMzOQveU6kUhoaGkE6ndW281wojBPCyLGNpaQlTU1Po6+tDZ2fnmV/QRjjmQtCyvCqdTuPBgwcQRfF4/4YggItEwE1MABwH+do1yI89dvpEroYGyK/e49zWVuHH2N0NqbMTQiZz4vmxQnlVpeF5XvEGURut7ezsYGJiAtlsVmmsrampObGR0iq76lZZB2CttRhRQKmnybW1tSniPRqNYmNjA1NTU3C73TninY3mZc8sqwXoVs105E+vshJ7e3sAjgS1zWYDx3HWFB1jY2NIJpO4f/8+3G53xY7DzF4d7Ob+xje+gdra2jN36o0EC4wr9aUoCAJGR0cRjUbxxBNPKNN/zsIswa1Wx7m7u4sHDx6gpqYGN27cyP1yzGbB//Efg//qV4+cxgHA7Yb0fd8H6Sd/8txRwMUe41nXiNECkVIw2hryd3OTyaTSWDs3NweHw5HjDVIJjwO9MMM9XihWEh1GyXSchVq8d3d3K6N51X1UbKR18NUhGlY5PwyrZjrY9Corio4PfvCDmJqaUgR0VVWVNUVHf38/AFT8QWLWTAfbqQeA7u7uoursKw0755V4QKnH4Q4ODhZcu26WTIcW5VXMEPG0DBD37W+D/8pXIDc1vTaBKhYD/6UvQb55E/Ldu+ceo5bBnZUCRaPBcRyqqqpQVVWF9vZ2iKKoNNYuLi5idHQUgUAAoigq116ln+kXxSzP0fOwkugwYqbjPPJH86ZSKaUfZHV1FcDR5qt6pLXZ1piPVTMdVi6v+pM/+RO0traiu7sby8vLiMfj1hQdTqcTgiBU+jBMKToymQyGhoaQSCQAHM1XNtPDij2UWMqyXGxsbGBkZATt7e3o6+sr6uFoFtFxkfIqSZIwNjaGhw8f4s6dO6itrT3x97gHDwBJyh15GwoBa2vghoZ0ER2nXd9lzUDt74NLJiHX1Bx5hmiIWYST2gEdeM3jYH5+Hpubm3j48GFOFsRszr1mOQ+FYCXRYYZMx3m43W5lNO/h4SFeeuklVFdXY3t7G7Ozs0oGkfWDmNHvwqqZDnV5VSGVEWbi8uXLeNe73oV3v/vdyr9ZUnQYBbOJjlgshkgkgmAwiMHBQbz44oumOn4gN9NRDtg43OXlZdy4cSNnHG6haCI6FhfBv/jiUU9DWxukZ58FGhsv9pp5lJrpSKVSePDgAWRZxsDAwNnBoiAcmfYdf3Mgmz35b2QZ3Fe+Av6v/xrVS0vorqkB19wM+YyxuYVQlqBqfx+O//f/he0b3wDSaciNjRB+8Achvv71J38OjxDM4yAWi8HtdqOurg7RaBSbm5tKTTvzBqmurjZ8+adVAnUmnsweqDPMmOk4CyaiOjs7lZHWLIO4tLSEsbEx+Hw+RbwHg0FTBPNWzXSw8qpkMon29vZKH46mvOMd78D6+jpSqRQcDgdkWSbRoSdmER2yLGNhYQEzMzM5ZS9GmgRVKGxqWDmOm43DZe72paZGL3q83Esvwfbbvw3u4UPFZZv//Och/vqvQ756teTXPek4i92tjcViePDgAerr6wsasyzfuAF87WtAKgWwfqxEQmkoPwn+k5+E7Q//EMhkYLfb0fzKK7DPzkL4z/8Z8p07RR3vsePRc3dakuD4xCdg//rXIdfXQw4Gwa2swPGJTwA2G8Tv+Z4Lv4VVgime5xEIBBAIBNDV1QVBEJRykunpaaRSKWW8aG1tLXw+nyHXbsRjKhZ2T1hhLYA1Mh1q8ssQ8zOImUxGuXfGx8eRzWZzRvMa9d6xaqaDrSsej59tiGtCfv7nfx6Hh4c5vdWWFB1GuWFsNpshyrzOIpvNYnh4GPv7+3jyySdRrXJkNotoyqcc5UpsHG5NTc2Fm+wvNBUqlYLt938f3M7O0c4+zwOiCG56GvzHPw7xox/VbMe8mOOUZRnLy8uYnJzElStX0N7eXtB9KQ8MQP72t8F95ztHZUayDGSzkO/fh/zkk8f/YHUVtk9/GrLDAbS3Q8pmkfR64d3chO0P/xDCJz5R8vr1Lq/iJydhe/AAUmcn8OpUODkQADczA/sXvwjx/v2j83lBzF7Wc9Lx2+121NfXo76+HgCUhnTWD8LzfE4plhG8Qcx+HhhWEx1W6BVSc956nE4nGhsb0djYqAxzYCJkYWFB8Q9h904lh/EwJEmCLMuWFB2svCqZTFqup4M1kKuxpOgwCkYP2vf29hAOh+Hz+TA4OHisztMsvQb56GkQKMsyFhcXMT09jcuXL6Ojo+PCX74X+Zy5sTFwy8uQ29tfC1BtNsjNzeDHxyEuLwMdHRc6PuW9CgzCRVHE2NgYtra2cPfuXWWHrSCqqiD+4i+C//rXj/o7eB7SnTuQX/c64ITAkY9EgN1doKeHHSRkjoNcVwdubAzY3gZeDUyLRe+gitvYAHd4CDl/DHUoBG59/SjDY/AR1UYhf7zo/v4+dnZ2FONJdTlJdXV1RYJMq5VXWWEtgHXOC6MYEaUe5qC+d6LRKNbX1zE5OQmPx6P0g4RCoYqUMbLvRyuJQ+BoXVZuJD8JEh06YtSRuWofibNcoI0umk5DL7EkCAJGRkYQi8UKHodbCBc6XkE4ygbkP4x5/qghW8PzV0gZ2OHhIR48eACO4zA4OFjaLpnPB+mtbwXe+tZzf1W2248yGZIE8Dw44OjzkKSjf7/gF6Seu9NyMHh0/OpSMgCIxyHX1wMma5Q2CjzPo7q6GtXV1ejt7VXKSXZ2djA2NgZBEHJ2css52ccKwa3VRIckSYbvByqGi2Ru1PcOgJwyRjaaNxAI5Likl0MIsDjEiqIDgGVH5p6Ede40FUZ5GBoxaC8mcNYzY6AnevSixONxhMNhOJ3OosbhFsJFRIfc3w+5sRHc2hrkrq5X/1E+cui+fl2zLAc7zrOC8Gg0inA4jIaGBly7dq0sXxDyk08CjY3gVlchv7pWThTBxWKQvv/7jyZflQh7jui1EyrduAG5rw/c2NjRufN4wG1vg0smIbzxjRcWTIBxnoWVJL+cJJFIIBqN5kz2YQ3poVBIN28QKq8yJlZrJNeyXCy/jDGVSilljCsrK5AkKUfAezweXT5LNjbbaqJDLaYSiYThzZe1wJKiwyjYbDZkMplKH4bC/v4+wuEwPB4P7t+/f+7YPCOKpkLQOtOxsbGB4eFhdHR0FD0OtxAu1Dvg90P6qZ+C7aMfBTc5ebRjfngIua4O4k//9Llmelocp7rk7OrVq+WdwBEKQfw3/+aokX5mBrwkwZNKQb51C+LP/dyFXlpv0QGnE5mf+zk4/uiPwE9NAZkMEAwi+453QHjLWzR7G6sEu1rAcRx8Ph98Ph86OjogiqJisjY/P4/R0VH4/X5FhAQCAc3OvVXKeKwmOqzeSK4lbrcbLS0taGlpgSzLiMfjiEaj2NrawszMTI65ZygU0mw0r1WbyNlELo7jLNnTcRIkOnTEKEG7LMtYWVnBxMQEuru70dvbW9AXhhmnVwHaiQ5JkjA1NYWVlRU8/vjjaNR4BC3joscrff/3Q25qAv+lLwErK0Bv79G/aTi5CjjZ7V0URYyOjmJnZ0fTkrNikN72NsiXLoH7u79DdmMDU5kMbvzbfwsU2ksiyyc2m5cjqJLb25H54AePREc8Drm9/cgYkVDQM1i32Wyora1VfGPUO7nLy8sAgFAopIiQizbVWiFQZ88qK6wFoExHqXAcB7/fD7/fr4zm3d3dRSwWU8w9/X6/kgm5yGheqzX7M9R+YtTTQVwYI4gOQRAwNjaG7e3tM03ZTsIIx18KWpSFpdNphMNhZLNZDAwM6FprqYVIku/cgXjB8bDnkb/zn0wmEQ6HwfM8BgYGKjrlRO7rg9zXh3QyiZW//3vcOE9wrK6C+853wC8uwpHJQLpyBfITT0B+1eE357X1zhTYbJD6+/V9D6Ig8ndyDw4OsLOzc6yptra2FtXV1UUFUVbJOFklY8OgTIc25Av4TCajCHg2mre6ulrJghQzmtfqHh2SJFFPh5kxygOx0iNzDw4OEA6H4XK5cP/+/aL7EMw6veqiGZpoNIpIJIKamhrcvXtX9yZDs3zO7L6SJEkZGdzc3IyrV68a5gvh3JKo1VXYPvEJ8P/f/wfs7UGurwd/8yb4tTXIc3PIvvOdSoZE/VpmxSjPQjPCcZziDdLd3Y1sNovd3V3s7OxgcnIS6XRaCaJqa2tRVVV17udthfNhNdFBmQ59cDqdaGpqQlNTkzKal4mQ+fn5osZaqzMCVoKVjSWTSciyTD0dZkbvGfuFUMlMwerqKsbGxtDV1YXe3t6SHkJmznSUEsTrMQ63EMplZnhR2DW0sLCA+fl59Pf3o62trcJHlcuZoiMeh/0//IcjD5BUCggGwcVisH/rW8i+/e3gFhZgi0QgPvNMzmuZnUo/B62Cw+FQmmplWcbh4SGi0Sh2dnawsLCQY8JWU1NzrJ7dKsG6VdbBMEqQrhVGXI96NG97e3vOaN7V1VVMTEwoWUQ21lq92Wflng4mOgBQeRVxMSoRtIuiiPHxcWxubuLWrVvK1IlSMOv0qlJEB5vqtbu7e8wkUW/M8jmzz3R5ebnsn1GhnBUM8V//Orjxccj19eC2tgCfD6iqAjY2YBsagnTzJrj5eeBV0cGgoL3yGC3I5TjumDfI3t4eotEolpaWMDY2Br/frwRRwWDQMteR1cqRSESVH/Vo3p6eHiWLGI1GMT09jVQqhWAwqPSDCIJg+DWVAiuvSiQSsNlshjAx1RsSHTpSbp+ORCKBcDgMm82GwcFBeC44599msyGbzWp0dOWjWNERj8fx4MEDuFyuE00S9YbnecN/zslkEq+88goA4O7duwgEAhU+opM5syRqefnIv4P1nmQyRwZ8mQz4mRlI3d1AX5/y67a5ObT+/d/DGYnA1tYG8fZtyJculWMZhMlgLs6hUEjxBmGlJKOjo8r3wM7ODrxer26jRcsBBenGxozrUWcRAShZxFgshuXlZcVLZXV1FaFQ6JjLtVlhGZx4PI6qqirTnbdSsKzoeNTKq9bX1zEyMoL29nZcvnxZk4vXZrMhlUppcHTlpZjMAfvcOjs70dfXV5EvU6P3dGxtbWFoaAjNzc2Ix+O6+RhowZmig2VmvN4j08Tl5SMzwVQKyGZh/8pXIAKQa2shh0Kwff7zqJmeBn/pEmwrK+CHhyE89xykmzfLtJqLY4XgsNLP8VLIr2dnPj97e3tYW1uDy+XK8QYxkzmd1USH1TI3ZhQd+Xg8HrS2tqK1tRWyLGN6ehrRaBSbm5uYmpqCy+XKGc1r5O+ks2CZjv39/UeitAqwsOgwAuUQHZIkYWJiAmtra7h58yYaGho0e22zlP3kU0gjuSRJmJycxOrqqq7jcAvBqKJDlmXMz89jdnYW165dQ2trK5aXlw0dBJ4lOqTv/V7wn/kMuOVlIJ0GJAnyq9c3l0qBm50Fv7QEx//z/0D2+5F95hkctLWhobUVkt0Obn4ethdfPJo0VeZs2EUw8vl6FGCjRR0OBy5duoRgMHiqy3NtbS38fr+hg3qriQ5qJDc2HMfB6XQiEAjg2rVrx7x1RkZGjpUymmX9rKfjUZlcBZDo0BUW/Or1kGYjSzmOw+DgoOYpR6v6dKRSKUQiEQiCoPs43EIwQlYuH0EQMDw8jL29PTz11FMIBoMAjN/0fmamo7ER4r/7d7B94APgl5YgO51Hrt/J5NF/bjfA85CdTnAPH8L+zW8Cb3iD8lpyUxP4jQ1wDx9CNlgDPWF82PeAzWZDXV0d6l4dz8xKSZg3CMdxSi17bW2t4eq8rRakWy3TIYqiqTJnhaAemZs/mjedTiulWKOjoxAEQSl1rKmpKWiqXKVg5VWJRAJer9ewx6kl1royDQabtqDHQ2BzcxPDw8NoaWnRbWSpmadXndYjEY1GEQ6HUVdXh+vXrxtiIobRMh2JRAIPHjyA0+k81uPCDAKNynljbuWnnoL4gQ8Av/EbQGsrJJ6H/c///Eho8PyRUeCrYoRfXYUrFnvtj7NZyDbbkVAxCY/Cl5hZOO2aVJeSSJKkeIOsra1hYmICVVVVOVN9Kv3MokyHsbGaiALOnl7lcrnQ3NyM5uZmyLKMRCKhiJC5uTnY7XalDOu80bzlRhAEuFwuxONxKq8yO0Z4iLCbRBAEzUSH2iX7xo0baNLRvdjMoiM/iJdlGQsLC5iZmcGVK1fQ3t5uiGsEMJboePjwIYaGhtDW1nZib5ARszJqCvHWkPv7IV+7BiST4CTpSGjwPCCKkF0uwG4/EiHJJJyHh0d/JAjgV1ch3rgBuYKleI8qRrlXL0IhwTrP8wgGgwgGg8pUn1gshp2dHUxMTOQYrFVqF9dqosNqQbrVyquAo43bQvo2OI6Dz+eDz+dDR0dHzlS5lZUVjI+PG0rEq306Kl1xUS4sKzqMAM/z4DhOs8D98PAQ4XAYkiSVpSzISMFwMeT3oqhLhYw46tUIn7Msy5idncX8/Dxu3LiB5ubmE3/PCMd6FgUZ+gWDkN7+dvB/9mfA9jbAceBSqaPyKo8HYAGVywXb4SFsExPg7XZInZ0Q3/a2135uEowsEgvB7Mevpthg3eFwoKGhAQ0NDccM1ubm5uBwOHK8QcrRUGs10WG1IN1q6wFK9+nInyrHRHw0GlUMPoPBoHL/lLufivV0UKaD0AytxuayCUKNjY3o7+8vizq3QqaDubK73e6KjMMthEr3SQiCgKGhIRwcHODevXtnjsM1eqYDKOwY5e/5HkiNjcB3vwscHMD27W9D5jhAEJQMSOanfgqLHR3wt7XB1dAA6cqVI28PgiiBi943+QZroigqu7iLi4sYHR2F3+9XpmIFAgFdgk+riQ6rrUfd/2AVtFqTWsQDR32xTIQsLS0BgFKGVVNTc2HbgfNQ+3RQpsPkGOUhctHAXZIkzMzMYHFxEdevX0dLS4uGR3c2Zp9eZYRxuIVQyT4J5lHidrsxMDBwriirtEAqhEKFkXz5MuS+PqTf8Q7Yf+/34PrUp4D9fcg1Ncj+5E8i8/M/j/1//EdknngCDpN+IRj1mn9U0fJ8qB3QgdcaaqPRKIaHhyFJEkKhkCJCtAqgrBakWy0zYLX1APo5kjODTzaal7mks9G8brdb6QfRYzSvuryKMh2EJlxEdLApS9lsFgMDA2W/KM06vQo4ynCMjo5qPkZYDypVssSGETBvl0ICCatkOnKw25F573sh/J//J7hYDHIolDMS1+jrJcyB3sF6fkPtwcHBiQFUbW0tqqurS+4ztJrosNp6rCg6ypG94ThO6afq7u6GIAg5o3lZJpGJEC1G86rLq9g0O6tDokNnShUd29vbGBoaQl1dHe7evVuREXhmLK9KpVKYn59HNpvF6173OlM4l5ZbdMiyjJmZGSwsLOCxxx4rahiB0adXARcQRk7nsSZxM4is8zD78QPWyNiU8zxwHIdAIIBAIICuri4IgqCUkUxPTyOVSim17LW1tfD5fAV/xlYK0mVZpkZyE6BXpuMs7HZ7zmhrdSZxbW0NoijmDHUoZeSturyqq6tLh1UYD8uKDqM8FIsN3NUNvf39/Whtba3YWlgwbJYvmZ2dHUQiEfh8PthsNlMIDqC8JUvZbBZDQ0NIJBJ4+umn4ff7i/p7MwThWh5jznUvSeAnJ8FtbEAOhSBdvw6Y1AmXqAyVeo7a7XbU19ejvr4ewNFQkp2dHaUfhOf5nIb0s8aKWilIZ89dM3y/FYoVRYcR+lROG827s7OD2dlZOByOnH6QQvpHaXoVoTnFiI50Oo2hoSEcHh6WFBBqDdtZqMQuQzGonbOvXr0Kl8uFycnJSh9WwZQre3BwcIAHDx6gqqoKAwMDJdWnWqmnAwD29vYwPDwMh8OhGE7ljyGVZRnY24Pz938ftldeAQ4PAacT0tWryPziL0IuY59VsVghmDK6yC0UI63D4/Ggra0NbW1tkCQJ+/v72NnZUcaK+ny+nLGi6oDPLJtQhcDOSaUDWi2xougwWgySP5qXDXWIxWJYXl7G2NgYfD6fIkJOG82rdiSnng5CE2w2GwRBOPf3otEoIpEIQqEQbt++bQhHUbW5oZFueDXZbBYjIyM5ztnRaNTwgbGacpRXbWxsYHh4GF1dXbh06VLJQYOVyqvW1tYwOjqKjo4O2O12xGIxLCwsHHO8lWUZjs98BrZ/+AdI7e1AIAAkk+AjETg+9jFkPvShI58PgjgHIwbrPM+juroa1dXV6O3tRSaTUUqxxsbGFIdnJkKsZKZHmQ5zYIRMx1mohzrk30OTk5PIZDI5o3l9Ph9kWc5xJNdadHz1q1/FM888c+LPvv3tb+PJJ5888WepVArve9/78Gd/9mdIp9N4y1vego997GNo1MifqvKRrU4Y5SFyXqZDvUtvRNM6AIbt62A79x6PJ2ccrtG9JPLR83hlWcbU1BSWl5fx+OOPX/jBYYZMB3COOaDqM7l16xaCwSAkSUJ7ezskSTpqHtzexsOvfhXVy8t4GA7D/7d/C6m6GnY2TtjrhdTRAdv4OPiZGUiXL5dpZcVjdJH4qGCWDIHT6URjYyMaGxtPLCPheR52ux0PHz7UZaJPOaFMhzkwWqbjPPLvocPDQ6UfZGFhAa+88gq+9rWvob+/Hy0tLbqMzB0cHMT6+nrOv/3ar/0avvzlL+OJJ5449e/+zb/5N/jCF76Az372swgGg/j5n/95/MiP/Aj+8R//UZPjsqzoMApn+XRkMhkMDw8jHo8ru/RGguM4wwbwbJf6pJ17ox7zaeh1vJlMJqdcT4udFMNmOlIpcMPDQDoN597eqceY39Pi8/mQzWaVn/M8jxqXC41f+hJs3/kOYuvrcAFwLS5it6MDKZ6Hh+Pg296GKxoFH4/D9r//N6TOTuCMOniCMOR9cw4nlZFMTU1hd3f32ESf2tpa+P1+UwW8LGtjBjFYKFYUHUbPdJwFx3HKaF5WzhgMBrG2toavfOUr+PjHPw6O4/DCCy+A4zg888wzmsSCTqczZ0hMNpvFX/7lX+IXfuEXTr3e9/b28MlPfhKf+cxn8OyzzwIAXnjhBfT39+Ob3/wmnn766QsfF4kOnTkt07G7u4twOIxAIIDBwUHD7hYZbYKVJEmYmJjA+vo6bt26pTRGqjGbvwgrB9JyJ/Tg4ACvvPIK/H4/BgYGNCvXM2IjOffKK7B99KPgFhcBUcRjHAf7xgbwnvfkuIcnEgm88sor8Hg8Z/a02L/4Rdj+/u8hdXQg7nLB5fPBsbKC+vV1HHZ0wPbd78IWjUKUJMgA5E9/GvLGBvDrvw7OYOaTVgmmaB3GwGazwePxQJIkXL9+HalUStnBXVlZAfCauVptbS3cbneFj/hsrFQqBrw2jctMWYHzYMNsrLImnudx69Yt9PX14Tvf+Q4ee+wxPP7443C5XHj/+9+PmZkZPPXUU3jzm9+MN7/5zbh3754m8eFf/dVfYWdnB//iX/yLU3/n5ZdfRjabxZve9Cbl365evYqOjg689NJLJDrOwigPEpvNhkwmo/xvWZaxuLiI6elp9PX1obOz0zDHehJGCuBTqRTC4TAkScLAwMCp06mYv4hZyhnYDo5Wx8tMEbu7u9Hb26vpZ2C48qqtLdh++7ePJkp1dAAOB/iJCXj/9E/B9fVBfuMbX/21LUQikfM9SbJZ2L7+dcjV1Ue9G/v7gMsF6fZt2L75TXi++11wsRjgdkOWJGSamnAYCID/m7/BeFsb8PrXK2ZsZ00AIgrHaCK3VKy0Dnb/uN1utLS0oKWlRfEG2dnZwcbGBqampuDxeJQ69lAoZLjA0UqTuIDXelRoTcaHlYzV1NRAFEV84AMfwI0bN7C0tIS/+7u/w9/+7d/iYx/7GNLpNL7whS/ge77ney70fp/85Cfxlre8BW1tbaf+zsbGBpxOJ6qrq3P+vbGxERsbGxd6f4ZlRYdRUGcK1E3PTz755LETa0SMYhDIxuHW19fj2rVrZ355aR3E6w073oumxSVJwtTUFFZWVnQzRTRaeRX/D/8Abm0Ncl8f8Oo1ka6vh297G/wXvwjh2WexsLCAmZkZXL9+HS3nTZpKp4FUCnh1h5ZdP1JfH7i1NXAPHwIcB9njgdzUBHtLC/w8D35/H/2pFBa9XqyurioTgJgA0cJIqlSMdL4eVdg5MMPz6DxOe66qvUGYuVosFsPOzg6mpqaQTqdzfA2K8QbRC6tlOqwYoLM1GU2wXhTm0SFJUs7I3I6ODvzUT/0UfuqnfgqSJCESiaC3t1f5u/e///348Ic/fOZrj4+P4+rVq8r/XllZwZe+9CX8j//xP/RZTBFYWnQYoRSEiY69vT2Ew2H4fL6cpmejU+nyqvxxuO3t7ef+jVZBfLlQH2+pZDIZRCIRpNNpDAwM6Dbz2wj3VA7R6FEJleoLiQMge73A2hqGh4exs7NzZs9UTtBRVQWpqwu2Bw8gs+lVALjdXcg9PZC7u8HNzEDu6Tk2scpdVYWenh709PQgk8koZScjIyOQJEkJtsxQdkLogxUC3EKzA2pvEHUz7c7OjjIlTu0NUonvRKtmOqxwnTFEUbRc3w3wWqYjkUgAwIkWCTzP4/bt2zn/9r73vQ/vete7znztnp6enP/9wgsvoLa2Fm9/+9vP/LumpiZkMhns7u7mbIpvbm4WZSJ8FpYWHUaA53kkEgl8+9vfRm9vL7q7u01181SyKTubzWJ4eBgHBwdFNdprEcSXE2U3vcTj3dvbw4MHDxAMBnUft2y48iomQjMZgAUtsgzs72OltxeJRAIDAwOFB/kcB/FtbwM/Owt+fBxOSYI9HgcvCBDe8hbIgQCc/9f/BTmVAl4t7+OiUcgeD0TVRBDWxNfU1HRi2YnX61WyIPk+CFpipmeNlXkUMh1ncVIz7d7eHqLRKJaWljA2NqY0pJczM2jFTAcbAGMV2Oahlc4TkOvRAaDgjUK1yWchyLKMF154AT/xEz9xbm/I3bt34XA48OUvfxnPPfccAGBychJLS0sYGBgo+D3PgkSHjgiCgJWVFRweHuLJJ59ETU1NpQ+paCqV6WDjcL1eLwYGBoraBTP6qN982MO0lAzC6uoqxsbGlB123R7M29vgv/1t1I2OguvsBNraDDGtSbp/H/zVq+BGRyE3NgJ2OzwrKzjweJD4vu/DvXv3jn8Bp9PA5ibg9wOh0LHPXXr8cWR/8Rdh+5u/Ab71LYj19ci89a0Q3/hGQBDAf/e7sL/0EiCKgCxDdrsh/PAPQ7pz58RjzC87yWaziO3sYGdnB2NjYxBFMaf51uPxaPoZGSozVQJmKZM8C7OfAzVanA+e5xEKhRAKhRRfA5YZHB0dzbknampq4PF4dLkGrJjpsNJ6AHNPrjoLVl6VSCTgcDh06wH8yle+gvn5efzLf/kvj/1sdXUVb3zjG/HpT39a2dj96Z/+afzSL/0SampqEAgE8Au/8AsYGBjQpIkcsLjoqGQpCAua2bQPMwoOoDKig43DLbUR2sijfk+ilOOVJAmTk5NYW1s7dYqXZsf38stH06HW1lCfTIKz22F75RWIv/zLQKWva58Pwgc/CNsf/zG473wH6b097La1IfV//B/ofe653GtHlsH/7/8N/nOfA7a2jhrEX/c64Md+DMgbJyzduAHp+nVMfuMb6Lp0CfXM38TpRObXfx3i178OWyQC2eWC+OSTkJ58siCDQG5tDd6/+iv4v/lNdPA8hNe9DvtvfCO2ADx8+BDT09PK86K2tvZUJ1vCnJhdPAH6BOr5mcF4PI5oNIqtrS1MT0/D5XIpmcFQKKRZNtdqQbrV1gOYz6OjUNi64vE4qqqqdHs2fPKTn8Tg4GBOjwcjm81icnISyWRS+bf/8l/+C3iex3PPPZdjDqgVlhYdlUCWZaWRtLu7GzU1NRgaGqr0YZVMOadXSZKE8fFxbGxsXDiQNpPoAIo73nQ6jXA4jGw2e+YUL01IJGD7gz8At7kJua8P6WgUvCTB+61vQf6zP4P0cz+n33sXSlsbsv/hP2DmpZewtbICqbERl65cOfYQ5/7u78D/wR8c9X/U1gL7+7D90R/B/bnPIfvDPwzx+78fsrpniOMApxNy/peB2w3xTW+CqBorWAjc9jacv/Vb4KemIIdCgCjC+elPI/TgAbz/8T+is7Mzp/l2YmIC2WwW1dXVikO6Xju+hL5QpqNwOI6D3++H3+9HZ2cnRFFU3J1nZ2dxeHiIQCCQ4w1S6vFYIYumxoqig5UhWQ2W6Tg4ONCtBxMAPvOZz5z6s66urmPPJrfbjT/4gz/AH/zBH+hyPCQ6NEQQBIyNjWF7exu3b99GXV0d9vf3TVPmcxLlml51eHiIcDgMWZY1CaTNJjoK7ZVg/RvV1dW4e/eurv0bAMCFw8DSEmSnE9x3vwtfPA7J7YYcCoH/h3+A9K53Kb0NlUJpopdl3Pkn/wTDw8PHgzxRBP+Xf3nUZN7VBezvg3/wANjdhW1pCfz0NORPfxrp//gfIb7hDcqfaRmQ2F58EfzUFKTLl8Ht7IBfXATicdi/8AXAbkf6P/wH2EOhnObbZDKJnZ0dbG9vY2Zm5mjHt6YGzVtbqF5eBu9yQbxzB3J394nvaaWAysxYqaej3H0QNpsNdXV1qKurA4Acd+fl5WUAyBnSUEyZitWCdKutB7DmmoDcng4jTHIrF5YWHeU8ifF4HOFwGA6HA4ODg0rjaqWnP12Uchz/9vY2IpEIGhsb0d/fr8muhtlERyGjaFdWVjA+Po5Lly6hq6urPNd3KgVuc/OoUdvhgGyzgU8kwB0cHB1vOq2t6BAEcN/8JrixsaMsw/37R+NwT4GVMfp8Pjz99NOw2+0nl1UeHBxla0IhAAD3quBAVRWQSkGuqQEXi8H1oQ8h+eSTAAB+dhbBkRHYUykgFAIuaNDEj44Cbje4aBT8yAg4UYTs8QDJJGwvvghnbS0y738/8KqQ5DgOVVVVqKqqUtygY1tbcPze78Hzta8hk0zCZreDD4Ug/MRPwPZjPwbuhC9nK+2ymx0rBBaVzg54PB60traitbUVkiQpQxrW1tYwOTkJr9eriJDzyhOt2EhutQDdqj0d6ulVulYrGAxLi45ywXoQOjs7cenSpZwbxGxGdfnoWV4lyzLm5uYwNzeH/v7+M01risVIpoaFcJZIUruwswxauZBraoDDw6OSJL8fcioFyW4HolFwmYy2giOZhO3Xfx38174GCMLRFKpPfxriu98N6Z3vPPbrm5ubGBoaQldXFy5duqTcXyeKjqoqIBgEtrePAv/Nzdca4TkOcDggNTaC39iA/QtfALe1BW5lBfUPH6IqEoF9dhbCO95x9BolIgcCQDYLfnkZnCAcGRACgN0OubERtkgE/OgopJs3T/x7m82GxkgEzm99C3JrKwSfD+lMBuLKCoSPfxyjHAfn7dtK7bveWTCicKwk/Iz0XcbzPILBIILBIHp6eo6GNJxQnshESH7tPDWSGx+r9nQIggCXy6VkOh4V6FvpAoiiiPHxcWxubp7ag8BuFlEUTRkE2Gw2ZLNZzV83m81iaGgI8Xgc9+7dQyAQ0PT1jWJqWCiniY50Oo0HDx5AFEX9+zdOgOP5o2bxWAyIRsED4FIpwOeD3NAA7OwA5xnuFQj/uc+B/8pXIDc3HzV2yzKwtgbbH/0R5Lt3lYyHWqw+9thjx+aHnyg6HA5Ib3kL+D/6I2XqFICjLEdV1ZGvBwBIEvhvfAOoqoJ8+TKSXi+cbjeqRkdhq62F+IM/WPL6pMFB4MUXge1tyE7n0TEkEpCdTsgdHUdCZ/3/Z+/Nwxs7y/P/z3uOFkveZHn3jD37ePbJ7OMJhIakCUuAsFMoWxf4lUJpv4WWLnwplLZf4GpLKYVSmpYChZadsAVISCABEpKMPfZ438Zje8YeW/Iqy5LOOe/vj+NzRvbYY9mWbEnj+7pyJbEt6T2SzjnP/T7Pfd9XYQnSAaD+9KfmfxQV4QAcTifs3Ytoa2Pf2BiXHQ56enpobm6msLAQTdPsLlq6FIorRSavfSGy4TjS+fNwOp2UlZVRVlZmjydao1g9PT04nc552SCbnY70R7ZqOuLHq1Kp6Ug3ZF4VnCYIhUI0NDSgKArnzp1b0ubSOlk0TctY0jE7O5vU55ycnLRHYs6dO7esd/RqkGnjVYtpOsbHx6mvr8fv93Po0KGNufDm5iJrayEcRgwNwfg4syUlqNXVCL//BtentUD50Y/MESbrOYUwCU1HB+LnP0fu2YOmaVy8eJHx8fElyepSrnXGy14GY2Pm6ygKzMyYlrlVVaAoiNFRc9xJVU3dh6qaz+V2Q0UFSmurqfdY7ph1HdHXh5jrqhg7d0JeHvrp08Re/WpcH/0oYnzcJDxuN0ZtLTI/3yRwy3RSxPT0jWNeQoAQ5Kkqe/bsYc+ePfbc+6VLl7h69Sqjo6P2zLvf70/JObeJpZFNmo50Jh3xiB9PrK6utkN6g8EgfX19NDc343a7UVWV8fFxCgoKMr5gz1bSkW3HBPPHqzZJR5YgVRfGoaEhLl68yNatW9m7d+9NTwgr1CaTRn3ikezi3cqVWK0dbqLINNKxcL39/f20tbWxZ88etm3btmE3eblzJ/LAAcSzz2LcfjtTs7PoY2PkzcxgnD0LyexQzcwglyioiUQIh8OcP38eh8PBuXPnlsxuWdIq2+XCeNvbMF7yEpRvfAP1k59ERKOIyUmze6OqxF7xCojFbijspcuFmJw0f3czhMM4vv99lKYmUwcDyMpKtBe/GLlzJ9ob32i6Vj3wADIvzyQkLhdKdzfGrl3oN+lyABi33WZa9er69RT2ufE3I077Ys29T05O4nK58Pv9BAIB+vr67CA2yxFrLe4/m0gMm+NVG4/4BHQwu8idnZ1MTEzQ1NSEYRgUFRXZxDzZeTnrgWwkHdl4THDdvWp6enpzvGoTi8Oarb9y5QqHDx+m3PLuXwYOhyNjSUeyhOTJtMNNBJmo6ZBSYhgGLS0tXLt2jePHj1NcXLzRC0N/y1tQdR3R2krO+DgRhwPj+c/HePnLk/pS8swZlC99aX5BPT0NDgeT1dX86pe/tM0GbnYTWjafp7IS4/d/H3nqFMoXv4hoakKvrER/5SvRnvtcnJ/9rCk6r6w01yUlYnjYJAjLdCLUZ55Bffpp9O3bTR2JrqP09OD4/veJ/fZvg8djEg+nE8fDD6MMDppkaP9+or/7u8tqZLQXvhD18cdR2ttNTYiuI6an0U6fRj93bsn3wwpiA7PYCsyFE/b39yOEmNcFWUkQ5yZWhkws1hciU0nHQrjdbnJzc1EUhf379zM9PU0gEGB4eJiOjg5ycnLm5eVkwqRCNhbo2arpsMarZmZmNjsdm7gRMzMzXLhwASkl586dW9FsfSY7WCVj7fF2uDcbRUsmMrHTEYlEeOqpp2zb4LTZaausRH/f+xDt7Yy1tRF0Osm/776EwvBWAv1Vr0L84heIzk5kfj4iFoNYjImTJ3lSCPbu3k1NTc2yz5NoKKg8fRr99Gl0XScWi9k3a+P221F/+ENEVxfuqSlc165BVRX6c55z82PWdZQLFzB8PpNwgNmB2LEDpasLpa8PY98+cDjQfvM30e++G9HXB16v+fMERp5kZSWRv/5rHN/6FuqTT4LLRey1r0V72csgwe+L2+2mqqqKqqoqDMNgcnLSJiDxXRArkTbbipiNQLYU6pCdxxKfDbJ9+3Y0TWN8fJxAIEBnZyezs7MUFhbaJCRdLU6zkXRkqh52OcSPVyW6gZ0NyL5PMg7Juihcu3aNpqYmKisrqa2tXTHrzmTSsdaOgWWHW1FRsewOdTKRaUJyXdfp6uqivLycAwcOpN/OjsOBPHiQSH4+MyMjSSccAGzfjvYP/4D6ta8hnnoKw+Nh4NAh2g8d4viZM/ZYRCJIeJxlZgalqQl1ehp27UJWVaHX1SELC1EaGtAvXiS8axfuu+82dR43g6aZFsILcwIcDlM0PjduNbdAUzuyZQuyosK2yU3o2LZuJfbOdxJ75zuX/dvlroGKouDz+fD5fOzatYtoNEogECAYDNp5J6vNQEgm0rHAWwmybbwqWwrbpYp0h8OxaDaINaKoKMo8QfpGnRcLka2kIxu7r9Z41aZ71SZsGIZBR0cH/f39HDp0iMq5cYuVIpNJx2qL93iHoQMHDrBly5YUrG5pZEqnQ0pJf38/ExMTlJeXc+jQobQusBLtIqwa27ejv+c9RKNR6uvr0TSNM8ePr6jrk+gaRWMjymc+A319qLEYFBWh3XMP2m/8BsbBgxgHD3K1sZGioiIK45PKl4LbjaypQWloQBYXm1oUQIyNXXf7AsTVqzi+/GXUpibQNOSWLcRe/nKMM2cSPsaVYCWfl8vlorKyksrKSqSU8zIQ2trayMvLswlIYWHhuhQ42VKwp/N5vRJkW6cjke/wwmyQyclJgsGgnZ1knRdWNshGFf7ZSDqydbzKOq7N8apNADA7O0tDQwOapnHu3Lk1fSkynXSsdO2ptsNNBJlAOnRdp6WlhZGREXvmPt1v5okmp68Fk5OTnD9/ftWp6wmRjrEx1E9+Eq5exdixA11VUUdGcHzjG8jKSvS77rKfa9nXGx5GfewxlMZGM9xwchLl4kVkaakZrjg7i37HHWZHIxTC9U//hNLSgrFlCzidKN3duD79aaK5uRiHDq3oWFMJIQQFBQUUFBSwY8cOYrGYvdvb3NyMruu28La4uNgORN3EjcgW4gTZRTpWU9DGdwd37txJNBplbGyMYDBIS0sLmqZRVFRkkxCv17tu71e2ko5sOya4runYFJJnEVZ7oo+MjNDY2Ji0hOxMJh0rLd7Xww43EaS7kDwcDlNfX48QgnPnztHe3p72JAkSS05fC4aGhmhqamLnzp3s3LlzVedwIqRDPPMMDAwg9+0zOxKGgSwvR0xNoT72mE064OYFoxgawvX3f2+6TxUUIGIxxNQURk0N0uFAbtmCfvSoHfinnj+P0tmJUVsLcyMDRl4eorUV9Sc/STrpSGax43Q6KS8vp7y8HCmlLbwdGhqio6MDj8djE5DCwsKs3J1cLbKpUM+2Y1lrQetyueadF6FQyCbn3d3ddjZIcXExRUVFKb0nGoaRdfqHbMzpMAxjnqYjPz9/o5e0bsiub+caYRgGXV1d9PX1JXUkSFVVNE1LynOtN1ZCmKxW81oKxmQhnYleIBDgwoULlJWVceDAARRFyYjODKRuvEpKSVdXF5cuXeLo0aOUzY0irQaLfu8MA9HVhWhrM/M5entNDYaqQvz77vWiXLuG+tBDOL7zHfYODqIdPgzvfjcskgSvPvIISnc3+oEDpkYDYHwcJRhE//Vfv4FEiGvXkIZhE465BUNhIUpPz6qPeb2xmPDWKrRaW1uJxWLz7EfXO9QyHZEthXo2Beol+1iEEOTl5ZGXl0dNTQ26rjM+Pk4wGKS3t5fm5mby8/NtEpKfn5/UXfxs1D9kY06Hda+3SMetdH3cJB1zmJ2dpbGxkUgkwtmzZ5PKPNO5AF4OiXQM4pPZjx07ZovvNhKKoqQkSX0tkFLS19dHZ2cn+/btozpOJ7AeY0vJQCrWqWmaPY6XjHNvsTWKr30N9T//EzE4aGovcnMRwSCypua6Da6UiPFx5MgIOe94B8zO4jMMxK9+hXzsMcJf+AIsEJOr58+bblXxO3E+H2JwEKWxEaWpCeXCBTMc8LnPReblIWC+LTBm6J++f/+ajnsprMdoj8PhmJcEHQqFCAQCjIyM0NnZSU5Ojk1AioqKsm7ncjlsjlelJ1ItildV1e7+gVlnWAnpAwMDAPYoVjJGFLNxFCkbNR1WTaUoCjMzM5udjmxBohdGa+e5pKSE48ePJ709mek5HYZhLHmjmZmZoaGhwR4TSheb13TrHOi6TnNzM4FAgJMnT9qZCRZSPbaULCR7nTMzM5w/fx63283Zs2eTskt3w/f02Wdx/O3fwsQE5OfDzIyZCB6LIRoaoLYW4XCgjIwgpURtbUWqKmzZQjQaRYnFcHd34/7oR4l86lMwNmamjft8SI/HfFz860mJjERw/vd/IyYnzWBBTcPx2GPE7rkHY+tWREcHcts2cDoRQ0NIp9NMO1/seAIBRE8PuN0Ye/dCmmsn4nd7t23bhqZp9sx7R0cH0WgUn89nF1rLzbxnS5GbDccA2fN5wPp3bXJycmy76nijhvgRRUsLshpynq2kI9uOSdM0Ozh6073qFoKUku7ubnp7e9m3bx9bt25NyQUokzsd1kVvsd0GS/uy3na4iSCdSIdFzBRFoa6ubtHdrHRa782QzPEqy065qqqK2trapH1/FnY61C9/GREImJa31mvMzsLICLKwEDE4iOPKFTPnIj/ftL3dutV2n8LlwnC7UR9/HMcXvoDjZz+DyUnwepF5eeZ/T09DXp7ZLRkYsFPOjf37welEYpIHx6OPEn3nO3E88QRibsRLlpSgvexlGKdPzz8Qw8Dx3e+ifv/7iGDQtC2uqSH2xjdiHDyY8Hux0XA4HJSWllJaWoqUkpmZGXsUq6enB5fLNa8Lkm0z6ZBdhXq2HctG3bcWGjUsJOeRSMQm536/P6FskGyyM7aQrZoO65hCodCme1U2YakiKRqNcuHCBcLhcModllRVJRrv0Z9BsE6M+BM/nqxthB1uIkgXIblVWFdWVrJv374lbwjpOA62GJIxXhU/ZrZ//362bt2apNWZWHjOi+ZmpMs1P1skJwcMw+xSuFzIoiLIyUHp6kJEIkhNs8P6JICiIKamcH71q8iSEuSWLYjpaZTeXrPbMThoOldJaT6Xy4XMzZ0X+Cf9fpSODsTEBJEPfQilqwuiUYzt2xdNOld/9SscX/kKMjfXJC+xGEpvL85//3ci738/rCC3JF0ghCA3N5fc3Fyqq6vtmfdAIEBXV5cdwmaNpGTLzTgTupiJIptIRzrtoi8k51Y2SDAY5NKlS6iqOi8bZLGucDbqH7LxmKyMDl3XmZ2d3ex0ZDvGxsZoaGigqKiIY8eOpXxnLZM7HXZK81yhGY1GaWxsZGZmJunal2Rio8MBpZRcunSJrq6uhArrTNF0rHW8yjAMmpubGR0d5dSpU/h8vuQtbg43vJelpdDdDeHw9dRuXUeEw0hAHjuG4fGYjxMC9emnESMjyKoqa9GImRmk32/+U1EBgMzJQSoKYnqa2OtfjwiHweVCP3wY9wc+gLh2bfEFKgo4nSaRuAmUxx83XbWsdbjdGHv2oLS2ojY0oD//+Qm9H+lc8C6ceY/vgvT29uJwOJBSMjExgd/v3zA3vGQgWwr1bNpNT1dRvBACr9eL1+tl69atGIbBxMQEwWCQ/v5+WlpabEG63++3M3PSiUQlC9mq6bDscoG0raNSgVuKdMQXgnv37qWmpmZdLjiZTDqEEHbXYGJigoaGBvLz86mrq0vrAmAjx5U0TePixYuMj48nXFhniqZjLeNVs7Oz1NfXAyw5ZpYMLFyj8eIXo164YI5URaNmGngohMzJMcepcnNtByu5ZQuyowMxNQVXr+KUEkXXkUVFGCUlSCEgFrvewSgshGvXzCTz226zX1O/4w6cn/scMi6hXIyMIPPzMY4fT+g4lJERs1sSD1U1uy6Tk6t/g9IYCwut8fFxO8tmcHCQgoICm6QkMm6SLsiEcztRZFOnI1MIlKIodpbTrl27iEajdhckPjNndnaWWCyWNZ+RlDKriVQoFALY7HRkE6wCJBqN0tTUxNTUFKdPn6ZwkXGGVCGTSQeY679y5QqXLl1i165d7NixI+0vaBtFOixhtNPppK6uDvdcwbkcMknTsZp1TkxMcP78eYqLizl48GBKd65uIB0veQni4kWUhx82tReGAZWVGAcPopw/f8PjjW3bzG5ETg7RkRGilZXk3HYbzp/+1BSAT0wgKytNwjE5Cbm5ZgJ5HGL3349y4YJJdpgrOj0eM+18z56EjsPYtQv14YeRW7Zc15dEIqAodrclkfciU6EoCn6/n5ycHGpqaigoKCAQCBAMBunr60NRFFsLstS4SbogW4pAyK5jSddOx3JwuVxUVFRQUVFhZ+ZYJKSzs5PLly/PywbJVJ1UvLVsNsEarwqFQrjd7oz9fFaDW+JIx8fH7R3622+/fd136DM5p0PXdXRdp6+vj+PHj9tjEOmOjSjiLWH9aoTRmUI6VtORuXLlCs3NzezevZvt27en/CZ/QzfG60X/wAcwXvQiRGsr5ORgnDmDCIdR/uAPzDGo4mKzsJ+eRhgG0T/4A7RXvpJLP/kJvieeIGfXLvRYDMcTT8DoqNkxKS1FBAJod9+NXDg+V1xM5G/+Bsdjj6G0tiI9HvS6OowTJ64TiGWg33knSn09Sns7Rnk5IhZDGR5GP3JkXlcl22F9ljk5OWzZsoUtW7bMGze5fPkyLS0tFBQU2IVWQUFB2hWT6bae1SKbSEemdDpuhvjMnMHBQfbu3QtAMBiku7ubcDg879zIz8/PmM8v3lo2m2CNV1ki8kz5PJKBrCcdly5dor29fd0KnsWQqZ0Oy3UJ4ODBgxlDOGB9heRSSnp6eujp6Vm1sD5TNB0rWaeUkvb2dgYGBrjtttsoLS1N8epMLDoC5nAg6+qQdXXz1qe/6U0on/88SmeneW1wOtHuvBPtRS8CwH35MlJKpN+PUVuL0dKC0tuLMjSEDmgvfCGxN77xRiIhJeTno73kJfCSl6zqOIy9e4m94x04vvMdlEuXkA4H2gtegHb//Suyzc2m0R4LC8dNIpGIrQWx8g+sIqu4uHjDuyDZ9BlkE+nI1E7HUjAMA5fLRUFBgZ2XNTs7a3cI+/v7AezuYHFxccLd+I2Ada/JVtIxMTGRNWYZiSLrSYcQYtFchPVEJuZ0WLv2lZWVGWlZt15Cck3TaGpqYmJiYk1je5nS6UhU0xGLxWx3uLq6unW9sCasOxEC481vRj95EuPnP0eJxTAOHkQ/fdrWbDhmZ5FOJ0pnJ86vfQ3GxszxLE1DzM6i33UXxDnfib4+1EcfRWluNjssdXXoz3vedQH7zWDZ7YZCyOJiZGkpxpEjRA8dQoyNIZ3Oea+1ietwu91UVlZSWVmJYRh2/sHAwACtra3k5eXZBKSgoGDdi5hsKtSz7ViyqaBdjEQt7BBOTU0RDAa5cuUK7e3teL1em4T4fL60utdbzlXZ8n2zEN/pyCRtWjKQ9aRj+/btG17wZ1KnQ0pJV1cXly5d4uDBg1RVVfHLX/4yIwrieKxHER8Khaivr8flcnHu3Lk17aZmipA8kXVOT09z/vx5cnNzOXv27LqPMy5LOqSE4WHE9DSyvBx54ACx3bsXLT5iZWW4Ll3C8dhjMD5uOklJaY5hTUzg/PSniXz84yAE4vJlXP/yL4jBQaTfD5OTOP/1X3H8+MfEXvtajKNHbVH5DQgGcXzzm6htbRAOIwsKME6eRHvxi80E9VV2GZOZq5IpUBSFwsJCCgsL2blzpy26DQQCNDU1IaWkqKjI1oOkytBgIbKlsMgm0pFtIuXljif+3NixYwexWMzOBmlrayMWi83LBtno0Z9sdK6C+UJyr9e70ctZV2Q96UgHZArpWMoON1PWH49Uk45r167R2NjI1q1b2bt375pvXJnW6Viq8BgZGeHChQtUV1ezd+/eDblh3bTQHhtD+dKXTAH57CwUFaHddRfcc8/8HI85RHfsIPfJJ1EGBjD8fohEELEYsqAA6fWitLUh+vqQ27ejPvYYYnDQDO7TNNRnn0X09CAaG1HPn0c/fJjYS18KVVUYu3eDRVKlxPGNb6A+8wxGTQ1s3YoYG0P98Y+Rubno996bujcrQ7CW79FC0a3VBbl69aq902sREJ/Pl5IiNFuI383O/UxEth3LSkmU0+mkrKyMsrKyecGdwWCQnp4enE7nvGyQ9d5AysaMDjAnJNxu9y2XRg63AOlIhwuKNeqTzhe4iYkJ6uvrKSwsvMEON1NJRyrWHB+MeOjQISorK5PyvJlEOuDGm7WUkt7eXrq7u+0O2UZCSgmjo2YSud9vZnUYBuoDDyB+8QuzY1FSAqOjOL78ZRyqivGCF9zwPHpBAaGDB5GPPGKSElVFFhYiCwvN3I+5USsApaXFDAYUAqWtDaWzE5mXZxYDQuD47ndxPPggsqoKo7qa2Nvfjv785yP6+1Hb2kzXrDmiL0tKIBpFfeop9DvuSGw862bvxeoeiPrLX+L4zncgGMQ4ehTtVa9ClpWtei2rW0byCvaFKdCxWMwuslpaWmzrUWve3bOG932x1850WJ9FNhwLZFenw/psVtsZWBjcaVlWW25xzc3N5Ofn2wR9PcYUs7XTsVBIfish60lHOiA+1TvdrNGklAwMDNDW1rakHW6mFMTxsMaAkkn0NE2jsbGRqamppKfYZ4qQ3LrJxBeCuq5z8eJFxsbG1t2OejGo0Sil3/kOjoEB0yI3Nxfj3DnkyZOIxkbktm3XtRFbtyIvXUJ99FGM5z//evdhDkIIpg4dwti1CzE6iqyuNkXjUqIMD2Ps2WM+H0BeHgQCoOsoPT1ItxscDpiexhEIgJRIh8PUiPT14frwh4n4/aZ+JBw2Hx8HmZeHmJgwgwmTWPwmCuenP43rE58wbXqFgB/9COdXvkL4P/8TuWPHuq8nFXA6nZSXl1NeXj7PevTatWt0dnbi8XjmdUFWWwCl84bTSpCNpCObjgWSJ7q2LKv9fj+AbdYQDAZpamrCMIx5Y4rJJOgWsrXTET9etUk6NpF0WDcqTdPSinToum4Hb93MDjcTOx3We56snZLp6Wnq6+vJycmhrq4u6W44maLpiO90AITDYerr61EUZUW5JKlE3ve+h/OnP0Xu3Qs1NTA5ifLd7yK7u2FmBhYUzLKgAGV8HKamTOvcOAghMLxeYm95C65/+ieze+HxmGnmRUXEfuu3bNG5XleHs70dGQiYAYKaZo5XRaNmR0RRELEYQtcxtm1D6erC8Z3vEPud3zEJxtiY2ZWxXntsDIqLkatJqx0fR2lvJ3doiOnt21f8cNHbi+tTnzLfH6ubp+uIvj5cH/84kX/6p5WvKc0Rbz26bds2NE1jbGyMQCBgz7sv7IIkWrBmwrmdCLKNdGSTkDzVTk/xZg0WQQ8EAgwPD9PR0UFOTo59bvh8vqTUOtna6YjP6dgcr8oypMPF0XJfSKfCfWZmhvr6elRV5dy5czcVU66n/WyyYF14k3HRGh4epqmpKaU6hUzpJsW/r2NjY9TX11NWVsaBAwfS4+YdDOJ95hlmiorAGgMqLUUCorPT3LGfmrLHmADE5CS63z/vZ/GQUqK/6EVEyspw/PCHiIEB5M6d6GfOIPr7cX34w0i/H/3MGbRf+zXUJ5+EaBTl6lWkEMicHEQkYqaJx2KIYNDssHi9ZkekshLj+HHURx+FaBSZm4sYG0NEImjPfe4N3ZebQkrUH/wA5//+L2JkhMpIhEhpKcof/RHGmTMJP43j8cdhZgZZXn79h6oKXi+Oxx4jEg6vaeQrE+BwOCgtLaW0tNSedw8EAoyOjtLV1YXb7bYdsYqKipa9zqTDvWitsEhHWpzra0S26VOs+8d6HE88Qd++fTuapjE+Pk4gEKCzs5PZ2VkKCwvtTslqs0GytdOxOV61iZQjnWxzLRH0li1bEgqxWy/72WQivjheLeKdvA4fPkxFginQq0GmkA7rxjE4OEhXVxd79+6lpqYmbW7cIhhEmZkhtpBAFBTA2BiypgbR1WWmfOfmmrqPcBj9135t0eI+XpRunDxJ9ORJ8+c9Pbj+7u9Q+vrMx0WjqA8/jPbWtxL9kz/B+W//husLX7juVhUOm65XbjfMzCBmZ83XrakBQHvZy5BeL+ozz5gdjqIitDvuQI/LFUkESn09zgceMNe7axfRiQmcg4O4PvlJIlVV5nhYIljiWiUBIaV5LOuIjf5+xc+719TUoOu63QXp6OggEong8/lsEuL1em/QPGUDsqnTkU0ECq7rUzbis3E4HJSUlNjZIOFw2HaM6+vrmzeq5ff7E+6IZ2unI368ajW5XpmMTdKxTkiHEaXF7HATgaqqxGKxFK8uubAuvKt9z2OxGI2NjYRCoXlOXqlCppAO60bd3d2dlgn1srgYIzcXx9TU/F9MTEB+Pvrv/i7KQw+h1NdDMAiFhWivfS3aXXexWOmx1A3c+ZWvoFy6hLF/v+16Jfr7cfzP/6B/4hPoL385xiOPmCNJoZAZTiiESTp0HTEwAHl5piUuQE4O+ktegn7nnaaGo7BwaXvdm0D96U8RMzMY+/aZ74fTSaS6mtyrV1F/+Uu0BEmH9pzn4MrJQUxOmmsBMAzEzAzavffCLWbzuBCqqs4rsqwuSLzrT3wXJFt21LOJdKxnZ2A9kE6ieI/HMy8bZHJykmAwyODgoJ2bYxGQwsLCJYlFtnY64serNjsdm0gJNpp0RKNRO6xtpUW0qqrMzs6mcHXJhxBi1R2aqakp6uvryc3NvcHJK1XIhDyFaDRqJ9QfO3Ys7QgHAEVFzJ49i+sb34ChIfD5YGICMTKC8ZKXwJ49GLt3Y1y9aud0GPn5EI0u+ZQ3fC6TkygXLpijR3E3RFlVhdLZiXLxIvqhQ8iaGgiHMUpLERMTZur52Bi4XBhbthB9+9sxTp82Hzw7i+jtRenqMgv94mL0s2fN9a8AyrVryIWjkkKYOSLj44s/aHwcx49+hPqLX4Cuo58+jf6CFxB785txPvAAYmjIPE5dR1ZUEHv3u1e0prUi3c8LAK/Xi9frpbq6Gl3Xbdef7u5uwuEwHo/HDmbL5DCwTPgsEkW2djrSDYqi4PP58Pl87Ny5c55jXGtr6zytlN/vn9clzNZOhzVeNTMzk/INzXRD1pOOdLm4byTpGB8fp6GhgcLCQs6dO7digVem7MIvxGrWPTQ0RFNTE9u3b2f37t3r9v1J9/d4amqK8+fPU1BQgBBi3QLVVoPwffcxEwjgGxyEgQHTveplL8N4zWvMPxACqqqwy6ebvO83JYOL/VxK8/mLi4m97nU4P/tZlMuXkV6v2YUpL0d74xuJvf71ZrfAMHD+x3/g/MxnUPr7zcLe58OoqkLu2EH0z/4Mo7Y24WM3du3Ccf68uWZL9D933ZGLtfFDIVz/+I+ozz5rCtaFwPk//4Pa2EjkT/8U/ehRHN/+NkoggH7iBLHXve66W9cmFoWqqnaXY8+ePYTDYXp7exkdHeX8+fOoqmoLbjci+2AtsNye0uW+uhZsdjo2Bgsd40KhkD2K1d3dbWeDFBcXE4vFMuKYVgqLTE1PT292OjaRGmwE6ZBS0t/fT3t7O7t372b79u2rusBudJdmtVhJIS+lpKOjg/7+fo4cOUJ5vIB2HZAKi99kYXh4mMbGRnbs2MGuXbt4+OGH05ogkZPD8D33sLO2FhEMmtkZa0j0vgEFBRi33Yb68MOm25SqgpRmEnlpKfqhQwBor30tsrwc9Qc/QJkLDdRvvx3t7rvt8STnAw/g+shHTGtfTQNVRYyPo+TkYAiB8xOfMJ2iEtwo0J7/fNSf/QylvR2jogJ1chL3tWsYR46gLaIPUZ96CrWhwQwrnBvnkhUVKK2tOJ54Au3++9EXyS/ZROLweDz4fD4ikQhHjx5lYmKCQCDApUuXaGlpoaCgwC6yViu4XS+k4/VptdgkHRsPIQR5eXnk5eXZWimrS9jb20soFMLlctnjivn5+Rl3jAthGIZNOmZmZjbdqzaRGqx34a7rOs3NzYyOjnLixAnba3s1yET3KkicdFijZ7Ozs5w9e3ZDLgLJdNtKFuKDEOOF9Olu72t3J/z+eRa0a3kuMTSE+stfIsbHMSoqiL3oRYieHpT2dpMQaBqysJDYb/4mWK8pBPqdd2IcOoTzH/4Bx89+hvqDH+D+i7/AKCnBOHwYx2OPmYTF0nuoqmm1OzKC3LkTpbsbpa0NY47ILAe5cyfR974Xx5e/bD42FmPi5El8f/iH19cVB6Wr67rA3YLTiczJQbl4Ee6/f03v3yauQwiBoigUFRVRVFTE7t27mZ2dtXd5+/v7EULM64Ik25p7rcgm0mHZ5WbL8WQi6ViI+C4hwMWLF9F1nZmZGQYGBgDm2Vanc8d9KVi11KamI0uRLhcUVVXR5pKLU41QKERDQ0NCdriJIBPdqyAxsjQ5OUl9fT35+fnU1dVtWI7KYqF7GwlN02hqamJycvIGDVDa6U+GhkwbW78f5sItk7m+3NZW3H//96a2QUpQFNMZ6v/7/1B7exHd3eD3o587ZwrL46FpuP7qr3A89JDpCBUOIyIR1KtXUXp7TdF4Ts71sSy4bq0bDiMMw3S+WgGMHTvQ3vAGCIUYEIJQbi6FS4xEyZycRcfLRCyGTKMduHS5jq8WS30fc3JyqKqqoqqqyhbcWgSkpaXFToAuLi62Rxs3EtlEOrIpGBCyg3QshBACn8/Htm3bkFIyNTVFIBBgaGiIjo4OPB6PrQVJxLY6HRCfpxIKhTY1HZtIDdar07FSO9xEkKnjVcuRpatXr3Lx4kV7bGgjb0DxwrmNhpXh4nQ6Fw1CTJv09NlZ1H/5F8QPf4iYnoacHIyzZ1Hf/OakkQ4lGqXim99ETE6ajlCKApqG0t6O83vfI/rnf24KxEdG7NRwMTSE0tRkEgnDQH3iCZNQ5OTY60TTzNBAVUWEw2anQdNM+13DMP8+HEb6fIhLl3A9/LDpwFVejnbPPRgHD964WClxfP/7OL7+dTM93emkrLKSwfvvhwMHFj0+4/hx5Pe/jxgasjM5RDAIDseKcj1SibQiuGvActeXeMHtrl27iEajtiPWhQsXAOZ1QTYiiDObSEc2BQNCdpKOePcqIQQFBQUUFBSwY8cOO7wzGAzOs622SEi6GjZommZ32DY7HVmKdNiZTXVOh5SSzs5O+vr6OHToEJVWinASkG3jVYZh0NHRwcDAAEePHqXMCpHbQCQjVyQZCAQCNDQ0UFlZyb59+xa9iaXLeJXyH/+B8r//i/T7TaeoUAjlRz8if3ISaYnG1wh3dzc5Q0MYBw5cd6pyOJCVlSjPPIP7934PtaUFZmfB68WorjbHpSzL3lDIJCRlZaZzFZjPM9fNkF6vST6sTkc4bGs7lEuXMIqKyHnveyESMQlJQQGOb36T6J/8Cdp9981bq/rEEzj/7d+QDgfGli0QjeJpaqJqfBzq6sxcklgMcekSQkqMbdswDh5Ee/WrcXzzmyitrQDI3Fy0++5Dt5y1NrFmrKZYd7lc8xKgrS5IvO2oRUAKCwvXpeDMJtKx2elIf1guT4thYXinlQ0SDAa5dOmSbdhg/ZMuo4rxI9SbieSbSBlS2S2I1yTU1dUl/UucyeNVC9dt2b5Go1Hq6urSZpfBcoTZqPdZSsnly5fp6Ohg3759VN8kzyEdSDyTkyg/+AGyoABKS82f+XxIIXA1NOA9ezYpLyM0zew8LLjxSUVB7ehA9PRgVFWZ6efDw6iPPILcutUMGxQC0dpqkopQaO6BEmIx06JXSrPLAeb/u1x2KJ90OGBuDAtAlpRAJIJUFJidxfmJT6DdfjsUFdlrUh96yNSW7Nxp/iAnh8i2bbj7+lCffhpZUoLjK19BuXwZAKOqCu0Vr0B7xSvQjx9HvXgRDANj/36MPXuuj3ttYs1Y6/kihKCwsJDCwkLbdtTqgly8eBHDMOziKpWz7tlEOjY7HemPRI9JCGHbVm/duhXDMJiYmCAYDNqjihtB0heDldERi8WIRqOb41WbSA1UVSV6kyyA1cKyw/X5fBw7diwlmoRMHa9aSDomJiaor6+nsLCQ48ePb5h+YylslG2uYRi0tLRw7do1Tp48SVFcIbsY0mK8anQUMTVlOlPB9QTt/HyUwUGcwWBSXia2cydRn4/cK1fMbgqAlCg9PYjZWYy9e820czD1F1YeRjQKOTnIffuQFy7A+DiysBCh6ybpALOolxJUFWPbNlNHISVGba0p8NZ1xPCwSXp0HTweM/ivrAwxOor67LPod999fU0DA6btbTycToSUZn7IN7+JCATMbowQKAMDOP/jP4j6/cidO9F27EjKe7aJxZHMYt3pdFJRUUFFRQVSSqanp+fNunu9XpuA+Hy+pBVY2UQ6sq1Iz7bjgdUbq8QbNlijilYXpLm5GV3X8fl8NgnxeDzr9r22ujfT09MAm52ObEQ67Mwmu3CPt8Pds2cP27ZtS9lJk+4ZEkshfixscHCQlpYWdu7cyc6dO9PyxrkR39NIJEJ9fT2GYVBXV4dnTpdwM6TFeFVpqdnlGBlBXL1qposDeDxIj4fZNbpWWZCFhVy7+278jz2GaGszx6GmpkxdhtdrjixZ0HXbyYpw2PwbRUHfv98UjYdC87M9VNUetRK6jrh2zRyrGh1FaJrZ7bCISSRiPp+uI8bHEWNjOL72NdA0cwzK78eoqTHzNuJGK0UshhQCEQgghoZMLYilH9q9G6WlBfWpp9Cs7kiaIh3P15UgleeLEIL8/Hzy8/PZvn07sViMsbExAoHAvPA1S5CeyDm+FLKpO5BNBAqyM707WcfkcrnmkfRQKEQgEGBkZITOzk7cbrdN0ouKilK6IWkRqdBc9ztdpi3WC7cE6UgHJJN0WHa4gUBgzXa4icBae6ZdpC3S0draypUrV7jtttsotUZx0hDrTe6szo/P5+Pw4cMJ7yilRacjPx/j+c9H/djHzCLf0isEAogdO4iuoGWtaRqBQACfz7doUNvouXNEzp7F8dhjiKtX0Xftwti/H/eHPgSTk9dHnLxecy0WIQGTJDgcRN/1LpTz53E89RRiZsbWgEi3GzE2dr2jAYi5kEByc83fx2Im8ZiZgUjEJFluN9LpxPnNb6I2NxP9rd9Cf8ELUC9eRFy6ZIrCo1HcfX1Mb9uGu7DQJETx568lbh8aWvXHsInEsJ7XTqfTSVlZGWVlZfMKrGvXrtHZ2UlOTo5NQHw+34p2kjPtHnAzZFtnIJsIoYWbaTpWi/hskG3bttnZIFY4YTgcTml2jjVeFQqF8Hg8GeG4lUxsko51QrJIRygUmucstB4+1dZJkU4ZEomiv78fh8NBXV0dXqsQTFOsJ+mwnLt27drFjjmb2USRDp1DAKqqzOyJcNgcWXK5THG004nv4kV42cuWfYqZmRmeffZZotEomqZRWFhoF2S5ubnmsQLG6dNEFwirtZ/+FMd3v2vqKOZID6qKdLkQIyNmB2NwEBEO4/ze9xDBICISQW7darpFFRUhpqfNrobHY3dBpNeLmJxEzM6azyWE2V2xfu/xoJ0+jaytRdc0lLY2c9TqrruIvv3tOL/+dZSrV5FOJ6HbbmPwpS8lPxJBfewxk9hYhYmUpkPWYknlaYS0+K4lARtRrC8ssOIdf9rb24lGo/PGTLxe703XmU2kI5uOBbKPRMH61BwLs0EWZucA8wTpa625LCJlOVdl03cwEdwSpCMdPtRk5HQMDw/T1NTE1q1b2bt377pdYKzXScWuQ6owMTHByMgIOTk5nD17Nu30G4thPUhHfPL6ap270mK8ChC9vcidO23nKnJyzI7HxYt4BweXffzY2Bjnz5+nsrKSHTt22HO/gUCA3t5enE4nXq+XWCyGpmk3fIei730v5Oai/vjHiNFRiEYxamtBUVB6epAFBYgrV1DGx5FuN9Lng2gU0d+PzMsz3aymp+0Oh9y61eyMjI6aHROn09SAuN3zRq2k14syPIzs70cZGoLBQRxf/zrGbbehv+AF6HfcYeo73G6uSYkxMIAsLDQdt9rbTWcrIVAGB5Hl5ehJEt1vYmmkw/kCNzr+zMzM2N/57u5uXC6XTUAWGzPJpkI924r0bDse2JhjWpidMzU1RTAY5MqVK7S3t9t6Kb/fv+JOIVyvo8bHx2+50Sq4RUhHOmAtnQ7DMOjs7OTy5cvzkqHXC/GdjkzAwMAAra2t5OfnU1BQkBGEA1I/thSLxWhsbCQUCq0peT0txqvAzLCIxUyyEbf7JHSd2DJdLes7Ultby9atW4lGo+Tk5LBlyxa2bNmCYRiMj4/T39/P7Owsjz/+uL0jXFxcbO4I5+cT/dM/RbzlLTg/9SmU3l7ktm3mSNTAAI6HH0aMjZldDMNAuXYN6XKZGR26jszPN8MBPR6Mo0cxtm8HQBkYQGltxThwAKOkBKW/H+PgQZSODpSWFlMY3tqK0teHLCw0RetTU7g+8hGif/AHyOpqjL17EaOjlH7sY7iffhq3y4X0eJCFhShz1r1GbS3aK15xXSC/EIEAjh//2MwoOXLE1I5kWVGzXkjHYl0IQW5uLrm5uVRXV6Prut0F6erqYnZ21s49sDp/2WQzm03HAmYxmyn3ukQgpdxwnYqiKLZr3I4dO2y9VDAYpK2tjVgsZnfH/X5/Qp2LeCH5ZqdjEynDanM6IpEIFy5cIBKJpMQONxEIITIiq8MwDNra2rh69SrHjh0jEAik/ZrjkcoOQigU4vz583g8Hurq6hbVLiSKdBmvkmfPwsMPw+AgzImnxeAgMj+fsX37Fn/MXKdnYGCA48ePU1xcvCiBUhQFv9+PrutEIhEOHTpEIBAgEAjQ09ODy+WipKTEvNmMjiJGR83wwDmyI3QdMTlpdifmdrOkYUAohCwpQVZUEPuDP4DxcZxf+YqZpj73mUivF/3wYaJ/9Vc4//3fTbvcmRkYGQFdR8L1bA+PB/Ly0A8dQvT04Pjud4n93u+ZSegf/CDORx8l6vUiKyvNUa6xMfRTp5AVFRgHD9pEZyHURx7B/cd/jBIImGNjQqAfPUr4i1+EkpI1fnK3JtK9uFBVlZKSEkrmPt/4LojV+fN4PGiatmjnL9OQbRqIbOt0WNfldJquWKiXss6RYDBIT08PDodjXoDnYvdZi3TMzMxsdjqyFelwsV9Np2NsbIyGhgaKioo23OI13R2sLBcmXddt/cbY2FhKbIpThVS9xyMjI1y4cIGtW7dSW1u75vMhXcar5JEjGG94A8rXvgZzwXYUFxN59auZXISca5rGhQsX7E5PIhd8672yPODjd4QDgQDt7e3k1deze3gYysrIjcVwOp2m2FtRzNEpS0cx94+YnER70YvMcD9NQ4RCqN//Pmprq6kP8fuJ/dZvmaSgqgrHpUuIUAhhGMiqKsSVK+ZzOhyI6WmMrVuRVVXgcqE0NsL0NI4HH8Txve+h6zruqSnUqanr4169vcjqavjWtzD27iXywQ+ao13WMQcCJuEYHjYJh2GAlKhPPonnpS8l/L3vzcsHSTXSsUuwUqTD+bJSxOce6LrOxMQEly9ftjt/BQUFducvXdOfb4Zs63Rsko71xcJOodUdDwaD9PX10dzcTH5+vk1CCgoK7M1bt9vN9PR0SjaRH3vsMe68885Ff/erX/2KU6dOLfq7X/u1X+OnP/3pvJ+9/e1v51//9V+Tur5bgnSkA1ZCOuKD2lJth5so0jmrwyJnfr+fQ4cO2RepTAs1TDbpkFJy6dIlurq6OHDgAFuSJBhOl/EqhMC4/36Ms2cRzc0gBPLgQbS8POQTT8z705mZGc6fP4/b7V5Rp2exrk78jrCUkqjTifrUU4wHgwRGR3E4nZTHYuQJgXA6EeEwMifH7HrMdSjUxkZyXv969DNnMA4fxqFpiEDAdKe6dg3nJz+J4fOh33EH6rPPonR3m6NZHo+p9XA6TctgKZGlpfPHnsbHcX7hC4hIBKOoCENKHHPZIlJRIC8PY+dO0HWUlhacn/400Q9/2Ha2Uh966HqHA8zQQoBYDLW9HecXv0jsXe9a3Wd2iyLTiZOV7jw7O4uUkn379tldkL6+Pvv3N9vhTTdsdjrSG9Y9JlOOyeqOW26ikUjE7oI0NTWh6zqf+cxn2LVrF3fddZctJE82zp07x9W5UFkL73//+3nkkUc4efLkTR/7u7/7u3zoQx+y/z8V5jubpGOdYBXAy918NE2jubmZYDCYUFDbeiFdSUd/fz9tbW2LkrN0784sRDKL+Xhb5VOnTuHz+ZLyvJA+nQ4bFRWmRezcZy9mZuatb2xsjPr6eioqKti3b98NN7HlisGbHasQAvfRo7iOHiW3pQWtpoawYRDzetGFIObx4DAMHOGwOXKlaRi5uYirVxGdnahPPGGOSVlp5NEoIhZDvXgRz1vfivbKV6KdPImrsRF1cNAUlBsG0jBQRkbMY372WWRuLmJgALllC+6PfQxx+TLS6TSfe444CV1HANLttvNBZHk5an09YngYOacVE+PjppBdSnvka+5gwTBw/OAHxN75zoxMLBeDgzh+8AOUlhakz4f+/Oej3377uhxLJpMOC9b9y+PxzNM/TUxM2ASkpaWF/Px8m4AUFBSk5bFvdjrSG5aeI1M/I7fbTWVlJZWVlUgpCQaD7N69m0cffZRPfepTeDweysrKePDBB7nzzjuTlkxuZZJYiMVifPvb3+Zd73rXsu+l1+tNuWb4liAd6fCltXbfbyb2irfDPXfuHG63ez2XeFOkWwEfn6JtzeYvRLqteTkka72zs7PU19cDpMRWOV00HQCisRHx6KMoly4hS0sx7rgDcewYYBZIV65coaWlhdraWmqWEkzf7PkTuXa4XMTe8AYcX/sajs5O8qNR2LcPtm3D+atfYUxOElNVM0fE5cLIy8M5NYXIyQEpTXtdIcDtNserHA7TbjcSMcekvF6ky4XUNDPjA8xgQcMwLXXHx3H84AdQUIAcG4NQCGVsDAmomoa0WvhSgq5jVFXZRbZ0OK7nhszBDhCM/4ylNMescnLMbk0GQnR3437/+00Bfk6OSe5++lO0N76R2FvektLXTpfzZa1YrDsQn/4M5g5vIBAgGAzS39+PEMLeAS4uLsZldc42GNlWpGfb8Wy0iDyZEEJQXFzMX//1X3P+/Hny8vJ4//vfT19fH+9973vp6enh3Llz3Hvvvdx7770cO3Ysacf+4IMPEggEeOtb37rs3/73f/83X/ziF6moqOAlL3kJ73//+5Pe7bglSEc6YDnSMTQ0xMWLF6murmbPnj1pd7KlU6fDKqqllDdN0c4E8Xs8ktFBGB8fp76+npKSEg4cOJCSedh0Ga8Sv/oV6mc/C9PTyMJCREsLaksLzpe/HHJzaW9vZ2BggGPHjtni2CWfawlykSjBkhUVxN7xDsTAAGJ2FqO8HAoKzAyNJ580OwetrYgf/xglFGLW7UZKiTsSwSmlnZkBIAzDTisXMzNIXYctW8xuiKaZxb8QZsfC7UaWl5sCeocD4/BhCAZNIhGJmBa8s7MI82CQ+fnX9RtSooyMYOzcOS+rQ3/uc9GPHkX95S9NgqGqZhdGUTByc9etM5BsOL/8ZZS+Poy9e0FRTEH+8DCOr34V7c47kdu2pfT102Hza61IZEzM7XbfYDkaCATmuQounHPfCGyOV6U3MjEXLBHouo7P56O6upq9e/fy8Y9/nEuXLvHDH/6QH/7wh3zkIx/B5XLxp3/6p7znPe9Z8+s98MAD3HvvvWyN0+0thte//vVs27aNqqoqGhsb+dM//VPa29v5xje+seY1xGOTdKwTrDahpmnzOhiWHW5/fz+HDh1adzvcRJEupMMalSktLV22qL7VNB2Dg4O0tLSkXAeUFuNVmobyve+Z4Xb79wMgAQYHUX/0I5x33821a9eoq6tb89xswseqKMiaGuL/2ti/H2Nufc5/+zccP/oROBw48vKQ4TBijmjMg66b/4DdARGjo5CXZ3Yk4rsOgMzNRTEMjOJic2zK70cWFyOuXkUqCuEtW1ClhJIShJUhkpuLmJpC5uURe+Mb549RqSrhL38ZzytegXrhgrkWtxuZl4fcs4fYb/7mKt7FDcbsLOozzyCt92gOsqwMpbMTtakJLYWkY8PPlyRhpdqUeMvRnTt3zsvCaWpqQkpJUVGRLUhfz+7+5nhVeiObOh3xsMhUKBSyJzS2b9/O29/+dt7+9rejaRpPPfXUDbXN+973Pj7ykY/c9LlbW1vZF+fcODAwwA9/+EO+8pWvLLuut73tbfZ/Hz58mMrKSu666y66u7vZtWvXSg7xprglSEe6XFgW2uZadrjRaHRNuQnrgY3uGsSL62tra6murl72c71VxqsMw6C9vZ0rV64ktKu/VqRFp2N01NzdX0DStZISJp56Cs/Roxx/yUsSGi2z/OCllKiqOu9Gt+pRMinNrsf4OLK0FFlRgX7mDNLjMa10CwpQwmHEcs8tpSlEj0bNoMA5JynADBcElNlZ5NyoFVNTiJkZjOpqlFgM5fJl8jo7UXUdnE5kfj7Gli3I3Fz0Y8fQXvYyjDNnbnxdn4/wQw+ZI2M/+AHMzGCcOkXs1a9GJnIDkhLl4kWUhgZT8H/ihGkpvIprcVJE2EKYZGNhQKuV8p7iHdVMF5JbWGuhbs2bV1RUIKW0uyDxwWsWASksLExp0bnZ6UhvZGunQ9M02zJ3sZrP4XBw++233/DzP/7jP+Yty4yB7ty5c97//+d//ifFxcW89KUvXfE6z8zdF7q6ujZJR6YivlsQ77i00Xa4iWAjuwa6rtPS0sLIyMiKxPWZRjpWU8zHYjEaGhqYnZ1N2AZ2rUgLTYfbbe7ORyL2j2ZnZxm+dAmf14vhciV0Tkkp573n2lxRamXTrOo4JyZwfuELqOfPm/ka+fnodXXEXvtaYm96E66PfxwxPIyYG39ado3xnY9FYHVLHL/4hTmC5XIhhTDHvABF182iW9NgchIlEiH23OcS/eu/vvHJNA1x7RrS6wWfD+31r0d7/etXdvy6jvOTn8Tx4IO2BkXm5aG95jXEfud3NmY0y+1Gv/12HF//+vVMFCkRV64g/X6MOR1QKpENpCOZ5EkIQUFBAQUFBXbwmtUFaW5uRtd1uwvi9/uXHKNdLbKtqM2248nWToeV0xEKhVYkHi8tLaW0tDThv5dS8p//+Z+86U1vWpWbXENDAwCVcxlYyUJ6V7pZBlVV0TSNS5cu0dnZyd69e6mpqcmIm9FGjVeFw2Hq6+sRQnDu3LkViaIzjXSstMidnp7m/Pnz5ObmUldXt27ENS1IR1ERxrFjKD/6ETI/n6lYjNGrV6mYmsJ97BihOceQpSCltAmHYRi4XK55/28YBrquE4vFkFKiaRqKoix/E5QS5xe+gOPRR+38DDE+jvr97yPdbmLvfCeytBTn5z6H0tlpjk0tg4SvDoZhjl9Fo+Y1RddRhDB38d1uEAKhaUghcH71q8Te8Q6kdUOREvXhh3F++cuIwUFwudDvuIPob/82zFlAJgr1Zz/D+Y1v2F0VADE6iuNLX0I/cmTxzso6IPb616O0taG0tZk/MAxkYSGx3/qtGzpmycaGny9JQio7Nk6nk/LycsrLy5FSMj09TSAQYHh4mI6ODjwej01AfD7fmgvszU5HeiPbSJSF+PGqVG4S/uQnP6G3t5ff+Z3fueF3g4OD3HXXXXz+85/n9OnTdHd386UvfYkXvehFFBcX09jYyB/90R9xxx13cOTIkaSua5N0rCMURaG7u5twOJxWdriJYCMK+EAgwIULFygrK+PAgQMrvqBu9EjYSrGS9/jatWs0NjZSU1PDnj171pW4psv7arziFTAyQujJJ5mdnmZLURGugweJvfGNyO7uJQu9eHIB1/VWVncDsG1AOzo67DyOhV2Q+L+3IAYGUM+fNwnH3PktS0pA01B//nO0++5De93r0O65B/ef/znOb33LJApLfe6WiDsRWI5T8c8lJULTzNewLHRVFcJhlM5O9DnSof70p7g++lGIRk09SCSC4+tfR1y5QuRjH4MVEFr1Zz+DWMzUT1jLKC1F6ejA8cQTRDeIdMjKSmY/9jEcjz2G0tWFLChAf85zMA4cWJfXz4TNpeWwXmNiQgjy8/PJz89n+/btaJpmZx60tbURi8UoKiqyBemrcdjZ1HSkN7Kx02Hdd1RVTVk4oIUHHniAc+fOzdN4WIjFYrS3tzMz14l2uVw8/PDDfPzjHycUClFdXc0rX/lK/vIv/zLp67olSEc6XFimp6cJhUJ4PJ60s8NNBOvZ6ZBS0tfXR2dnJ/v27aO6unpVz5OJQvLl3mMpJT09PfT09HDo0KGktz4TQVpoOgDN56PprrsQ5eXs9/txlJejHz0KXi8sQTri9RuwdPDUyMgIzc3N7Ny5k23bts17nNUFsWB1QBRFMTMuZmbMhPD4183PR7l2DTExgSwsNMXe5eUYxcWIQOC6FW485roV9n+bB7D0G2LpExTFdMBaiGjUJA9zaebS0v5IaRKM2VmMudldiSlQV+vrUZ59dkXdCTE9vThJEQJCoYSfZ/5Dk3QN9/nQ7r8/Oc+1AmSLpmOjjsPhcFBWVkZZWRlSSkKhEMFgkNHRUbq6usjJybEJSFFRUUI75NnY6ciG75iFbOx0WPcNRVGYmZlJaafjS1/60pK/2759+7z7Y3V19Q1p5KnCLUE6YGNHQoaGhmhqasLtdrNt27aMIxxgniTaQhFmCqDrOhcvXkxKOGKmjVctV8xrmsbFixcZHx/nzJkzFBQUrOPqriMd3KvC4TDnz5/H6XRy25veZI5Hzf3OEmcvXKNFHKwdwcVu0FaKe29vL4cOHaKsrMx8zgVdkPjniu+aqH4/jrw8GBuDuPlbMT6OLCw09QRgum91d6OMjprEYmEuxo0LW83bNP/xVhdE09BPnbJdtZidNXNOFgZIer0Qi6H0999IOiYmUJ9+GgwD/eTJeSNY+m23maGHsdh1V6y5JHbj8OFVLD3zR5Oy4RggPciTEIK8vDzy8vKoqalB0zTGx8cJBAJ0dHQQjUYpLCy0Beler3fRNWdTZ8AaF82mIj1bOx3AqjQd2YJbhnRsBAzDoKOjg4GBAY4cOcKVK1fSYixlNVBVlUicaDcVmJmZob6+HlVVkxJql2mk42bFvFVkOxwO6urqNpS4brSmw7JNLi8vZ//+/UsmjMevMb5TsRThsAIng8Egp06dWvKGYL2edYO3Oh+GYWCUlRE7cwbXQw9hRKNQUICYmEBMTaG96EWm7S2gnD9vWtrOhQDaY1QWYYLlna2WgN3lsJLIwe6YSIeD6K5dcPQoOW96E7hcaHfcgczLQ1y7BvEhm7GYaQO8gPg7vv1tXB/9KCIQMJ/T7yf6rnehvexlqD//uamZ0HXUhgaMsjJwOBDT0xhHj6I9//mrOqZMRzoU68lAOh6Hw+GgpKTEHoMMh8MEAgECgQA9PT04nU6bgBQVFdnat3Q8ltUiflQ0W5CNnQ5LGyiESLmmI12xSTpShEgkQkNDA7FYzM4KGB4ezmjSkcoCfnR0lAsXLlBZWcm+ffuScvG0ivhM2dFaiiQFg0EaGhqWLLLXGxs5XnXlyhWam5uXNWGwiNFCwfhShCMajdLQ0ICUkjNnzqyI1MULzA3DQP7mbxLzeFCfeAIxMoLMz2f23nvRXvAClLk1qM3NpvOWx2Pa4cZiZrdjruOxWsIxD1Jet4J1OsEwmDh+nLDTifcb30AWFuJSVVwPPAB+v+mCNTpqajEiEbPDsWMHelyXQ2lsxP2hD5n5KOXlAIhAAPf/+38ozzyDcuWK6RS1ezdqVxdiYgJj926017wG7ZWvhMLCtR/XJjYM6T6SJITA6/Xi9Xqprq5G13W7C2LpKa0uSNQyXMgCZCPpyMZOh+VcBRAKhdI6JiFVuGVIx3ruzgaDQS5cuIDf7+fEiRP2zsrCnI5MQqo0HdY4S1dXF/v37182NXMliC8EM+HitRjpuHz5Mu3t7dTW1lJTU7NBK5uPjRivklLS2dnJ5cuXue2225a1DrSI0WKC8YWYnp6mvr6ewsJCDh48uKbdNUVRzG7Gm9+Mcf/9yLExtMJCDK93vhgdcMytSwhhWt1a3Y5odNWvf8N6dN20zzUMpKJQ2NlJgdNJ5OxZIobBVCSCFgqRd+UK2v795F25gqOzE+FyYezdS/RP/sTuzgA4HnwQpqbMVHOro1RWhujtxfHII2gvfKE5lgVou3ahdHQQe+tb0V/wgqQdUyYiW3bVM+04VFW1uxyA3QUJBoNMTU3R1dXFxMSE3QVZjbVoOsCIv5ZkCSxXwWyCRTqi0Siapm2OV21ibYgXQC+2E5suqd6rQSpGleI1CqdPn6Ywybug8eMvmYD4DoJhGLS2tjI0NMSJEyfwr9C2NJVY706Hpmk0NTUxNTWVcIimEMIeeYKldwBHR0dpamqipqaGnTt3JvemXViIKCzEKmPm2fEeO2ZqPIaGTHcpRTH1FnEjVkmDlMj8fDOYcHwcEYngCoVwlpaSl5eHUVSEMTHB+I4dNL70peQODOAtL8ddV0dxZSXxt30xNGSuNf59EgIMwxTDx7sIuVyQk4PS3Lxm0pENxVQ2HEO6dzqWg8fjYevWrWzdupWnn36a4uJiDMOgt7eX5uZmCgoKbEF6fn5+xnxmlog8kz+bhcjmTsf09DTAZqdjE6tHfAF96tQpfAtFmWAz3ExEsgnTzMyMLQROlUYhvtORCbA6CNFolPr6ejRNo66ublV2kKnEenYN4wXjZ8+eTWjny9qNvXr1KlVVVYvOzUop6e/vp7OzkwMHDqyLC9i8MazbbkN/zWtQ/uZvTKKRws0IAWZS+dSUbacrRkaQc90iRQgcDgcVO3bgf8Ur7JTowZER2np6yMvLo7i4mJKSEor37oUf/9h8HqsgmBsHMxa7geq6mRFyiyPTOgRLIVuOA8xjyc/Pp7S0lN27dzM7O2uHE16+fBlFUWwC4vf703rXPVO6+StBNmo6FpKOdLu3rwc2SUcSYI1n5OTkcO7cuSUvTpnc6Ujm2kdGRmhsbKSqqora2tqUXSyt7IVMIh3RaJRf/OIX+Hy+eaN56YT1Gq8aHx/n/PnzK8ppsQTje/bsYXh4mL6+Pjwejy00tdzQ2tvbuXbtGidOnFh0gyDVUFQVoSimiNzqcqQSc6JwFAViMUR/Pxw4YBKGq1fNzIrTp29IiY5Go7Yot6GhAc+WLZwpKMDd32/qQIRAjI9jlJRg7NplppmXlprdj4kJAIzjx29YjggEEL29Zrdn9+6bppRng/NTNhwDZB/piL+m5OTkUFVVRVVVFYZhMDk5aROQlpYW8vPz7VGtgoKCtHofspF0ZHOnw7LLzbbjSwTpV9GkCKm6QFy9epWLFy+ybdu2ZUPaMpl0JGO8Kj5j4uDBg1QtyDJIBTLJwWpycpLJyUn27NmT/FGfJGI9iJwlGN+zZw/btm1L6L2IH1/asmULW7dutUPFRkdHaW5unpcsfvTo0Q0hHACiqQnHv/2bqbWorkaMjZkZFrq+skDARCGl+ZxWp2NiAuXCBaTbDT4fsTe8AcMKkTIMlJYWlN5eVK+XyuPHqTx0yC7EBtxuiv7lX/D29JhW2nv3Evk//4fcsTGc3/8+oqXFfJ6cHPTnPx/91Knr69B1nP/xHzi++U3E5KSZfH74MNH3vtfUiWQx0vV8XgmyKQviZseiKAo+nw+fz8euXbuIRCJ2F2RgYABgXhdko23ws5F0ZHunIzc3N2vOpZXgliEdyYZhGLS3tzM4OMiRI0con3NyuRkymXSsde3WXP7ExERK9BtLIV3Ss28GKSVdXV309/fj8XjYNRfQlq5I5XjVSgXj1mOsDgfMF4zHh4pZHUlFUXA4HDzzzDPk5eXZXZDCwsJ1uwmojz9uaiDcblBVZEEBqCpiYiKlo1ZIaWotFAX90CH0e+9FP3ECuWOH+fuZGVz//M+ov/gFhMPmQ7ZsIfr7vw8nT5qF2H33wYtfTKS7m4lgkCG3m+D4OGppKVte9SrKRkfJ83gQtbVmFkhc4eD42tdwfu5zyNxcjC1bYHYW9Ze/xP3BDzL7qU9dz/XIMmx2OtIPKynU3W43lZWVVFZWIqW0uyCDg4O0trbaI4h+v5/CwsJ1JwDZSDqyudNxq9rlwibpWBVmZ2e5cOGCPXOf6JdHVdV1CdhLBdZSvIdCIerr63G73TcdP0sF0j2VXNM0GhsbmZqaora2lv7+/o1e0rJI1XiVRUwnJycTFownmjAeDAbtkT6rI2mNDo2MjFBfX48QwiYgxcXFqXWyCQZNojE5iRgenh/eZ2G5wMDVQteRbjfS50N71avm/crx4IOojzyCUVUF27ebIYa9vbj+5V+Y/cd/BKszJASu3bspBUoxix7LmrTJ5yMcDuOLxSgeHLwe0KbrOL71LaTTadvt4nJhOJ0ora2ozzyDXleX/ONNA2RLsZ4txwGrF8ULISgsLKSwsJCdO3cSjUYJBoMEg0EuXryIYRj4/X67E7LWvKlEkI2kI9s7HUuFVmY7bhnSkawP18pMKCkpWbG9ZqZ3OlZTvF+7do3Gxka2bt3K3r171/3CmM7jVZaY3u12U1dXx+TkZEbsiKZivCocDs8LhkxUML5c/gbA4OAgbW1t1NbWzrNkdrlc9u6lYRhMTEwwOjpKb28vFy9epLCwkJKSEkpLS5PeCpe7dl3P5bD0FgsdoVIFXTdzOAYHId5xyjBQH3kEmZd3PU/D4cDYsQOlqwv12WfR77pr0ae0RLd+v589e/bcENDmcrkoc7nYd+0ajoWbNB4P6LoZTrgEsuHmnA3HkE2kI1mjYi6Xi4qKCioqKpBS2kYMQ0NDdHR04PV67S6Iz+dLyT0wG0lHNnc6ZmZmbknnKriFSMdaEZ8nUVtbS3V19YovWNmQ05HoTUdKSXd3N729vRw6dGhd3IEWQ7qSDkuYGy+mT9e1LkSyOx3j4+PU19dTWlq6YsH4zQiHNao1ODjIsWPHbmo7rCgKRUVFFBUV2UXz6Ogoo6OjdtFsdUH8fv+ad+D0O+/E8T//A93dSL8fZmcRkQjS6zVD+oQwiUiKOqMiGkV9+GG899xD9J3vRHvJS8zkcGvkKx6qagrO58atEkG8Nakd0HbtGhNuN+4rV9AVBZfLhcvtRo1ETHJTUbHoc2UCEV8O2XAMkF2kIxX2vwuNGGKxGGNjYwQCAVpaWtB1naKiIrsL4vF4kvK62Ug6srXT4Xa7bU3HrYhN0pEA4vUIS9nhJoJM73RAYheCWCxm5yqcOXOGgoKC9Vjiokg3TUd8lsvCMMRMIR3J1HRYRgyrFYwvRTisc3ZmZobTp0+v+ALv8Xiorq62U43HxsYYHR2lvb2dSCRCUVERpaWllJSUrK5wqKhAe/WrcfT0mOnjHg9GeTnS7Ub51a/MAj/V34VoFNHXh/MTn0AMDBB797sxamtRn3jiugMVwOSkub7t21f1MvEBbepv/zbOv/97omNjzHq9RIaG8ExOMnv0KKEdO/BlYfEE2VOsZ8txwPqI4p1Op60pk1ISCoUIBAJcu3aNzs5OPB6PTUB8Pt+qi+xsJB3Z3Om4VdPI4RYiHau9uExNTdHQ0LCsHW4iyGTSEZ95cbMLY7x9cKJjMqlEOmk6DMOgubmZkZERTp48adu3WsgUe99krNMSz/f19SVFMB6PcDhMQ0MDLpeL06dPr1mboaqq3eWwCofR0VGGh4dpb2/H6/Xav1/J+IRx4gTy8GGMggLIzzc7DKGQ2f0YGTHtdFMIYRgYmgbRKI4f/xgUBWP7dpSmJpS2NrMDE4kgQiH0u+7COHDAfGAshtLUhJiZwdixA7llS8Kvqb/85YhwGPfXvkbO2BjS42H61Cn6X/Uqhjs70VpbKSoqsknKeszDbyJxZAvpsK4l61nUCiHIy8sjLy+Pbdu2oWma3QVpa2sjFovh8/ns777H40n4vc5G0pGtnY54y9xbEbcM6VgNrF3Y7du3s3v37jVfbK0COBMv3NbJr+v6kkXc8PCwne68nH3weiFdugeRSIT6+noMw+DcuXOLFlPrlX+xVqx1nfGC8TNnzpCfn7/sYxYKxq0MloWYmJigoaGB0tJS9u3bl5LxCatw2L59O7FYzLbkbWpqwjCM60F6xcU3tdKUtbUYJ0+i/PSnEI2aieEjIxiHDoHbjfr975vdDq8XIhFT+5Hk74cSCkFPD/LyZZwDA8iSEmRJCfrBgyhzmRva616H9tKXgqKgdHTg/Od/RunqMtfj86Hdcw+xt741MecpRUH7zd9Ee9nLUPr7kfn5qNXV7AZ2xRG6+Hl4XdeZmprKaF/7TLzmL4ZMTyS3EH8d2Sg4HA5KS0spLS1FSsnMzAyBQIDR0VG6urpwu902AfH5fDfNbMo20mHVSdlKOqanpzc7HZu4jng73KNHj1JWVpaU540v3NMx9O1msIq8xTo11q71pUuXOHz4MBVLzGZvBNKBdExMTHD+/Hn8fj+HDh1a8kKaDmtNBGsZr5qdneX8+fMpEYwPDQ3R0tLCrl27qKmpWZeCwul0Ul5eTnl5uW2lOTo6Sn9/P83NzRQUFNhdkBsCxRQF7W1vQy0vR/n5zxHhMEZtLcZ992Hs34/7zjsRfX3gdCJCodQ4WQEYBiIWQyoKenk56uAgsrSUyU99CsXjQXE4zIJmZgbn3/89Snc3xo4d4HIhAgEcX/86sqwM7f77E3/N/PzrnZM5LEXoWlpa6Orqoquryx5FKS4u3vAu6kqRLaQjW44Dlna7W28IIcjNzSU3N5eamhp7pDMYDNLZ2cns7KzdBfH7/TcYW2TbKJJ1H8ymY4L541WJbLZlIzKr8l0DEr1Qzs7O0tDQgK7rnDt3Lqkx9ZlMOmDxUaVYLEZjYyOhUIizZ8+m3Ym00YW8FXK3e/dutm/fftPvobXWdL+xr3a8yiJfqRCM9/T0cPnyZQ4fPpzQqFYqEG+laQWKWZa8ly9fRlGUeWJ0p9MJeXnob3gD+iteYeZi+HymgBzQ3vMeXO96F4yNpY5wgNlNURSUK1dwzs4i/X4cbW04enrQDh40R7AA169+hejpwdi50xaby9JSCIVQf/hDuxuSLFiErr29nWPHjiGltLMR2tra7GyEdEyIXohM6GAmgnS/NiUK6/qVrscSP9IJptOhFU7Y09OD0+mcF06YbZ2O+BHabEI86Uinzdn1ROZVvilEIBDgwoULdlGU7NaeVTRpmrbhCaarwUJNytTUFPX19eTm5lJXV5faXINVYqOE5FJKOjo66O/vT1izYN0A0/3GvprxqlQJxnVdp7m5mYmJCU6ePJlWpNftdlNVVUVVVZWdYzE6Okp3dzdNTU34fD67sMjNzUXEC9INw8zT8PthbAwxO2u6SMViqVmsYZjEJhxGXLmCcDpxz8ygut026bPIj+FwmN0RIRAAublmono0CinQYFjnQ35+vu0KZGUjWNdsIcS8Lki6XYvS/ZxOFNl0HJA5Ra3X68Xr9c5zgwsGg/T09NDc3IzL5cLtdjM1NUVeXl7Gf0a6riOEyJjPJ1Fsajo2SQdgXoB6e3vp7u5m3759bN26NWUnbTbY5oI5ytLU1JQ0vUuqsBFC8lgsxoULFwiHwwmH3MH1G2C674quZLwqXjCe6KhiooLxSCRCQ0MDQgjOnDmT1uM28TkWe/futS15R0ZG6O7uxu122wSkyOHA/elP4/j61xHj40iPBwzD1HxMTKTO1UpK0zLX4UAaBkxN2VbOAGzfjnC5EOPjpsWvlMi8PMToKPrx4xhOJ9xsx1VKlGefxfHII4jBQYydO9HvvddMLV8h4rMRDMOwE6IvX75Ma2srBQUFNgFJlyIsHdawVmQL6Uj3TsfNEO8GZ9l7t7W1zRtdje+CpBsBTwTZKCKHTfcquIVIx1IXl1gsxsWLF5mYmOD06dMUWqFYKUKmO1jpuk57ezv9/f0cOXKEcitZOE2x3uNVlnuX1+vl7NmzK7rgJ+oQttFIdLxK13XbanolgnHDMOydrqUE45arnM/nS0lXMtVYaMlridFbW1upePBBtv/85zjdbtNwoKDAdJGamUn9wnTdJDVOp0ku4iD8fsTkJK4nnzS7IoqCdLmQJSWE774bbe66Zu1QLtypVB96CNenPw0zM0iPB8fFizieeILIe9+LcebMqpesKAo+nw+fzzdvrC0QCNDX1zevSPP7/Rsy2pruGwmJYj1sZtcD1nFkw7F4PB68Xq/dBZyYmLC/+y0tLeTn59vf//z8/Iw45mwbF7OwSTpuIdKxGKzxIK/Xu2Y73ESRyaRDCEFnZyeGYaxoB38jsZ6kY2RkhAsXLlBdXc3evXtXfHGPJx3pDGu86ma7nqsVjFujPDdrrV+7ds12lduxY0dG3ERvBlVVr7vYTE+j/uu/EikuZiYUQo3FkBMTiMJCHFNTKIYBhoEBpOSWLCUIgZiZwfHv/w4eD/rLXw7j4zg/8AGUy5dN3YaUZmdE00DXcXd1wa//uj0OF3+NUxQFJRQi50tfQhoGsrZ27qUkSlcXzi98gciJE5AkMrBwrM0qwnp7e2lubraT5ouLi/F6vevy/cmWDkE2HUc2FbW6ruNyueaFnALzCHh/f/+8MUS/35+23eFsE8bDfEeuzfGqWwTxYyGWwHe9x4MylXRMTk7a7Lyuri5jhPCKohBL1Rz8HOLT6g8ePEhVVdWqnsf6DqY76VjuXLEE4yUlJRw8eDCpgvG+vj56eno4ePBg2nfZVgMRCOC8fBnX4KCpkTAMmJ7GCIeRhkHM6US63UhFwT05mZpFzHUxmJrC+eEPw9WrUFGB0tSEFAKKi83fG4Y9juV4+GH0N78ZCgrsm6tFQKSUyLY2GBrCqKkxyQqAEBgVFSiXLyMGBpA3CR9c7fU5vgjbvXs34XDYLsKspHlrF7ioqCilHbNsKdaz4TiypWNjYanOwEICbo0h9vf3z+uC+P1+CgoK0qbQtzoC2YT4ceHNTsctBMMwaGtr4+rVqwkLfJOJTCQdFkHLyclh69atGUM4IPVCcl3XuXjxIsFgcM3jeVa7P91HMeLJ0cIbgyUYT8Sty0IihMMwDFpbWxkdHeXEiRMpH4NMGqREtLai1NeDpiH37cM4fnzxTItr13D8138h2tsRkQgyJ8fc/Xe5UGZnkfn5hIqKmK2owNfejpycJCVlk5SgaSjt7SAlrj//c2RFBczOmnkhLpcpanc4kKpqkqNwGDE5iYwrXFRVhUgEA0yBuaqa4ngpkXOvo2iaSWRuMoaYzPPB4/GwdevWeYLcQCBAR0cH0Wh0XjhbMp0L0/2cThTZQjqyrdORyDjSwjHEaDRKIBAgGAzS1NSElNLWnS2XMZRqpPuI8WpgbSZaOR3pZHqynsic6jEJsJKKDcOgrq4uqTeVRJFJpMMwDDo6OhgYGODo0aMMDg6m/S78QqRSSG6NECmKwrlz55Jykd5oi99EsJjgXUpJd3c3vb29SReMR6NRGhsb0TSNM2fOZE5KtZSoX/4y6te+hpiaMn/mcqHfcQfau9893+lJSpwf/jDqN79pOlVJaRKPOTtbYjHk9DS5UlI4M2MW8Dk5JhFIFazvoaYhBgau/zwchpwcpM9n/40sLkbO2XsCiN5e1C98AfXJJ0FR0M+dQ5SX4xgcRN+92yQamoa4ehXt9GkiJSWIWGxRLUiqsJggNz6czePxzAtnW+uasqVYz4bjuFU6HTeDy+WisrKSyspKpJRMTU0RCAS4cuWKbUltEZDCwsJ1JWnZOF6laZp9fQuFQpvjVdkOKSXPPPMMhYWFGyo8VVUVbc73Pp0RjUZpaGggGo1SV1dHbm4uV69ezRjCZCFVRfzY2Bj19fWUlpYmPEKUCDKBdCwcA4sXjCea1RI/fmM952JFQCgUor6+nry8PI4dO5ZRu1+ipQX1a18DtxujuhqEgKkp1EcfxThyBOOFL7T/Vv3yl1EffNAUcquqTTRELIYE8x+PB3X3bhgZgYkJxEZ9Tyxr3VjMPLa8PDNnJCfHJEtPP43rz/8cMTxsdkgAxze+gVFZifT5UDs67Kcydu5E+53fQXU4FteCrFPhIYSwbUmrq6vRNI2xsTECgQCtra3EYrF5lrwrJb6bnY70wq3Y6bgZhBAUFBTYYnQrmDMQCNDc3Iyu6xQVFa36+79SZGOnwxoZs9LnN8ershxCCE6fPr3hwqlM6HRMTExQX19PYWEhx48ft8epNsJ+dq1IRRE/MDBAa2sre/fuTXrydSaQjvhOR3y35+zZswl1e6zuxnJe+YFAgMbGRrZu3ZrWtsxLQamvR0xNXSccAPn5SIcD9YknrpMOXUf9+tfNYj4/3xxXcjrB6URGo+aurMOB6vdjbNlij1yJ6en1PyjrOKQ0Be1VVWh/9mfor3wlhEI4PvMZ1C9/GaW3F/LyQFEw9uxB+v0ovb1ov/M7SJ8PEQwiKyrQn/tc1OJiVK4LLa1RO8Mw0DTN/tl6evc7HI7r4n4pCYVCBAIBhoeH6ejowOv12gVYIrvAm8V6eiHb3JGSfTxWMGd5eTlSSqanpwkEAgwNDdHR0TGvC1hYWJh0gpCNnQ6LdMzOzqLr+uZ41a2AnJycDS/o0j2nY3BwkJaWFnbt2nWDM1AmEKaFSGYRbxgG7e3tXLlyhePHj1NcXJyU543HatO+1xPWd2JycpKLFy8mXTAO0N/fT0dHB/v371+1MH/DYXU0Fx7jnNbBxtSUmcdRUGB3D5idxVAUU1sxp3mQW7eaOootW8xOSE8PMj8fEYmYRGU9oKpQWGja3k+W/6UAAQAASURBVOblof3VX6Hff7/5qy99CfX734dwGOn1gtuNCAZRurowDh40R6qGhtDf9rZFn3qeFgTTeaepqYm8vDzccyGFsLQlb6oghCAvL4+8vDy2bdtGLBZjbGyM0dFRexc4vguyFPHOFtKRDcexOV6VOKxgzvz8fLZv346maXYXxOoCWl0Qv9+flLH1bO50hEIhgM1Ox62AdLjIpGvhHl9QLyWw36h077UgWe/3wnGzVOmBVpP2vd6wzqP6+nr27NmTdMF4R0cHQ0NDHD9+3LZ+zETI2lqzYzE9be76gzkyNTODfuLE9T/My0MWFaFMTJjZF7qOrmkos7MoQiALCsDnQ865dYmhIcT58+Zzqaqpq7D+nervjsuFdDgQUoLDgVFQYP58chL1sceQxcWmo9XEhEmUvF7ExARictIcB0vQACAcDtt25ocPH7YNFqzvz2JjWOu1M+p0OikrK6OsrOyGWfj29nby8vJsAlJQUJAR5hCJYDmb7ExCtnRsLKxn58bhcMz7/odCIYLBICMjI3R2dpKTk2MTkNU6wmVzp2N6ehohBB6PZ6OXtCG4pUhHOkBVVaLrtSuZIKxk51gsdtOCOh3XvhyS0emYmpri/Pnz5Ofnzxs3SwXSfbzKEowD7Nu3j5qamoQeE6/hWIpwxGIxmpqamJ2d5fTp0xti9JBMGCdPmuNDjz2GdDpBVRGhEMahQ+i//uvX/9DhQL//fsQ//RNGbi4zioJTUciJRND37EH7oz/C+fGPI7q7zSK+sdHsbDgcJqmJRs1uisdjCstT+f0Jh+2QQjExgesDH0Dv6EB/8YvN7kdREWzZghgchJkZU+ehaTA0hMzPR3/e85Z9icnJSerr6ykvL6e2tvaGbitgEw9rJMvSyW1EFyR+Fj4ajdq7wBcuXLBzETRNy7gNm4WwiFM2kI7NTkdyEN8FrKmpQdO0RR3hrE5gork42dzpsPQc2fT9Wwk2Scc6I906HZZ+w+fzceLEiZsW1Om29kSw1iJ+eHiYxsbGdctzSWfSYQnGx8fHURQFv9+/7GMWCsaXIhzWznZOTg6nTp1aUZJ72sLpRPvDP0QePozy859DJIJ+6hT63XdDnNMTgP7a1xK5ehXtK18hR9dxl5SgHziA9hd/gdy+nZjHg/q//4v69NMIw8DYsQMxPAyxmEk4hDDJhstlFvmpMquwduxV1SRRIyM4PvMZpN8Pfr+p1aiuRtbWIrq6YGzMXJfXi/b2tyOPHr3p04+MjNDU1MTOnTvZtm3bkudbfGfD+n4tGUy4jl0Ql8tFRUUFFRUVSCmZnJxkdHQUXddpbGykoKCA4uJiSkpKMq7wyCbSkY2djnQo0h0OByUlJZSUlNiCaYuEx+fiWF2QpeoNXdez4x4Qh/hOR25ublacR6vBJulYZ6RT4W4JohPNVMjE8arVFvHxFrCHDx+mYs6FJ9VIV03H7Ows9fX1CCGoq6vj8ccfX3adiQrGx8fHaWhooKKigr1792ZeMSAlysMPo/7gB4iREYzDh9Ff/nLknj1movd996Hfd99Nn+La2BgXT5xg37FjVF+6RKykBOPFL7bzK4w778R43vMw/uVfcHzxi8jaWgyHwxRsG4ZNOmRJCUQiiPHx1B7zXO6GmJhAhkI4/+Zv0J/3PHM9UmJs3YpwOhFXrqCfPIn2wQ8il9HmDAwM0N7ezsGDB1d0vi0kIAuDCTeyC1JYWEhhYSFXr16ltraWWCxGIBDg8uXL8yx7/X5/2ucfZRPp2Ox0pB5CCHJzc8nNzaW6unpeLk53dzfhcJjCwkL7HIgvxNOFRCUT8ZqOW9UuF24x0pEOF5l0IB3xAYnHjh2jZMGu61K4VdyrNE2jqamJycnJhC1gk4V01HRYCePFxcUcOnTILvJuts5EBeNXrlyxncCqq6tTdQgphePf/g3Hv/6rqWOQEuWJJ1C/9z2i//zPyCNHln385cuX6ero4ExLC/4f/hDGx8HpxPj+99He+16TvICp9zh6FP73f02x9r59GF4vSnMzRCJIvx+Zn48yOmoKzaVMmcZDzsyge704wmGEosDMDOpPf2oKyEtKTNJTVIT2qlehv+515ujXUs81R/D7+/vXrONZKEa3Oh8WEdmoLoiUErfbTWlpqZ0OPTExQSAQoLe3l+bm5iULsHRBNpGObOx0pPvxxJNswM7FCQaD9Pb24nA47N/H5jJ7sgnxpCPRMbNsxC1FOtIBG53TEYlEqK+vR9f1FQui04EwrRQrXfPMzAz19fU4nU7q6urW3WI53carhoaGaGpqusHN7Gbi2PgOx1KEQ0pJV1cXAwMD3HbbbSlxAlsPiMuXcXz2szAyggCkoiB0HdHWhvNv/5bol798o3vVHKSUtLe3Mzw8zLnRUQq/8hXweJA1NRCJoDY0oPzhH6K/6EWQk4Nx7BjG6dMYJ0+i/PKXUFAAXq/ZQQiFQFFQ+vtNouF0znfISvZxS4kjHDa7GkA0L49oeTneK1dMK9w//VNkYeF1Af0SMAyDlpYWxsbGOHXqVNIdXRbrgsSTkPicmFR3QeLPA0VRKCoqoqioiN27dxMOhwkGg4yOjtLb24vT6aSkpITi4uJVi3GTjWwiHdnU6bC+y5lWpHs8HrZu3crWrVsxDMPugvT29hIKhZiZmcEwDIqLizNuFHExxJOOW9W5CjZJx7pjIwv3sbExGhoaKC4u5uDBgyu+kaVbQZwIVrLmYDBIfX09lZWV7Nu3b0Mu4unyHksp6enpoaenhyNHjlA+55xkYakxsPjZ+qUIh67rXLx4kampqZQUmusJ5dlnEVeuIBUFOdcRkwDj4yhPPgmjo7CIE5zVTQuHw5w+dYqCd70LhEBWVpp/4HAgDQPlV7+Cvj4oKED1eNBf/GJi738/jq9+FeXHP0ZEIugvfSn6mTM4P/pRpKqiDA2lVkxuwdLpSInD6SRiGEzn5MATT9D1qldRtHs3xU7nkhaymqZx4cIFYrEYp0+fTijjZS1ItAtiBVUmswuyXPfS4/GwZcsWtmzZMm8MpbOzk9nZ2XnBbBtlsJBtpCPTivSlsNz4aibA0ghaOsFnnnkGr9fL1NQUfX19KIpijyH6/f4Nz1tbDXRdx+12Mz09ndH3vLXiliId6XCx3Kicjv7+ftra2tizZ89NBZo3QyZ2Oqwifjmrx8uXL9Pe3s6+ffs2dMwnHUiHRQrGxsY4c+YMBZYtahwWjlclKhifnZ2loaEBVVXTIqxzzQgGTTH3QitYpxMRjSIuX0YuIB3We+B0Ok3RvBCmKDzuRiRGRhBDQ6Zgu7QUuX07jI2hPvggxsmTaP/f/we/+7umYNztNpPPNQ2h69dF5UKk3kLX4UB6PDhCIQrGxjB8PoxIhFyvl/7+fpqbmykoKLDFpZaFrKURcrvdnDx5cm16Bk0z36cVXtOW6oLEE2fr7+KJyGqR6DV34RjKzMwMgUCAQCBAV1eXbUlaXFyMz+dbty5INpGObLH+BeZ9T7MJJSUllJWV2aOIwWCQy5cv09LSQkFBge2IZV1T0h0Lx6tuVdxSpCMdsN6FuzW+cO3atTUH2mUq6YClbzKGYdDa2srw8DAnT57c8FyIjfb0j0QinD9/3haM3yzozLrZJSoYn5yctDtt+/fvz4qbpHHkiOkYFQ6bFrZzBb+IRpHFxTeMF01NTVFfXz//PZASo7oapbHxeldkdBR0Hamq1/UQRUUwMoLy859j3HGH7SAFgBCmlW0kYgYGjo+njnBYYYXW6+flIWMxxMgISiSCvPNOtp84wXYhiEQiBAIBRkdHuXz5MoqiUFhYyPj4uN1xXe33QLS04Pjf/0Wpr0fm5GDccw/aa19rprqvEEt1QeKF6eahr24May1Frtfrxev12mLcsbExAoEAbW1txGIxu/jy+/0p9f63jiETCrzlkE2djmwkHfE5HfGjiLt27SISidiOWAMDAwDzwjnTdSNroWXurYpN0rHOWM/C3dpNlFJSV1e35htSprpXweI3GSufxNK3pENYz0Z2OiYnJzl//jx+v3/Z8TuLHCWSvwGm9XBzc/OyVqiZBnnsGPqpU6hPPgmTk9d/7nKhnzmD3LnT/tno6CiNjY3s2LFjvlucEOivfCVKayuirw9ZUoIIhUziUl5uOlJZEGJRrYZx/DgyJ8d8nK6nbrxKUczuhtdrhhOGwzA7i3S5TPesnTvR3v52u+vgdrupqqqyxdP9/f10dnbicDgYHh4mEonYXZCViKdFWxuuP/9zxNWryKIixMwMjn//d0R7O7G//Vvb9Wv1h7l0F2Q1YvRkbSSoqmq/X3v37iUUChEIBBgeHqajowOv12sXX4WFhUktRLOpO5BNQvJ4QpwtuJl7ldvtprKyksrKSgzDsMM5LTfOheGc6fI5x1vmbpKOWwTpcFJaDlCpvoCPjY1RX19PaWkpBw4cSEoLPhPdq6zj1nV93giHVWD7fD4OHz6cFkJN2DjSYeWRLBSMLwVrncs5VEkpuXTpEr29vRw6dIiysrJUHcLGwOEg9oEPwAc/iNLVZZ7XLhfGnj3o73ynXfz29/fT0dGxpB2scdddaKEQ6n//N+LaNcjJQebnY9TWXu9mRCIgJfK22254vNyxA/2++3B+7GMp1XNIIUDXzZEmnw8ZjSKmphCahqyqIvpP/4Q8dGjRxw4PD9PV1cX+/fvZsmUL4XCY0dFRRkZG6O7uxu122wX1cuJp9RvfQFy9ar4/c987GQqhPPkkylNPYTznOcsfTCiE8qtfIWZmMPbvn0cQ4xHfBbHOzdUEEyb7eh8fzLZt2zY0TbN3gJubm9F1fd4O8Fo1M9lEOrJJSL7chk8mItFEcqtzWlhYyM6dO+eFczY1NSGltPVQfr+fnJycdVj94ogfr9roiYqNxC1FOtIBSxXByYKUksuXL9PR0UFtbS3V1dVJuxhZXZpMuvnE+35buHr1KhcvXmTnzp3s3LkzrY5lvUnHcoLxmyEajd70hmeN9gWDQU6ePLmoNiQbII8dI/aJT6A8/jhicBBZVYVxxx3ImhqklHR0dHD16lVOnDiBz+db/EmEQH/Zy9DvuQfR3w+GgeMTn0BpaDCteGMxmJ7GOHYM/a67Fn0K49Qpc5xrdvY6MUgyhLXLHwohHQ5ztEoIxNSU2W05ehRisevrdrthcpKrMzO0FxRw9MQJ26Lb4/FQXV1tjw1Z7k2tra1Eo1H8fr9NQhZ2IZVnn0UWFMzXceTmmrqWri5YhnQoTz+N42//1nT7MgwzLf1FL0L7wz80x+VuEkoY/+9EgwnXY2TS4XBQVlZGWVkZUkqmp6cZHR3lypUrtLe3k5ubawcTrmYOPpOu+8tBSpk2G01rRTaNillYbU7HwnBOqwty9epV2tvb7U6g3+/H5/Ot6/tmkY5wOMzWrVvX7XXTDZukY52RStKh6zotLS2MjIykRJ+wnD4iHWHtOlq7kp2dnVy+fJmjR4+m5a77eoYDJiIYXwhrpKqgoIDW1lb6+/spLS29oZCJRqNcuHABwzA4c+ZMyp2JNhqypgb9DW+Y9zPr/Z2enub06dOJiQc9HuTevQDE/uZvUL/xDRyf+xziyhXweFD6+3F86lNo73jHjdoFRTF1JDk5poXv6GhKheRietrsfLjdSL8fo6AA8fjjOB94ANHVhRgYQIRC6IpCWV4eVbt2wetfjzxwAOP4cVMDMwdVVSktLaW0tBQpJaFQiJGREYaGhuyCuaSkhKq+Pgq//W2UZ54xiVg0aloMK4qppZESlnufg0GcH/wgDA1hVFeb6xgexvHZz6L89KfIvXsxzp5Fv+cemHPTWQqJBBMuNoaYagghyM/PJz8/nx07dszbAW5sbERKOS+YMJE5+Ey67i+HbOx0ZBMS7XTcDEIICgoKKCgoYMeOHcRiMYLBIMFgkJaWFnRdp6ioyO4Gpnq8emEi+a2KW4p0pMNFxtoV1jQtqYVYOBy2E6PPnTuXkjZiPGHKpIucoihEo1Ha2toIhUKcPXs2bWcq10s3YwnGgZsKxuMRLxivra1l165djI6OzhMJl5aWkpeXx6VLl/D5fKuyZs4GWHohRVE4derU6sSNRUWISAQ0Dblnj5l7MT2N+s1vQiyG9pd/Oe/PjZMnkaWliMlJM5Sws9PsmiSbeAhxfaTJ74f8fER3N46f/ATnd76DBHMdoRC6lBCLkROLmRbCTz5pZ5FE//7vTUH8DU9/fWzIKhYCgQCRH/8Y5z/8A9FQCN3txj01hdLSgjE9jdy/H9Hfjywpwbj99psuX/3Zz8zRrO3bzdG1aBQlGISpKZTuboyKCtSvfAXR1ob2nvcsmzViYTExuqZpdHV14XQ652U0rWcwIdy4Azw5OUkgEKC/v5/W1lby8/NtEpKfn79k5zId7qHJQLZpOrLlWOA6eU/2fcPpdFJeXk55ebndCQwGg1y7do3Ozk48Hs+8LkiyX38zp8PELUU60gXJts0NBAJcuHCBsrIyDhw4kLILUDzpcK5RqLmeEELQ2NiI1+ulrq4urdeuKAqxWCylr2HpWYqKijh06FBCF9fFBOMul2ueSHh8fNy2HraI9ZUrVxYdj8lmTE9PU19fT1FR0drOx7Ex1B/8AAoKkNbYW04OUlFQf/Yz9MuXzV1+C34/2rvehfNjH0P09tqibzTN3P0Ph5Oj97CSzg0DcfkyQtPA5cJwuxGBAEJKRFcXBiDdblRABIPXR5aEQFy6hOutbyXyk58gt2276cs5nU4qystx/fSnCCC2bx/RSARDCFyjoyi9vWiRCKKmBvnudyO3bLn5+sfHzSyVue+9GBszwxXnCgG5dSuUl6NcvIjyq19hPP/5q36r2tra7DyanJyclFryJgohxLw5eMthLBAIcPnyZVRVtUfbioqK7OtltnU6sqVQz6ZjgfVx44rvBFp6qIWucAu7IGv97m+SDhO3HOnYaEtSSJ6DlZSSvr4+Ojs71yVfwroxZpKYfHR0lFgsRnFxMUeOHEn7i3OqNR2WYHwlepZ4556l9BtCCKanpwkEAhw6dIiCggJGRkYYHh62x2OsMazCwsKsKV4WwhpfqampWbNeSIyMwPT0fPcqMJPI+/oQQ0PzSQegv/zlGDt3ov7gB+bjIxHU73wHEY2aBCQaXfV6Fl2jRZAjEZTubpOMWLbBQuCYnTWJjpRmkS+lOQaWm4uYmkL98pfR3ve+5V9obAzR2Ql+P06XC6fLBYcPY4yNYXR3E6iro+UFL0B3uylpaaGkpAS/37/oCKvcsQOhKMhwGDwexNSUueY5tzCEsHUdord3Ve9LLBbjwoUL6Lo+r9OVKkvetWChw9jExISdDN3c3ExhYSHFxcVpvVmzUmwSqPSFdS6sZ4fc4XDMG++0snFGR0fp6urC7XbbncDlTC4WQ3z3ZmZmZnO8ahPri2SQDmte3BLprpcbQqZkdcQTMpfLxdatWzPiwpwq0iGlpLe3l+7ubg4fPryog9JiSCRh3DAM2tvbuXbt2jyxdG5uLtu3b7fHY0ZGRmhoaADM4KfS0lKKi4tTYqiwERgYGKC9vZ39+/dTVVW15ueTJSWQm2tqJ+J1ClNT4PUil9AkyaNH0Y4enfsfidy+HfWLX0RcvWqSj1TB+t7Gh8ipqilqN39wnXzMERPl0qUbn2dmBvVHPzLHsQzD1Fc897mmKD0cnvenSl4ewu+n+NWvpu7uuxkbG2N0dJTOzk7C4TBFRUXzLHkBjLo69OPHUZ96CunzmRkjc50OeeDA/ONZRXFgjS663W5uu+22Rb/fK7Xktf471YjPRNi9ezezs7N2FyQYDCKlpK2tzS6+MvXczaZCPZuOBbC//xtFCoUQ5ObmkpubS01NzbxsnI6ODiKRCD6fzyYhXq932bVax6QoCqFQiPxVZAllCzLzipHhWGvhPjMzQ319Paqqcu7cuXUV6WYC6dB1nebmZgKBAKdOnaK5uTljujOp6MRZ70cwGFyxYDz+YrnYhTUWi9HY2Eg0GuX06dOLjlE5nU57ntzaSR0dHaW7u5umpia7MCwtLc3IpFYpJV1dXQwMDHDs2DH8y4iPE4bfj3733Tj+53+QimKmnk9NIUZGMO69d9mxJACEQHvjG1G/9S3EehcmUs530JpLT5dut93xMLZvN5fZ12eGI0YiKI88gtLcbI6HCYHyy1+i/OIX6M97Ho6vfhWZn2+Oi+k6DAyYbmF1dSiKYhcCtbW1zMzM2Joja2bbtuT98IdxffazqI8+isjJAZ8PY98+ZFUVSGkK9/PzMRaxJ74ZQqGQPbqY6GjdcsGEiVrypgI5OTls2bKFLVu2MDIyQkdHB4qi0NXVxezsLD6fj5KSkqSNoKwXskmfkm2kw3KuSpfPJz4bB7C7IMFgkJ6eHpxO57wuyGJE3LqPbo5X3YKkI9PHq0ZHR7lw4QKVlZXs27dv3S826R4QaAUigimQzsnJ2dDAvZUi2WuNRCJ2QOTZs2cTMhhYmDC+VAqxRX69Xi+nTp1KaNczfid1z549NxSGXq/XvsCvt6XhamARusnJSU6fPp30trn2treBpqE+8gj094PHg/7CF6K9+90wMoLjc59Dfegh0HWMu+9Ge+tbTU1CHNSHH0aMjyP9fnOUaL2uf3PJ5RiG6TSlqkivFzE7C+EwsrAQ/XWvQ/3KV1C/+lUzRX1szLQd3rnTdvEiHEZ56im0d7wD/exZ1GeftcmMrKgg9hd/sWgKudfrpaamhpqaGjvDYnR0lObmZjRNw/+iF1H6yldSkpOD96mnUB96CNHSYj64qAjtNa9B1tYmfLgTExPU19dTVVXFnj17Vl00LeyCJGLJux4QQuB0Otk797lYxVcgELBzVqziKxVC3GRiU0ievkh3oxqv14vX67WtvsfHxwkGg3R3dxMOhyksLLS1IHl5eQgh7GMSQhAKhTbHqzaxvlgN6bBC1qxwrY3yeU7ngMDx8XHq6+spLi6e55p0q5KO1QrGl9NvAASDQRobG6msrGTv3r2rLrAWFobWHG1TUxOGYdgEpKSkJO1myqPRqD0udvr06dU5VC0HrxftPe9Bf8MbzPTtkhJTxzExgevtb0e5eNG0yAXU//ovlJ//nMjnPgfW+Nz0NI7/+i/E0JBZ+K/nhouimLkjHR1Inw+lu9sUbUsJbjfG0aOI8+dxfOlLSJcLY/9+lPp6U0tx9SqUlpojZh4PKApKayuxf/5n9CefRHR3Q2GhOXa1UPOyCJbKsBgcGaG1v5+86moq3/IWyoJBcufGrOQKRuSstPldu3axLZEOVIJIxJIX1qcLslAHsbD4WkyIa5GQdDOS2Ox0pC9Wm9GxEVBV1f6O79mzh3A4bFtT9/X1oaoq/f39TE5OUl1dbduBp6LT0dHRwXvf+15+/vOfE41GOXLkCH/913/NnXfeueRjpJR84AMf4LOf/Szj4+PcfvvtfPrTn2bPnj1JX5+FTdKxAYi3TkwEmqZx8eJFxsfHOX36NIWFhSlc3c2RruNVg4ODtLS0sGfPHrZt2zbvhpLu3Zl4JIt0pEowDuZ73dbWRm1tbVLJr8PhmGdpODk5ycjICH19fbag1RKj5+bmbmjREAqFqK+vp6CgYF1sgWVlJbKy0v5/9dvfRmluNn9mkTFNM61r//M/obQU0dOD6Ow0w/KEMMeV1hNSonR3Iysr0V/7WsTnPoccHzezRHJzEVev4vzIR0xHLmuMKb47cu3adUIhJdLpBKcT47nPhec+d9XLWizDwiK7PbqOEIKSYJBiIRIiu1euXKG1tZUDBw5QGfcZJRuLjWGtZxfkZuLr+BGUvXv32l0Qy47UCmUrLi6msLBww4vkzU5H+iLdOx03g8fjsccRrVHi+vp6PvvZz3L58mVqa2uRUtLd3c2OHTuSepz33Xcfe/bs4Sc/+Qkej4ePf/zj3HfffXR3dy+p4fzoRz/KJz7xCf7rv/6LHTt28P73v597772XlpaWlKW333KkIx12N1ZSuM/MzHD+/HmcTmfCeQqpRLp1DQzDoKOjw56nL1lk1zOduzMLsVZ3sFQKxq1wxcHBweRqFxZBvK2nJWgdHR1lZGTEHuWwdCBFRUXrepMKBoNcuHCB6upqdu3atSHXFGUuY4X4gtjhAF3H8clPmt0PwzBHlhQF6XJdTxNfCg4H5ORg7NqF1HXUixfXtEaZk4O+bx/U1KA++CBMTSEPH77++7w8lF/+0swfCQRQenpMsfv0tEkwLGesqSlT/3HmzLznF01NqN/6FkpHh0lsXvxiM/djhZ+Hy+WisrKSyspKDMOwye6lS5dssmsV1Na4hIVLly7R09PDbbfdRnFx8erfrFVgKTG6pcdKdhck0e7AQiGuNdoWCARobm5G13V7/KS4uHhD7mnZ1OnI5CJ9MWRSp+NmsEaJ3/Wud/Ebv/Eb/OIXv+DixYu0trbymte8BqfTyb333ssLX/hC7rnnHkpLS1f9WtZ48gMPPMCRI0cA+H//7//xqU99iosXLy5aB0gp+fjHP85f/uVf8rKXvQyAz3/+85SXl/Otb32L173udatez81wy5GOdECiOR0jIyM0NjZSVVVFbW1tWlxY0qnTEYvFaGhoYHZ2lrq6uiXnJNONKN0MiqKsWnNkGAYXL14kEAgk3BFLVDBuddtCoVBKtAvLIScnh61bt7J161Z0XScYDDIyMmLP5xcXF9tdkJSMOc3B2tXet28fW5bLg0gl8vNvHJWSEjExAYCxY4dJMkIhswMiJTIvzwwbXALS50PW1KC9733oe/eS85znIKanV742y7XK6URtaUG2taH09yMVxbSktYpzVQW3GzE5ifr444hoFOlwmMcRCsHQkOlY5XSi3303xq/9mv0Syi9+gfMDH0AEg6ZOpK0N5Re/MHUfr3/9ytdsPa+i4PP58Pl87NmzZx7Z7enpweVyUVxcTElJib2Tf/LkyYTMGVKJpcTo1jhWMrogq7WZXWy0LRAIcPXqVdtO2yIgBQUF63Kf2+x0pC+yjUSBeUxVVVUcOnSIj33sYwwNDfHMM8/w0EMP8Q//8A+86U1v4sSJE7zgBS/g/e9//4pHiS3zjM9//vMcP34ct9vNZz7zGcrKyjhx4sSij+nt7WVoaIi7777b/llhYSFnzpzhl7/85SbpyCYsV7hLKenp6aGnp4eDBw8mxX4zWUgX0jE9Pc358+fJzc2lrq7upiLmTCMdq1lrvGDcEtAvh/j5cFhaMB4Oh2loaMDlcnH69OkN11aoqjrPU31qaorR0VH6+/tpaWmhoKDA7oIs3JleLaxz8vLlyxuyq70Q+l13mcnkY2MwZ1FMIGCml5eXm6JtIRDWqJKmIY8cQZw/f9121srNALMbUl2N9t73IouKcL/zndczOG4Gh8N8rKqahMblMl8/FkMEAsjZWZNAaBoiFjMTxM+du26lm5sLs7OIqSlkXp45ApaTg3S5wO1Gv/dejOc9D6Ou7npXR9dxfPazMD6OsWeP3dkQV67g+Pzn0e+99zqxWSMWkt2xsTFGRka4ePEiuq7j8/kYHx/H6XSmlW7hZpa8qw0mTEa2RfxoW7yddiAQoKmpCSnlvC5IqjYQsqnTkW2kI1s6HfGIDwbMzc3F7XbznOc8h+c85zl8+MMfZnh4mB/+8Ic8/fTTq7KhFkLw8MMPc//995Ofn4+iKJSVlfHQQw8tGacwNDQEQLkVPDuH8vJy+3epwC1HOtLhQqOqKtEl/PI1TaOpqYmJiYkN128shnQo4K9du2YHsCXiEpPtmo6pqSmeffZZfD4fhw8fXrFg/GYFx8TEBA0NDZSWlm6IW9pyEEJQUFBAQUGBna5suWFdunTJDn2ywuJWczMzDIPm5mbGx8c5depUWtgdGnfcgfbGN+L47/+GgYHrv/B6kdauu6KYjlVXr5puT+EwMicHoet27oeISymXO3einz2L+7d+y3xOh8P8Z2ZmcQG6EMiCAjP7Q1XB4UA/ehRyclCffNIkGoOD1/9e0xCjozA4CH4/4soVjMpKhGGY3Yo5MiQrK5GlpYi+PoSUMDsLk5M2kRCDg4jeXjOnJO7cl2VlKJcuoTQ3m2NWSYaqqvh8Pvr6+vB4POzbt88exero6Ehb57XlLHkTDSZMRaBevJ22peMKBAIMDAzQ1tZGfn6+TUDy8/OT9vrZVKhnW5GerZ0OVVWZnp5e9P5RXl7Om970Jt70pjfN+/n73vc+PvKRj9z0uVtbW6mtreX3f//3KSsr4/HHH8fj8fDv//7vvOQlL+Hpp59OqdZspbjlSEc6YKlugSVOdbvdnDt3LqVjIqvFRnY64jtAhw4dSvhEymZNx7Vr17hw4QI7duxIWF+QqGB8aGiIlpYWdu3aRU1NTVoQ9uXgdrvnCfmsnem2tjai0Sh+v98mIYl0g6LRKBcuXMAwDE6fPr3hmiobioL2J3+Cfu+9qI8/bobonT6N84MfRHR1maRijhQwPIyQ0kz0VhRzZKmgwHS0ktIkHYqC+pOf4Hrb20zL2rIyGB42i3or1A/m/7eUiJkZk0zoOrhcqOfPm883O2uvE1W1XwPDMEethMA4cgTtTW/C9Wd/ZgbzWRohKRG9vYiREZRvfhPlJz9Blpej/d7vYfzar5l6D0W5HjpoQdftsa5UwOomOp1O2yK6qKiIbdu2Leq8Zn3XNkq3sBRWG0yY6hTveB2XtYFgaUH6+/sRQtgExO/3r6njmm3jVRvdfU4mrAI9mxDf6VhJFtUf//Ef85a3vOWmf7Nz505+8pOf8N3vfpexsTF71PNTn/oUP/7xj/mv//ov3ve+993wOEvnMTw8PK+WGh4e5rYV5hOtBJukYwOwWOFu7d5v3bqVvXv3pu0FcaNIh67rNDU1rcrBK9M6HYloOuItlFciGE+EcFjkrq+vj8OHD69J4LaRWBgWFwqFGBkZ4erVq7S1tZGXl2cTkIKCghveCyuHJC8vL2HL4XWFEMjbbkOLu0HE/s//wfXe95odBqfT7CxomtnhiEbN4t/STEhpFug5OSbJ0HXUZ54xRedjY6aQezGXvfj3SdOu/00kcp1kWFCU6//MvbZ+9izaX/4lcs8eUFWMs2dRf/ADM/TP6YSREcTAANLrNV2tHA5EXx+Of/5nYnv3IisrMW67DfWxxzDy881ujGEgBgcxtm7FsNLYkwjL0KOwsJCDBw/ecH1e6Lw2NTXFyMgI/f39NDc32yN/S33XNgorCSbU55y91gtut3uewH9iYoJAIMClS5fsMUpLX7NSN7vN8ar0RbYdD1wnHTMzMyv6rlpjxMthZmYG4Ib37WaTEzt27KCiooJHHnnEJhmTk5M89dRT/N7v/V5C61sNNknHBiC+cLfs03p7e1e0e79R2IgCPhwO2wnsq3HwUhSFWCLz6WmARMarrHGf0dHRFQvGl3OossLuJiYmOHXqFPmLhK5lIoQQ5OXlkZeXN88mdWRkhMuXL6Moiq0D8fv9TE1NceHChTUHvaUcUpoajZwc0+HpnnuI+v2o//3fqE88gZyaMjMyxseRublmBkYoZBIEpxNZUWGme1sdjLExc8xJCGRuri1Mn/d6DofZLQmHFxWzA9efLxo1icRcAjlg5m/s22c/RHvnOxE9PSidnebfjYyAw4E8dsx8HUBu345ob0f55S/RX/lK8zGDg6Ylr5QIzPEq7f/8H/N4kojJyUnq6+upqKhIKJMmfuRv165dRKNRe+TP+q5Zxgdr3bFPNpYKJtR1ncnJSYQQRKPRdQ8mjA8VtdzsLC1IX18fDodj2VToeGRbpyNbjgWyb1wMlh+vWivq6uooKirizW9+M//3//5fPB4Pn/3sZ+nt7eXFL36x/Xf79u3j7/7u73j5y1+OEII//MM/5MMf/jB79uyxLXOrqqq4//77k75GC7cc6UiH4sHK6YjFYjQ1NTE1NcXZs2czosC7mR4lFRgbG6O+vp6ysjIOHDiwqotrOuhQEsVya41Go9TX16Pr+qoF40sRjkgkwoULFwA4c+ZMWo73JQsLbVLHx8cZGRmhs7OTcDiMlJLy8nKqq6vT4ppxA6RE+fnPUb/1LcTly2ZQ3gtegP7Sl2KcPIlx8iTy7/4O9RvfQFy5YgqzrULM4TDJgK5fH58Cs2MhpdnpkBIZDrPokc/9HYt9T63nskiH5WTlcCCFAMNAP3PGXP/58yg/+QkAsXe/G+XqVURfH+p3voN0ueaH8ymK+Vxzblpy506in/406k9+grh8GVlcjHHXXTeksS98z0RbG8qzz9odFrljx03f5kAgwIULF9i5c+cN+T+JwuVyUVVVRVVVlf1dGx0dpbu7m6amJnw+n90F2ej8mXhYpMIwDNra2pienubIkSN2N3Y9gwkXIicnZ94Y5fj4uJ2MHg6H8fl8Ngnxer03vKebnY70RbaOV7nd7pSlkZeUlPDQQw/xF3/xFzz/+c8nFotx8OBBvv3tb3M0rvPb3t7ORNxG0p/8yZ8QCoV429vexvj4OM95znN46KGHUpbRAbcg6UgHqKpKLBbjySefxOPxUFdXlzEF3nqOV/X399shdGsp/jJtvGop0jE1NWWPeKxUMG6NbC11c5qamqKhoQGfz8eBAwey7qJ/MyiKgt/vp6ioCKfTyaVLl6ioqGBmZoaf//zn5Obm2l2QwsLCxL+HUiL6+iASQW7bZieHJ2XNjz2G8x//ERmJgM+HGBrC8elPI4aH0d7xDvOPPB6EpplC7YWfp8djdirCYbMzoGmm/Wx+PkZBAdOKQkFHh/UGzdNxANcJy2KdDotsWI+1OpO6jnHbbRgvfznOP/kTUwQ/d146VRXtrW8l9uEPg6qifutb858nHDYdueJJgt+P/qpXJfaGGQaOj38c9etfNzs9gCwoQPvt30Z/05sWzfa4evUqLS0t7N+/P2kOgtZ3ze/3s3fvXsLhsN0F6e7uxuVy2SN/RUVFG34e6rpOY2MjkUiEU6dO2V3mVFjyrhbx7+mePXvsYMJAIGDbHJeUlFBcXDxP4J8thXo2ko5MqYcSxUL3qlTg5MmT/PCHP7zp3ywc3RZC8KEPfYgPfehDKVnTYtgkHRuAyclJwuEwO3fuTO/RjUWwHl0Da2ft6tWrHD9+fM32pJkmJLdGoeK/F6kUjI+MjNDU1MT27dvZsWNHRn0fkwXDMGhtbSUQCMwbK7MsPUdHR2loaACwd6WLi4uXHI0RPT04PvlJlIsXTU1FRQXam96E8YIXrH2xmob69a+b3Yo9ewCQACMjKA8/jHjJS5DV1Ri334785jcRIyOmPiMucM8oLkYZHTVtbq9dM8eptmxh5oUvRH7lK+g7diB6eq6TiDhrXbvDsZj2SMobdSDhsNmJOHWK2Ic+hPr97+P4/OfNTA5r1CAcxvHAA+jPeQ76S16C8tRTiLY2ZHExQtNMe9wzZ24ICEwUyo9/jOPLX0bm5iJ37jR/ODyM4zOfQR4+jHH8+Ly/7+vro7u7m6NHjy4aOJoseDweqqurqa6utvNnRkdHaW1ttY0PrO/belvyWjlIACdOnJj3XV/vYMKVwOv14vV67fd0bGyMQCBAe3s70WgU35zFdDQaTSuB/2qRbaQjm8erQqFQWrgfbiRuOdKxkQWVlJKuri4uXbqEqqrs3bt3w9ayWqS60xGNRmloaCAWi1FXV7cip4elkGnjVXDdnjJeML4SzU98EXAzwXhfX5+dB7PQr/tWQSwW48KFC2iaxunTp+e1lhdaek5MTNhBcRcvXqSoqGjeaAwAk5M4/+qvUDo6MCorTUH3lSs4//7viRUUmDkVa8HoqOkwtVBgWFKCaGtDXLpkko6TJ9Hf8Ab41KdQLl+G8XFzzMnpRBkZMQvwoiLwetFf/nJGf+M3aP7Vrzj95JMUXb26+AiVYZj6ibn/jf/vhZBbtyJ9PsS1a5CTQ+zP/gy5ezfq//2/5nPHF9FeL0xO4vja14g+8ACxD3wA9atfRWlqQubmYtx3H9qrX329a7JCqD/6EVLT5ud3lJcjurpQHn3UJh1SSjo7O7ly5QonTpxYV8vyhfkzoVCI0dFRhoaG7BA967tWWFiY0kIzEolw/vx5cnJyOHLkyE2LwPUIJlwtVFW13zMpJTMzM4yMjBAMBnnmmWfweDz2GFY62RyvBNlWpGcbiYJN0hGPW450bBRisRiNjY2EQiGOHj1q7yBlGlI5qmSNDxUUFHD8+PFVheQshkwkHdZ6UyUYt3b2R0dH1724SifMzMzQ0NCAx+Phtttuu+l3TggxL606HA4zMjLC6OgonZ2deDweSktL2drQgLurC2PXLtu+VW7fjujsRH3wwbWTjtxcs/ienYX4z80Sh1s3NSHQfvd30c+dw/HAAyi/+AVichIxNoYsKsI4dAgUBTE4iPajH9FSVcW25z0P1/79GO95D2pPz43vwYJ/LwVZVGR3FGRREeLSJdRHH0XPzTVJyMLnNQyT4IyNmY85cADtAx8wx6ocjrXb4E5MIByO+QRpTs8ipqYA85xoaWlhbGyMU6dOpWwMIhHEGx/Eh+iNjo5y4cIFpJS2c1NJSUlSx1HC4bCd+7MaHV0qggmTASEEubm5OJ1Oenp6uP3225mYmGB0dJSWlhZ0XZ8XTJgpXZBsK9KzPacjlZ3TTMAm6VgHTE1NUV9fb6dnx1sSZtooS6pGlYaGhmhqalrR+FCiyETSMTs7S3Nzc0oE49FolMbGRjRN48yZMykVjaUzxsfHaWhooKKigtra2hV/5zweDzU1NdTU1KBpGsFgkJGREYbOn8cxPY0WCuHOycHtcpmfa16eObK0VuTnYzz3uahf+5rpSJWXB9GoGZi3bx/y0KHrfysE8tAhYv/4j2aS94c/jOPBBzH27bM1GaGKCmhv59i1a3i2bkUCxrlzKB0diGDweuYGZldj2XdJiOtjU9b/h8M4Pv1pHJ/9LGJ8HCKR64nnMzPm2JeuI6amzE7N9u3m75I0UiSPHYOnn76e5QHmeJoQGAcOoGmarV1IqzyWOSwWomc5r1n2sRYBWUuInrXxk6hT13JIVjBhMmHNtTudznmdpenpaQKBAFevXrU7SxYBKSgoSNtCOJtE8ZC9QnLLMnez03GLYb1PTquY3r59O7t37573+rquJ203f72Q7PGq+JGzI0eOpGTEJ5OE5Nb345lnnllVwvhygnErgDIvL49jx45l3cU9UQwPD9Pc3Mzu3bupqalZ8/M5HA7KysooKytDOXcO9dFHmRaCUCjExMQETqeT/LExqK1NymaD9oY3IIaGTCemgQEzfXz3bmLvfvfSXQFVRQQCSI/HJhxTU1PMRiKU5OXhmZzENpb2eEy7XCHMToOum8L4RZ7WHrFyOq87W4XDiOFhmLPnFWNjSF1HVlUhhUCZmIBgcL7LVU4OYnwc5wc+QPTjH4eiojW9R/HQ778f9Uc/QvT0IAsLzTGxqSmMw4eZvfNOzj/7LKqqcvLkybSysF0M8SF6u3fvJhKJ2GJ0a3Q33v450XvM+Pg49fX1bNu2LWXarpUGE6ai0LeK9PjjE0KQn59Pfn6+3VmyggmbmpqQUs7rgqST0Dkbx6uy6XjgxpyOWxn/P3tfHh9JXab/VFUfudPd6WSSTO47mdwXMwhyCcMxIMJ6rK6iHOLi6iLoCl4r68Xq/lhcFQXkklVEdxVWuQVGkUFgku7c1+S++0jn6Lvr+P1R+dZ0Z5JMJ+kz3c/n42eXTNJdqVRXvc/7vs/zRFfFG0UQBAHDw8OYnp4+o5gmH6hYJx0sy6Knpwerq6tBtQyOJiG5yWQCABw4cABVVVV+C8bPtk4FiPafJIByIwGOFXjrWIIVfMiffz5kJSVIm5iAkJcHjmHAzc6CpSj0FRVh7c03paJQrVZvXlixLOjublB9faIQvaJC1B2Qzr9KBc83vwmquxv07CwElUr897NooISiIlBvvQWe57G6ugqWZaFRqUAvLYHNzz/9Oxw8KBIImUx8T2JVizMnHQJwOoNjnURQZjOwsiJ+3e0WiUVysvQ/XqEAfeqUSGbkcgi5ueBraoCEBNA6HRQf/jAomQx8VRXYT30KQl3drv4W0jGmpcHzhS+Aeekl0O++C1AUuNZW2C+/HO/29yNFrUZtbW3EdrO3g1Kp9LGPtVgs0sqfw+HYXHe0ASaTCd3d3SgvL0e+13UQTOwkmDCQUxB/JgNyufyMsEeTyYSZmRkMDg4iNTVVIiB7mSwFAvttvWq//T5A8HM6ognRVfEGCESgGyy43W50dXXB6XTi8OHDZ1xk5AbKsmzEjfHPhkCtKpGEX4VCEXTL4GhYr/IWjFMUhYKCgoA6VE1PT2N4eDig9p/RBuKKZjQa0drairS0tOC8kVoNzze+Adl//ifoU6cgY1kwmZlgPvpR1F57LZbWi8K+vj6wLOuzm69UKsVk8F//Gszrr0PgeVF38Ze/gG9pAXvjjaeJBcNAaGoC19Tk96FxV1wB6sUX4eztBTIyoElNBT0xAWRng29vFycBcjno8XExr4NlpTUkAGKOB04TD+kuSnI01le94HQCCsVptyuKElPO1Wpx0rKePi5kZ4M/ckR6fWp4WMzqmJoCFArQ774L5rnn4P7xj8FfeunO/xYeD2Q//7mYV7K6KqacFxaKU5g33wT16qtoLSqC8l//FcI+KHRI8GBGRgYqKytht9ulKcjIyAgSEhJ8LHlpmsbCwgL6+vpQU1MT1nDarYIJAz0F2WkwoHfYY0lJiRQsajabMT09DYqipHMejrDH/Vak7/f1qvikI46AgqTXpqam4siRI1tOMmQyWdSs/HgjEJMOs9kMvV6PnJwcVFVVBf2GGemkgwhYjUYj2tracPLkSb+O1/uhvJ1gfHh4GAsLC2huboY6gCsr0QRi5OB2u0OiYxGqq+H56U9FNymXC3xZGZCWBgaQ9sirqqpgtVphNBoxOzuLgYEBpKWl4aDZjLw//QnUwYPAur2nsLAA5sknQb/xBvgLLwT7d38H7GJKYyssxPgHPoDi55+HemUFWF2FUF4OyGRQfuhDoFZXRYvbhARQRMshl4sEJzVVXJvyeCB4PBKZELTa0xkkFAVqbg5QKsUQQJkMtF4vvi7HiROTxERxiuIdJAgATifowUGA48QVqLQ0wOMBZTZD/q//CtfFF5/WY/gJ2UMPQfbww0BCAoS0NMBoBNPVBT4lBcsFBUhIT0fq3Bzw9a/D/cgjEA4e3PE5jWQkJSWdoTvyJryJiYmw2WxhJxwbsdkaFrnX7XUKslcNxMZg0dXVVSkZnehrCAlJSUkJ+hRkP5KO/fT7kGs27l4lIk46Aoi5uTn09fX5JYYOZcheIEH0EbvZSxcEAVNTU1LHPW+79OAAIpJJx2YJ4xRFbXu8xKGKXD9bEQ4ijnU6nWhvbw+I/XA0wuFwQK/XQ6lUoq2tLXQrjQwD4dChLS1lvffIS0pKpN18/sQJLC0swJaUhCS3G+kGA1JeeEF0pxoeBnP8OGQPPADXU0/5isbPgpWVFeh0OuRcfDESb7oJ7tFRgKIg//a3wbz6KgS5XCQFHAeKZUW729VVcWrBMKAcDpEsbLhvURYLhIwMcRXL4RCnIVqtNJERDh48TTo4DtTCAqj5eVFXYTCAPnECfGsrqOlpyYFLmubI5RCSkkBNTIDq64NQX+//+V9eBvO734mTlfX1VmpuTixgHQ4kJSRAqVZDUKlAj42BfuUVcJ/8pP+vH2Xw1h3xPI+hoSHMzc0hOTkZ/f39mJqa8rHkjZT1y0Bb8u500nG2YyOOdqWlpXA6ndIUZHJyEjKZTMpaUavVAb/3kGfBfivS99Okw/s5bbPZgrZGHi2ISdIR6PUq0k2emZlBQ0MDsrKyzvoz0Uo6yM1gp6SDdPMNBgNaW1tD2nGP1HNttVrR0dGBtLQ01NXVSQ+k7UiSv4Jxh8MBnU6HhIQEtLW1Rbw4NlhYWVmBXq9HVlYWKisrI/rhTHbzmaIi0FlZsB04ANvKCpQvvQTe5RK7/AoFkJwMenERii99Ca7nn980TXsjSACkt3BeqK4G3dEB+sQJcYrhconaC6VSnDDY7RBKSsRUdZaFQIiHIIhrUzIZBIoC5fGIpEIuh5CYCP7wYdEWd10TIuTmQjCZxJBCo1F8DUAkKRCJAH38uLiaRVHiRMK7OKNpUOvi9J2Amp8XV6o0GulrvNUKgabBAFCSZwDLAqurYP7nfwCeB//e90IoK9vRe0UTSBaJwWBAe3s7UlNTpZUh7xBM77W/SLp/7NWSN5huTwkJCT76muXlZZjNZoyOjsLhcEClUklTkKSkpD0fh/fvuh9AiOR++X2A06QjPukQEZOkI5AgYXZutxtHjhzxe18vUgvhs8FbBO/vjcHlckGn04HneRw5ciTkybo0TW+a8h1OGI1GdHV1obCw8AxRNznejfBXMO5tBVtRUbGvbuA7gcFgQG9vL0pLS/3WyEQC+LIy0EolklwuJFutkLlcEBQKgOfBMgw4jwfM+tqStasLyQ0N2/5u09PTGBkZ2TQAkhoaEtel1Grfop6mRaKRkgIUFEBgGJGIrK6KhIAIxtfzNYSkJLh/+lPwLS2grFbI77oL9NgYBJkMFMdBUKvBtbZC9uyzp1+f48QVLaUSFM/D/ZnPQH7ffeJkhThs8Txgs0HIzt56qrOyAspmg5CV5UNWhIwMCAkJgN0OITERdrsdjEyGREEAtU7gKLtdXIGzWECPjoJ65BHg97+H5wtfAH/xxbv+G0YqSPNneXkZbW1t0vRzs5Uho9GIiYkJ9PX1IT09XSIgoVgZ8he7seQNVVFL0zQ0Gg00Go2U60OmIGNjY1AoFBIBUavVu+ru7zfSQX6f/TbpINdeXNMRJx17AllXSE9P33GYXbSSDnJz4zjOr+4XOUfqdXeYcNxMvLti4b6ZEfckUgRuJurebNLhr2B8bm4OAwMDqKioCJkLTaSBrPGNjo6itrbWr8ljJEGoqQF/8cWgX3tNFHnzvFjcK5WQJSVBBoAHAJcLgzodbCsrm1qkEjvq2dlZNDc3Q7WuD/EBw0idfsjlpy1syTSDpgGrFfzll4OamQEmJsR1J5vt9PdQFKjlZTC//S1kTz8N5tVXxYlBfj748nKgtBTce98LxVe/KpII8rqA+N9kipOVBe6DHwTzy18CZrP4NY4DlEqwn/60mOVht59evTKbRZH4n/8MuN0Q8vLAfvjDgFYLWCwQCgvBX3IJmP/9X9jdbrgUCqg0GnEdjBz3qVPif6eng29qEm17JyYg+9nP4G5tFXUl+wQcx0nrlm1tbVuamHivDJWXl8PpdEpidO9imVxv4b6nesMfS16Px+Ozwhqqgj0xMRF5eXnIy8sDx3GwWCwwm80YHh6G2+2GWq2WSIi/jbn9Rjq8V5H2C4iInOf5+KQDMUo6AtGlmZ2dRX9/P0pLS3flaR7NpONsmgMConHZ7TkKFCKFdGwUjG9aBAJnnF9/BOOCIGB0dBTT09NobGxERkZGsH6NiAZZdVxcXIzepHWaBvehD4GvqgL9t79B0dMjThOSkyVSwLhcEA4eRPNHP4plm83HIpXkCSwtLcFms22ers3zYB5/HLLf/Q5gWdHNSakUC31iccswoLu7IWRkgPvIR0D/8Y9gjh8/vWIlk4mkAQASEyF75hmRTCgUAEWBHh0FPTEBfnYWlF4Panz8NNkgINMMnoegVsPzve9BKCgA8/TToNbWIGRmgrv4YlDj41B+4hOAXA7uggvAfvjDkH/nO6D/9jdAo4GQnAyqrw+Kz3xGnNokJABJSWBbW2FsaEBqdzc0djuopCRw550nvvX8PKjlZTGdvaFBsiMW8vJATUyA7uoCf/75wf1bhwgej0dam9ppFklCQsIZxbLJZMLQ0BBcLpePJW8k6cY2m4I4HA5MTU0hJSUlaJa8/oBkqWi1WgiCALvdDrPZDKPRiJGRESQmJkoERKVSbXlcm2WORDP2G4kCTpMOm80GAHFNR7gPINrgLcBrbGzctc9/tJIO4OzH7p1RspdzFCjsdDoTDBDBOMuyOHz48LadLDLp8FcwznEcent7sba2hra2tpjtpJDcF4fDgfb29pCv8QUUXna4HqsV8vvuA7WyIq0rQS6H56tfBa1UQqNUQqPRoKKiAjabDYuLixgbGwPLskhKSsLc3BwyMzN9xMH0q69C9stfAikp4C68EPTbb4thgGStj6JEjYZSCchkYF54AZ5bboHsN78BtbAg/jvLioSBYSCkpIjTj+RksXjnOCkYkB4clNacAJx+D5qWpiqCWg3+wgsBhQLsP/8z2M98BlhdBTU9DcU99wBLSxC0WlAuF5innwb91lugpqYgFBSIkw+eB2W1grJagYQE8LW1EJaX4XnhBdgvvxypX/kKPAsLELKyIBw6JK6KvfMOFF//OgSVyjeIkNj8Rqj5xE5B1luVSiXq6+v31HjZrFg2mUwwGo0YHh5GUlKS9O/bFcvhALGyT0lJQU1NDYDTDZ1QBRNuBoqikJycjOTkZMlljExBBgYGwLKszxTE23lvP+oftpvkRyM2ko74elUcfsPlckGv14NlWRw5cmRPXR2GYaROS7Rhu7A9Yk1qs9k2zSgJB3YynQkGrFYrOjs7kZqaipaWlrOu4RHS4S0Y36qb5XQ6odfrwTAM2tvbIyopN5RwOp3Q6XRQKBT7TjjPfvGLEIqKIHvsMVAzM+Cqq8HeeuummgOGYbCwsACVSoWamhosLy/DaDRKXW5SEB58+WVxurCu8eAvu0x0lersBJRKCGVloMbHxanG8jKY//5vcIcPw/XEE0i47rrTBCIpCTzJvQBEEuFynRalA2KBTwoj8jXvol4mg/vhh08HHwLi1CUzE8zPfgaYzRAqK0WR+Xp6OX3ihEhWVCoxPX15WbT/TU4GXC5wHg8sPI/E1FQUDQ7CXVgIPjsbzHPPgX70USApCdxFF4FvbAT9zjvi66wfIzU/D2i14A8dCswfMIxwOBzo6OhAeno6Dh06FNAC1btYLiwsBMuykhi9p6cHHMedmUETJpBcKLVajZqaGp97KXkuhCKY0B/IZDLJVlsQBNjWJ5kLCwsYHh5GcnKyREBCSY5CgXBvIwQD3hkdcrk86rLZAo2YJB27YdFEm6BSqfwqHM+GaM3pAE7b5m6EzWZDZ2cnEhMTceTIkYgq/MJlm0sE4wUFBSgvL/fr2qMoyi/9xurqKvR6PTIyMlBdXb2vHj47wdraGnQ63f45D6ur4ipSQoLoosQw4D74QXAf/OC2P0bOg1arlfJvvFOVV1ZWYDQaMT4+DkVvL5JZFpTNhgSlEjKZDEJ2Niieh6BQiNMJlhUnHYIAamUF8u99D67nn4fn7rsh++lPxUJdqxXXs8bHRUJhs53WhVCU+D+OE0lIYuJpskL+LTUVrh//GPwFF2z6O9F9fUB6+mnh+sgI6LExYG1NXDPr6ICQkyNa9pLcEIUCSysrUCYkIDkzE5TdDoyNQXHvvaD7+0UXLp4H88or4M47T/y9h4bElSyjEZTTKQrip6dF698oBWl2EOe2YHePZTLZGSne3hk0qampEgFJS0sLWTebnIcDBw6goqLijPcl94tQBBPuFBRFISUlBSkpKSgqKoLH48HS0hLMZjN6enokkjQ/P4+MjIyobzrtt4wOwDeNPDk5eV9NcXaDmCQdO8XMzAwGBgZQVlaGoqKigFw0+229ihTX+fn5m97Yw41Qkw5/BONb/RzDMJiYmIDT6URWVtamN6rFxUX09fWhpKQEhYWFEXe+QwViBVtcXBywz2bYIAhgnnsOzO9+JwqpZTIIZWVgb75ZDPDbBmazGd3d3SgqKtr0PFAU5SMOFs4/H/Szz2LV4cDq6ipkDIMEikI6TYtrUiwrThuIvoOiQC0sgDl+HOzNN4Oangbzl78Ak5Mi0fB2viLTDO81KiIYFw9G/B/DwP2d74C/7rqtT0lGhmi/CwBLS6BHR8VE9IQE8XU9HlCzsxI5gtuN1awsJCUliZ+bqSkIeXmQvfoq6L4+8EVF4toYeb233hLX1E6dguwnPxGnHAwD5qWXwLz0Etg774Tna1/z9y8YMSBNsvz8fJSUlIT8c+Gd4l1aWgq32y2J0aempqTkdCJGD1aDanV1FZ2dncjLyztrdhbBVmJ0su4azimIXC73IXazs7MYGxvD7OwsBgcHkZKSIk2XUlNTo+5+uJ8nHWtrazG/WgXESce24HkeAwMDUppzIMW5DMPA7XYH7PVCCe9JhyAImJiYwKlTp3ZUXIcaoSQd3pkk2wnGN/s5nudRXV0tPaDHx8ehUCikcbtKpcLU1BTGx8ej0pkpkCBWsDU1NcjOzg734ewZ9IkTYB59VCyKCwsBjwd0Tw9k998Pz/e+t6WTEnEsq66u9vvzR3/gA5CfPAmt2Qxeq4XH4QC/uIjlvDykj46C8nhAW60+Gg/KYgH9+uvgrrkGnv/4D7A9PWCefhryn/xk6zdiGJEcOJ2n3a6SksT/3+kE/e674D71qS1/nD96VJx2mEwi+fB4QDEMhIQECEVFoKanQS0vg5qeBpeSAs7phDI5GQqOE/NFBAHchz4E5vHHxdUr7+JWrQa1tAR6bg5wu8XXX09fhyAALAvZf/wHuEsuAX/kiF/nNRJgNpvR1dXlk8kSbigUCuTm5iI3Nxc8z2NlZQUmkwmjo6Po6emBSqWSpiCB6gYvLy9Dp9NJDYndINDBhIEERVFITEyEUqlEa2urlLViNpuh1+tBUZS0hhVMYhdI7OdJB7HLjTYiGGjEJOnw549OduVJtkSgXTmifdJBbrh9fX0wm81ob2+PaKegrVbCAg2S2+LxePzOJNkoGFcqlT5uMUtLSzAajejt7ZXsHouLi0MasBhJIEYF8/PzW1vBRiHoP/0J8HgglJSIX1AowFdUgB4ZAf3uu+AvucTn+wVBwPj4OCYnJ3fsWCZUV8Pz9a9D9qtfgR4ehjIhAdzf/z3oD3wA1HvfC9rpPPOHPB7Qf/kLsLQEaDRAYiLkjzwiWtluBSI2J+RFoRCJh8sFUBSYF14AvvlNcFdeCb6tzTfoUBDAV1aCu+ACMO+8I+pGWBZCUhKEoiJApYKQng6cOgVnZibe+dSnULe4CNWJE2I2R0GBuJZ2zTVgnnji9DFsBEVB9tRTkmMX+RpkMoDjwPzP/0QN6VhcXERvby9qamqQk5MT7sPZFDRNQ61WQ61WS/kVpMkyOjoqNVlIivduOt+EeJWXlwfUOnyvwYSBhreQfLOsFZKM3t/fj7S0NImERFLWijf286TDZrPFJx2IUdJxNlgsFmlX/tChQ0H5EEQ76XA6nXjnnXcAAEeOHPFx1IhEbCd+DxTI7nBKSorfuS3egX/AmYJxhmEk5yGr1Qq5XA6NRiM5FKlUKmkKEkl2lcECx3Ho6emBzWZDe3v7vvqdqbk5YKOdIkntXlry+TLP8xgcHITJZEJra+uubBiFpiZ4GhsBi0Xs8KemgurpEQnF6qr4TTQtpo6zLARBgHN1FQu//S3k11+P7IceOntKOHGycrtFwgGIUw+OAzgOlNEI2f33Q3bffWBvuAGeH/5QTCDv7ob8vvtADw6KgnGtViQff/2rOAVaf3gLggCW5zHR0ICKa69FokoFl80mHr9WK002+IsvhuznP4fgfRxLSxCSksC1tUG2tnZmsjvRkayt7fjchgMzMzMYHh5GfX192B0Dd4LExETk5+cjPz9farKYTCYMDAzA7XZDo9FIUxB/mjgGgwE9PT1BJ167CSYMNAHZajLgnbVSWloKl8slTUEmJyfBMIzPFGSvGtVAYT9POqxWa0QY64QbkXGlRRCmp6cxODiI8vLyoO7KRzPp4DgOo6OjyM7ODrgjSrAQ7PUqk8kEvV6/I8G4d5dsuweS1WqFXq9HWlqaDwkmHULi7Z6UlCQREG971P0CYv0pk8nQ3t4eFesCO4FQVATqzTcB7xUptxsCRUkuU8Bpa2Cn04n29va9EX6KEkkG+U+DQUzrTkiQNBiUIAByOSi5HAq5HJTdLgqDX30V6RQlOlORQEFvMAz4ykrA7QY9NAQhIQGUQgHB4xHtecn7r0P2xBPg3/tecOedB8W//Iuo1cjKEknI7Czo5WXwtbWgR0ZEkT3DgF1awlp2NrI+9zkkkYlXcrJESqRz9uEPg373XTF3hKYlwTz3938Pob4e/HvfK2ppiAAekCY03Lnn7v78hgBkxXViYgJNTU1RPQElTZaNzk2Li4sYGhpCcnKyREDS09PPuGfOz8+jv78fdXV1IV899SeYcOP37fXZ6a9lrlKp9FlvW15elpLR+/r6oFKpJBKSlJQUtmfHfp10KJXK+KRjHXHSsQ7vPfyWlhZovB7EwUC0WubOzMxgeXkZWq0WtbW1UVPYBot0kPTr4eHhHQvG/XGoIvaT+fn5ZwghvTuExK7S2x6VPLwjqZO1W6ytrUGv10uWl9FAdHcK/uhR0Ho9qNFRkWR4PKDn5sDX1IBvbQXgS7x2GvLmD4ScHAipqUB6ukgMFApRuL2uP6NTUpBz0UU40NAApqhITCgXBDE7hLhWkddKTATlckHIzASmp8VUdUEQ3aQASUwu/V+eF7NDbDZQc3PiCtV6ASIkJYEaGwN//vlgL70U9B/+ANvSEoyXXALtF78IRWnp9r9YZibcP/whmBdfBK3TAcnJ4C68EPx55wEUBc+dd4J58UVRFA9I+hOhsvKsrmHhhCAIGBkZwfz8/K4nXpGKzZybiCVvV1cXBEHwseQ1GAwYHh5GQ0MDtGF2HTvbFCRQYvTd5HTQNA2NRgONRiOtt5EpiHfifEZGxq7X23aL/TzpiJMOEdFdiewSGws84vEvCILfe/h7RbRNOrxDETMyMkJqeRgIBIN0EKOBxcVFtLa2+t1h9IdwCILgI5Q+25qAt10lEWqSCYjT6YRarZZISKSvwm0EcWYqKCgIixNPqMA3N4P97GfB/O//iqtWMhm4888Hd8MNQFKSZEmtUqmCNmEUqqvBt7eLWguGARwOUB6PVIRTa2tikndjI6hPfALUX/8qfh9ZofICZbMBg4PAwgIElQrc+94HymYD8/LLwMqKr6gbECcLFgvoqSlffQUgEpOEBFBDQ+DtdtgXF0FxHApWV8HPzYE/G+kAAJUK3Ec+Au4jHznz966pgfOFFyD/1rfAvP66aFN8/vlwf+c7Z0xNIgXk/mOxWNDW1ravVg03g1wuR3Z2NrKzsyEIAlZXVyU3rL6+PgBAbm4uFAqFSIQj6D6xcQoSKEteQRD2fB9ITEz00RCSKcjw8DDcbvcZU5BgYr9OOgjpiK9XxSjp8MbS0hL0ej0yMzNRU1MTsgs+mnI6SJKry+XCkSNHMDExETXHThBoIXkgBONbEQ5C8MjUbadCaW+hJkmpNhqNWFhYwNDQEFJSUiQCEum2ijMzMxgaGopoYWwgwb/3veAPHxZJh1IJITsboChYLBZ0dXXh4MGDKCsr29XfjJqaAtXfD2RkgG9pkcLwfL+JguerXwWSksA88wyoqSkx+yIpCUJxMUDTkN93H9zFxeDe/36wOh1kDz4o/izDiMJxQHxtioLA86AsFrjkcsx99KNQNTcj9TvfgexHP/JdZVonGfx5551eJeN532N0OEANDYHt6wPUaiSp1WLuxte+BvcPfwihsXHH58QbQk4OhLIycC4XKJ4H5XBA8YMfwPPZz0JoatrTawcaRNvkcDjQ2toadY2EvYKiKKSnpyNt3dHN4XAgPz8fNpsNJ0+e9ElOz8jIiKhJ72ZrWISA7HQKEujJgLfWo7y8HHa7XZounTp1ComJidK/ByNxPj7p2P+InE9iiOG9FlNZWYn8/PyQFl/RMukggWMpKSk4fPgwZDJZ1By7NwIpJA+GYJyAJLq73W60t7cHZOpGUoOLiookv3yj0YjJyUmf9FuNRhMxN3xBEHDq1CnMzs6iubk5qvfUdwyFQlwtWgfJZKmoqEBeXt7OX8/lgvyuuyD7zW9EpymaBl9dDfdDD22e/6HRwPOtb0FwuyF7/nlRl6FQSOtT9PAwmFdfBVtVBc8994D92MfAvPoqZD//OajRUfH71l2rKED8b5UK03I5ev/6V2ja23FOaipkq6unU8lpGlCpwN52G8CyYH79azFjIztbnLAYDOBZFm6nE57SUqSsa5aEtDRQY2OQ/c//iKL4PUD229+C1uvBl5eLuR8cB2p0FLKHH4bnP/5DtPqNALAsKzkrBmPFLlpAXOwWFhbQ1tYmdZGJZsFoNOLUqVPo6emBWq32seSNFGy2hrWTKchu1qv8hXfifEFBAViWhcVigdlsxsDAAFiWhVqtlkhIIIjvfp502O32qDJ4CBZiknTwPI/e3l4YjcYdrcUEEtFQuC8uLkqBY97d1WjMGAnUehURjO8kBNE7XIocy2aw2+3Q6/VITExEW1tbULpzG/3yLRYLjEYjBgYG4PF4pMAurVYbtnRbjuPQ29uLtbU1tLW1RVSREGpMTk5idHQUdXV1u35gyX/wA8h++UsIMhmQkgKwLOi+Pig//nE433jjzDWndVBWK4S0NDEkUPoiBYGmxfDCdQgVFWArKsA895xIOhISJHcqAADLQp6Vhba2Nng8HphMJvT/7GfIuv9+ZL37LigA9ksuAb79bdAHDwIAPN/6FuTf+Q6ooSFQNht4pRJrGRlIBJCiUoHyOh4kJYEaHNzVuZFgtYJ+5x1Rf0J+X4aBUFwMamxMDBZsa9vbewQAbrcbnZ2dUCgUaGpq2ncFmr8QBAEDAwMwm81nrJZ5axYqKytht9slS96RkREkJCT4WPJGSqMF2HkwYSgnA94NKm+R/8LCAoaHh5GUlCQRkM1E/v6A47iImkoFAt7uVSXEDj2Gsb/+un6C7Huee+65YRtLk857pO2eAuL5GRsbw9jYGOrq6s4IXgtV5kUgEQjSMTk5ieHhYdTU1ODgenF0NvgrGF9aWkJ3dzdycnJCluhOUoEzMjJQWVkJq9UKo9GI6elp9Pf3Iz093ceONxTHRNbWKIpCe3t72IhPuOGdRdLS0rL7DBynE8wvfiESBVKYKRSig9PYGOhXXwV/+eWbH0N1NfD2275rThwHShBOZ4l4gbvsMtBvvimSDYaRxOEQBHDr7yGXy8U1uauuAn/FFVhYJ72mpSXYZ2ehcTig1WqRVVyMNLUalFIJT1ISHIKAFIsFjMsFwePxIUqC0wlhr6GkLpeYAeJNsACAYUSRPElTDyMcDgc6OzuRmpqK2traiCqWQwme59HX14fV1VW0tbWd9RmelJSEgoICFBQUgOM4aV2or68PLMv6WPJG0pqaP8GEbrdbMqUJdTDhRpH/0tISzGYzent7IQgCNBqNZMmr3Pi52gL7fdIRyw00gpgkHTKZDHV1dVLnORwgH6xIY/Ysy6K3txfLy8s455xzpJ1Zb4Qi8yLQ2AvpIJkICwsLAReMA8Ds7CwGBwdRWVm5u/WZAICiKKSmpiI1NRUlJSVwOp3SGtbo6CiUSqVPKnowHm5WqxU6nQ4qlSqk+qpIA5n0WK3WPWeRUBaLOLHYOM2QyQCKAj09ja0+FdxVV4F+6SXQIyPgs7LE1SqjEXxREbhLLz3j+9lPfhLM00+DHhg4LSqnafAVFWA3SR2naRrqjAyoMzJQAUgdaaPRCOdvfoMynQ7ugwfhEgSkpaaCcjpBnTwJDAxAqKoSSY3RCMjl4K6+etfnCACg0YAvLQXd0QFBrZa0JtTiIgSNBnxZ2d5ef48gK52ZmZmoqqqKuEZVqOCtZWlra9txU4JhGGRlZSErKwuCIMBqtcJkMmF+fh6Dg4NITk6WpiCRZju+cQoyMzMDk8mE2trasAQTekMul0tGJoIgYG1tDWazGbOzs6K9dmqq1ODazoRmP2s64jkdIiKn2o0xRCLpIJ00mUyGc889d8sbejSshm3EbqczHo8Her1eEtHvRDBOHgTbOVSNjIxgdnYWTU1NQbdp3gkSEhJ8HE2IHW9PTw94nodWq0VmZiYyMjICslO+tLSErq6uTa2BYwnEtEEQhF0VVRshZGRAUKnEdSjvbuN6iji/zbhfKC6G5zvfgeznPwfd1wfQNLiLLgL76U8DXrkhEtLS4HruOcgefBCy//s/AAB79dVgb70V8MMMwbsjzTz8MFiFAq71DJs1qxUuhQKpGg1ouVwU2nMcBLUa7M03g3/f+3ZyWs4ERYG77jrQk5OiOD09HbDbxd/5wx8GNkx7Q4mVlRXodDrk5eXF9GeDZVl0dXWB47iAaFm8Gy3FxcVwu93SFITYjntb8kaSdmZmZgajo6NSLks4ggm3AkVRSEtLQ1pamnReyRSkq6sLFEVJU5CNzw9SoO8neE864qQjhkkHRVFhnXSQGwHLsn6PHoOJpaUl6HQ6ZGdno7q6etsbVLCD9oIBmqZ3nItis9nQ0dHhI6I/GzYKxrciHGSiRJK1I3nsurE7SOx4x8bG0Nvb62PHuxvh+9zcHAYGBlBVVeX32tp+BCH9KSkpqK2tDczDV6EAe8stkN97LwSbTSQeLAvK7QZ/6BD4Cy7Y9seF+noxJdxgEFestNozk7u9oVKB/fKXwX75y/4fo8sF+t13QZlMEPLywDU2YtntRqLHA7VGAxnDwMOycLtccDEMps89F+7Dh6FKSkLykSNI8hLd7wVCQwM8d98N5pVXQA0OivbBF1wA/vzzA/L6uwEp1MrKylBQUBC24wg3PB4PdDodaJr227xjp1AoFMjJyUFOTo50nzOZTJiYmEBfXx/S09MlApKSkhI28jcxMYHx8XE0NzdLa5c7DSYM5TRBoVBIVsc8z2N1dRVmsxlTU1MYGBhAWlqaRED226SD/C3i7lWnEbOkIxIQKba5U1NTGBoaQmVlpV8PtmicdOxU/B5MwTjJhZHL5VGXrE1RFFQqFVQqlWSpSFZihoeHpfWEzMzMs2a5CIKA0dFRTE9PR9ykJ9RYWVmBXq/HgQMHUFlZGdCChv3858V8jEcfFYP5aBrcBRfAc//94prV2UBRm082AgBqfBzyb34T9NCQOLlQKLBcUABjVRWqu7vFaUNaGuQyGeSrq6DUauR+7GNYKC3FtNEIy+goEmZnpcnbXlf/hMpKsJWVAfwNd4/FxUX09vaiurra79DR/Qginlcqlaivrw9JJ9z7PldWViatm5pMJoyPj0Mmk/lY8oaqOz82NoapqSm0tLRsuvoMhC6YcDegaVo6r6WlpXC5XFIw4eTkJHiex/z8vGQGEClbILuFtz2+zWbbV+Gdu0V0/0WjHOEu3r3D7XaSwh7u494NdjKdISQsGIJxUlyS3exo7+p4r8SQxGCj0YjOzk7QNO1jx+v9YOY4Dv39/VheXvaxu4xFkLW10tJSFBQUBL6DyjDwfO1r8Hz2s6BHRiBkZoqZG+EGx0H2ve+B7u0Fn58PweWCc24O6W+/DVVuLoRjx0C//DKoxUUAYsI59+EPQ37BBcinKOTn5/sIg8nqn/dKTLQaEczMzGB4eBj19fUxbbPpdDp9pn/hul96r5t6u/4NDw/D5XL5WPIGI0CPNGhmZmbQ0tKyo+I1WMGEgYBSqfRxU3zrrbcgk8kwPj4uTZfI5zlUZiaBBDm/8XDA04iTjjAinMW72+2GTqcDy7I7TmHfr+5VexWMk3TYrW6MCwsL6O/vD15xGWZ4JwZ7e+UPDQ3B5XJBo9FI3eiBgQEIgoBzzjknagvDQIAUlzU1NWe4xAUcajX49vbgvscOQPX1ge7vB3/gADAxAd5oRIIggBEEUP/zP3A+8gioo0dBd3aKCeHnnCMGAHp9bjau/q2trcFoNGJqagr9/f1IS0uTiG9ycnJUfObI+gzZ149V2O12dHZ2Qq1Wo6amJmL+dt6uf4IgnDHtJdaxgTLdIJlFc3NzaG1t3VPhGshgwkCDvE9+fj5UKhUcDoc0BRkfH4dCoZDOu1qtjgrtB1kXoygq7l61jpglHZFwAwsX6VhdXUVnZydUKhVaWlp2PMLcj+5V3oLxw4cP+92t8u4abScYHxsbw+Tk5J7yFqIJ3l753qnoMzMzGBgYgEwmQ0FBAVwuF+RyeUR8HkOJjatlUVFcCgKori4wb74JWK0QKivBXXQRsEs7X2p1VdSWmEwQFhbEFPTERNH5anUV8p//HO5HHgF/5Ih/r+clYC0tLfVZiRkbG4NCofDJZ4i0ooUYSxCb5K3WZ2IBxK3rwIEDIbMQ3w28A/QKCwvBsqzP5I3jOJ/J2071m8Q6e3FxEa2trQEtWv2x5PX+3lBMQbwtcxMTE33MTJaXl2E2mzE8PAy32w2VSiWRkGBMlwIBIiLnOA4OhyM+6UAMk45IQDhIx8LCAnp6elBSUoKSkpJd3cyjcb1qu2MmgvHk5OSAC8Y3rhHF4k4n8XT3eDyYnJxEfn4+UlNTYTQaMTExIRWDmZmZERfWFQzwPI/+/n5YLJaoWi1jnn4askcfBdbWxGkDRYF5/nm4v/WtXWk+hNJSeBITgeFh0EolZGTa6nZDSE8HtbQEuqsL/LnnnuWFBHFq0tsLIT1dFMcnJSFBqUS+xYKijg7wbjcsFRWYW18p9Xg80uRtN8VgoEFWXZeWlgJeXEYbSFMsGt26ZDLZGdaxJpMJs7Oz6O/vR2pqqnTN+aN5GxwchMlkQltb265MOnaC7YIJQ2XJu1XCOsMwEsEoLy+XpiAmkwmnTp1CQkKC9O8qlSpiGgredrkAYvL5vxFx0hFGhLJ4JyPaiYkJNDQ0ICsra9evFa3uVZsds9lshl6vR15eXsAF4y6XC11dXQCA9vb2sBc24cT8/Dz6+/t9skgOHjwIjuOwtLQEo9GIvr4+qTNIHszRJLL3Bx6PB93d3fB4PFF1TVBTU5D94hdiInlVlfhFtxtUdzdkv/kN2M99bsevaZDJ4KisRPngICiWFQP41s0e+IoKUG43YLNt/yIOB+R33QXm5ZcBpxMURYHPzYXnP/4D9NtvQ/bEE6K9rt2ObIpCVm0tXI89hrWcHKkYJDkCRIyempoa0kKX5LLYbDa/wu72M5aXl6HT6VBcXIyiALmShQvek7eSkhK43W5p8jY1NSWtaRExuve9ThAEqTHR2toadMKxEWebgnhb8hLyEYg1Mn/cqyiKQlJSEpKSkpCfnw+WZWGxWGA2mzE4OCg1FAgJCefnydsuF0DUNJiCiZglHZHQPQkV6WBZFt3d3bBarTh8+PCe2TbDMNLNJ1q60puRDiIYr66u9juUz5/8DQBYW1uDXq+P+aA7slo2NTWFxsZGZGRk+Pw7wzDSlMN7J39ychJ9fX1QqVQSAYn27i9xLVMqlWhtbY0qZxa6owNYWYHgHZKnUAAqFeg//xm47TYxrM9PEJvkQ1/7GgSDAVRHh5henpYGvrQUQmoqYLdvmnzuDdmDD4L5wx+AlBRArYbAsqBmZ6H49KcBANTsrJhJQlFiuGFXFxKOHQP15z8jtbhYyhEgxeDk5KTkTLSZAUKg4Z090dbWtu9I9k5A7IHLy8uRn58f7sMJOBQKhY9omljyEutxlUoFrVYLjUaDyclJrK6uorW1NSJI6HaWvIGagpDX2OnnTSaT+TxDbDYbzGYzFhcXfTQ2GRkZSE9PD2nNQkiHzWaDUqmMqnt+sBA/A2EEwzA7zo7YKYgYT6lU4vDhwwER7XoHG0Yj6SCC8fn5+aAkjBM3oqKiIhQXF0cEwQ0HvNeIWltbz0p2N+7kOxwOSaA5MjKCpKQkiYCoVKqoOq9ra2vQ6XTIyMg4aw5ORILjAEE4M6ODosR/8xOCIGBiZATO3/4WF6ysIKGvD+ytt0L2yCOgLBYImZmAwwHaaAR39dVnkg6bDbJf/xrM888DdjuooSExP4RcW3I5kJUFanwcAkWJhGM9fR0A4PGAMhjAPPEE2LvuAnBmMWixWGAymXwMEAgJCWQBSMw8ZDJZ0LInogUGgwE9PT2oqalBTk5OuA8n6KBpGmq1Gmq1WloX8r7XURSF7OxsrK2tQS6XR1TT6myWvLsNJtwt6fAGWeVNSUlBYWEhPB6P9Hkmk3TvKUiwJ83e61XRYmQRbMTuXS4CEOycDpPJhK6uLuTm5qKysjJghY53xyNaQBy3NiaMB1owPjk5ibGxsdC4EUUwPB4Purq6wLLsrteIEhMTkZ+fL43QiR0vWVnzTkWP5IKNpK0XFBTsWkcVbvANDWJhbzIBxAiB4wCLBfzf/Z1fUw5BEHDqb39D0a23Im1yUvwZngcUCrjvvhvU6qpo6ZuXB+597wN31VW+JMfthuKf/xn0X/4iEg2KAmUyATIZBI1GJByASDIEQVzPAnxfg0w83npr02P0diaqqKiA3W6H0WjE4uIihoaGpBwarVaL9PT0Xf8tnU4nOjo6kJqaGlYr2EgAWb2sq6vb09pvNCMxMREHDx6E2WxGSkoKioqKsLy8jMHBQbjdbon4arXakK9anQ2BCib0npYECnK5/Ax3O7PZjLm5OQwNDSElJUX6vJ9NY7MbENKxsrIS9ZP6QCFyn9RBRiQ8+IO1XkWK35GRkR2tDvkLUnRHk5icnOu//e1vSEpK2pFgnNxEga0F40QIajKZ0NLSIiXFxiLsdjt0Oh2Sk5PR1NQUkC7dRoEmseM9deoUenp6JFFwoLvRewUpqKI94E0oKwP3gQ+AefppYHlZLOxdLvHrH/7wWX+e53n09vYi/9//HWlTU+LP07T4P5cLinvvhaO3F1CrRTKyyWeMfu010H/9K4SMDCAxUSQWy8uA1QosLYlidrsdlNEo6kPWNVdnQCYDVKqzHrO3M1FRURE8Ho+0hqXT6UBRlERAtiS+Tifori5Qs7MQEhMh1NXBqlajs7NTmnpFwrMoXCCW0Q0NDdBqteE+nLCB4zh0d3fD7XajtbUVcrlcSka32WwwmUwS8fWe+IZ6Xehs8J6CEBLhbzCht71sMOA9SSdrlUtLS9JaH0VRPlOQQKw6ems64pMOETFLOiIBO03J9gc8z6Ovr09yvFD58XDdDaLNwWptbQ1ut1ua+gRSMO52u9Hd3Q2WZXHOOedEVNEbaiwvL0Ov1yMnJydoVpcURUmrCd52vAsLC1L3ihCQUIuCCQRBkPIWNtOyRB0oCuynPw2+uhr08eOgVlbA19eDO3oUOMs6DNEt8DYbct98U/wi+SxRlDihcLkge/ZZsDffvOXrMCdPAiwrEo71n+Wzs0GPjoIymSAwjBgkyHEQkpNFobvLJRIQhhFJCE0DCgW4667b8SkghWBOTo7PTv7o6Ch6enqgVqulYjApKQlYXobs4YdB9/SIEx1BgCslBafq65Fz9GjUOTMFGvE8EhEcx0Gv14PjODQ3N/sUu97rQoT4Etemrq4uCIIQsWGY5HnpbzAhy7IhJVAKhULKlRIEAaurqzCbzZienpbMJci5TUlJ2dVn1VvTEZ90iIiTjjAi0IU7EaoCwJEjR4Ja/EaTg9XU1BQGBwdBURSqiPPOWeCvYNxms0Gn0yElJQWNjY0RveYTbJDww1ALQb270W63W1rDIqJgUggGWxRMwPM8hoaGYDAY9pdNMk2Dv+AC0ZLWT7hcLuh0OigUCjRVVYmkYbPPEkWJE5RtIJCCyltbolZDUKlA8TwoiwUQBAjZ2RDKywGeB6XTiZMQnhfJTWIi2I9/HNzVV/v9O2yGjTv5mwXElXZ24sDbb4M5dAhUYiIcNhtWurpQyXFI+MhHNj8PMQBiLjE9PR3zeSQsy0Kv10MQBL90Pd4BrKRQJm5YJMGbEJBwNVy2wtmCCe12O2iahsfjCXkwIUVRSE9PR3p6OkpKSuByuaRgwqmpKR/LXo1G4/dz3lvTEXeuEhGzFVIkfBgDSTpWVlakkf2hQ4eCXlxFw6SDFH9zc3Oora1FT0+PXz/nr2DcbDaju7sbeXl5KCsri4hrKhzw7uqHO/xQoVD4dKMtFguMRqNkpUg6V5mZmUHpCpI1CYfDgfb29ojbvw4lCCEnDm40RUEoLQU1MuJLHNanAPzhw9u+Hn/xxcCTTwIWi7iGRVGAwwEkJIC9+mowv/41KACU3Q6MjkLIzwff3g5qaAj8+eeDr64Gd8klZ6SaBwJJSUkoKChAQUGBqD8yGJD46KMw8Twc8/NQKJVwOZ3QVlcjbXYW7NDQ2fNH9iFI2N3CwsKe07WjHR6PBzqdDgzD7GoN1btQLi0thcvlktb/JiYmwDCMREAiTfe2UYy+srKC4eFhqVkVjmBCbyiVyjOcxkgyOiF3hIRstzbFcRyUSmU8jdwLkXMVxiACVbjPzc2hr68PZWVlKCoqCknxG+mkgwiZnU4njhw5Apqm/bL59UcwDoi7yMRuN5p39fcKomUxm80R19X3FgVXVlbCarX6pKKnpaVJa1iB2LclbkQMw4TN/pTS6cC8+CIoux18ezu4yy4DwpAFsrKyAp1Oh9zcXJSXl0vn1vONb0Bxww2nJx48f3qC8p73bPuafEsL2BtugOyJJ4DpafGLDAO+oQF0by8olwuCTAYwjKj1WNecIDER7Ac/CP7yy4P8W4uQyWQ4kJUFeXo6kJQEk1KJleVlMAwDk9kMwWKBbWYGyTYbkpKSYqZZIQiCz70iUlOkQwGPx4POzk7I5XI0NDQEpEmoVCpx8OBBHDx4EDzPn6F7U6vVEgmJpOuOOPsVFhaipKQkaJa8u4X3VLOsrAwOh0PSgoyPj0Mul0vETq1W+/wt4+tVZyJOOsKIvVrmCoKAoaEhzMzMoLGxMaQd5kher7Lb7ejo6EBiYqIkGPd4PAC2Tjz1VzBOOnXz8/Nobm6O6V1kEnTndrvR3t4e0VoWiqKQmpqK1NRUaXxuNBphNBoxNjYGpVIpERCVSrXjBxrp6qelpYXNjUh2//2Q/ehHoNxuCABkjz8O7vBhuB999LSlbAhgMpnQ3d2N0tJSFBYW+vwbd801cP/3f0N2772g+/qA9HSwN9wAz113nX36QFFg77wT/IUXgn7tNVAuF7i2NtD9/WB+8xsIBQWgZmYgUBSEpCRQNhswNgahrAz8kSNB/I03gUwGvr4ert//HqtaLXJyc5GYlARufh4urRbG9HT0/O1v0nWn1WqhVqsjShQcSBCt4erqaswHILrdbnR2diIhIQH19fVB+ZvTNA2NRgONRoPKykpp/Y8keCuVSmniG87rbm1tDR0dHSgsLERxcbF07EDgLXkDBeI0RsJtl5eXYTabMTIyAqfTCbVajYyMDDgcjqCvVw0PD+NLX/oS3nzzTbjdbtTX1+Nb3/oWLrrooi1/5pOf/CSeeOIJn68dPXoUL774YsCPbzPESUcYsZdpAenkOxwOHDlyJOQsOlInHSRhPDc3F1VVVRJx2M7md6NgnHRSNoKELDqdTrS3t8d0p87hcECn0yExMRFtbW0RNbr3B0qlEnl5ecjLywPHcZIOpKenBzzP+9jxnm1iQcTzBw8eDNuaHaXTQfajH4maBq1WTA53ucC89RZkDz8M9o47QnIcxK1ru7wF7qqrRDvcjRkaAODxgH79ddA6HZCYCO7yyyFUVJz+d4oC39oKvrVV+hLzwgtAYiL4oiLQViuolRXptSCTwfOVrwAhdpMTBAGjpaVQpqaiYGUFMoYBXC7IaRr0tdfi0NGjqOI4LC0twWg0ore3FxzHISMjQyIhkSQK3gs4jkNPTw8cDgfa2tr2ze+1G7hcLnR2diI5OTmkzQnv9T9yvyPZFSzL+ljyhooQbkY4NsNOLXnJ/x8KeGs9ALHhScTo11xzDTIyMnDuuedidXUVpaWlAX//Y8eOoby8HK+99hoSExNx//3349ixYxgdHd3Wsv/yyy/HY489Jv13sPNKvBFdlUIAEQmjxd3mdFitVunGdfjw4bCscZDci0jC9PQ0BgcHN7UJ3op0+KvfIEV2QkJCzCcHr6ysQK/X48CBA6ioqIj67izDMD5e7qurqzAajRgfH0dvb6/kSpSZmXmGRsNgMKC3tzfsKcrMyy+L60WZmaeLeKUSAsOAeeaZkJCOiYkJjI2N+e/WtfEzZLVCceutoE+cAMXz4rTmpz+F5667wN1ww5YvI+TmgnrnHQgJCeDPOUd0sFpbA7W0BM+tt4K/8MI9/V47hbRGJAhouece0F1dEIaGIKSlQWhrA9/SAkC87ryTlNfW1mA0GjE9PY3+/n5p/W8v7jnhhnfiOrGCjVU4nU50dnYiNTUVhw4dCtt9c+P9zmq1wmQyYX5+HoODgwHLotkO/hKOjTjbFGQ7S95QICkpCUlJScjPz8fY2BgeeeQRdHZ24o033sDrr7+OmZkZXHnllbjyyivPmALvFCaTCSMjI3jkkUdQX18PALj33nvxwAMPoLe3d1vSoVQqw5YjFrOkAxAvTNLdDgd2My0g4Wj5+flBsyT1B94+3OGGt2C8paUFGo3mjO8h0wvvY/aXcJBOdnZ29r4osvcCUmSXlpaioKAgKguh7eAtziT7u2QNa3h42OeBvLKygtHRUdTW1oY91IxyOskv4PsPNC0Kq4MI75XD1tbWXbsRyR58EMxf/wohPR1CQoIoNl9agvzee8Gfe67oSLUJuMsuA/Pqq6CmpiDk5EDIyADlcECoqAB/7bV7+M12Dp7n0dPTA5vNJq0RcRtT1TeBd4aAtyiYkF+yN07WYSIpoXorEKE0TdMxn7judDpx8uRJqNVq1NTURMx903vtlGRXkCmIXq8HAB9L3kCQxt0Sjs2wcQqynSVvqMXoaWlpOHLkCD7xiU/gzjvvRG5uLgoKCvCb3/wGn//851FRUSERkPPOO2/H55ZoFX/xi1+gubkZSqUSDz74ILKystCy3tjYCsePH0dWVhbUajUuvvhifPvb3w6ZrXvs3gUiADshHYIgYHx8HKOjozh06FDYxcuRsl61cc1su5Un72P2VzBO1kUqKirC2skON7zT1iOhyA4VEhMTpbUE4pFvNBrR0dEhrWEBpwWD4QLX3g7ZI48ATidA1iN4HpTbDXYHFrc7BdnVX1lZ2fPKIfP730NgmNPHT1GARgPKYADz0ktgtyAdQlMT2NtvB/PII6CmpsTVsrw8sJ/9LAQ/Cv5AgXT1WZZFa2vrntaIvEXBHMfBYrHAZDJhYGAAbrfbx4UtlKsR/oLoFpRKJerr66OCJAULDocDJ0+ejIowSG/3P0EQpCyaycnJMyx5dzN9W11dRWdnZ0AIx0aczZI3HFMQ73DA0tJS3H777fjSl76ElZUV/OlPf8Lzzz+Pj370o/jOd76DG2+8cUevTVEU/vSnP+Haa69FamoqaJpGVlYWXnzxxW21ppdffjmuu+46FBcXY3R0FF/5yldwxRVX4K233grJ5zROOsIIMi0QBGHbDy/Hcejt7YXFYkF7e3tEpF1HAunYKBg/W6eArIR5d0G2E4yPjo5ieno65tNyvXMnYjltXS6XIzMzEwaDAQqFAmVlZVhdXcXw8DBcLpdPKnqoC0H+fe8D9573gHnjDQhWq+jg5PFAOHAA7Gc+E5T3JBont9uNtra2Pf/OlNUqajx8vrj+2bTZtv1Z7sorwZ13HuiBAdENq7b2dIhgCECcy2QyGVpaWgLa1fe2Pq2srJTCMOfm5jA4OBgRYZjeIGtEKSkpYTNViBTYbDZ0dHQgKyvL71DaSAFFUVCpVFCpVCgrK4PT6ZTE6OPj45DJZD6WvGcrWINJODZiszWscExBthKSp6en4/rrr8f1119/xvHcdddd+Pd///dtX3dgYACVlZX47Gc/i6ysLLzxxhtITEzEz3/+c1x99dV49913t9TUfeQjH5H+/7q6OtTX16O0tBTHjx/HJZdcssff+OyIadIRCetVgHhhbvWQIloCmqZx5MiRiOlqhdu9amlpSbLkrKys9OuGQUgH+YBvJRgnJG9tbQ1tbW0x7SW/UTwfy7kTHo9HCvI655xzpK6gdyo6KQRTU1OlQjAk+/hyOdwPPwzZo4+C+f3vQdntYN/7XrCf/vSWa0l7Aelky+VytLa2BqTI5t7zHsj+8AcI6za6AACnEwJNSzqIbZGWBv6cc/Z8HDsFKbKTk5NRV1cX1CLbO6GarMOQQnBqago0TUvrf/4UgoGG3W5HZ2dnxK0RhQNWqxUdHR3IycnxsY2OViQkJEjmGyQDyWQySU2XjZa83ggl4dgMW4nRiWtlsKYg3pOOreqIjYTnzjvvxCc/+cltX7ekpASvvfYa/vjHP8JisUgrrQ888ABeeeUVPPHEE7jrrrv8OsaSkhJotVqcOnUqTjr2O85GOiwWC3Q6HbKyssRwrQjqGIVz0kFyFqqqqvxeeRIEATRNY2FhAXK5fEu3L6fTCb1eD4Zh0N7eHtNOKyThXqFQxLx4npD/pKQk1NXV+RRzWxWCRqMRExMT0oQk6PaUKSlgP/95sJ//fHBefx2ksExPTw+oIJb9zGfAnDgBymCAoFQCHAeK48Cdf37IxeD+wmazSaGs4VidUSgUPiFmJJvBuxAkJCTYDQNSZBPtW7QX2XvB2toaOjs7cfDgQZSWlu67c7ExA8lms0n3vOHhYSQmJkrrfzRNQ6fTobi4GEVFReE+9C3F6GQdK1BTEEJudprTQZ4VZ4N9Xau38dh22hCemZmB2WzecjISaMRJRxhBGDXLsmdMMIgTU0VFRUQKdmmahtvtDul7CoKAwcFBzM3Nobm52W/hE+lqFBcXY35+Hm+99RaSk5ORlZXls5KwuroKvV4PjUYTcSQv1CDnQqvVoqqqKubPBSH/3jbMW8G7ECT7+EajUbKnJN3AaLRFJeciGIWlUFcH1y9+AdnPfgbmrbcgpKSA/cAHwN5yy5lrVxEA0r0Np1WyNzZmM5Dp2+LiIoaGhoLqSkTORV5e3r4ssncCci4KCgpQEkJNUTiRnJyM5ORkFBYWgmVZyQq6u7sbHo8HycnJkMvlcLlcEbOtQbCdJe9eggm9V7htNlvAg3OPHDkCtVqNG264Ad/4xjeQmJiIhx9+GOPj47jqqquk76uqqsL3vvc9fOADH4DVasU999yD66+/HtnZ2RgdHcW//Mu/oKysDEePHg3o8W2FyLuThxCRcGPcaJvL8zwGBwel8LlQOQrsFKF2ryIiTbvdjsOHD/vdNfC+geTk5CA3Nxcej0fqykxOTkqTD4vFguLiYhQXF0fEtREukLyKkpISFBYWxvS5IEF3uz0X3vv4VVVVki3q1NQU+vv7kZ6e7pOKHskwm83o7u5GcXFx0K4Loa4Onp/8BJ6Av3JgsbS0hK6urojp3m4GUggWFRX5mCAQVyLvLJq9rMctLy9HVCc7nFhZWUFnZ2dMnwuZTIasrCwkJCRgcXER+fn5UCgUmJ2dRX9/v7R6qtVqkZaWFlHPl0AGE5K6jqxXBTrXS6vV4sUXX8RXv/pVXHzxxfB4PDh06BCeffZZNDQ0SN83NDSElfXsIoZh0N3djSeeeALLy8vIzc3FZZddhm9961shI4OUEE5RQ5jBsmzYxdDHjx9HQ0MD1Go13G439Ho93G43mpubIzp8bnJyEmazGc3NzUF/L7LOkZCQgIaGBr/WfMiu5tkcqjiOw8DAABYWFqQbDXkYa7XamLN5nJqawqlTp3Do0CEcOHAg3IcTVszOzmJwcHDboLu9wOl0Sna8S0tLSExMlAhIenp6RE2XFhYW0NfXh+rq6rA754UbxDa6srISBw8eDPfh7Bg8z0uuREajEXa73WcNayfPHbPZjK6urrDn1EQCCPkiduKxjNXVVXR0dJxBvrw1SGazGRRF+YjRI3mFd+MUxLt03mwNy2az4d1338UFF1yArKws6HQ6VFdXh+PQIwqxVVFFIIg2guyApqWlRYWneajCAXcjGPcmG8DWDlU8z2NgYABLS0tob29HamqqFAw3NjaG3t5eH0eiUCW1hgOCIGBoaAgLCwtobm6GSqUK9yGFDYIgYGxsDFNTU2hqato09yUQSEhIQH5+PvLz88GyrNSJ7urqAhC4TvReMTk5idHR0Zh3cQMgGQVEs200TdNQq9VQq9UoLy+H3W6XCsHh4WEkJSVJhaBKpdrynmswGNDT0xM0Uh5NWFpagl6vR0VFxRnBtLGGrQgHcKYGiZBfEsSqUqmkay85OTmqpiAbxegsy4JhGHg8Hrhcrpg2pPFGfNIR5knHiRMnkJGRgampKRQXF0fNPuzc3Bymp6dxThDdYohgvLKy0u/OkbcrBXCmyIrA7Xajq6sLPM+joaFhU0Jht9thNBphMBiwsrIijYWzsrIi7oa4F7Asi56eHjgcDjQ2Nkb0hC3Y8CaiTU1NYXlQEH98MgWx2+0S+d2xINhqBTUyAiQnQygtBf23v4H+298Angff0gL+ve/dUi8hCAJOnTqF2dlZNDU1xaxVMgEhX42NjUEjouEGIb+EhJAsmo3hcCS/qK6uLmrJV6BApj3ROvkKJLYjHGeDw+GQrrulpSUoFArputNoNBGd9bLRklcQBFgsFpw6dQqVlZUoKSmBxWKJ6WYeQUyTDo7jJHYaDgiCgD//+c9wu92or68PWyz9brC4uIjR0VGce+65AX9t0nWfnZ1FY2PjjgXjZwv8s1qt0Ov1SE1NRW1trV83MzIWNhgMMJvNUCqV0gRku25gpIO4dclkMr9X1/YriD2wy+VCU1NTxEy2vJ1hlpeXkZKSIk1BttyJFgQwv/kNmCefBGUyAQwjukE5HGLSNwDI5eDe9z54vvUtYIOgned59Pf3w2KxoLm5OeL1JsEEyeyZmZmJKfIlCII0+TWZTLBarUhPT4dCoYDJZIpPvnBa/1ZdXR3z055A6lm8AzGNRiPcbjc0Go1EQiLZup3neWklPCsrCydPnsStt94Kk8kUsRrdUCJOOsJEOkh32Wg0ori4GOVB8NIPJoxGI4aGhnDeeecF9HW9BeM7KXa8Jxxb5W8AojC4p6cH+fn5u54qcRwnrcIYjUYA4ipMVlZWWLzxd4u1tTXodDrJ7jNaiVMgQMiXXC5HQ0NDxK43epsgmM1mSaiemZnp0w2kX34Z8m9+U0zn1mpBGQygBwchJCVBaG4WpxtWKyiTCZ5//Vdw114rvQfHcejq6oLL5UJzc3PgBYY8D6qvD/SpUxASEsA3NQG7bbjwPOi33wb917+K/3neeWJWR4CuZeKYZzQa0dLSEtPky+l0YmhoSLrnJSQkSNO3oFpBRyjIelltbW3M698I4SCGG4GEIAhS48VkMmF5eRlJSUnS6mmkNf2cTifeffddZGZmYmFhAR/84Afxta99DXfffXe4Dy0iECcdYSAdhAUrFAowDIOMjIyoc7pYWlpCT08PLrjggoC9JjkvSqUSjY2NARWMA6JIemRkJKA7yGQVxmAwwGg0wul0QqPRSHa8kWqJSsgXCWvaL6tiu4HVaoVOp4NGo4kq8kUCugj5dbvdyMjIQGZmJgruuQcynQ7CumUnPTQEanYWoCjwFRXAug88NT4O7oIL4PnhDwGcTtZmGCY4ky+XC7Kf/ATMX/4COBwAAEGrBXvzzeAvumhnr8VxkH/jG2B+9zuA2HcrFOCuuw6ef/s3cbqzB/A8L4WENjc3R2R3lZqbA/O734F+5x0IycngL70U3LFjZ0yu9gqic5qenpaaQcQW1WQygWVZ6dqLRivonYIYK8TXy4JLODaDx+ORrj2z2Qye55GRkRERNuROpxMnT56ERqPB0tISrr/+evznf/4nbrrppph+xnojMtt5IUI4LgKz2Qy9Xo+cnBxUVVWht7c3rCteu0WgwwEtFgs6Ozul8xJowfjQ0BAMBgNaWloCuldJURRUKhVUKhXKy8slb/zZ2VkMDAwgLS1NIiCR0iWdmZnB0NBQXACK09anxFM/mh4MGwO6rFardO2pu7ogB0DZ7VAqFKC97K0plwvC6ReRCnaHw4HOzk5p7TAY5It56SUwL78MPjcXSE8Xpx6Tk5D9/OfwVFVB2MH1yLz4Ipjf/hZCcjJA1nzW1sD89rfg3/MecFdeuevjJNMet9uNtra2iCyiqZkZyD//edCjo0BCAgSWBfPOO6B1Oni++c09ky4CQRAwPDyMhYUFtLa2Sjonsl4qCALW1tZgMpkwPT2N/v5+pKWlSRO4lJSUqPpcnQ3z8/MYGBiIr5ch9IQDAORyOQ4cOIADBw5IK4Dk2uvr6/O59kgGVyjgcrnQ0dEBtVqN1dVVfPCDH8S9994bJxwbENOkI5QQBAFTU1MYHh72SdLemNMRLQike1UwBeMejwfd3d1wu91ob28PardyYzK1y+WSutCjo6NnWKKG+kYkCAJGRkakcEW1Wh3S9480kG5lVVVV1AtAKYpCamoqUlNTUVJSAqahAcI778Dm8cBusyGBYZAqCKB4HgIpoN1ugOPAHz4suecdOHAAlZWVQbs26ePHxbRxoougaQiFhaAHB0F3dIhden9f68UXAY4DvEO30tKAtTXQL764a9Lh8Xig0+lA0zRaW1v9W7Wz2wGXC1CpgBB9rpmnngI9OgqhuFgyAxBWV0G//DLoq68G396+5/cQBAEDAwMwm81oa2vb1GSCoiikpaUhLS0NJSUlcLlc0irMxMQE5HJ51AiCz4bZ2VkMDQ2hoaEh5vfzw0E4NoKiKKSnpyM9PR2lpaU+197k5KRPTlIwXQDdbjc6OjqQnp4Oh8OB66+/Hvfccw9uu+22OOHYgDjpCAGIKNNgMKC1tdWn2Av0xCBUCEQ4IOmgzczM7Dhh3J91KrvdDr1ej8TERLS1tYV8T1+pVCIvLw95eXk+lqikoCEEJBQPYo7j0NvbC6vVira2toiZuoQDgiBgcnISY2Nj+7ZbKfzd30He2wvV2hr4jAywggBhdhYCx8FhMoFZXYWM44CmJpjOPx/6kydRVFSEoqKioD4kqdVVYKNGhDQM7PadvZbNtmWBT+3wtQicTid0Oh0SExNRV1d39s+lxSKuN504AcrjAV9SAu7974fQ1LSr998J6L/+FUhJ8XUfS0sDZTSC1un2TDp4nkdfXx9WV1fR1tbmt7GCUqnEwYMHcfDgQZ8VwMHBQWkFkBSCkWLW4A+mp6cxMjKCpqammG/YRALh2Awbr73l5WWYTCaMjo6ip6cHarVauvaSkpICcq/zeDzo6OhASkoKPB4Prr32Wtx9993453/+5zjh2AQxTTpCcUG4XC7odDrwPI8jR46c0WlnGAZuso8cRWAYRir+d7OGQQTjNptt1wnj2xGOpaUldHd3IycnBxUVFWH/8MtkMmkkTG6G5EHs8XiCug/tcrmg1+tB03TEroqECsQZbXFxEa2trUhLSwv3IQUF/KWXgl1eBvPkk6CNRihkMvDHjoGvroZMr4fL4cBUdTXGWlrgGR2Vrs1gf074xkYwzz4rrlGR+4bVCigUEEpLd/ZaR46A+fOfIXg8ANGeeMQsc34XVt52ux0dHR3+a3vcbsj+679Av/MOkJEBQaEA3dkJenwcni9/GUJNzY6PYUdQKMRJjzfWJ7/CHrU4HMehu7sbTqdzT/eMjSuAZP10fn4eg4ODSElJidh0am+QJkWsZxgBkUs4NoKmaWg0Gmg0GlRUVPjk0Zw6dQpKpVJaw1KpVLtq/BHCQQjM+9//ftxxxx340pe+FLHXcrgR06Qj2FhZWYFOp4NKpdqyaxbNkw4AuyId3oLxI0eO+C1W9fbB3o5wkCTpysrKiAxq2ngztFqtMBgMmJqaQn9/P1QqlZQHstd1MCKSVqlUOHToUNSIpIMBjuPQ09MDu90e9FW7sIOiwH3oQ+CuvBLUqVNAUhKE8nJpMqAAQE1PgxsexsGcHDgcDpw4cUJyhQnWCiB31VWgOzpA9/dD0GgAjweU1QruggvANzTs6LXY668H88wzoAYGTk9PXC4I1dVgr79+R69F1stycnJQXl7u1+9Nd3WB1utFsrR+LQkaDeiBATAvvgg2yKSDv+wy0D/5iSjIT0wUCYfBACElBfyRIzt7MY4D/e67oEZGwKWkoFethicpCa2trQEzE9i4fup2u6Xp79TUFGia9gnEjJQ1rPHxcUxMTKC5uTlm7JK3AiEc0Zi6npSUhIKCAhQUFIDjOEmM3tfXJzX+djKBY1kWOp0OSqUSCoUCV155Jf7xH/8RX/3qV+OEYxvEtHuVIAhBmzLMz8+jt7cXpaWl27oDTU1NSXaM0QSe5/Hyyy/joosu2pGlpsVigU6nQ3Z29o4E42TCAWBLS1yiWZidnUVDQ0NUBng5HA5JB2KxWJCcnCwRkJ2K4sxmM7q7u6NSJB1ouN1u6PV6UBTltzPafoV37kRjY6PUufV4PFIwnNFoDFoRSI2OgvnDH8SCPSkJ/EUXifqL3az8LS5C9thjYF5+GQDAXXYZ2BtvBHbgKGSxWKDX61FUVITi4mK/f475/e/BPPYYhOpqn69Tc3MQkpLgefBBv19rV1hZgfxf/gXMyZPAuhmJkJIC9sYbwd14o//akpUVyL/+dTBvvw3B7YbT5YJbq4Xi3ntBBSGHaTN4T39NJhOcTifUavXuAjEDBG/HrpaWFqR6a4diENFMOLaDIAiwWq3SFGRlZQXJycnSvW+z5gshHAzDIDk5GVdddRX+4R/+Affee29MN/b8QUyTDkBcPQkkiE5henoa9fX1Z7XTm52dxezsLNoDIPoLNV566SWcf/75fidYz87Oor+/PyiCcZZl0dvbC5vNhsbGxn2hWfDOZDCZTJDJZBIBOZsvPpn2VFdXIzc3N4RHHXkgk7W0tDQcOnQoYjqo4YC/ieve+9AGgwEul8snFT0gu/jk0SMIAcvV2ClIuFtFRcWOp6L0n/4E+Q9/CL6y0scpijp1CnxlJdjvfjfQh3smHA4wr78Oqq8PSEgAd955EBobdyRml91/P2SPPw4uOxvLLAtGEJC+vAzk5sL1y1+K4vwQY2Mg5tmKwECDEPPZ2Vm0tLRs+TmJFexXwrEZyHPXZDLBbDYDgLQiSLSYOp1OErFfddVVuP7663HffffFCYcfiJOOAJIO4pRks9nQ3Nzs141qYWEB4+PjOLLTcXgE4JVXXsHhw4fP2gHyJmKNjY1+C3eJZoTjuG3XqYj4kwS77ccuNs/z0jjYaDSC4zhkZGRIgYTkdxYEAadOncLMzEzUTnsCCbLimJub6/fazH6F957+ThLXBUGA3W6Xrr2VlRWkpqZKgZi7skTledBvvAH6tddALS5CKCwEf+ml4FtaQub+ND8/j/7+/t2Huy0tQf6Vr4BaWBAdpORywGgEZbGA/exnwV96aeAPOtBwuaB8//vBW61YVirByGRIS00FWBb09DTc3/0u+KNHw3qI3hM4k8kEAD6BmIG+35OJ+cLCQswHQgLA8vIydDpdTBCOjSA5XCaTCR0dHbj55ptRWVmJc845B+973/tw991349ixY/jxj38cJxx+IuY1HRRFIRC8y2azobOzE4mJiTvSKTAME5U5HYB/DlYsy6K7uxtWqxWHDx/2u2Pkr2B8ZWUFer0emZmZfq9rRSPIqotWq0VVVRVWV1dhNBoxPj6O3t5eyZVjaWkJNpsN7e3tMf+wNBgM6O3tRVlZWcw9LDfCe71sp3v6FEUhOTkZycnJKCoqgtvtlrrQk5OTkiUqKQL9+Qwy//d/YH71K/E/UlNBnTwJuq8P7K23gj///N3+mn5jamoKp06dQmNj4+6tTzUasLfdBtnDD4MaHwfFcRBUKnDXXQf+4osDe8DBgtMJ3uGA1eWCLCXldANJJhMzVGy28B4fxFyG7OxsZGdnS0UgsSH3diTKzMz0e+q+FYjRhNFoRGtr655fL9oRy4QD8M3hKikpQWpqKt5880289dZbeOKJJ5CUlASWZfHHP/4Rl1xyScw/c/1BzE863G73nkmH0WhEV1cX8vLyduxxb7FY0NXVhQsvvHBPxxAO/PnPf0ZdXd2W3XQSNqZQKNDQ0OC3A4q/gvGFhQX09/dLN8RY7WLb7XYsLCxgYmICHMchJSUFBw4c2JfBXP6C2FseOnRod13sfQSHwwGdTofk5GTU1tYGdL2M4zifVHS/kqktFsi//GVQbjcEr3wU6tQpCPn58Hz3uwFP1Cbw3tNvamoKjDDYbgfd1wc4nRBKSnx+p0iHdW0N7o99DBljY5BXVZ2eMi0vg7Lb4X7oIQiHDoX3ILcB0cCZTCYsLS1JWUharRYqlWpHTSiSSbK0tISWlpb9bTThB2KdcHiD53l0d3fD5XIhLy8Px44dQ2trKz7+8Y/jxRdfxHPPPYepqSlceOGFuOqqq3DVVVehdIdufLGCOOnYA+kQBAETExM4deoUampqdhUwtrq6infffReXXHLJro4hnHjjjTdQVVWFzMzMM/6NCMYPHDjgn/0kdiYYHxsbw+TkJOrq6jZ9/1iCzWaDTqdDWloaysvLpSLQZDJBqVRKbkQ7fQhHI8h62ezsrI9IOlZhtVrR2dkJrVaL6urqoBJQkkxNCIjVakV6erp0/ZEuINXVBfm3viW6PpGMCUEApqdBLy7C89Wvgn/vewO+ZkW62AaDwe/11/2M1dVVdHZ2onJxEUUPPACsrorhhk4nKJcL3LFj8NxzT8jW3fYKlmWlFVSTyQSe5yUCnJGRsW3TSxAE9PX1YWVlBS0tLVGVHxIMxAnHafA8j56eHjgcDhQUFOCaa65BQ0MDnnzySZ/sr+HhYTz//PN47rnn8Oc//xkvvPBCVNZ1wUbMkw6Px7OrkDuO49DX1wez2YympqZdFzc2mw1vvvkmLrvssl39fDhx4sQJlJaWntFJJoLxiooKv328NwrGtyIcHMehv78fy8vLaGxsjHlHkaWlJWnKVlZW5nPOiC2gwWCAyWSCIAg+bkShDksMNkiY2crKCpqammJ+1E1cmcLlXuZ0OqU1rKWlJSQkJCAzMxM5KyvQ/L//B2Rni45VDgfoN98ENTMDimUh5OeDe+974fn614EAhbB5B901NzdHfxfbYADd2QlQFPi2NmCH2i1SVBYXF6OoqAj0W2+B+eUvQQ8OQkhLA3f11eD+/u+BKC2+BUGQVlBNJpMPAdZqtUhOTpY+D+TaWFtbQ0tLy47cGPcjyLVRVlaG/Pz8cB9OWCEIAnp6emCz2VBcXIxrr70W5eXl+PWvf73tiura2ppkpRuHL+KkYxekgwiXAexIkLnVax0/fhxHjx6NujWYt99+G/n5+ZI7UrAF4y6XC11dXQCAhoaGmH84zM3NYWBgwK88Eu9daIPBAKfTKbkRZWZmRv259Hg86OrqAsdxaGxsjPrfZ68gepbduDIFA95daOPCAiqffBIZMzNAZSVSOjrATE5CoCggMxOCWg3KZAL3/vfD853v7Pm9OY5DV1cX3G43mpubo7sQEAQwv/wlZA89BMpiEb+k1YL9538Gd+21fr2E2WxGV1cXysvLzywq3W5REB9lz6KzYSMBJsFwGRkZmJ2dhcPhQEtLS3RfGwFAnHCcBpl+ra6uoqysDNdddx3y8vLwP//zPzF/newFcdKxQ9JBPpRarRY1NTV73o/2eDx49dVX8b73vS/qOs/vvvsucnJykJeX5yMY38nqgr+C8bW1Nej1eqhUqoCc92gGWS+bmppCfX39roSwNpsNBoMBRqMRq6urSEtLk+x4o21CQDQLiYmJqK+vj+lrAwBmZmYwPDyM2tras1p2hwOCIMDa3Q36xz8G3duLtJERgKYhqNVAURGYhARgaQngebh/+1sIe7B89ng8kr3lfshnod96C4p//mdAECBkZQGCAGpxEVAq4frZzyDU12/78waDAT09PaipqUFOTk6Ijjqy4B0MNz8/D57nodVqceDAga11SDGAOOE4DUEQpI2KiooKfPCDH0RGRgaeeeaZmG9o7RXRVeUGATuZLpC1ofLychQWFgZkMkEKJI7joo50kDR1IhiXy+U4fPhwwAXjxEufhHdF20QokOB5Hv39/bBYLGhra9v1XnpycjKKi4tRXFwMl8sl7eGPjY0hISEBWVlZIfPE3wvW1tag0+mQmZmJysrKfa9Z2Q7eZLSpqQnqAK0mBRoURSG1oQG4/35xpef734dLrYYzKQmszQbG6YSSpqG0WgGjEdgl6XC5XJKjYF1d3b4go8zzzwMOh2jRuw4hNxfU+DiYl18Guw3pIBbBdXV1EUlGQwWGYaDRaDA9PY3k5GRUVFRgeXkZMzMz6O/vR1pamrSGGitGHHHCcRqCIGBwcBAWiwVVVVX4yEc+grS0NPzud7+LE44AILqq3DCB53kMDQ1hbm4OTU1Nfq8N+QNSbLMsG3UXNMMwsFqtGB0d3ZNgfCvCIQgCpqamMDo6ipqaGmRnZwf8d4gmeDwe6PV68DyP9vb2gF0vSqUSeXl50sTKbDbDaDRKFqskj0Gj0URU4UYS14uKilBUVBQTxcFWIM47JpNpT2Q0YHC5QL/+uujqlJIC7qKLIFRU+H5PcjL4Y8eAJ56AkqKgVKnACwI8bjf4xUVYAXRMTUEll0t2vP5efyQQUpqMjo5C9tRToCYnIRQVgf37v4dQVhawX5fq6YHs178GNTMDobwc7Ec/CqGkJGCvL2F+/rT4XnpzCqBpUAbDlj9Gpl97sgjeJ+A4TrqPtra2QiaTQaPRoKSkBC6XS8oDmZiYkAJZtVptxN3/AoU44TgNsiJuMplQU1ODj33sY5DL5Xj22WejXwcWIYiTjrOAFHpOpxOHDx8OyuqJTCaTCvBogtPpxPLyMqqqqvy2rPVXMM7zPAYHB2E0GtHS0hIYa8soht1ul2xPg9m1lclkOHDgAA4cOCClUhuNRgwNDcHlckkdwHCvIRA9SyyviRBwHIeenh7Y7Xa0t7eH33lneRmKO+4A/e67wPp9jXnsMbBf+AK4D3/Y51uF3FxwV1wB2dNPQ+B50MnJUFqtoDgOnk98AlXveY/P9edtx7sV6V5bW0NnZyeys7NRUVEB5rXXoPj0p8XMCZ4HKArME0/A/fDD4C+6aM+/LvPss1DcfjvgcIguXC+9BObJJ+F+7DHw556759f3hlBTA7z1lvh7kAYPx4nrVhtJ3TomJiYwPj4e0dOvUIFlWWndrqmp6YztAqVSiYMHD+LgwYPgeV5yAiTXH9HBabXa8H/OAoDl5WV0dnZuru+JMZBQyMXFRdTW1uKGG24Ax3F48cUXo27lOJIR85oOlmW3LPiJ3WRycjIaGhqCtv50/PhxNDQ0RM0DgXw4x8fHkZWVhaamJr9/jug3KIracipCRMEsy6KxsXFf3Nz3guXlZej1+rCmaguCAKvVKgnRrVYrVCqVJEQPVYiWIAgYHx/H5ORkPHEdp5sigiCgqakpIjQLsvvvh+yhhyAcOAAkJoq6g4UFCAkJcP/61xA2Oto5HJD95Cdg/vhHUHY7hJQUcNdeC/Yzn5HyOgRBgM1mk9YAvXVIxI6XoiipaytNv1gWCUeOgJqehqBSiVMBQQC1vAyhsBDOEyfOnBzsBDYbEtrbQZnNvq9vsYCvqoLr9ddPk4MAgBofh+KWW8TzqdGI77W0BKGwEK5HHgG8CLh3JklzczPS0tICdhzRCKLvkclkaGho2FHjhlx/RIy+srKClJQUiYCkpaVF3aQ1Tjh8QazW6+vrcdNNN8FiseDll1+O+YZnoBHzpIPjuE0TwQ0GA7q7u1FQUBD0Qu+NN95AdXV1QNe2ggWWZdHT04O1tTWo1WowDIOampqz/py/gnGbzQa9Xi8FmUWbziXQIAGIkfZgcDqdEgGxWCxITk6WCsBgPYDJ9MtkMqGpqSnm7ZKdTqekWYgYAb0gQHn0KCiTCYL3OqQggJqagufLXwb3iU9s/rMWCyijUSQrZ3nQkzUYo9EIs9kMpVKJ5ORkLC0toaKiQvqs0G+/DeUHPgAhMVF0ZSJwu0E5nXA9+6xoObtL0H/6E5Qf/ziElBRf8uJygXK74Xz5ZXE6EUBQej1kDzwAurdXtMxtagL7T/8EoapK+h6yJrKwsICWlpbwr9uFGR6PBx0dHVAqlQH5rLjdbmkN1Ww2g6ZpaQqs0Wgi/rlFcrQi7bkSLhByXl9fj8985jOYnZ3Fn/70p5hvagUDkf3JCANId2hsbAy1tbUhWd0gguxIx0bB+OTkJFwu11l/zl/CQXb0N8uciDWQ4Mnx8XHU19dHHCFNSEhAfn4+8vPz4fF4YDabYTAY0NnZCYZhJAKi0WgCIu4m7mgulysyVojCDKvVCp1OB41G47eWKmRwOCBsVnQJAqjt7hdqtehg5Qe812A4jsOpU6cwNTUFmUyGU6dOwWKxIDMzEwccDigF4UwLWPLfmzScdoT11aagvf4mEBob4XnwQVFkv24z7PPv6/oes9mMtra2kE0hIxVutxsdHR1ISkpCXV1dQD4rCoUCOTk5yMnJkdZQTSYTRkZG4HA4oNFoJBISaVoAQjgixU473BgfH8fU1BQaGhrwuc99DpOTk3jttdfihCNIiJMOL7Asi97eXiwvL+Occ84J2Tg6GkgHGcVmZWWhpqYGNE2f9bj9FYwDotBxaGgI1dXVUu5HrILneZ+iIdI7+nK5HNnZ2cjOzpb2oA0GA/r7+8GyrI8OZDfrPy6XCzqdDnK5HK2trRGxQhROkBWi/Px8lJaWRhY5pyjwR46A+cMfxPUfUuBZrYBSCb6hIeBvOTc3h9nZWTQ1NSEjI0MKhZuYmMCg1YqLk5OhWE/bpmhaJD82G4TMTPCNjXt6b/6ccyCkpwNra0Ba2un1KpsNQmFhwKccEigK2MSBiud59Pb2Ym1tDW1tbTFPzl0uFzo6OpCSkoLa2tqgkHOapqHRaKDRaFBRUeGzhjU8PIzk5GTpHhhuN8A44fDF5OQkJiYm0NjYiDvuuAODg4M4fvx4xDX59hNifr2K53l4PB6piy+TyUIeLnby5EkcOHAgYsecc3Nz6OvrO8MqeGJiAktLS2hubj7jZ0jgH8lA2UowTtYA5ufno0rXEix4PB50d3fD4/FEvZ5FEASsra1JeSA2mw1qtVrKA/HndyMdfbVaLZHdWAaxj47ktQhqYACK224DtbAAJCUBHg/A8+CuvBKee+8NmMZho0WwSqU643scDgfcjz4K7be/LR4HTYMGAIUCnv/3/8BvELbvBswTT0Dxta8BHg8EmgbF80BiIlwPPAD+iiv2/Pr+guM4dHd3w+l0xoPuIK4fdnR0ID09HYcOHQpLse/xeKRMEJPJBADQarVSMGEoGyhxwuGL6elpnDp1Co2Njbjrrrvwzjvv4Pjx4zFvTBJsxEkHz2NxcRF6vX5Htq+BBCmqioqKQvq+ZwMRjJPRY+aGMf709DQWFxfR2tp6xs95O1RtdT6JPsThcKCxsTHm1wC8Q+7q6uoifi94p7Db7ZIQeHl5WRJiZmVlbeqHb7FYoNfrI7OjHwbMzs5iaGgIhw4dwoEDB8J9ONuCGh6G7Je/BP3OOxDS08FddRW4D30ICFAzRxAEDA0NYXFx0S/NAv2Xv4B+7DHwQ0Ow5uRg5KKLYKmt9VkD3MvnjT5+HLInnwQ1MQG+pgbcJz8JvqVl16+3U7Asi66uLnAcFzGGAuGEw+FAR0eHtH4YCfcOQRCwsrIiERCbzSaZcWi12qA6JMUJhy9mZmYwMjKCxsZGfP3rX8df/vIXvP766xHbyNlPiHnSYTQa8fbbb6OyshIFBQVhOYbu7m4kJSWhLIC+8XsFIQSrq6tbPtTn5uYwPT2Nc845R/qav/oNh8MBvV4PhUKB+vr6mH9IrqysSMS3srIyIh6SwYTb7fYRAsvlcimQUKVSwWg0ore3F5WVlTH/kIw7dvmC53n09fVhZWUFLS0tu9qZ53leKgCNRiOcTqc0hcvMzAz+hHF+HrInngDzyisAAO7SS8HecIOP+5S/IK5MDMME1WUxWmC329HR0QGtVouqqqqIvZc6HA7pHri0tITExERpDUulUgWs+RknHL4gzZvGxkZ8+9vfxksvvYTXX3894pq++xUxTzo4joPZbA6rLVp/fz8YhkFlZWXYjsEbpOPOMAyampq2HNMvLi5idHQU56570ftLOIgFLCmwY31lZnFxEX19fSgrKwsb8Q0nOI6TVhCMRiNYloUgCCgsLERxcXFMF1HeHf3m5uaI1/cEG94rRM3NzQFbg/W24/W2Q83MzERqampgC1ezGcqbbwbV3w+Q7vbqKoSsLLCf+Qz4iy6C4GfH1e12o7OzM2CuTNEOm82Gjo4OHDhwABUVFRFLODaCZVmfNSye56VMmoyMjF2vysUJhy/m5+cxMDCA+vp6/OAHP8AzzzyD48ePo7S0NNyHFjOIedIhCALcbndYj2FoaAgcx/llPRtsEJFqZmbmWXfoSWjSe97zHh8Nx3aEY35+XrKAjcUC2xuCIGByclJySsvaRBgaSyAF9vz8PDIzM7G6uio5wZACMJRaq3CD4zj09vbCarWiubk54lxwQg2SSQIAjY2NQZuObpzCkVTqQLmxMY89Bvn3vw/h4EHRxtdoBD01BTidQGoqhJwcsDfcAPaf/ulMVywvEMvkYIqkowlWqxUdHR3Izc2NavdDQRCwuroqXYNWqxXp6enSFIRk0pwNccLhC9Lcq6urw49+9CP86le/wuuvvx4xzd5YQey2ECMIDMOEnfgAIiHo7e09QzC+FYh7lbdgfCvCIQgCRkdHMT09jYaGhph3h/BOXG9tbY354C7vAvucc86R9D2kAz03N4fBwcFNA+H2I0hAJs/zaGtri3lRsMvlQmdnJxISEoLe0VcoFMjNzUVubq5PKvXAwAA8Ho9PKvpu/i50R4coppfLAZsN9OSkaL3LMBDkcgg8D9lDD4EvLwd/+eWbvgZZIdJoNKipqdm3nwN/sba2ho6ODuTn56OkpCSqzwdFUUhPT0d6ejpKS0vhdDphMplgMpkwNjYGpVIpERC1Wr0p2YwTDl8YDAaJcDz00EN48skn44QjTIh50hEJN6dwW+YKgoBTp05hcnISjY2NZwjGtwJN02BZFh6PBwzDbNlpIwUlsXGM9aCqjZkTsd7BdrvdUgd7Y4GdnJyM5ORkFBUVweVySSswY2NjSEhIkITo4baiDCScTid0Oh0SEhLQ1NQU8yszRBSsUqlC7mBG0zQyMjKQkZGByspKWK1WGI1GTE9Po7+/H+np6RIJTkpK8u8aTE4GiKvf0pKY5aFUAm63SES0WmBqCsyzz25KOkhHPzs7O6pWiIKF1dVVdHZ2SuuY+w0JCQnIy8tDXl6etIpqMpnQ398vkWDiiKVUKrG0tAS9Xo/KykocPHgw3IcfdhDHv7q6Ojz++ON48MEH8dprr4Vls6SoqAiTk5M+X/ve976Hu+66a8ufcTqduPPOO/HrX/8aLpcLR48exQMPPBDxZiJbIebXqwD4FXAXTExNTcFoNKIlhG4nBN6C8Z3sjAuCAKfTiXfffRdOpxNarRZZWVlnZDE4nU50dXWBpmk0NDTEfMeWFJRkBzuW9QqA2LHV6XTSioi/BTbRYhkMBsmKkhR/GRkZUVuo22w2dHZ2xi2C10EK7Eg0WCAdaCIEViqV0jW4nRCY/tOfoLjjDgiJiaCWl0EZDGKaOc9DKCmBoFaDmp8HX14O9+9+5/OzpMDOy8uLO7rh9DpwSUkJCgsLw304IYUgCBIJNplMWF1dRWJiIhwOB4qKiuLXBwCTyYSuri4cOnQITz/9NH7wgx/glVdeCUutBYik46abbsItt9wifS01NXVb57J//Md/xHPPPYfHH38c6enp+Kd/+ifQNI0333wzFIcccMRJB8ROazhPw+zsLGZnZ9He3h7S9yU7wWcTjG/ERktcm80mZTFYrVao1WpkZWUhMTER/f390gpArBdQq6urkl6mqqoq5s8Hcezaa8eWJAKTKYjL5UJGRoZEgqOF6K6srECn0+HgwYNRvZMeKJCCknSwI/l8EBLsLQQmKzBn5DEIAmTf/z5kTz8NGI2gVlYAuRxCZqYkIKcmJ8F99KPwfPOb0o+R81FcXBx32sFpS+2ysrK41SlEzUJPTw9SUlJgt9shk8mka1Cj0URtI2a3IBOf6upq/P73v5ecqrzdNkONoqIi3H777bj99tv9+v6VlRVkZmbiV7/6Ff7u7/4OADA4OIjq6mq89dZbOHz4cBCPNjiIkw6En3QsLCxgfHwcR44cCdl7rqysoLOzE1qtFocOHfK7ACb6ja0E4w6HAwaDAbOzs7DZbFAqlcjPz0dWVlZQfcgjHQaDAb29vVJHLpILqFCAjLxLS0sD2qEUBMGHBK+trSE9PV2y443ULBhyPmLVwWwjTCYTuru7IzoEcSt45zEYjUbY7XYfO97ExEQxtbyrC8yrr0L2xBOie5VWCzAMKIsFQmYm3I88AqGqCgBgNpvR1dUV39FfByko4+dDxMaVKqJFIpM4l8slGXJotdqoDp31B0TTUllZiRdeeAFf//rX8fzzz+M973lPWI+rqKgITqcTHo8HBQUF+OhHP4ovfOELW248vPbaa7jkkktgsVh8wk8LCwtx++234wtf+EKIjjxwiO3djggBwzBgWTZk70cE42VlZSgqKvKrAN6YML6VYDwhIQE8z8PpdOLQoUMQBAEGgwFjY2NITEyUir+0tLSYKbynpqZw6tSpqAh1CwVmZmYwNDSE2tragJ8PiqKQkpKClJQUlJSUwOl0SsXfyMgIkpKSIu4anJubw8DAAA4dOoTs7OxwH07YsbCwgL6+PtTU1ERlOjBFUVCpVFCpVCgvL4fdbpeKv+HhYSQnJ4sEpLgYaXfcAe666yC7/34wJ04AHAf+3HPBfu5zEuEwGAzo6emJ2vMRaBBCWlVVhdzc3HAfTtixmYbDW4tUUVEBm80Gk8mE+fl5DA4OIiUlRZqCRMp9MFAgE8GKigq8+uqr+OpXv4o//OEPYSccAPD5z38ezc3N0Gg0OHHiBO6++27Mz8/jvvvu2/T7FxYWoFAofAgHABw4cAALCwshOOLAIz7pgOgUQ4rpcMBisaCrqwsXXnhhUN/HWzBeX1/vt0WrvwnjPM+jv78fS0tLaGxs9HFkYlnWZwefYRhkZWUhKysroEFIkQSe5zE8PIzFxUU0NjaGNQsmEuDtYNbY2Ai1Wh3S9/d4PD4rMAzDBNQKdacQBAETExOYmJiIh/6tY3p6GiMjI6ivr9+XDncbr0Gapk9fgzQNhudFIfl6EUgsxuvq6mLeUhs4PRGsqamJE3RsTjjOBo/HI7lhkWuQCNEzMjKiWmdINjjKysrwxhtv4Pbbb8ezzz6LSy65JGjvedddd+Hf//3ft/2egYEBVK03Ebzx6KOP4tZbb4XVat3UDv5Xv/oVPvWpT52hO25vb8dFF1101veNRMRJB8JPOlZXV/Huu+8G9YPBcRx6enqwsrKyY8E4z/PgOG7b/A23242uri5wHIfGxsZtx7c8z2NpaUlagREEQRKiR7MI2BtEoO9wONDU1BTzDlWEkFosFjQ3N4d91c7bCtVgMIBlWanzt9EMIRgQBAHDw8NYWFhAU1NTzFsme6euNzU1ndHZ24/YTIvknUlDJiMNDQ3IyMgI9+GGHYuLi+jt7Q3KhDQaQQjHXiY+PM9Lq4Amkwl2ux0ajUa6F0bTc2t1dRUdHR0oLS3FO++8g9tuuw2//e1vccUVVwT1fUmez3YoKSnZVFvY19eH2tpaDA4Obmrfux/Xq+KkA+EnHTabDW+++SYuu+yyoLz+XgXjZwv8s1qt0Ov1SE1N3ZEDEXmPlZUVGAwGGAwGuFwu6YaXmZkZ9OIvGHA6ndDr9ZDL5aivr4/K3yGQ8Hg86O7uhsfjQVNTU8QF/AmCgLW1NYmA2Gy2M3fwAwie59Hb2ys5xkWqziRU8CZgsZq6TrRI3qnoAJCbm4uCggKkpKTsqxWYnYIkSdfV1flt6b6fEQjCsRm8VwEtFguSkpKkRkx6enrEbiSQnJaioiJ0d3fjpptuwlNPPYVrrrkm3Ie2LX75y1/iE5/4BEwm06aTfyIkf+qpp3D99dcDEMOkq6qqziokJ9OTSKs/4qQDYlc6nDkZTqcTx48fx9GjRwP+YAmWYJzAZDKhp6cH+fn5e7bo8xYBGwwGHyeszMzMqBC/ra2tQafTISMjA9XV1RF7kw4VotEi2OFwSARkeXkZKSkpUh7IXos/lmXR1dUFlmV31ADYryATsOXl5TgBg3gPHBsbw9TUFAoKCrC2tgaz2QyFQiGR4K0C4fYrSDBofOIjgpgKBFvT4vF4sLS0JE1BAPisYUVKMWu1WnHy5EkUFhZiYGAAN9xwA37xi19IRXqk4K233sLbb7+Niy66CKmpqXjrrbfwhS98AVdccQWeeOIJAKKT6SWXXIJf/OIXkpvpP/7jP+L555/H448/jrS0NHzuc58DAJw4cWLL99Lr9bjzzjvxpS99CZdeemlEbY/ESQfCTzo8Hg9effVVvO997wtoUbZbwTiZcACiKHKrn5uamsLIyEjQBI4bi7/U1FRJBxLu9ZzNQASOxNIyljuTwGkCptVqo9Yi2OPxSN1ns9kMuVwuEZCdapFcLhd0Oh0UCkXUELBgguM4dHd3w+l0orm5OeImYKGG98SnpaVFClElgXCk+OM4zicVPVKKv2BgZmYGw8PDaGxsjGueEDrCsRFkI4FMQWw2G1QqlXQNhut5bLPZcPLkSeTl5WFsbAwf+9jH8PDDD+Pv//7vw3I826GzsxO33XYbBgcH4XK5UFxcjI9//OO44447pHvfxMQEiouL8frrr0saXxIO+NRTT/mEA26laRofH8fRo0cxOjqKoqIiPPjgg7jwwgsj5nkTJx0IP+ngeR4vv/wyLrroooA8eIlgd3x8HA0NDUERjA8NDUkC6VDsX7vdbomALC0tITExUSr+IsF9Y3p6GsPDw3EHonWYzWZ0d3dHRcaCv/Au/oxGo5TFQLRI293UbTYbdDpdWFK1IxEej0dKoW9sbNzXhbM/EAQBAwMDMJvNaGlp2XLi470KSHKRIqH4CwampqYwOjoaFtOJSES4CMdmcDgcPmtYCQkJ0lp0qIxh7HY7Tp48iZycHMzMzODDH/4wHnjgAXz84x/fF8+b3YBlWfzwhz/Em2++iR/+8If49Kc/DZ1Oh8cffzzgTe3dIk46IBYTobSs3QwvvfQSzjvvvD0/NIItGCf7+S6XK2wC6a2csMKxekC6k/Pz8yEjYJEOYgFbXV0d9odjsLBZFoNGo5GuQ+/mAQn9y83NRXl5ecw+EAncbjc6OzuhUCjQ0NAQUaP/cIBofNbW1tDS0rKjNVLv4m9paUnawc/MzER6enrUXmsTExMYHx9Hc3NzzLv+AZFFODaCBGOS65DneWRkZEirWMFYIXU4HDh58iSysrJgNBpx/fXX4z//8z9x0003Re01HwgIgoC//vWvMBgM0nrZsWPH8Pbbb+Oxxx7DZZdddsbfQxCEkJ6zOOlAZJCOV199FW1tbXtysSGCcZqmdyTY9VcwbrfbodfrkZiYiLq6uohgzcSFiOhAeJ6XJiDBdsIiBM9ms6GpqSm+j+5lAVtfXx9T+9cbRcBkFVAul2NoaAhlZWUBDUGMVjgcDnR2diItLW1HGrP9Cu8Vs5aWlj0VaKQZs3EHn6SiR8L92h8QF7Pm5uaYd3UDIptwbMRmk7j09HTpOkxOTt5zget0OnHy5ElotVpYLBZcd911+O53v4vbbrstpgkHAanjvHH99dfj+PHjeOyxx3D55ZeDoig89dRTuOKKK0JuzBAnHYgM0nH8+HE0NDTseoxMBOMZGRmora0NuGCcZInk5OSgoqIiIj/cmzlhZWRkSN3nQK5wuFwu6PV60DQdXw+BeB0NDg7CZDKhqakpJh2ICMgq4PT0NNbW1qBQKJCTkyOtHkTiZycUsFqt6OzsRFZWFiorK2P2PBAQUwGO49DU1BTQe4ggCD52vA6Hw8eONxJNOYiIfnp6Gi0tLTF9DyGIJsKxGZxOp5QH4m2IoNVqoVard9wUdDqd6OjogFqtht1uxzXXXIN77rkHn//852P+frIZOI6TzvFHPvIRvPjii/jZz36G3//+99DpdHj77bdDvroYJx0QCyaPxxPWY3jjjTdQXV29q0CshYUF9PT0BE0wPjs7K/lI5+Xl7fj4woGtnLDIFGQvD12r1QqdTge1Wh3fz8fpbq3D4UBzc3NEFjShxsTEBMbGxlBbWwsAUvEHQCr89ksmjT8gK2b5+fkoKSmJ+QLB4/FAp9OBYRg0NDQEfgqxvAzm+edBra2BO/dcWEtKfCZxxJEtMzMTqampYf97kODaubk5HxF9LIMQjurq6n2RRM9xnJSNZDKZ4PF4JCKs1WrPupnhcrnQ0dGB9PR0eDweHDt2DHfffTe++MUvhv36jWSwLCvdXz7xiU/gv//7v6HRaPC3v/0NZWVlIT+e6Ji3xgAYhtmxmD1QgvGtCAd5EMzMzKCxsTGq1mUoikJKSgpSUlJQUlLi44Q1PDwsrb9kZmbu6AFHBNIFBQXx4gmnJz4Mw6CtrS3mJz6CIGBkZEQqnsg+elZWltR9JtcgmcSR4m+/2ueS4qmsrAwFBQXhPpywg2haiI10oIkn83//B8VnPgPYbABFQU5RkF93HZJ/9jMUFRXB7XZLa1iTk5OQyWQ+dryhJsJEF7e4uIjW1tZ9JYbfLfYb4QDEGofoPARBgNVqhclkwuzsLAYGBpCamiqtYW0kwm63Gx0dHUhNTQXP87jmmmtwxx13xAnHBpDJhrdOQyaTSV8nJO+tt95CSUlJWI4xPulAZEw63n77beTn5/s9QiV6guXl5R2Nov3Vb7Asi97eXthsNjQ2Nu6rBwFZfyE2qAkJCZIV73ZOWDMzMxgaGtrXAumdgDgypaenx/fzId5H+vr6JBOH7TQ+3mFwBoMBa2trSE9Pl4q//fJ5IynSwbLVjjYQ3V1KSsqO1mD9BTU1hYTWVsDlAkgDgOMAQYDna18D+8Uv+nw/0cSR+6HH4/Gx4w02ERYEQVrL3M61K5awHwnH2eB2u6U1LJPJBJlMhoyMDAwMDODiiy/G0NAQkpOTIZPJcNVVV+HWW2/FPffcEyccXiATjZWVFdx333247bbbcODAAenfn3rqKXzsYx+DTqdDQ0ND2I4zTjoQGaTj5MmTOHDgAPLz88/6vSRwjaKooAjGyevL5XI0NDTs6+71Zk5YZAWLOGF5T3waGhrifvEAlpeXodfrcfDgQZSVlcX8zZ9lWXR3d8Ptdu8qdd3pdEqFn7cLUaRYQu8GJGMhniItwm63o6OjAxqNBjU1NUH5m8p+8APIv/tdgGEA79d3uyEcPAhnf/+WP0u6z+Q6XFtbQ1pamg8RDuQxC4KA/v5+WCwWtLS0hMUJMdIQi4RjIwgRHhkZwT/8wz/AbDajoaEB55xzDp5++ml86lOfwve+972Yb3J5gxAOq9WK0tJSKWDQe21zdnYWPM/7VWMGE3HSAfHm53a7w3oMRCNQVFS07fd5C8YPHTrk9yjcX8H4ysoK9Ho9MjMzozbQbbfYzAlLq9XC4XDA5XKhubl533Sg94LFxUX09fWhvLw87DewSIDb7YZOp4NMJgvIfj7LspL9pMlkAk3TEgHRaDQR/5n0djGLZyyIsFqt6OjoQHZ2dlCNOORf/CJkjz4qkg5veDyAXA7Huq7IH7hcLh8irFQqJQKy1ywGkkS/srKyY5vg/Yo44fAFy7I4efIkZmZm8MYbb+CJJ54Ay7Kor6/HsWPHcOzYMbS3t0f8/TDYIITD6XSitrYWVVVVePrppyO2VomTDkQG6eju7kZSUtK2wh4iGC8tLfU7cG0ngvGFhQX09/ejtLQUBQUFUdldDRQEQYDZbEZfX5/kbEacsEKxdhCpmJqawqlTp1BbW+u3hmg/w263SxawwViX2Wr9hVyHkTaFJJqW+fn5HeUE7Wesrq6is7MzJCJ65he/gOJznwNkMoBci4IAsCz45ma4XnttV69LshgIESYNGWKIsJPrkOSSWK1WtLS0xHwSPQCYTCZ0d3fHCcc6WJaVjBbUajWuvPJKHDt2DPfccw9eeeUV/PGPf8QLL7wgrVsdO3YMl156acxZLBPCwbIsamtrkZ+fj9///vcRbcQQJx2IDNLR398PhmFQWVl5xr8RK8GxsTHU19f77OltBxL4x/M8gO0F4+Pj45iYmIivQqyD6BXS0tJQU1MDp9Pp44SlUqkkHUgsdOm8QxCbmprigV0Qi0mdThf07jXBZh74xJEtMzMz7OspPM9jYGAAS0tL8f38dSwvL0On06G4uPisU+yAwGZDwpEjoKanxf+mKFHTQdNw/epX4K+4Ys9vIQgCVldXpevQZrP5fR3yPC853e01l2S/IE44fMFxnLQ+npWVhSuuuAKXXHIJHnzwQZ+mDsuyOHHiBP74xz/ij3/8I2688UZ8cYNmaT/D25WqtrYWWq0W//d//xfxxCtOOtbhcrnC+v5DQ0PgOA41NTU+X+c4Dr29vbBYLDsKS/LWb1AUtWUHluM49Pf3Y3l5GY2NjfHOJIClpSV0dXUhPz8fpaWlZxST3k5Yy8vLPk5Ygd57jgRwHIe+vj6srq6eVSAdKyAuZsXFxSgsLAzL35xch0ajERaLJaw2qMTYwuFwoKmpKSaI+NlA1mUqKipCajVOTU1BfuedYF59FRAECPn58Pzrv4JbTygONDZeh8nJyZIQ3TsVnVhru91uNDc3R9yULhyIEw5fcBwHvV4Pnudx8OBBXHnllThy5AgeffTRs66Se2dSxBJqa2uRkZGBZ555JipWWeOkYx1utxvhPBWnTp2Cw+FAXV2d9DWXy4XOzs6gCcZdLhe6uroAAA0NDfExN4C5uTkMDAygqqoKBw8ePOv3E9cNg8GwIyesaIHH44Fer4cgCGhsbIx3JiGuIfb19UWUi5nH4/G5DuVyuY8NajD3nlmWlQqFQIfcRSsMBgN6enrC69plNoOy2SDk5Z1etQoyPB6PzxoWTdPQarXIyMjAzMxM/BrxgslkQldXFw4dOoTs7OxwH07YwfM8urq64PF4kJ+fj6uvvhqNjY1nCKJjDduRqf/4j//AY489hr/85S9RE2kQJx3rCDfpGB8fx8rKChobGwGc3gPWaDQ7Eoz7SzjW1tag1+uhUqlQU1MTkx0Cb5AVtqmpKdTX1+/qA8xxnCQANhqNmzphRRMcDgd0Oh2SkpJQV1cX89cIcFrTUl9fv6sgz1CA53ksLS3BYDDAaDT67N9rtdqAPsBJ5oRCoUBDQ0P8GgEwPz+P/v5+1NXVxbTuied5LC8vY3FxEXNzc+B5XtIjZWZmxnSTK044fEHW7lwuF4qLi3HNNdegoqICTz31VEwTVEI4VlZW8O1vfxvDw8OoqanBe97zHhw7dgyCIMBut0esaHwzxEnHOsJNOqampmA0GtHS0oLFxUV0d3ejpKTEb+EhEYz741BlNBrR09ODwsLCeMAdTucrLC8vo6mpKSAiLG8nLKPRCI7jpM6zVquN+OKM6BUOHDiAysrKmL9GiG3y7OxsVGlayP49uQ7tdrsUEJWZmbmnNSiHw4HOzk6kpqYGRUQfjSA2wQ0NDVHTeQwmiCCYoihUVFTAbDbDZDJhZWUFqamp0nWYkpISM/eYOOHwBc/z0mpmaWkpPvCBDyA/Px+//e1vY3qyTgL+1tbW0NzcjPLycpx//vl488030dPTg//6r//C+9///nAf5o4RJx3rCDfpmJ2dxczMDLRabVAF41NTUxgdHUVNTU38hgfx797V1QWe59HY2BiU7pt34WcwGOB0OiPaCYvsGZeUlIRNrxBJIPaeRFcVTV2ljSCBhEaj0afwy8rK2pEeyWq1orOzU7LWjvVrBAAmJiYwPj4etwleh8fjQWdnp5T35N1oIWupJKA1lOuA4USccPhCEATJyaysrAwf/OAHJX1CLE/CCARBwG233Yb5+Xk888wzAICjR4/Cbrfj97//fcRO27dDnHSsw+PxSEV7OEC0BAzD7EowTv6MW92seZ7H4OAgjEYjGhsbo6ZTG0zYbDbo9XopHThU0wcSwEWSqIkTViQ4EJHU9fhDUQTHcejq6oLL5dp3Amm32y0RELPZLOUwZGVlQaVSbZvlo9PpkJeXt6nRQqyBrGZOT0/v6N69n0HW7hISElBfX78tieA4zscWmmVZHzveSGvK7BZGoxHd3d3xe+s6BEGQDEoqKyvx4Q9/GElJSfjDH/4Q9udgJOFDH/oQLrjgAnz2s5/F+9//foyPj+PFF19Ebm6upLdsamoK92H6jTjpWEc4SYfL5cI777wDh8OBCy64IOCCcY/HIwm09lvhtFtYLBZ0dXUhNzcX5eXlYSuciBWvtwMREaKH0glLEASMjo5ieno6nrq+DrfbDb1eD5qm0dDQsK93i71zGIzrAXKk85yRkSERcuLIVFpaisLCwnAeckSAWEkvLCygpaUlov3xQwW3242Ojg5JC7aTqcVmttDp6ek+qejRiDjh8IUgCBgYGIDFYkF1dTU++tGPgqZpPPfcc1H7Nw4GnE4nPvKRj+Do0aPo6urCX/7yF7zwwgsoLCyEzWbD1772NVRUVOCWW26JGrF9nHSsI1ykgwjGk5OTYbVacdFFF/n1c94Tju0C/0g3Pzk5GbW1tVFzYQYTROhZUVERUYnaWzlhZWZm+lhPBhre60OB0rREO4heIdRTsEiAIAhYXl6WpnEulwsajQYJCQmYm5uLKNeucIIUTmazOZ5Lsg6n0ynpfA4dOrTnNSmn0+mTip6YmOiTih4NUzZCOGpra/1emd7PEAQBg4ODMJvNOHToED7+8Y/D7XbjhRdeiGnL/h//+MdYWFjA8vIyrr76apx77rlITU3F448/jhtvvBEajQYzMzNS0/iVV17BLbfcgh/96Ee4+uqrw3z0/iNOOtbBsqyU2h0qeAvGtVotTp48iUsuuWTbn9mJYJxkCRw8eDCs3fxIAQlBnJycRF1dXUTvQ5LOM5mC0DQtTUACufPMsqw0BWtsbIxPwSA6u3V2dsZF9BA/MzabDaOjozAYDAAAlUoV9Z3nvYKkaq+traGlpSX+uYFIEE6ePAm1Wo2ampqAf25YlpWE6GQa572GFYkNtTjh8AWZDBoMBtTV1eHGG2/E8vIyXnrppZhe+b7xxhvx6quv4vrrr8eJEydgtVpRV1eH//qv/0JmZia+8pWv4Pvf/z6+//3vIy8vDxaLBf/yL/+Cr3zlK/jyl78c7sPfESLvUxoDIMXv6Ogo6urqkJ2dDZvNdlbSs1Ewvh3hILv5/uZN7HeQbv7S0hJaW1sjvqPCMIxEMogTltFoRF9fHziOg1arRVZW1p4etk6nEzqdDkqlEq2trRH50A41SDBkUVERioqKYppwAKIphclk8kkZJ9O4U6dOISkpSSIgwZzGRRJIyJ3T6URbW9u+0RzsBQ6HAydPnkRGRgaqq6uDch3IZDIcOHAABw4cgCAIWFlZgdFoxOjoKHp6egLmyhYoxAmHLwRBwMjICBYXF1FfX49bb70VRqMRf/rTn2KacDz99NN4++23cfz4cRQXFwMAbr75Zjz66KOYn5/H008/jW984xtQq9W4//77oVAoUFRUhG9961v4/Oc/H+aj3znik451hGrSQdKdl5aWfESHTqcTx48fx9GjR7d0nvJHME46CfPz86ivr4/v5uO0poVl2ajv5m+0QHU4HNBoNNIalr8FkNVqhU6ng0ajQXV19b51i9kJFhcX0dvbGyfq6/C2Cd5MIE06zwaDQQqCI0WfRqPZlytpZDLIcVw85G4ddrsdHR0dyMzMDNtk0GazSROQ5eVlpKSkSPbk4QhpjROOM0HuJY2NjbjtttswNjaGV199NaI3DkKB++67D8899xyef/55AIBSqcRLL72Ef/3Xf5UIxk9/+lMkJyfDZDJJ99VodciLtzbXEYqbksvlgk6ngyAIOHz4sE/xSy4kjuPO6Dj7u07Fsqzkd93e3h7fMYb4QNTr9UhMTERTU1PUF0IURSE9PR3p6ekoLy+HzWaDwWDAzMwMBgYG/HLCIt38goKCeE7LOqanpzEyMoL6+npkZmaG+3DCDp7nMTAwgKWlJbS1tW26RuXdeSZBcAaDAYODg/B4PMjIyJBIyH4ozj0eD3Q6neQwGJ8MisX+yZMnkZOTE9YV3uTkZCQnJ6OwsBAej0ciIFNTU2AYRlrDCgUZjhOOMzE2NiYRjttvvx3Dw8N4/fXXY5pweOdwGI1GeDweSU/5v//7v8jPz0d7ezseeOABTExM4NChQ9L5iuZZQXzSsQ6O48CybNBenwjGVSrVpunOPM/j5ZdfxkUXXeTjXuWvQ5XD4YBer4dCoUB9ff2+eMjvFcvLy9Dr9cjJyUFFRcW+L66J6NJgMGzphEVE9PFuvgji2jUzM4PGxkaoVKpwH1LYwXEcent7YbPZ0NzcvOPJoCAIsFqt0jTOarVGlC30bkAsYJVKJerr66O+eREIWK1WdHR04ODBgxFrney9mmo0GuF2u33IcKBX4+KE40wQHWVTUxO+9KUv4d1338Xx48eRk5MT7kOLCMzNzeHQoUNoamrCBRdcgIGBAfzxj3/E8PAwcnNzUVhYiC984Qu4/fbbw32oAUG8VRMCGAwGdHV1bZswTggFy7IS6SDTjbMRDlJcE+FrfFVGXJXp6+tDWVkZCgoKwn04IUFCQgLy8/ORn58Pj8cjPWjHx8ehVCqhVCqxuroa7+avw7ub39raGnftgu/6UGtr666KMoqikJqaitTUVJSWlsLhcEjX4vDwMJKTk6U8kNTU1IgsVr3hdDrR0dERT173AmmikWlppIKmaWRkZCAjIwOVlZVSRtLs7CwGBgaQlpbmY4qwl2sxTjjOxOTkJCYmJtDc3IyvfOUr+Nvf/obXX389pgnHwMAADAYDsrOzodVqkZubi87OTtxyyy144403IJPJ0NfXh9zcXKysrEjGHfsFcdKxjmA8+DYTjG8HmUwm6TbIhAPYXjBOOtfl5eUxU1xvB0EQMDk5ibGxMdTV1e2rD+tOIJfLkZubi9zcXLAsi+7ublgsFlAUhf7+fqno02g0MVlEETGww+FAW1tbVOt8AgW32w2dTgeZTBbQ9aHExEQUFBSgoKDAZ/Xl5MmTEZ9ETfQKGo0mKI5M0YiVlRV0dnaiuLgYRUVF4T4cv+FNhktKSuByuWA0GmEymTA2NiaFYxI73p1ciwaDAT09PXHC4YXp6WmMjY2hqakJ3/zmN3H8+HG8/vrrEWVTH2r84Ac/wKOPPoqVlRXQNI1PfOITuP3221FcXIyXX34ZgPhsIpsqc3Nzkm5zvyC+XrUOnufh8XgC+nq9vb0wm81obm72y53h+PHjqK+vR1paml+CcRLmFun2r6GCd+p6U1NTPBkY4g2sp6cHdrsdTU1NUCqV0u69wWAImBNWNIGE/lEUhcbGxvgqIk7nK5BcklAU/zzPY2lpSZqCkGuRCIDDfS2S9aHs7OyYWM/0B8vLy9DpdCgtLd1XTS6O43yuRZ7nodVqpf9td4+IE44zMTMzg5GRETQ2NuLee+/FM888g+PHj6O0tDTchxY2/OxnP8PXvvY1PProo2hubsbTTz+N//qv/8IzzzxzRqL48vIyOjo6cPPNN+PCCy/EY489FqajDjzipGMdgSQd3oLxnSSAv/HGG6isrJS6LFs95MjO9draGhobG+NrIRBFnt3d3XC73fHU9XWcrbgmTlhEB7JbJ6xoAimuSVpyfDdfFAN3dnYG1e70bNh4Ldrt9rBaoJL1ofz8/LjZwjqWlpag1+tRXl6+r7vV3tei0WiEzWaDWq2WyLC3QQshHHV1dcjKygrjUUcO5ubmMDg4iMbGRvznf/4nnnrqKRw/fhwVFRUhP5aioiJMTk76fO173/se7rrrri1/5sILL8Sf//xnn6/deuut+NnPfrbr4xgcHMRNN92ET33qU7j55pulrx85cgQXXXQRvvvd7/p8/8mTJ/HII4+Aoig88MADu37fSMT+b2v6iUA9VNbW1tDR0bGlYHwrCIIAuVyO0dFR5ObmIisra9Oiz+l0oqurCzRNo729fV8WhjuFw+GATqdDQkIC2trawt4hjQTYbDbodDqkpaXh0KFDm16H3k5YZWVlZzhhpaenS0L0aBT/boTVakVnZye0Wm3YiutIAymuDx48iLKysrCdk43Xot1uh9FoxMLCAoaGhpCamioRkJSUlKAep8VigV6vj7r1oWDCbDajq6sLlZWV+96AYuO1uFGTRLJpZDIZRkdHUV9fHycc65ifn8fg4CAaGhrwwAMP4L//+7/x+uuvh4VwEPzbv/0bbrnlFum//cnouuWWW/Bv//Zv0n/v1QnUarWisLAQ73nPewCIjWOGYVBcXAyz2XzG97e2tiIrK2tfTRMJ4tVZAEEE48XFxTty8yBi8UOHDmFxcVHqFBDHl6ysLCQkJGB1dRV6vV7aL460/edwYGVlBXq9HllZWXER/TqIsUBubu6ObCyTk5NRXFyM4uJiHyeskZERyfc+Kysr6EVfMEAKybhN8GkQ6+RILK6TkpJQWFiIwsJCuN1uKZCQmCLsdvf+bCDFdUVFBfLy8gL2utEMo9GInp4eVFdXx6QAeKMmyWw2Y2ZmBhaLBTKZTEpHz8jIiOnJ6eLiIgYGBlBfX49HHnkEDz30EF577TXU1NSE9bhSU1PPqqfdiKSkpB3/zHZobW3FnXfeierqap+vV1ZWwmKxSP9tt9sxNjaG2trafUk4gPh6lQRBEOB2u3f9sxMTEzh16pRfgnHvn/MWjFMUJRVDTqdT2rtfXl5GYmIiHA4H8vPz4/vF6zAYDOjt7ZX2i+Pn5PQ5CaRrl7cTlslkglKplMhwNKRQk3MSLyRPg5yTaOtccxwHs9ksXY8AfDRJeyn6yKpMTU1NTBbXmyGuVzgT3udEoVBIzRmXyyWtBGq12pha8SXnpL6+Hr/61a/wgx/8AK+88gpaWlrCelxFRUVwOp3weDwoKCjARz/6UXzhC1/YdhviwgsvRF9fHwRBQHZ2Nq6++mp8/etf3/G0gxi3uFwun88OyecAgC996UuYmprC008/jdXVVVx66aU4evSoz5RlvyFOOtaxW9LB8zz6+vpgMpn8FoyT9/NOGPcmHBu/b3R0FBMTE0hJSYHVakVycrJU9EVj13mvEAQBU1NTGB0dRW1tbXy0vQ4ScBfMc0KKPpJCTVFURDthzczMYHh4OH6deIFMUqP9nAiCgJWVFSkPxOl0+uhAvPOOzgbiAhjfzT+NxcVF9Pb2xs+JF7bScAiCIK0EGo1GrKyshHQlMJzwtgr+3//9X3znO9/BSy+9hPb29nAfGu677z40NzdDo9HgxIkTuPvuu/GpT30K991335Y/89BDD6GwsBC5ubno7u7Gl7/8ZbS3t+N3v/ud3+/77LPP4qc//Sn6+/tRXV2ND33oQ7jpppvO+L477rgD09PTePLJJ3H++edDLpfjxIkTu/pdowVx0uEFl8u1o+8nFpMcx+0oRMvfwD+e59Hf34+lpSU0NjYiLS1NspwkRV9CQoJEQNLS0vbtje3/s3ffYU1eexzAv2xQ2UtBBAQRZAetddQ6UBxIgraO9lpHbWtrh9Z6q7111VVHrbWtdrmtWiXBPVHRam0thADKUBnKTthhZr33D/u+TRAQFbI4n+fp89wbEzhAxvm+55zfj6ZQKHD37l2UlJQgJCSkzSFPn1EUhXv37qGwsFCtDe6Uu1CLRCLIZDKtqT5EURSys7Px8OFDhISEwNbWVmNj0SZ0Oeng4GC9KsNIURRqa2uZSV91dTWsrKyYogjNdVSn0cE0ODgY9vb2ahy19ioqKkJ6enqnLjve1NMcGqe3BIpEIpSVlTGloR0cHLTy4syzorcj9uvXD6dOncKyZctw5swZ5uxCR1iyZAk2bNjQ6n3S09Ph6+v72O27du3CO++8g5qamjZflLh8+TJGjRqF+/fvt6n61smTJzF16lSsXr0aFhYWuHPnDgQCAX755RdmexW92rF161b89ddfyM/Ph0QiwV9//dWmMekyEjqUSCSSNreXF4vF4PP5sLa2fuoD420JHBKJhGnSFRIS0mygkcvlKgHE2NiYCSA2NjZ6F0BkMhlSU1NRX1+P0NBQvTjc/Lzo0szV1dUIDQ1tdXLVkbSpEhZFUUhPT2dWH0l1t0e/k/v376OgoAAsFkvvy0nTPRhEIhHKy8uZizOOjo4qWwJzc3ORk5NDgqmSgoICZGZmkhCm5HlWfeRyuUpXdJlMxnRFd3Bw0NliMHQ1Mz8/P1y4cAGffvopTpw4geHDh3fo96WDXGt69+7d7O/1zp07CAgIQEZGBvr27dum71dbW4tu3brh3LlziIiIaPW+9+7dw6uvvoo5c+bgww8/ZL7nqFGjsG3bNkyZMkXl/uvXr8f//vc/DBs2DPHx8W0aj64jB8mfwfMeGH9S4KipqYFAIGA64LYUaIyMjODs7AxnZ2em5n1JSQmSk5O1ftvL02poaEBSUhJMTU0xYMAA0lsBj85a0MFU05XMWqqERXf+VVclLOW+JAMGDCDBFP+GsLKyMgwYMEBjwVSdzMzM0LNnT/Ts2RMymYw5B5KUlARDQ0M4ODgwWwXDwsL0PoS1Fb1FMyQkRK9Wwp7H824zMzIyYvp9+Pr6QiwWQyQS4eHDh0hLS4O1tbVKV3RdQBfm6Nu3L65cuYLFixfj+PHjHR44ADC/q2chEAhgaGj4VH9HgUAAAG0651VUVARvb2+MGDGCuc3f3x8DBw5EXl4egH8rVwGAl5cXpkyZgsOHDz/FT6HbyEqHkietdCgfGA8ICGjzYcPWDow3VVpaitTUVLi5uT1VoFGmvO2FbgBHBxBdrLBBV+2i+wjoeoBqD3SZYAsLCwQFBWn131S5ElZFRUWHVcKSSqUQCARMfxwSTP9dCaupqXmqLaD6SqFQoKKiAvfu3YNYLGYCiK5fdW4P9Dm50NBQtW3R1HYdfa6loaGB2YZFr8jRk2pra2ut/KyrrKwEn8+Hj48P/vzzT7z33ns4evQoxo0bp+mhqbh58yb++usvjBgxApaWlrh58yYWLlyIcePGYe/evQAereqNGjUK+/btwwsvvICsrCwcPHgQ48ePh729PVJSUrBw4UL07Nnzsd4dzcnNzUVmZiazIkJvo4qKikJQUBDWrFnToT+zLiArHUoMDAxaDB3KB8ZfeOGFdj8wDjx60793795zV08xNDSEnZ0d7Ozs0LdvX+aw5d27dyGRSJhqL5red98WdLlGuqynvm0Zexb01j5dKRNsbm4ONzc3uLm5qZxJys3NbbdKWPRKmLm5udaHMHWRyWRITk6GTCZD//79O/WEmmZgYICSkhJIpVIMHjwYCoUCQqGQuepsY2PDBOLOtEqWe/8+Ki5cwIuurrBoaND0cLQCHTiCgoI67FyLubm5yooc3RU9OTkZAJhAbG9vrxWf1VVVVUhKSkKfPn2QmJiId999F4cOHdK6wAE8Wu08fPgwVq5cicbGRnh6emLhwoX4+OOPmftIpVJkZmairq4OAGBqaoq4uDhs3boVtbW1cHNzw+TJk/H555+36Xt6eHgw5ceV55JGRkbM9wCAqKgoDBs2DJ988kk7/KS6hax0KJFKpVAoFI/d3h4Hxg0MDFqcHCoUCmRmZjKHozvqKhNFUaipqYFQKERJSQnq6upgb2+vtR2o6aX+fv36tWvNbF1WWlqKlJQUvQhhTcufPuuWwJqaGiQlJcHOzo6shP2Dfs8yNjZGcHCwVkxYNI1e9RGLxQgLC3vsfVy5CVxFRQW6du3KPB8tLS11+rXWmsLTp2G7ejVsSkthQFFAt26Q/ec/kC1aBHTS15I6Akdr6Mps9POxrq4OdnZ2TAjRRCCurq5GYmIivLy8kJqailmzZmHfvn2YPHmy2seia9566y3Y29vjyy+/RFRUFG7fvo309PSnqrCnL0joUNJc6KCvKltZWT3VFdS2HhiXSqVITU1FQ0OD2g9H0/vuhUIhxGIxbG1tmavOmnwxUBSFu3fvoqioSK3VmLRdQUEBMjIy9LKPQNNKWFKptE0rcnQjxJ49ez7zdkR909DQAD6fj65duyIwMJCEMDwKuCkpKWhsbASLxXriBRZ6RY7uTWNsbMwEEFtbW734nVIUhRyBAG6zZ6NbZSXg4ACYmMCgqgqQSiFdvhzyGTM0PUy103TgaI5yOd7KykomEDs6OqqlaqVYLEZiYiI8PDxw9+5d/Oc//8Evv/yCadOmdej31Rdvv/02unXrhoqKCsTFxSEjI0Nnzu+0NxI6lDQNHUKhECkpKXB3d4e3t3ebX9htDRx1dXUQCATMlhBNXo2sr69nAkhVVRWsrKzg7Oys9m0G9EHg2tpahIaGPnVDHn2kXP5V30qdNoeiKIjFYub5SK/I0ZM+esJIb73r06cP3NzcNDxq7VBbWws+nw87Ozv069ePhDD8u81MLpc/01kfukgHPemTy+XMCrG9vb1Onh2iy2zj0CEE7tkDODsDSp8/BsXFoLy90XjunOYGqQHaGDiaUg7EZWVlMDQ0ZAKInZ1du28trampQUJCAnr16oUHDx5g6tSp2L59O2bMmEHeX/6h3PCvObNnz8bevXvh6emJxMTETn0hlYQOJTKZjDl/0dEHxisqKpCcnIwePXqgT58+WnXljC43WVJSwhz8dXJygrOzc4em88bGRpUtIbr4Yd7eFAoFU3mos5Z/pfsvCIVCVFdXw9raGmZmZhAKhQgMDCSdkv9RXV0NPp8PV1fXp7pIos+kUimSkpJgZGTULtvMlEtDi0Qi1NbWMivEjo6OOnFQn6IoZGZmQiQSYcitW+iyYweopttXKythYGSEBj4f6CTno3QhcDRFrxDTz8fGxkaVcrzPu2OhtrYWCQkJcHV1RVFREV555RVs3boVc+bM6bTvL/n5+eByubh79y5efPFFjBo1Ci4uLir3oS8407799lscPnwYp06d6vSluUnoUCKTySCVSpGWlgaRSPRUVTwoimLK4QKtB47CwkKkp6ejb9++6NmzZ3sNv0NIpVJmwldWVgYLCwtmC1Z77nMWi8UQCASwtbVFv379tCqEaYpMJmO2hISGhurEhKajNTQ0MCEMALp27co8H/W56++T0CUs6bM+xKNzLYmJiR1aXKDpthf6Ao22dqFWLp/cv39/dLt4ESYLF4L6Z2sVzaCoCIqgIEhiYzU4WvXRxcDRVEsNMpXL8T7N87Gurg4JCQno0aMHSktLMWnSJKxfvx7vvvuu1j2v1eXBgwcYOnQoQkND8eDBA5iamuLFF1/Ehg0bHtuVQVEUpFIpTE1NkZubq1MlkTsSCR1K6BfZsx4Yp3+VLU2Y6QZd+fn5CAoK0rnGSzKZTKUZoampabtUHqLLBLu7u8PT07PTvqEpo1d9TExMyEHgf9BXaEtKSpjXJ/18LCsrg6mpKbMFSx+bY7aE3mbWt29fuLq6ano4WqGhoQGJiYlMryN1XMRQ7kJdWloKMzMzZsJnY2Oj8QspFEUhLS0NFRUV6N+//6PPt7o6mE2aBIPMTFBWVv+e6TA0hHTjRsjZbI2OWR2Ki4tx584dnQ4czWlsbFTZhmVmZsYcRH/SuaT6+nokJCTAyckJ1dXVYLPZWLVqFT788MNO877aVHl5OUaNGoUhQ4bgm2++gZGREb755ht89913uHbt2mM7YlauXIlt27YhNzeX9AFSQkKHkrS0NFRXVyMwMLDNk7y2nt+QyWRMvXxNdo5uL3K5nGlGKBKJmIY7zs7OT/UBm5+fj8zMTL08HP2s6GpMZNXnX3K5XKXfRNNzRvTzkT6ITlfCostN6uvvkF41DQgIINvM/lFXV4fExESmr48mJknKz8fS0lJQFKXR8qd0yXe6cpfythuD3FyYrFgBw4QEQCYD5egI2bx5kL/+OqDnE0x9DRxN0c9HehVEoVCobMNS3src0NCAhIQEODg4oL6+HpGRkfjss8/wySefdNrAAQAHDhzAwYMH8d133zEXRxsaGtCvXz/88MMPGDNmjMr9L168iA0bNuDAgQOk+qYSEjqUSKVSyOXydj8w3tDQAIFAAGNjYwQFBWldadrnRTfcog/+UhSl0oywuQkfvepTUFCA4ODgTr/PkUZvk3me5pD6Rrnzemho6BNfP8r7nIVCYZsrYemaBw8eICsrC8HBwTq3atpRampqkJiYiO7du8PHx0crXj/K5U+FQiEaGhpgZ2fHhOKOrhSoUCiQmpqKuro6hIWFtfj6MXjwABCLQXl5AZ2gR0lnCRxNNXcuydraGvHx8Rg9ejRzTkkul2PChAlYuHAhPvvsM614LWnSqVOncPfuXSxYsACGhoagKAr19fXw8/PD+vXr8dprr6ncXy6XQyaTdcqyuK0hoUMJ/SR5EvrAOH2Go7XAUVVVBYFAAEdHR/j6+urtFVcaRVEq3dClUikTQBwcHGBkZMRctRaLxXqx6tNe6A9BXTjroy500z8zMzMEBwc/9b585UpY9AesnZ0ds+9eFz8QKIpCVlYW8vPzERoa2uZGpfqOPkjv5uaG3r17a+0kiS5V3nTfvZOTU7u/FyoUCqSkpKChoaFNpYI7i84aOJpTX1+PnJwcvPfee0hKSoKLiwvCwsJw5coVzJ8/H6tXr9ba15K6yeVyGBkZqVSrGjJkCD766CNMmTIFALB7924EBQUhLCxMk0PVWiR0KFEoFJBKpa3e52kOjBcXFyMtLQ1eXl7o1atXp3vh0hO+kpIS5gqfra0t6urqYGJi0qar1p0BRVF48OABsrOzERgY2Ok/BGl0+df23GbWXCUsesKnC+WZKYpCRkYGRCJRp61m1hxdPUhPVwoUiUQoLy+Hubk583x8nnNywKMJUnJyMqRSKVgsFqkG+A/6czkoKAgODg6aHo5WoIsuUBSFa9euYePGjTAwMIClpSUiIyMRFRWF0aNHd9oLhK2VxB02bBjeeecdvP7661i1ahU2btyIxMRE+Pr6qnmUuoGEDiVPCh1Pc2A8JycHubm5ZBL5D4qiIBKJcOfOHQCPPhDpK87KvRc6G+XD0SEhIeSq9T+qqqqQlJTUoeVf6QmfUChEeXm51lfCUu6o3dy5ls6qrKwMycnJ8PHx0ekVQplMhrKyMuYguoGBAbMt8Gn7L8jlcggEAigUCoSGhurNlsLnRa9wBAcHk8DxD6lUisTERHTp0gVdunTB+PHj8eqrr2LDhg34888/cfLkSZw4cQIPHjzAqFGjMHHiREycOLFTF62gQ4hMJkNoaCgWL14MsViMhQsX4sqVKxgyZIimh6i1SOhQ0lroaOv5DblcjrS0NFRWViIkJASWlpYdOWSdUV5ejuTkZOasgnIzwurqatjY2DATvs5SGvZJh6M7q9LSUqSkpMDb2xu9evVSy/ds2oHaxMSEeT5qQyUs+qq1RCIh22SUCIVCpKam6l0hiub6L9AH0R0cHFr9+8tkMiQlJcHAwAAhISEkcPyDrHA8TiqVgs/nw8zMDNbW1hg/fjwiIyPx7bffPnZRNTMzkwkgLBYLW7du1cygNUAmk8HY2LjZFY+JEyciNzcXmZmZOH/+PEaMGKGhUeoGEjqUUBQFiUTS7O30Ckdr26kaGxuRnJwMAAgODtbJ/eIdoaCgABkZGfDz83usiQ7waN8+HUAqKythaWnJVMLShS0vz0IikUAgEMDAwADBwcFkEvkPuhqTv7+/xip+NK2EBYDZ8tIRHX+fhG5wZ2hoSCaRSoqKipCWlobAwEA4OTlpejgdhqIo1NTUMKtyNTU1sLa2Zs4lKb9HKjdDDAkJUftzVVvRzxWywvEvmUwGPp8PExMTODg4YNy4cQgPD8cPP/zwxK2sT+rArU+UA0dwcDDWrl2LiRMnMv/OZrNx9uxZxMXFYdiwYRocqW4goUNJc6GDPr/xpBUOurmdjY0N+vXrR97s8e+B17y8PAQHB8POzu6Jj5FIJCrNCLV9y8uzqKurQ1JSErp164aAgADyXMG/51pycnK0qoeNQqFAVVWVSmEE5SvOHb1Pnj5Ib2FhgcDAQPJc+UdeXh7u3bvXKSt3NTQ0MO+RFRUV6Nq1K9N74d69ezAzM+uwZoi6qKioCOnp6WSFQ4lcLgefz4eRkRGcnZ0xYcIEDB48GDt37iTPGyV04AAAFosFMzMznD17VqVp9MGDB+Hj44P+/ftraJS6hYQOJcqh42kOjNPNudzd3bW6aoo6KW8zCw0NfaYDr/SWF7rWvbm5ORNArKysdPL3TJ9V6NGjh9aU9NQ0iqJw9+5dFBcXIzQ0VGsbKdGFEegJX0dXwqL7TdjZ2cHPz0/vK9+1VW5uLnJychASEtLpS21LpVKUlZWhuLiY6ZfUo0cPZlWusz9nSOB4nFwuZ7bfubq6YsKECWCxWNi7dy9ZRVWiHDgGDBgAQ0NDnDlzhrnI0ZlWe9oTCR1NNDY2PtWB8YcPHyIrKwv9+vUjDWD+IZFIkJycDIqiEBIS0i5bh+RyuUoAMTY2hqOjI9OMUBde/HQ49fLygru7u6aHoxXow9HV1dVgsVg6tZ2urq5O5VySlZUVE4qf9+cQi8Xg8/no0aMH+vTpoxPP746mXCqYxWJpbThVt8bGRiQmJqJr165wcXFhzibJZDK1rsppGxI4HkefDZPL5XB3d0dUVBT69u2LgwcPdrrnh7KmAUI5cAwePBiNjY04d+4cKQrUDkjoaKKhoQEKhQJyubzV7VQKhYIpXUmqDv2rtrYWSUlJsLS07LCtQwqFgtlzLxQKme7T2nx1j94O4u/vTzpH/0Mmk6mU9NTlcy3NVcKin5OWlpZPFRro8q8eHh7w8PAggQOqq2FhYWGkVPA/GhoakJiYCGtra5Wy0s31p7G1tWWek/perIMOHJ1x+11LFAoF837r6emJ6OhouLm54ejRozr93tve6F4cADB8+HBUVFTg/Pnz5KJyOyGhQ8nt27chEAgwatSoVrfv1NfX486dO5BKpQgJCSFVh/5RUVGB5OTkDi1z2hRd5YUOIHK5XKUbuqb3pyp3Xg8JCVHZC9qZNTY2IikpCaampggKCtKrZf3nqYRFr4bpevnX9kRRFNLS0lBeXo6wsDCdWg3rSPX19UhMTGT62LT2vKKrBYpEIlRWVqJbt27M+6S+nJWjkcDxOLpJZGNjI7y9vTFp0iQ4OjoiNja2Uxe8mTp1Kt566y2Eh4c/9m+jR49Gfn4+4uLiOnV54PZGQoeSU6dOYeHChSgoKMDo0aPBZrMxbtw4lVWMlJQUTJs2DcuXL8crr7yiV5Ol50FXB9FkN22KolBdXc00I6TLTDo7O8PBwUHtfyuFQoE7d+6gsrISLBar0zZWaqqurg58Ph/W1tbw9/fXypWp9vI0lbDo11BAQABZDfsHvf2OLiut71fo24o+7+Pg4ABfX9+nCg0SiYQJxWVlZTAxMWGekzY2Njr9eiSB43EKhQKpqamor6+Hj48PpkyZgq5du+LEiROd+oJpZGQkMjMzkZiYCCsrK2aLFf25/fnnn+Pbb79VW9n2zoKEjiboKwIxMTGIjY1FVlYWRo4cCTabDSMjIyxcuBCTJ0/Gtm3bSODAo4l+dnY2Hj58qFVVh+gyk0KhECUlJairq4O9vT1z6Lejl5OlUimSk5OZ5kGd+WqSMvogvYuLS6c7q0BRlMqqnHIlrIaGBuTk5JDJkhK5XM5cndX17Xftqba2FomJiXB2dn7uYhR0KKb7gSgUCjg6OsLR0RH29vY69RlHAsfjKIpiQruvry+mT58OQ0NDnD59ulNfBONwOEhPT8e1a9fg7OwMuVyO+vp6lW2b9fX1nTqUdRQSOlpBURTS09MRExODn3/+Gfn5+ejTpw8++ugjREZGwsHBoVNNmppSKBRIS0tDRUXFM1eoUpfa2lpmsicWi2Fra8tseWnvQECXOTU3N0dgYKBOfXB3JLpzdO/eveHh4aHp4WgUHYpLSkpQUFAAiUQCa2truLi4dEglLF1Dn/eRy+UIDQ3t1IdcldXU1CAxMREuLi7tvoWVoihUVVUxAYS+UEOHEG1+TpLA8TiKonDnzh1UV1fD398fr7/+OiQSCc6ePdupmxavXLkSX3zxBUQiEezt7bFnzx6cOXMGCQkJCAsLw2uvvYbIyEjyntNBSOh4Arlcjv/+97/Yu3cvvvnmGzx8+BA8Hg8CgQBDhgwBm81GVFQUunfv3qkCiC5fyVfuhl5VVQUrKys4OzvDycnpua9siMViJCUlMdsedHmrQnuitw7pW+fo50FRFDIzMyEUCtGvXz+mARz9nGyvSli6RrnBXXBwMAnt/xCLxUhMTISbm5taSrPX1tYyxRHo6mx0AOnatavWfN4VFhYiIyODBA4l9AXTiooKBAQEYNasWaiqqsL58+c7ddGb+vp6bNq0CUePHgWHw4GLiws2btyIqKgouLm5ITY2FnK5HB988AFef/11Uha3A5DQ0QqxWIzXXnsN9+/fx6lTp+Dl5QXg0Qs6NzcXXC4XPB4Pt27dwosvvoioqCiw2Wz07NlTr5+odHO7rl276nzDsqZVh7p166bSjPBplJWVISUlBe7u7vD09NTr58DTePDgAbKyssikQAm9b5guFawcdtuzEpaukUgkSExMhLm5OWlwp6S6uhp8Pp95b1G3xsZGpmR5eXk5zM3NmQCiyZLlJHA8jr6YUVpaiqCgIMydOxdFRUWIi4vr9H1tgEdbfPft24dt27ZBKBRi9+7diI6OhoGBAcRiMSZPngyZTIbLly9reqh6iYSOFjx48AATJ05E9+7dceTIkRarDlEUhfz8fPB4PPB4PNy4cQNhYWFgs9lgs9l6V/KysrISAoFAL5vbSaVSlW7oFhYWTAB50mSvsLAQ6enp8PPzg4uLixpHrb0oisK9e/dQWFiI0NDQTn2FTRldK18ikTxxlVAmk6n0p6ErYdGTPX1aSaPLv9LltvXpZ3selZWVSEpKQu/evR/v71NfD4PyclB2doCa9p/L5XKUlZUxz0kAKudA1BUUSeB4HF1aWigUIjg4GPPmzUNOTg4uX75Mfkf4tx9HdXU19u/fj/r6erz11luwtrZmSuUePHgQ77//PjIyMuDk5KTpIesdEjpasGHDBjx8+BDffPNNm5f3KYpCcXExYmNjwePxcPXqVQQGBjIBRNcPzhYXFyMtLQ19+vSBm5ubpofToWQyGcrKylBSUoLS0lKYmpoyAcTa2pr5O1IUhZycHDx48ECrDtJrGn3eh+5I35kPLSqTSqUQCAQAgJCQkKfaN6xQKFBWVsYEY6DlSli6hq7GZG9vDz8/P51+n2xPdM8WLy8v1So6UimMf/kFRocOwaCqCpSlJeRTp0L2zjuAGg/c0yXL6XMgjY2NTMEOBweHDjv8TwLH4+jy7EVFRQgJCcGHH36IO3fu4MqVK2TyrIQOHvX19aioqHjsIuHXX3+Nc+fOITY2ttNtbVUHEjpa8Lx7+SiKQllZGY4fP46YmBhcvnwZPj4+YLPZ4HA4OvXBSm8ny8nJQWBgYKfryqlc9lQoFMLQ0JC52lxSUoKysjKEhoZ26sN5ymQyGVJSUtp0Jb8zaWxsBJ/Pb5etQ8qVsEQiESQSicpkT5cOQdKHo7t37653q6fPo7y8HAKBoNmeLcabNsH4l18AExNQXbvCoLYWkEggmzULss8+08h4KYpiCnaIRCKIxWJYW1szwbi9JnB04AgJCYGdnV27fE19QPeDYrFYWLRoERISEhAfH0+a2ilRKBStrqCmpKSAzWZj/vz5+OSTT9Q4ss6DhA41oCcIJ06cAJfLxcWLF+Hu7s4EkMDAQK3dSqBQKJCenk4m1v9QKBSoqKhAcXExioqKQFEUnJ2d0aNHD9jb22vt31FdJBIJkpKSYGxsTA4BK6F7k9jY2Kh0jm4PyuWhhUIhamtrYWdnx0z2tDn00WcV1HU4WleUlpYiJSUFvr6+j2/XLCuD+dixQGMjKAeHf28vL4eBkREaTp8GtGCi2dDQwKyAlJeXo0uXLszFmtaa77aGBI7mZWdnIy8vDywWC0uWLMHvv/+O+Ph40mBUiXLgiIuLQ1BQELMClJ2djUOHDmHnzp0YO3Ystm/frsmh6jUSOjSguroap06dApfLxblz59C9e3dERUUhOjoaLBZLayauUqlU5Yo1acz1CN1N28jICJ6ensz+ZrrvgrOzs87VuG8P9MTaysqK7MlXIhaLwefz1XYlv66ujtmCpVwJi646pC3orUOenp6dvoSyMrorvZ+fX7OV3gwTEmA6YwYoe3vVrVRSKQxEIkh27YJi8OCOG2BJCYz37oXRlSugzMygiIyE7PXXWz1TIpVKma2BpaWlMDIyYs6B2NnZtem9ggSO5uXm5iI3NxcsFgsrVqzAhQsXcOXKFfKaUqIcOJYuXYojR44gLi6OKcogFouxaNEiuLu743//+58mh6r3SOjQsJqaGpw9exZcLhdnzpyBra0toqKiwOFw8MILL2hsn3Z9fT2SkpJgYWFBek0oqa2tZa5YK3fTpigKYrGYaUbY0NCg0oxQl7a7PIvq6mokJSWRLTJN0IeANVXRTCKRMNtdysrKmKvNmq6ERfdsaW7rUGdWUlKC27dvt9qV3iAnB2YcDigTE8DK6t9/EIth0NiIxqNHQfXt2zEDLC6G2dSpMMzKAmVkBIN/pg/yYcMg2bWrTedJ6NViOhjLZDKmSWZLWwMLCgqQmZlJAkcTDx48QHZ2NlgsFtatW4fjx4/jypUrTKVNTTh9+jS++OILpKSkwNzcHC+//DKOHTvW4v0pisKKFSvw888/o7KyEkOGDMGOHTvQp0+fdhmPcuBYs2YN1q1bBx6Ph7FjxzLf38DAADKZjMxz1ICEDi1SX1+P8+fPg8fj4eTJk+jSpQsmTpwIDoeDwYMHq+0FUVVVBYFAwHS8JVesH6Erd7m6uj6xMZfydpeamhrY2dkxkz1966xcXl6O5ORkeHh46F21tudBb5HRlsILzVXCordgqbMSllAoRGpqKunZ0gRdqKMt5+ZM33kHhpcuPdpe1aXLoypWIhEUL730aPLfQa9B4/XrYfL9949WWejPo4YGGIjFkHz3HeRRUU/19eiLNXQAqa2tha2tLbMKYmFhQQJHC/Ly8nD//n2EhoZi8+bNOHz4MOLj4+Hj46OxMXG5XLz11ltYt24dRo4cCZlMhtu3b2PKlCktPmbDhg1Yv3499u7dC09PTyxbtgypqalIS0t77t0VymdzN27ciGXLloHH42HChAkt3o/oWCR0aKmGhgZcunQJPB4Px48fh5GRESIjIxEdHY2XXnqpw66cC4VC3L59m6mWQl6Ij5SUlODOnTvPNIGsq6tjAkh1dTWsra2ZZoS6vmWtuLgYd+7cIaWCm6CbIfr7+2vlQU6FQsEURxCJRKAoSi1lT+nfS2BgIKmoo4TeOhQUFAQH5XMaLSkuhumiRTAUCIDGRsDUFIrAQEi//hpUB74OzUaNgkFWFtCkYpRBcTFkr70G6aZNz/X16+vrmQBSWVkJMzMzNDY2wtfXF66uruTz6B/5+fm4d+8eQkND8e2332LXrl24cuUK+vXrp7ExyWQyeHh4YNWqVXjzzTfb9BiKouDi4oJFixYxB7erqqrg7OyMPXv2YNq0ac88HuUgsXXrVixevJhpCkhoDgkdOkAqleLq1auIiYnBsWPHIJVKERkZCTabjREjRrTLQVGKopil2oCAADIhUEI3t2uPyl304UqhUIiKigpYWlrCyckJzs7OOlee7+HDh7h//37bJ0qdRF5eHu7du6czvxeKolBVVcUE48bGRjg4OLR7JSz690LKnKrKz8/H3bt3n/5KvkIBw4QEGOTlgXJ1hWLAAKCDt+OajR0Lw7Q0UE3eBw1KSiCbORPStWvb7Xs9fPgQd+/ehbW1NcRiMbMy5+joCFtb2067Aq98tuXnn3/G9u3bcfnyZQQGBmp0XLdu3cLAgQOxa9cubNu2DcXFxQgJCcGmTZsQEBDQ7GOys7Ph5eWFpKQkhISEMLe//PLLCAkJwTfffPPc4/r+++/x8ccfY//+/a2uuBDqQUKHjpHJZLh+/ToTQGpqajB+/Hiw2WyEh4erdDZuK4VCgczMTAiFQoSEhJAmbv+gGy0VFRV1SHM7iUSi0oywa9euKt3QtfWqHl0PvqCggDT9U0JRFLKzs/Hw4UOEhoa22FBUmylXwhKJRKipqYGtrS1zNulZV+boktu6+nvpKPQWmZCQEJ3oFm383Xcw2bABlLU1QF/sqqmBgUSCxp07oRg5sl2+T9MtVXTZcroalkKhYIJxZyraUVRUhPT0dAQHB2P//v3YvHkz4uLiwGKxND00HD58GNOnT0evXr2wZcsWeHh44KuvvsKFCxdw9+7dZgP1H3/8gSFDhqCwsFBlq+WUKVNgYGCA33777Ynft7UyuJcuXcLo0aOxf/9+vP7668/+wxHthoQOHSaXy/Hnn38yAaS0tBQRERHgcDiIiIhoU6UauqdCY2MjQkJCnim06CO5XI7bt2+jpqYGoaGhHb4KIZVKVfbbm5mZMVuwnrW8ZEegm/5VVFSAxWJpVTUkTaIoCpmZmSgpKUFYWBi6deum6SG1i/r6emYFhK6ERZ8DacvfnqIoZGVlIT8/HywWC1bKB587OXplWaeCmFgM01mzYPT334BcDsrAAAbGxpBNnQrp+vVAO6w+POkMB70yRweQuro65syco6OjVpeIfh70Ft+goCD89ttvWLduHc6fP48XXnihQ7/vkiVLsGHDhlbvk56eDj6fj9dffx0//vgj3n77bQCPKj327NkTa9aswTvvvPPY4543dCgHjkuXLqGgoABdu3ZFcHAwvL29IRaLkZycjKFDhz7tj010EBI69IRCoUBCQgJiYmIQGxuLwsJChIeHg8PhYNy4cc1+2GdlZeHEiRMYNmwYgoKC9L7CUltJJBIkJyeDoiiEhISo/eC3XC5nyvCKRCIYGRkxKyC2trYaCyByuRwpKSloaGggJZSVKHdfDwsL09vgrrwyV15eDgsLi1b7LtArhcXFxXoVxNpDTk4OHjx4oJtBrL4eRqdOwfDGDcDUFPIxYx6tcKghcDSntraWCSBVVVXMllW6RLS2XLB5HnTxhaCgIBw7dgzLly/H2bNnMbgjSyP/g65815revXvjxo0bGDlyJH7//XeVSf7AgQMRHh6Otc1svWuv7VUrV67EL7/8gr59+6KoqAg2Njb48MMPn+tMCNExSOjQQwqFAsnJyeByueDxeMjOzsaoUaPAZrMxYcIE2NjY4MaNG5g+fTrCw8Oxc+fOTrs/tqn6+nrw+Xx069YNAQEBGitZTFM+8CsUCgGACSBtrW/fHiQSCQQCAQwNDREcHEwC6j+UgxiLxdLbq6xNyWQyJhiXlpbC2NhYpRKWgYEB0tLSUF5ejrCwMJ07r9RR6C14eXl5CAsL6/TNVpXRZ1tCQ0OfeatZ02BsZmbGBBD6ealrRCIRUlJSEBAQgHPnzuHTTz/FyZMn8fLLL2t6aCqqq6vh5OSE77//njlILpVK0bNnT6xevZpZ/VBGHyT/5JNPsGjRIpWv09aD5L/99hs++ugj/Pbbb3j55Zfx3Xff4ZNPPgGXy32sShWheSR06DmKopCWloaYmBjweDykp6fDz88P6enpeOutt/Dll19qfGKtLZRLBfft21frPqAUCgUqKyuZACKXy5mJXkdWHNK2IKYtpFIpBAIBACAkJKTTBrGmlbAUCgWMjY1BURTCwsLIFrx/0GehCgsLycpPE+0ROJqiV4zpVRAAaqnQ1p7ofjb9+vXDpUuX8PHHH+P48eMY2U5nZ9rbggULEBMTg127dsHd3R2bNm3CyZMnkZGRwfxdfX19sX79ekRHRwN4VDL3yy+/VCmZm5KS0uaSuZ9//jkKCgqwe/dunDp1Cv/5z3+wbt06vPfee6itrUVhYWG79fwgnh8JHZ0IRVFYvnw5Nm7cCBcXF+Tn52Po0KFgs9mIioqCs7Oz1k201YXuAty7d2+4u7tr/e+BoihUV1czzQiVKw45Ojq228FKupu2k5MTfH19tf73oi6NjY3g8/kwNzdHUFCQTkxg1EEmk4HP56Ourg5GRkaQSCRM47fO0CSzJfRWM/rMDwli/+qIwNEURVHMBRuRSITGxkbY29szz0tt7J1UXl4OgUAAPz8/XL9+HfPnz0dMTAzT1E4bSaVSLF26FPv370d9fT0GDhyIrVu3wt/fn7mPgYEBdu/ejVmzZgH4tzngTz/9hMrKSgwdOhTbt29vtt+I8hkO+n8vWrQITk5OmDBhAgYPHowvvvgCCxYsgEKhwO7du1FXV4e33nqLbAfWEiR0dBJyuRwff/wxDh06hBMnTmDgwIHIyckBl8tFbGwsbt26hUGDBiEqKgpsNrtT1UTPz89HZmam1vZUeBLlikN0gy3lbujP+oFKN/3TVDdtbVVfX4/ExERYW1urdKXv7GQyGQQCARQKBUJDQ2FsbIyamhpmu0t7VcLSNRRFISMjA6WlpWSrWRPqCBxNURTFnAMRCoUQi8WwtrZmAog2BMKKigokJSXB19cXt27dwttvv41Dhw5h4sSJmh6axqSmpoLP54PD4ahUTNy7dy9mz54NIyMj/PDDD8zWrrq6OkRHRyMwMBCbN2/W1LCJJkjo6ARqamrw2muv4d69ezhz5gw8PT1V/p2iKOTl5YHH4yE2NhY3btxAWFgYOBwO2Gy2Tlz5fxZ0ZZ28vDydKVnZFrW1tUwAEYvFzzTRoyul9O3bF66urh08Yt1RU1PDrPxo4xY8TZFKpUhKSoKRkRGCg4ObXWmjK2GJRCJUVlYyB37bWglLF1EUhfT0dOZsi74WGXgWmggczaF7J4lEIpSXl6NLly7MtlVNVA6srKwEn8+Hj48PBAIBZs+ejf3792PSpElqHYc2SU1NRf/+/SGVSvH9999jxowZKtsTFy1ahO+//x4nT55EaGgoKioqsHjxYmRnZyMxMbHTrrBqIxI69FxdXR1eeuklWFtbg8vlPvHNnaIoFBUVITY2FjweD9euXUNgYCATQLy9vfVioqVc+jU0NFRv91fTHX5LSkqYkqd0M8KWJkB0E7f2aIaoTyorK5GUlIRevXqhd+/eevE6aA8SiQSJiYlPtdWsuUpYmpzodQT6PaaqqgphYWGdZmWnLbQlcDQlk8lQWloKkUiE0tJSGBoaMs9LdRTuqKqqAp/Ph7e3N9LS0jBjxgzs3LkTU6dO7dDvq82qqqrw5ptvMu8NGzduxFdffYU333yTqfyWkZGBLVu2YPfu3XBxcYGdnR0sLCwQFxdHVha1DAkdncDRo0fBZrOfepsNRVEoLS3FsWPHwOVycfnyZfj6+oLNZoPNZsPPz08nJwdSqRQpKSmQSqUIDQ3tNBWHGhsbVSZ63bp1U2lGqLzyo1O9A9SgtLQUKSkp6NOnD9zc3DQ9HK3R0NCAxMREWFpaIiAg4JkmZU0rYdElonW587RCoWD6/ISFhXWa95i20NbA0ZRCoUBFRQWzCiKVSpltqw4ODu1+9VwsFiMhIQG9e/dGdnY2pk6dih07duA///mPTn7OtpeKigrs2LED/fr1A4fDwYYNG7B06VJ8+eWXePvtt1U+p/766y+UlJTA3t4e/fv3J687LURCB9EmFEWhoqICJ06cAJfLxcWLF+Hp6Qk2mw0Oh/PMEw51a2hoQFJSEszMzBAUFNRpOtk2JZVKVbqhm5ubw8jICI2NjWCxWKSUp5Li4mLcuXMH/fr1U2lg1dnV1dUhMTER9vb27XYBorlKWOqo0NaeFAoFUlNTUVdXh7CwMK08pKwp9CqqtgeOpiiKglgsZgIIfT6JPgfyvNvmampqkJCQAA8PD+Tl5eGVV17B1q1bMWfOnE4dOGjl5eUqfVu2bNmCTz75BKtXr8Z7770HW1tb1NfXo7y8nGwH1nJ6HTo8PDzw4MGDx25/77338P333zf7mK1bt2LHjh14+PAhHBwc8Morr2D9+vVkabyJqqoqnDp1CjweD+fOnUOPHj0QFRWF6OhohIaGamUAoffj05MkbRyjJjQ2NkIgEKC2thYAYGJiwmzBsra27tQfevQkKSgoCA4ODpoejtaoqalBYmIiunfvDh8fnw55jtCdp+nzSXTFIXoVRBv3adN9WxobGxEWFqaVY9QU+rXEYrF0fhWV3rYqEolQUVGBrl27Ms9LS0vLp3o90K8lNzc3lJSUIDo6Ghs2bMC8efM69Xtvc2QyGXOh8LvvvsOHH36IFStW4M0338T//vc/KBQK7Nq1i7zutJhehw6RSAS5XM78/9u3b2P06NG4cuUKhg8f/tj9Dx48iDlz5mDXrl0YPHgw7t69i1mzZmHatGnYsmWLGkeuW2pqanDmzBnweDycOXMGdnZ2mDhxIqKjozFgwACtuDpJV2Ii+/FV0QeADQwMEBISAkNDQ5VmhIaGhird0DtLUKMoiukaTbaaqaqurgafz4ebm5vaXkt0xSH6eamNlbDkcjmSk5Mhk8kQGhpKJj5K8vLycP/+fb18LUmlUpSWljKrxiYmJswKyJPeM2tra5GQkABXV1dUVlYiKioKX3zxBT744APyGdUC5bK5P/74Iz744AO4ublBJBIhLS0NPXv21PAIidbodehoasGCBTh16hTu3bvX7Av6/fffR3p6Oi5dusTctmjRIvz111+4fv26Ooeqs+rq6nD+/HnweDycOnUKXbp0QVRUFDgcDgYNGqSR7UxFRUVIS0uDr68vWXpV0tDQAD6fjy5duiAwMPCxcEjvaaYnehRFqWx10dcAQvdUKC4uJlvNmqioqIBAIICnpyc8PDw0Ng76SrNQKNSKSlh0uWCKophywcQj+rTC8STNbQ+k+9Q4ODioPC/q6uqQkJCAHj16oKamBpGRkfjf//6HRYsWkcDxBBRFMb+jF198EQUFBbh+/Trc3d01PDLiSTpN6JBIJHBxccHHH3+Mzz77rNn7HDx4EO+99x4uXLiAF154AdnZ2ZgwYQJmzJjR4mOIljU0NCAuLg48Hg/Hjx+HsbExswIydOjQDr8SSFEUcnNzkZOTg+DgYNjb23fo99Ml9FYzBwcH+Pr6PjFA0FtdSkpKIBQKIZVK4eDgAGdnZ9jb2+vNJIuuOFRZWQkWi0UqnyihuyP7+Pho1dXEppWwzM3NmQCijkpYMpkMSUlJMDQ0REhIiFas7GoLfV7heBLlBq4ikQh1dXWwsrLCtWvXEBkZCZFIBCcnJ0gkEowfPx6LFi3C0qVLSeBoI5lMhgULFmD79u24e/cuvL29NT0kog06Teg4cuQIXnvtNTx8+BAuLi4t3m/btm345JNPQFEUZDIZ5s2bhx07dqhxpPpJKpUiPj4eMTExOHbsGORyOSZMmAAOh4Phw4e3e5UJhUKBzMxMCIVCcrW6iect/UofqqS7oTc0NGj9Xvu2kMvlSE1NRX19PVgsFql8okQoFCI1NVXrD9OruxKWVCoFn8+HiYkJgoODSeBQ0pkDR3Pq6uqQmpqKjz76CHfu3IG3tzdeeOEFnD59Gu+//z5WrVpFAsdTkMlk2LVrF4YOHYp+/fppejhEG3Wa0BEREQFTU1OcPHmyxfvEx8dj2rRpWLNmDQYOHIj79+/jo48+wltvvYVly5apcbT6TSaT4fr16zh69CiOHTuG2tpaTJgwAWw2G6NGjXruSiD0Yc76+nqEhoaShlxKhEIhbt++3a6lX5W7odfU1MDOzo650qwrlXukUimSk5OZbtq6Gpw6Ar09MTAwEE5OTpoeTps13R7Y3pWwJBIJ+Hw+zMzMEBwcrLeZtcK8AABZFklEQVTbDZ8FCRzNa2xsREJCAuRyOS5evIjvvvsOCoUC7u7uTCn6IUOGkPDaRsrbrAjd0ClCx4MHD9C7d2/weDyw2ewW7/fSSy/hxRdfxKZNm5jbDhw4gLfffhs1NTXkQ6UDyOVy3Lx5E1wuF7GxsSgvL0dERAQ4HA7GjBnz1PuzJRKJSmdkMnn8F10fPyAgoMMmj3V1dcwkr7q6GtbW1nB2doaTk5NWHPZtDj15NDU1JVerm6D34+v69kR6eyC9Det5V+fohoj0eSjy2fAvEjiaJ5FIkJCQACsrK1hYWGDcuHGYMmUKvvjiC1y+fBnHjh1jLopGRkaCzWZj9OjRGjmjRBAdpVOEjpUrV+LHH39EXl5eq3vPw8LCEB4ejg0bNjC3HTp0CG+++SbEYjGZjHQwhUKBv//+mwkghYWFGD16NDgcDsaOHct0H21JbW0tkpKSYGVlpTN9Q9SBoihkZ2fj4cOHCAkJUVt9/IaGBmaSV1FRofHDvs2pr68Hn8+HlZUV/P39yXNGCX0eSt8mjy1VwqJXQZ4UjhsbG5mGiOQ5o4oEjubRIbVbt26wtLTEuHHjMHHiRGzbtk3l+UNfhDt+/DiOHTuGwYMHY+/evRocOUG0L70PHQqFAp6enpg+fTq+/PJLlX9744034OrqivXr1wN4FE62bNmCn376idle9e677yIsLAy//fabJobfaSkUCiQnJyMmJgY8Hg85OTkIDw8Hm83GhAkTHusfERcXh82bN2Pr1q3o27cvWXL9B0VRyMjIgEgkAovFQrdu3TQyDuXDvmVlZUxde7obuib+XvRhekdHR/j6+pLnzD/ozvT5+flgsVhPDPu6rqVKWI6Ojo+9XugO7NbW1vD39yfPGSUPHz5EVlYWCRxNSKVSJCYmwsLCAnZ2dhg3bhxGjx6NHTt2tBpYKYpCfX09KWZB6BW9Dx0XLlxAREQEMjMz4ePjo/Jvw4cPh4eHB/bs2QPg0VmDtWvXYv/+/SgoKICjoyMmTpyItWvXkjdRDaIoCnfu3GECSEZGBkaMGAEOh4MJEybgzJkzWLhwIRYvXowlS5ZoerhaQy6X4/bt26itrdWqsy3Kde1LS0thZmbGbMFSR7Uh4FFzy6SkJLX2mtAFdLngkpISjYZUTZFIJCo9F5QrYZmYmIDP58POzq7dOrDrCxI4mkcXGjAzM4OTkxPGjRuHoUOH4pdffiE7J4hOSe9DB6Ff6EkRl8sFj8dDUlISAGDq1KlYu3YtnJycyGQAjz7s6L4BISEhWnugWy6XM9WGRCIRU22IbkbYEX9LuvSrt7c3evXq1e5fX1dRFIW0tDSUl5cjLCys019hlcvlKC0tZVZB5HI5unXrhj59+sDOzo5sq/oHHThYLBasra01PRytIZPJmMpmLi4uGD9+PFgsFvbu3as3JcYJ4mmR0EHoJIVCgcWLF2P37t2YPn06+Hw+/v77bwwePBhRUVFgs9lwcXHplAGkoaEBSUlJMDc3R1BQkM5cUVNurCUUCgGACSDtNckrKSnB7du3tb70q7opFArcvn0bNTU1YLFYWnvoXxPortE2NjYwNTVVqYRFN33TlddYeyOBo3lyuRx8Ph+GhoZwc3PDxIkT4evri4MHD5LiJkSnRkIHoXMaGhowc+ZMJCYm4ty5c/D29gZFUcjLywOPxwOPx8Mff/yB/v37g81mg8PhoFevXp0igNTU1CApKYnZAqKrV2MpilIpdyqXy5+73CldvSswMBCOjo4dMGrdRJeYbmxsBIvF0tpVMU2oqalBYmIiXF1d4eXlBQMDA5Wmb00rYTk4OHSa3x8JHM2Ty+XMKrOHhwfYbDbc3d1x5MiRTvPcIIiWkNBB6JTy8nJwOBw0Njbi1KlTzU4eKYpCUVERYmNjweVy8fvvvyMoKAgcDgdsNpuZPOibyspKCAQC9OzZU69+RuVJXklJCRobG+Hg4MAc9n3SVgW6M31ubq5aq3fpAplMBoFAQPqTNEMsFiMxMZFpotkcuhIWvQVLLBbDxsaGeW5qyzmq9kYCR/PkcjmSk5Mhl8vh5eUFDocDZ2dn8Hg80myUIEBCB6FjIiIiYG5ujkOHDrVpzzlFUSgtLWUCyJUrV+Dr68sEEH2pWiQSiZCamqr35xQoilJpRlhbW6vSb6HplUSKonDv3j0UFRWRzvRNSKVSlZ42ZJ/5v6qqqsDn8+Hh4QFPT882P66hoYF5blZWVqJbt24qZaL14b2GBI7m0RUXpVIp+vTpg1deeQWWlpY4ceIE2a5IEP8goYPQKQ8fPoSrq+szba+ht+wcP34cXC4XcXFx6N27N7MFS1dr7hcUFCAjIwMBAQFwdnbW9HDUSrnfglgshq2trUoASU9PJwejm0H3DdC1cz/qUFlZiaSkJPTu3Rvu7u7P/HVaqoTl6Oj4WMlvXfHgwQNkZ2eTwNGEQqFgtij27dsX06ZNg5GREU6dOqU1PYkIQhvoReiQSqWQSqVkUkE8laqqKpw8eRI8Hg/nzp2Dq6srE0BCQkK0PoAobxsKDg6GnZ2dpoekUXS/hZKSElRVVcHIyAiGhoYIDg4mZTyV0L0mLC0tSRPNJsrLyyEQCNCnTx+4ubm129dtrkobfUbJ1tZWJ/4GJHA0jy7CUFdXh379+uG1116DRCLB2bNnycoqQTShF6Hj5s2b+Oabb1BeXo7hw4fj/fff17uGVnK5HCtXrsSBAwdQXFwMFxcXzJo1C59//nmrV8zi4+Px8ccf486dO3Bzc8Pnn3+OWbNmqW/gOkIsFuPMmTPg8Xg4c+YMHBwcMHHiRERHR2PAgAFaNymgKAqZmZlMPwXy4fYvulSlRCKBubn5Y9tcOlvvCWV1dXVITEyEvb096TXRBF1KuW/fvnB1de2w76NQKJgiCSKRCHK5nDmjpK2VsEjgaB5FUUzVN39/f8ycORNVVVU4f/48+T0RRDN0PnRQFIXff/8df/75Jx48eIAdO3bgyJEjeOWVVzQ9tHa1bt06bNmyBXv37oW/vz8SEhIwe/ZsrF27Fh9++GGzj8nJyUFAQADmzZuHuXPn4tKlS1iwYAFOnz6NiIgINf8EuqOurg7nz58Hl8vFqVOn0K1bN0RFRYHD4WDQoEEanxTQV9bEYjFYLJbeHlZ9FhKJBHw+H6ampggODoaRkRGkUqlKN3QLCwsmgFhaWnaaiTddial79+7w8fHpND93W5SWliIlJQV+fn5qLaXcXCUsOzu7Fs8oaQIJHM2j+9pUVVUhKCgIc+bMQXFxMS5evEiKVRBEC3Q+dCj7+uuv8d133+HChQvw8vJS+TeKonT6QzYyMhLOzs7YuXMnc9vkyZNhYWGBAwcONPuYTz/9FKdPn8bt27eZ26ZNm4bKykqcO3euw8esDxoaGhAXFwcul4sTJ07AxMQEEydOBIfDwdChQ9Ve7UcqlTLVUUJDQ7ViUqIt6uvrwefzW902JJPJUFZWhpKSEpSWlsLExAROTk5wdnbW2X32bVFdXQ0+n086sDdDKBQyvVu6d++u0bHU1NRoVSUsEjiaR1EU0tPTUVFRgeDgYLz99tvIycnB5cuXYW9vr+nhEYTW0otyJVKpFCYmJvj1118xbNgwuLi4AHh0RZieeNAfsgqFAgC0brvMkwwePBg//fQT7t69Cx8fHyQnJ+P69evYsmVLi4+5efMmwsPDVW6LiIjAggULOni0+sPc3ByRkZGIjIyEVCrFlStXEBMTgzlz5kAulyMyMhIcDgfDhw/v8ADQ2NgIPp8PMzMzhIaGanzFRZvU1tYiMTERDg4OrW4bMjY2hrOzM5ydnSGXy5lmhAKBAAYGBird0HXtPaIlFRUVEAgE8PT0hIeHh6aHo1XoZpGBgYFwcnLS9HDQrVs3dOvWDZ6enkwlLJFIhLt376q9ElZubi5ycnIQFhamd9uVnwe9tbW8vBwhISGYP38+7t+/TwIHQbSBXoQOExMTpsThkiVLmCtC9KThjz/+QGFhIcLDw3X2QOmSJUtQXV0NX19fGBkZQS6XY+3atXj99ddbfExxcfFj1YycnZ1RXV2N+vp6si3nKZmYmGDMmDEYM2YMtm/fjt9//x0xMTGYP38+6urqMH78eLDZbISHh7d7icTa2lrw+XzY2tqiX79+ejMhbg9VVVVISkp66v4k9GFeR0dHlX32t2/fBkVRzEFfOzs7nQ149DkFHx8f9OzZU9PD0SpFRUVIT09HUFCQVjaLNDc3R69evdCrVy+VLYI5OTkwNzdnnp8dsUJHAkfzKIrC3bt3IRKJEBoaioULF+L27du4cuWKVoRWgtB2Oh86ZDIZjI2NcejQITg5OSEkJIT5t+LiYixZsgSJiYkwMTHBzJkzERUVhe3bt+vcnssjR47g119/xcGDB+Hv7w+BQIAFCxbAxcUFM2fO1PTwOh1jY2OMGDECI0aMwLZt2/DHH3+Ay+Vi8eLFqKysREREBDgcDsaMGfPcVdXoSbWrqyu8vb3J1hgldLUhLy+v5ypvamhoCHt7e9jb28PX1xdVVVUoKSlBRkYGpFIpHBwc4OzsDHt7e53pZyEUCpGamop+/fqp9ZyCLigoKEBmZiaCg4N14uq0iYkJXFxc4OLiolIJKykpCYaGhswWLDs7u+e+IEECR/MoisL9+/dRUlKC0NBQfPrpp7h16xbi4+M1vi2PIHSFzp/poLdQvfjii/D29saOHTtgaWkJqVSKd999F7m5ueByubC2tkZKSgo+/vhjREREYPHixZoe+lNxc3PDkiVLMH/+fOa2NWvW4MCBA8jIyGj2McOGDQOLxcLWrVuZ23bv3o0FCxagqqqqo4fcKSkUCty6dQtcLhexsbEoLi7G6NGjweFwMHbs2KeuMkUfcNX3pn/Pgp5U+/n5MVsq2xtFURCLxcxB3/r6epVmhNrawbuoqAhpaWlas21Im+Tn5+Pu3bsICQnR+TLT9AodvQqiXAnrWQIyCRwty8rKQn5+PlgsFpYtW4a4uDhcuXLluS52EERno9N7NOjAUV9fj1u3biEyMpIph3nr1i1cuXIFN27cwMqVK3Hp0iUEBQUhPDwcly5dAvBoQqEr6urqHruCZWRkxJxRac6gQYOYn5V28eJFDBo0qEPGSIAJwJs2bcLdu3dx7do1+Pn5Yf369fDw8MDUqVNx8OBBVFZWPvH5V1BQgOTkZPTr148EjiYKCgqYvfgdFTiAR2fBrKys4O3tjcGDB2PgwIGwsrLCw4cPcfXqVfD5fOTn56OxsbHDxvC08vLykJ6ejpCQEBI4mnj48CHu3bsHFoul84ED+HeFztfXFy+99BJYLBbMzc2RlZWFq1evIikpCQUFBZBIJE/8WiRwtCw7O5sJHKtXr8a5c+cQFxen0cBx+vRpDBw4EBYWFrC1tQWHw2n1/rNmzYKBgYHKf2PHjlXPYAniH7qxT6AZEokEa9asQZcuXSCRSODs7IwXXniB2Xpy//59FBUVISYmBr/++iv+85//wNDQEIaGhujbty+KiopUthzIZDIYGBi0undbJpPhxIkTsLS0xOjRozv8Z1Q2ceJErF27Fr169YK/vz+SkpKwZcsWzJkzh7nP0qVLUVBQgH379gEA5s2bh++++w7//e9/MWfOHFy+fBlHjhzB6dOn1Tr2zsrQ0BAsFgssFgtr167F7du3ERMTg23btmH+/PkYMWIE2Gw2IiMjYWdnp1LsYOXKlbhz5w5++uknndj+oU705EgTV6rpg769e/dGXV0dhEIhCgsLkZGRAWtrazg7O8PJyandz/S0Ff27YbFYOnt+raMo/270sRKTgYEBrK2tYW1tjT59+qC2thZCoRD5+flIT09vtRIWCRwty83NxcOHD8FisbBhwwbExsbiypUr6N27t8bGxOVy8dZbb2HdunUYOXIkZDKZSpXKlowdOxa7d+9m/r+ZmVlHDpMgHqOz26vkcjl27NiBDRs2oKCgAADw8ccfY86cOejXrx+++uor/PLLL0hPTwfwqPnb77//jvPnz6Nbt25Yu3YtiouLkZSUhHHjxj32tQEwAYQut3vv3j3Mnj0bf/zxB0xNTTF06FDMnTsX06ZN6/CfVywWY9myZYiNjYVQKISLiwumT5+O5cuXM1WTZs2ahdzcXMTHxzOPi4+Px8KFC5GWloaePXti2bJlpDmghtHVT7hcLng8HlJSUvDSSy+Bw+FgwoQJWLFiBU6fPo3ffvsNQ4cO1fRwtQa9p7qgoAAsFkurJkcNDQ3MFpeKigpYWlqqVBrqaBRFqWz/0KbfjTbIzs5mJo6d8XfT9PmpXAlLJBIhNzeXBI5mPHz4EFlZWWCxWNi2bRt2796NK1euwM/PT2Njkslk8PDwwKpVq/Dmm2+2+XGzZs1CZWUljh071nGDI4gn0NnQoaysrAz79+/Hjz/+CA8PDxw+fBjJycmYPn061q9fjzfeeEPl/vS2rCtXrmDUqFGwsLDAyy+/jLlz52LSpEmP3Zdeijx+/DhWr16NdevWoU+fPvjqq68QGxuLefPmYdmyZer8kQk9QVEUsrOzweVyERMTg4SEBJiYmOCDDz7AO++8AxcXF3JwHP/WxS8rKwOLxVLLRP5ZSSQSlWaEXbt2VemG3t5/T7qiDt2dvjN3XG+KDmN0UH3aM1X6iK6ERf9HURR69OiBnj176nWvmqeVl5eH+/fvIzQ0FD/++CO2b9+Oy5cvIzAwUKPjunXrFgYOHIhdu3Zh27ZtKC4uRkhICDZt2oSAgIAWHzdr1iwcO3YMpqamsLW1xciRI7FmzRqykk6olV6EDmXKpWCXLVuGEydOIDo6GuPHj4dIJIK3tzf69u3L3L+mpgZ//fUXDh06hJMnT6KiogLDhw/HrFmzMH36dJUtL8uXL8f27dsRHx+PoKAg5ms0NDTA3NxcpS8Ijf71kjdyojVisRiTJk1CcXExXn31VVy8eBE3b97EgAEDwGazwWaz0atXr075PFIoFEhNTUVtbS2zZ11XyGQyJoCUlpbCzMyM2YJlZWX13H9PuityeXk5wsLCnrtSmj6hKAr37t1DUVERwsLCSBhrIicnB7m5ufD09ERNTQ1KS0thYGCgUiq6s5bmpqubhYaGYs+ePfjqq69w6dIlhIaGanpoOHz4MKZPn45evXphy5Yt8PDwwFdffYULFy7g7t27LW45PXz4MLp06QJPT09kZWXhs88+Q7du3XDz5k2dLQlO6B69Cx3Av9uhJBIJfv31V/z8888oKipCaGgo3nvvvcca5tHoA+lHjhzBoUOH0Lt3b+zevRuBgYEQCoXYt28fjh8/jocPH8LLywsrVqzAyy+/rOafjtA3JSUlGD9+POzs7MDj8WBpaQmKolBYWIjY2FhwuVxcv34dwcHB4HA4YLPZnaartEwmQ3JyMmQymc53YFcudSoSiWBkZKTSjPBp/54KhQK3b99GTU2NzoWxjkZvYRQKhQgLC9PqlTFNyMnJwYMHDxAWFsas/igUClRWVjKV2p63Epauos9ohYSE4ODBg1i/fj3Onz+PF154oUO/75IlS7Bhw4ZW75Oeng4+n4/XX38dP/74I95++20AjxrH9uzZE2vWrME777zTpu+XnZ0NLy8vxMXFYdSoUc89foJoC70MHc1pbGzEw4cP0atXrzYdnmpsbEReXh5cXFzQpUsXUBSFyspKAEBlZSU+/fRT1NTU4ODBgy0e2JRIJJg1axZ++ukncpWNaNb9+/cRERGBgQMHYs+ePc1OqimKglAoxLFjx8DlchEfHw8/Pz8mgPTt21cvA4hEIkFSUhKMjY0RHBysV5MehULBdEMXCoUAwASQtlxhlsvlSElJQWNjI1gslk6HsfamvBWvf//+pAlqE80FjqYoikJ1dTWzSldfXw87OzvmILq+Pt/ohpHBwcHgcrlYsWIFzp49i8GDB3f49xaJRCgrK2v1Pr1798aNGzcwcuRI/P777ypn/gYOHIjw8HCsXbu2zd/T0dHxqYIKQTyvThM62hO9bN+vXz/weDxERUVBLpczJWwlEgnMzc3xyy+/YNGiRS32xKiqqoKxsTG5CtdJyeVy+Pv7Y/z48di8eXObtjJQFIXy8nIcP34cPB4PcXFx8PLyQlRUFKKjo/WmW3lDQwP4fD66du2KwMBAvfiZWkJRFNMNnb7CTG9xsbe3f2zrg0wmg0AggEKhQGhoqNb2CtEEertZRUUFwsLCSOBooi2Bozl0JSyRSITq6mpYW1szIVlffsclJSW4c+cOgoKCcOrUKSxZsgSnTp3CsGHDND00FdXV1XBycsL333/PHCSXSqXo2bMnVq9ezax+PEl+fj569eqFY8eOISoqqiOHTBAMEjpaobxNi76yo9wbxMfHB6tWrWLK1tbW1qoEiKFDh2LIkCHNLpnm5eVh586duHjxIhQKBaKjozF37ly9qB1PtF1+fj569uz5zI+vrKzEyZMnwePxcP78ebi6uoLD4YDD4SA4OFgnJ+u1tbXg8/mwt7eHn5+fXq7itIS+wiwUClFSUoLGxkZmi4ujoyMoikJSUhKMjIz0bvXneSkUCty5cwdisZhsN2vGswaOppqrhEWH5I4olKAOQqGQ6ftz4cIFfPzxxzh+/DhGjhyp6aE1a8GCBYiJicGuXbvg7u6OTZs24eTJk8jIyICtrS0AwNfXF+vXr0d0dDRqamqwatUqTJ48Gd27d0dWVhb++9//QiwWIzU1lZTOJdSGfGK1gg4d3333Hby8vMBms5lJ3OnTp2FlZcWUGCwsLERUVBQUCgVmzJiBqVOn4s8//8SRI0cAPPpAVCgUKpMEV1dXzJs3D5WVlTh48CBu3LiBH3/8Ed27d1f/D0toxPMEDgCwsbHBjBkzMGPGDIjFYpw5cwZcLhdjx46Fg4MDswLSv39/nQgg1dXV4PP5cHV1hbe3t05OYJ6Hcq8Fb29v1NTUQCgUIjc3F3fu3IGhoSEsLCwQGBhIAocS+nxLbW0twsLCyCSqifYKHABgbm4ONzc3uLm5QSqVorS0lHmOmpmZMSsgulIJSyQSITU1FQEBAbhy5QoWLlyImJgYrQ0cALBp0yYYGxtjxowZqK+vx8CBA3H58mUmcABAZmYms8vCyMgIKSkp2Lt3LyorK+Hi4oIxY8Zg9erV5LVCqBVZ6WiDefPm4cKFC3j55ZfB4XCQmJiIzZs3Y9q0aVizZg1cXFxAURRycnJw9OhRnD17Frdu3YJcLseqVavwn//854mTy8LCQoSGhuK///0vFi1apKafTDPkcjlWrlyJAwcOoLi4GC4uLpg1axY+//zzFj+keDweduzYAYFAgMbGRvj7+2PlypWIiIhQ8+h1Q11dHc6dOwcul4vTp0/D0tISUVFR4HA4ePHFF7WyWkl5eTmSk5Ph6ekJDw8PTQ9HqzQ0NODvv/+GsbExDA0NIRaLYWtry6yAdOar+gqFAikpKWhoaCDnW5pB9yhpj8DRGrpQAl2KVxcqYZWVlSE5ORn+/v64efMm3n77bRw+fBiRkZGaHhpB6CUSOtooPj4eP/30E1JTU9GzZ0+wWCx89tlnLZ7HGDRoEDMR4PP5cHJywg8//MBUiWiulO6ECRPg7e2Nr7766olXMelVGF20bt06bNmyBXv37oW/vz8SEhIwe/ZsrF27Fh9++GGzj1mwYAFcXFwwYsQI2NjYYPfu3di8eTP++usvrShjqM0aGhpw8eJFcLlcnDhxAmZmZpg4cSI4HA6GDBmiFWcC6O0Nffv2haurq6aHo1Xq6uqQmJiost2svr4eIpEIJSUlqKqqgpWVFZycnODs7Kw3e+zbQi6XIzk5GVKpFCwWSyuey9pEXYGjKeVKWCKRCDKZDPb29nBycoKDg4NWrNKVl5dDIBDAz88PiYmJmD17Ng4cOIDo6GhND40g9BYJHc+gqqoK1tbWrd7HxMQECQkJCA4ORl5eHs6ePYuXXnoJfn5+zQaGmJgYrFu3DtOmTcN///vfVkMFfWi9qKgIPXr0aLefS10iIyPh7OyMnTt3MrdNnjwZFhYWOHDgQJu/jr+/P6ZOnYrly5d3xDD1kkQiwZUrVxATE4Pjx4+DoihMmDAB0dHRePnllzVylbiwsBDp6ekIDAyEk5OT2r+/NqupqUFiYiK6d+8OHx+fZt8TGhsbmT325eXlKt2m9blqnlwuh0AggFwuJwfqm6GpwNEURVEQi8VMoYS6ujrY29szqyCaeM+pqKhAUlISfH19kZqaihkzZmDnzp2YOnWq2sdCEJ0JCR3tiA4DBw8exKeffoqHDx8+cTWioaEBy5cvx6FDhzB58mSsXLkSNjY2Twwd+/fvx/z58+Ho6IiUlBTmbIkuWLduHX766SdcuHABPj4+SE5OxpgxY7Blyxa8/vrrbfoaCoUCHh4e+O9//4v333+/g0esn2QyGa5du4aYmBgcO3YM9fX1mDBhAjgcDkaOHKmWLTsPHjxAdnY2goODSRGFJqqqqpCUlAQ3N7c292Whu03T3dAtLCyYAGJpaamzq6NNyWQyJCUlwcDAACEhIVpx5VybaEvgaE5tbS3zHNVEJazKykokJSWhT58+uHfvHqZOnYoffvgBr7/+ut68PghCW5HQ0QFmzZoFQ0ND7Nq1q8XwUFxcjNOnT2PVqlVwdnbGypUrMXr06Bav+tCBJi0tDT/88APu3r2L0tJSKBQK8Pl8lW7odXV1Wt2ZWKFQ4LPPPsPGjRthZGQEuVyOtWvXYunSpW3+Ghs3bsSXX36JjIwMcnW8Hcjlcty4cQNcLhexsbGoqqrC2LFjweFwMHr06HZ/PlEUhaysLOTn5yM0NPSJK4edTUVFBQQCwXOdb5HJZCgrK0NJSQlKS0thYmLCbMHSlUO+zZFKpUwFr5CQEK08n6RJ2hw4mmpaCatr164qq3Tt/Rytrq5GYmIivL29kZubi1deeQXffPMNZs+erbOvB4LQJSR0dJCGhgaVK8V0KBCLxdi5cyeOHTuGiooKvPfee3jjjTfadIUnLi4O77//Pl5//XWw2WzMmTMH0dHR+N///sfch942k5CQgP79++ODDz7o8E6qT+vw4cNYvHgxNm3aBH9/fwgEAixYsABbtmzBzJkzn/j4gwcP4q233sLx48db7C5PPDuFQoFbt24hJiYGsbGxKCkpwZgxY8DhcBAREfHcExnl5m0sFov0qWmCPtzq4+Pz3NXNaHK5nGlGSB/yVe6Gro2HfJsjlUrB5/NhamqKoKAgEjiayMrKQl5enk4EjqaUK2GVlpbCzMyM2YJlY2Pz3KFALBYjMTERnp6eKCwsRHR0NDZs2IB58+aRwEEQakJCh5otXLgQ33zzDYYMGYI9e/bAy8ur2ftRFAWZTAYTExOIRCIcPXoUe/bswaJFizB16lRcvHgRERERuH//Pnr37g0AOHfuHGbNmoWIiAhMmDAB58+fxx9//IEtW7Zg3Lhx6vwxW+Xm5oYlS5Zg/vz5zG1r1qzBgQMHkJGR0epjDx8+jDlz5uDo0aOYMGFCRw+101MoFEhKSkJMTAx4PB4ePnyI8PBwcDgcjB8/HlZWVk/1gU2XNq2pqSG9FJohFAqRmpqKfv36ddh5LYVCodKMkKIolSpD2jqRl0gk4PP5MDc3R1BQkM4EJXXR5cDRVHMh2dHREY6OjrC3t3/qv31NTQ0SEhLg7u6O0tJSsNlsfPHFF/jggw9I4CAINSIbYdVs6dKl6NWrF3bs2AE/Pz/0798fb7zxBqZNmwYbGxvmfgYGBszByN27d2Pt2rVYtmwZc9DtypUr8PHxQe/evZlVlKKiIkgkEuzZswcGBgZ49dVX8eqrr+Lbb7/FoEGDYGNjg5qaGvzxxx+wtLTEoEGDNPErQF1d3WMfGnQ399YcOnQIc+bMweHDh0ngUBNDQ0OEhYUhLCwM69atw+3bt3H06FFs3boV7733HkaOHAk2m40JEybAzs6u1Q9wmUyG5ORkyGQy9O/fn5Q2bUJdB+oNDQ1hb28Pe3t7+Pr6oqqqCiUlJcjIyIBUKoWDgwOcnZ1hb2+vNWclGhsbkZiYiG7duiEgIIAEjibowNG/f3+9KB5gZGTEhAy6EpZIJFJ5jra1ElZtbS0SExPRq1cvVFZWgsPh4PPPPyeBgyA0gLxzq5mTkxMWLlyIu3fv4v79+xgzZgy+/vprZouUTCbDvn37VErHDhgwABEREVixYgVcXFzwxhtv4ODBg8xWJPoDuH///ggICEB6ejqAR8HFx8cHWVlZTKC5d+8eduzYgblz58LMzAy//PILpFKpGn8DwMSJE7F27VqcPn0aubm5iI2NxZYtW1RKFS5duhRvvPEG8/8PHjyIN954A1999RUGDhyI4uJiFBcXM82PiI5nYGCAwMBAfPHFF0hJSYFAIMDgwYPx008/wcvLC1FRUdi5cydz9VxZcXExIiMjIRQKERYWRgJHE3l5ecjIyEBISIhazygZGBjAxsYGffv2xdChQ9G/f3906dIFWVlZuHr1KgQCAQoLC9X+HqGsoaEBCQkJsLKyIoGjGfoWOJoyNDSEnZ3dY8/R7OxsxMfHg8/nIz8/H42NjY89tra2FgkJCXB1dUVtbS2ioqKwePFiLFq0iAQOgtAAsr1KSzQ2NsLMzAzl5eV49dVXUVJSgtu3bzMHyBUKBYqLi3Hx4kXs2LEDf//9N7p06YLvvvsOM2fOhFQqxVdffYVjx47h1q1bGDhwINzd3ZGbm4upU6di4cKFkMvlqK+vx/3791FQUIAZM2Zg+fLlWLBggVp/VrFYjGXLliE2NhZCoRAuLi6YPn06li9fzkxGZ82ahdzcXMTHxwMAhg8fjqtXrz72tWbOnIk9e/aocfREU/ShcC6XCx6PBz6fj0GDBoHD4SAqKgoNDQ2IjIyEh4cHjh49Ss5wNJGbm4ucnByEhoaqrHZqGt0NXSgUoqamBnZ2dkwzQnV1Ma6vr0diYiJsbW3Rr18/MlFsQt8Dx5M0VwnLxMQEpqam8PT0xN9//40ePXpAKpVi/PjxeO+997BixQryPCIIDSGhQwtVVVWhtLQUXl5eTOhQ9vnnn+PXX3/F1q1b0bVrVwwbNgzvvvsu/vzzT6xatQrdu3fHwYMHce3aNcTGxqJPnz4AVBsKbt++HT/88AN++uknvPjii49V2aIoChRFkauKxFOhKAoPHz5kAsjNmzdhZGSEvn374tdff4WXlxf5wP+HcgUvFoul1WWv6+vrUVJSojK5c3Z2hqOjY4eVOaWbIjo4OMDX15c8b5ro7IGjqcbGRgiFQsTExGDlypXo2bMnhg0bhuHDh2Pp0qWYPXs21q1bR55HBKFBJHTomLKyMgQGBuKNN97Al19+CQC4fv06FixYgI8++ggzZswAAJSWlmLy5MkYOHAgNm7cyDyeDjGjR49Gjx498NVXX8HR0RFAy13OlcvxEkRb8fl8REREICgoiCnJGxISAg6HAzabDU9Pz047AaAoCpmZmRAKhWCxWDo1aWxa5tTS0pKphNVeq1j0PnxnZ+cWmyJ2ZnRYDQsL06nnjjo0NDTgypUrSE5OxsWLF/Hnn3/C2toas2fPxqRJkzB48GCtLZZAEPqOzCR10IABA5hwAQDW1tbIz89HZWUlgEcTGgcHB/Tt2xd8Ph/Ao+BAURSMjIyYQ6ODBg1iAgfwaH83RVG4cuUKNmzYwGxtIoGDeFrXrl3DyJEjsXjxYly6dAlXrlxBXl4e3nzzTVy9ehUsFgtDhgzBhg0bkJmZ+dgZEH1GURTS0tJQWlqqk1epzc3N4ebmhrCwMAwbNgw9e/ZEZWUlbt68iZs3byIrKwtisfiZ/6Z0paEePXqQwNGE8uoYCRyPowsOuLu7Y+rUqSgsLMQ777yDvXv3orq6GpMmTUKPHj0wd+5cnD59Gg0NDZoeMkF0KmSlQ0+89dZbKCwsxP/+9z8EBATg2LFjWLhwIVauXIkPPvgAwKND6sbGxvjhhx+wbds2/PzzzxgyZAiz+iESifDZZ58hPj4e/v7++OOPP+Dm5oa9e/ciICBAwz8hoStOnjyJ6dOnY+vWrZg7d+5j/05RFMrLy3H8+HFwuVzExcWhT58+iIqKQnR0NPz8/PQ26OpzyWCZTIbS0lKmGaGZmRmcnZ3h5OTU5tLKdC+Fp+nC3llQFIXs7GwSOFogkUiYggM2NjaIiIjAmDFjsGPHDub9RCaT4caNG4iNjUVsbCzKy8uxefNmvPPOOxoePUF0DiR06Ins7GysXLkSx44dQ48ePWBkZAQ/Pz8cOXKEWUqmt0mNGzcONjY2+Prrr9G9e3fma9BXpePi4mBnZweFQoG33noL1dXVOHr0qKZ+NEKHnD9/HpMmTcK+ffswefLkJ96foihUVVXhxIkT4PF4uHDhAnr27Ak2m43o6Gi96scgl8uRkpKCxsZGsFgsva7gJZfLUVZWxvRZMDIyUmlG2FyYqK6uBp/PR69evZjeQ8Qj9ApHQUEBCRzNkEgkTEllBwcHjB07FkOHDsUvv/zS4lYqiqKQlJSELl26wNfXV80jJojOiYQOPXT9+nVYWFggLCyMua24uBgWFhaQy+VgsVj45JNP8P777zP/Tjd9u3//PoYMGYKoqCh89NFHOHfuHL7++mscPHgQPXr0YLZMkCuQRHNqamqQkpKCwYMHP9PjxWIxTp8+DS6Xi7Nnz8LR0RFsNhscDgf9+/fX2QAik8kgEAigUCgQGhrK9ODpDBQKhUqjN4qimABiZ2cHQ0NDVFVVgc/nw9PTEx4eHpoeslYhgaN1UqkUiYmJsLCwQPfu3TF+/HiwWCzs27ePnN0gCC1DQkcn8dFHH+Hbb79FQEAACgsLsXPnTrDZbObf//jjDwwdOhTXrl3DH3/8AS6Xi/T0dJiZmcHCwgLnz5+Hn58fc3+KophtWa0FkKysLNy+fRssFgtubm4d+jMS+qW2thbnzp0Dl8vF6dOnYW1tjaioKLDZbLz44os6M6GQSqVISkqCkZERgoODtabhniZQFIXKykqmEpZcLoeVlRUqKyvh5eVFAkcTJHC0TiqVgs/nw8zMDC4uLpg4cSL8/Pxw8ODBTv06IwhtpZuXDYmn9s033+D06dMYNGgQDA0NMWXKFLzxxhvIzc0FAIhEIri6usLV1RX//e9/8ddffyE5ORlffPEFZs6cCT8/P8hkMqxcuRLZ2dkwMDCAsbExc/hcJpM91lG8rq4OcXFx2LhxI/z9/TFkyBCkpaVp4KfvWHK5HMuWLYOnpycsLCzg5eWF1atXt/kg7Y0bN2BsbIyQkJCOHaiO6dq1KyZPnoyDBw+iuLgY3333HWpqajB16lT4+Phg4cKFuHr1KmQymaaH2qLGxkYkJCTA1NQUISEhnX4iZGBgAFtbW/j6+uKll16Ct7c3KioqYGRkhKysLCQnJ6OoqEir/6bqQgJH62QyGZKSkmBqago3NzdER0fDy8sLBw4c6PSvM4LQVmSlo5OKj4/HhQsXsGjRItjb2yM/Px/jx4/H2LFjVUrsKsvJycHo0aORn58PZ2dnTJs2DXPmzEHfvn1b/D73798HACxfvhyZmZn4+eefwWKxWizPq4vWrVuHLVu2YO/evfD390dCQgJmz56NtWvXqnSWb05lZSXCwsLg7e2NkpISCAQC9Qxah0kkEly+fBlcLhfHjh2DgYEBJkyYgOjoaAwbNkxrzko0NDQgMTERVlZW8Pf319mtYR2lrKwMycnJ8PX1RY8ePVSaEdbW1sLe3p5pRqgtf1N1IYGjdXK5HHw+H4aGhvD09ASHw4GzszN4PJ7aGlcSBPH0SOggGL/99htWrFgBHx8fvPrqqzA3N4ednR2GDRumsgc9Ly8PJ06cwOHDh/Hnn3/CyckJkydPxjvvvAN/f/9mvzaLxcLw4cOxatUqWFpaqutHUovIyEg4Oztj586dzG2TJ0+GhYUFDhw40Opjp02bhj59+sDIyAjHjh0joeMpyWQyXLt2DUePHsWxY8fQ2NiICRMmgMPhYMSIERqrDkU3trO3t4efn5/eBOz2IhKJkJqaCj8/P/To0eOxf6+trWUCiFgshq2tLRNA9KniV3OUA0f//v3brfeJvpDL5RAIBKAoCt7e3pg0aRKsrKxw4sQJvX9uEISuI5feCMbUqVNx5MgR9OzZE5s3b8a+fftQWVn52KFXNzc3zJ8/H7///jtyc3OxatUqJCUlISoqCufOnWPuR2+3EggEEAqFGDBggN4FDgAYPHgwLl26hLt37wIAkpOTcf36dYwbN67Vx+3evRvZ2dlYsWKFOoapl4yNjTFy5Ejs2LED+fn5OHbsGGxtbbFgwQJ4enpizpw5OHHiBOrq6tQ2ppqaGvz9999wcnIigaMZQqEQKSkp8Pf3bzZwAI+21nl6emLgwIEYOnQoHB0dUVJSguvXr+PWrVvIzc1V699UXUjgaJ1cLkdycjIUCgX69OmDqVOnwsLCArGxsSRwEIQOICsdRIvKysrQtWvXNr+ZV1RUwMLCAubm5qAoCgqFAkZGRli+fDnOnz+Pn3/+GUFBQXq1tQp4FK4+++wzbNy4EUZGRpDL5Vi7di2WLl3a4mPu3buHoUOH4vfff4ePjw9T7pisdLQPhUKBv/76CzExMYiNjYVQKERERATYbDbGjh3bYdtVqqqqkJSURPpMtKC4uBh37txBYGAgnJycnvrxEomEWQEpLy9Ht27dmEpYur4FiaIo3L9/H4WFhSRwNEOhUCA5ORlSqRR+fn6YNm0aZDIZzp49q/N/e4LoLMhpK6JF9vb2T3V/W1tb5n8bGBgwe9jPnj2LgQMHMpVp9G0iduTIEfz66684ePAg/P39IRAIsGDBAri4uGDmzJmP3V8ul+O1117DqlWr4OPjo4ER6z9DQ0MMGjQIgwYNwqZNm8Dn8xETE4M1a9Zg3rx5CA8PB5vNxvjx49vcuO5JKioqIBAI0Lt3b7i7u7fDT6FfCgsLkZGRgeDgYDg4ODzT1zA1NUXPnj3Rs2dPSKVSphlhTk4OLCwsmABiaWmpU+8zJHC0TqFQIDU1FY2NjfD398eMGTPQ0NCAc+fOkcBBEDqErHQQHYJezUhPT8fo0aOxfv16zJgxQ9PD6hBubm5YsmQJ5s+fz9y2Zs0aHDhwABkZGY/dv7KyEra2tiolXxUKBSiKgpGRES5cuICRI0eqZeydDd0RPCYmBjweD/fu3cPIkSPBZrMRGRnZYuO6JyktLUVKSgp8fHzQs2fPDhi5bisoKEBmZiaCg4Of+mJGW8jlcpSWljK9QExMTODk5ARnZ2dYW1trdQAhgaN19Gu2trYWgYGBmD17NkpKSnDx4kWVC10EQWg/stJBdIisrCx4e3szHdIDAwMBQO+2VgGPDg03rUxkZGT0WAlhmpWVFVJTU1Vu2759Oy5fvoyYmBh4enp22Fg7O0NDQwQFBSEoKAirVq1CRkYGYmJi8OOPP+LDDz/EsGHDwOFwMHHiRDg4OLTpuVpSUoLbt2+jX79+LZ5R6Mzy8vJw7949hIaGdtgk0cjICM7OznB2doZcLmeaEQoEAhgYGKh0Q9emKmIkcLSOoiikpaWhtrYWQUFBmDt3LgoKCnDp0iUSOAhCB5GVDqLdCYVCeHl5wdXVFUVFRQgPD8d3332ntxOyWbNmIS4uDj/++CP8/f2RlJSEt99+G3PmzMGGDRsAAEuXLkVBQQH27dvX7NcgZzo0iz7AS6+AJCUlYfDgweBwOIiKikL37t2bDSAHDhyAtbU1Bg4c+ExnFPTdgwcPkJ2djdDQUNjY2Kj9+ysUCpVmhBRFwdHRkemGrskGkyRwtI4OHFVVVQgODsZ7772H9PR0XL58mbzWCEJHkdBBdAihUIjDhw+Dx+Ph2rVr8Pb2xscff4x58+ZpemjtTiwWY9myZcyBZRcXF0yfPh3Lly9n+gvMmjULubm5iI+Pb/ZrkNChPSiKwoMHD8DlcsHj8fDXX39h4MCBYLPZYLPZ6NmzJwwMDLBx40Zs3LgRhw8fRnh4uKaHrXVycnKQm5sLFosFa2trTQ8HFEWhqqoKQqEQJSUlkEqlcHBwgLOzM+zt7dXaUI4EjtZRFIX09HSUl5eDxWLho48+Ap/Px5UrV9C9e3dND48giGdEQgfR4aqqqvDrr7/CwMAA7777rl5usSL0E0VRKCgoAI/HA4/Hw40bNxAaGgoLCwskJCTg4MGDGD16tKaHqVUoikJ2djby8vIQFhamlWWyKYqCWCxmKmHV19erNCNsWia8vb/3/fv3UVRUhLCwMBI4mqAoCpmZmSgtLUVoaCgWL16MGzduID4+Hq6urpoeHkEQz4GEDoIgiDagKArFxcV48803ERcXB4VCgcDAQGYFxMfHp9OHaeUr+LrUSVu5G3pNTQ3s7OyYANKeHa4pisK9e/dQXFxMAkczKIrC3bt3IRQKwWKx8Nlnn+HSpUu4cuUKqQhHEHqAhA6CIIg2oCgKCxcuxNGjR3Hx4kU4OTnh+PHj4HK5uHTpEvr06QM2m43o6OhO2RSQnjCWlJTo9IS6vr6eCSBVVVWwtraGs7MzHB0dYWFh8cxflwSO1imvALFYLKxatQonT55EfHw8evfurenhEQTRDkjoIAiCeAK5XI533nkHly9fRlxcnMokiD4rcOLECXC5XFy4cAG9evViAkhgYKBWVUzqCPSWGJFIhLCwMHTp0kXTQ2oXjY2NTACpqKiApaUlUwnraUIDCRxPlpWVhfz8fLBYLHz55Zc4cuQI4uPj0adPH00PjSCIdkJCB0EQRCskEgneeOMNJCcnIy4u7on7yqurq3H69GlwuVycO3cOTk5OYLPZ4HA4CAsL07sAonzoNyws7LlWA7SZRCKBSCSCUChEWVkZunTpAmdnZ6YbeksrWyRwPFlOTg4ePHiAsLAwfP3119izZw+uXLkCPz8/jYwnPj4eI0aMaPbfbt26hQEDBjT7bw0NDVi0aBEOHz6MxsZGREREYPv27XB2du7I4RKEziChgyAIohVFRUV499138fPPP8PR0fGpHltbW4uzZ8+Cx+Ph9OnTsLGxQVRUFNhsNgYOHKjRkq3tgaIo3LlzB1VVVQgLC4O5ubmmh6QWMpmMaUZYWloKU1NTphmhcod75cDRv39/vVkBak+5ubnIzc1FWFgYvv/+e+zYsQOXL19mejtpgkQiQXl5ucpty5Ytw6VLl5CVldViwHz33Xdx+vRp7NmzB9bW1nj//fdhaGiIGzduqGPYBKH1SOggCIJQg/r6ely4cAE8Hg8nT56Eubk5Jk6ciOjoaAwePFitJVvbA90puqamBmFhYe164FqXyOVylJWVMd3QjYyMmEPo9MoICRzNe/jwIbKyssBisbBr1y5s2bIFly5dQkhIiKaHpkIqlcLV1RUffPABli1b1ux9qqqq4OjoiIMHD+KVV14BAGRkZMDPzw83b97Eiy++qM4hE4RW0q91foIgnptcLseyZcvg6ekJCwsLeHl5YfXq1XjS9YnGxkb873//g7u7O8zMzODh4YFdu3apadTaz8LCAmw2G3v37kVxcTF++eUXyOVyzJgxA97e3nj//fdx6dIlSCQSTQ/1iRQKBVJTU1FbW4v+/ft32sABgAkZAQEBePnll9GvXz8oFAoIBALk5eXBxsYGdXV1UCgUmh6qVsnLy0NWVhZCQ0Oxf/9+bN68GefOndO6wAEAJ06cQFlZGWbPnt3ifRITEyGVSlV69vj6+qJXr164efOmOoZJEFpPty6tEQTR4TZs2IAdO3Zg79698Pf3R0JCAmbPng1ra2t8+OGHLT5uypQpKCkpwc6dO+Ht7Y2ioiIy0WqBqakpxo8fj/Hjx2PHjh24du0ajh49irfffhuNjY2IjIwEh8PBiBEjtG5CL5fLkZKSgsbGRoSFhTENMAnA0NAQ9vb2KCsrg7GxMXx8fFBdXY309HTIZDI4ODjAyckJDg4OOr+17nkUFBTg3r17CA0NxZEjR7B27VqcPXu2xbMSmrZz505ERESgZ8+eLd6nuLgYpqamsLGxUbnd2dkZxcXFHTxCgtANJHQQBKHijz/+AJvNxoQJEwAAHh4eOHToEG7dutXiY86dO4erV68iOzsbdnZ2zOOIJzMxMcGoUaMwatQofP/997h+/TpiYmLw0UcfQSwWY9y4ceBwOAgPD9f4IW25XI7k5GTIZDKEhYV1aBM9XaRcNnjAgAHo0qULevTowYQPoVCIe/fu4fbt2yoBpDP9HgsLC5GZmYmQkBAcP34cy5cvx6lTpzB48OAO/95LlizBhg0bWr1Peno6fH19mf+fn5+P8+fP48iRIx09PILQe+RMB0EQKtatW4effvoJFy5cgI+PD5KTkzFmzBhs2bIFr7/+erOPee+993D37l30798f+/fvR9euXREVFYXVq1drfKKsqxQKBf7880/ExMTg2LFjEIlEiIiIAJvNRkREhNob78nlciQlJYGiKISGhurcGZSOptzYrrWywRRFoba2FiUlJRAKhaitrVXphq7PK0fFxcVIS0tDcHAwzp49i0WLFuHEiRMtVopqbyKRCGVlZa3ep3fv3ip/g9WrV+Pbb79FQUFBq+Hw8uXLGDVqFCoqKlRWO9zd3bFgwQIsXLjwucdPELqOhA6CIFQoFAp89tln2LhxI4yMjCCXy7F27VosXbq0xceMHTsW8fHxCA8Px/Lly1FaWor33nsPI0aMwO7du9U4ev2kUCiQmJgILpcLHo+H/Px8jB49Gmw2G+PGjYO1tXWHfn+ZTIakpCQYGBggNDS0U28Nak5bA0dzamtrIRKJUFJSArFYDBsbG6YXiD5VAyspKcGdO3cQFBSEy5cv4/333weXy0VERISmh9YiiqLg5eWFSZMmYfPmza3elz5IfujQIUyePBkAkJmZCV9fX3KQnCD+QUIHQRAqDh8+jMWLF2PTpk3w9/eHQCDAggULsGXLFsycObPZx4wZMwa///47iouLmQkwj8fDK6+8gtraWrLa0Y7oQ9wxMTHg8XjIysrCyJEjmS1xtra27doNXSqVIikpCcbGxggODiaBo4nnCRxNNTQ0MM0IKysrYWVlxQQQXa5+JRKJkJqaisDAQFy/fh1vv/02fvvtN0RGRmp6aK26dOkSwsPDH9tyBTw6lzJq1Cjs27cPL7zwAoBHJXPPnDmDPXv2wMrKCh988AGAR1tWCYIgoYMgiCbc3NywZMkSzJ8/n7ltzZo1OHDgADIyMpp9zMyZM3Hjxg3cv3+fuS09PR39+vXD3bt3SVfhDkI35qMDSFpaGl5++WVwOBxERkbCwcHhuQKIRCIBn8+HmZkZgoKCSOBooj0DR1MSiYQJIOXl5ejWrZtKN/T2DJYdqbS0FCkpKQgICMCtW7cwe/ZsHDhwANHR0Zoe2hO99tprePDgQbN9NnJzc+Hp6YkrV65g+PDhAP5tDnjo0CGV5oDdu3dX88gJQjuR0EEQhAp7e3usWbMG7777LnPb+vXrsXv3bty9e7fZx/z0009YsGABhEIhc9bg+PHjmDRpEmpqashKhxpQFIX79+8zAUQgEGDIkCHgcDiIioqCs7PzU01UJRIJEhMT0aVLFwQGBupdJ/XnRVEUMjMzIRKJ2j1wNCWVSlFaWoqSkhKUlZXB3NycaUZoaWmptQGkrKwMycnJ8Pf3R1JSEmbMmIHdu3djypQpmh4aQRAaQEIHQRAqZs2ahbi4OPz444/MZOHtt9/GnDlzmMovS5cuRUFBAfbt2wcAqKmpgZ+fH1588UWsWrUKpaWlmDt3Ll5++WX8/PPPmvxxOiWKopCbmwsul4vY2Fj89ddfePHFF8Fms8Fms+Hq6trqRLWhoQF8Ph/dunVDQEAACRxNKAeO/v37qzVUy+Vyphu6SCSCiYkJswJiY2OjNQGkvLwcAoEAfn5+SE9Px7Rp0/DDDz/g9ddf15oxEgShXiR0EAShQiwWY9myZYiNjYVQKISLiwumT5+O5cuXM1VdZs2ahdzcXMTHxzOPy8jIwAcffIAbN27A3t4eU6ZMwZo1a8gqh4ZRFIWCggLweDxwuVz88ccfYLFYTADx8PBQmQRmZWVh2rRpWLduHcLDw8kEsQlNBo6mFAqFSjd0AwMDJoDY2tpqLCxWVlaCz+fD19cX9+/fx6uvvopt27Zh1qxZ5PlEEJ0YCR0EQRCdBEVRKC4uxrFjx8DlcnH16lUEBgYyAUShUGDChAkYOHAg9u/fT85wNKFNgaMphUKByspKCIVClJSUQKFQwNHREc7OzrCzs1Pb37Kqqgp8Ph99+vRBXl4eoqOjsXHjRrzzzjskcBBEJ0dCB0EQRCdEURTKyspw/PhxxMTE4NKlS6AoCn379sXOnTsREBBAJolKtDlwNEVRFKqqqpgAIpVKVZoRdlSPlerqaiQmJsLLywslJSVgs9lYvXo13n//ffJcIgiChA6CIIjOLiMjAyNHjkRgYCBMTU0RFxcHd3d3sNlscDicTn+QXJcCR1MURUEsFjOVsOrr61WaEbZXN3SxWIzExER4enqivLwckZGR+Pzzz/Hxxx+TwEEQBAASOgiCIDq127dvIzw8HG+++SbWrFkDAwMDVFdX49SpU+ByuTh37hy6d+/OBBAWi9WpAoguB47m1NTUMM0Ia2pqYGtrC2dnZzg6OsLMzOyZv2ZCQgLc3d1RU1OD8ePH45NPPsGSJUtI4CAIgkFCB0EQRCclEAgwevRofPDBB1i2bFmzE8SamhqcPXsWPB4Pp0+fhq2tLaKiosDhcPDCCy/o9bkPiqKQkZGB0tJSvQgcTdXX1zMrIFVVVbC2tmYOorf1Z62trUVCQgJ69uyJxsZGjBs3DvPnz8eKFStI4CAIQgUJHQRBEJ1QRkYGBg8ejE8//RSffvppmx5TX1+PCxcugMvl4tSpU7CwsMDEiRPB4XAwePDgDjsroAn6HjiaamxsZAJIRUUFLC0tVZoRNqeurg5///03XF1dIZPJMH78eMyZMwdr164lgYMgiMeQ0EEQBNEJNTY24syZM8/cGbqxsRGXLl0Cl8vF8ePHYWRkhMjISERHR+Oll15qt7MCmtDZAkdTEolEpRlhly5dmGaE3bp1g4GBAerr65GQkABnZ2cYGhpi3LhxmDZtGjZt2tSptt8RBNF2JHQQBEEQz0UqleLq1auIiYnBsWPHIJVKERkZCTabjREjRjzzWQFNoANHWVkZwsLCOl3gaEomkzHNCEtLS/HNN9+gR48eCA0NxUsvvQQLCwuMHz8eUVFR+Oabb0jgIAiiRSR0EASh9+RyOVauXIkDBw6guLgYLi4umDVrFj7//PNWt4H8+uuv2LhxI+7duwdra2uMGzcOmzZtgr29vRpHr1vkcjl+//13JoDQB4vZbDbCw8O1ehJPAkfr5HI5Dh48iCNHjuCvv/6CqakppFIpRowYgZiYGKZ5KEEQRHNI6CAIQu+tW7cOW7Zswd69e+Hv74+EhATMnj0ba9euxYcfftjsY27cuIFhw4bh66+/xsSJE1FQUIB58+bBx8cHPB5PzT+BbpLL5fjzzz/B5XIRGxuL0tJSjB07Fmw2GxERES2eFdAEEjierLGxEQkJCbCxsYGFhQXCw8NhZWWFqqoqKBQKsNlsTJ48GSNHjtSp1S2CINSDhA6CIPReZGQknJ2dsXPnTua2yZMnw8LCAgcOHGj2MZs3b8aOHTuQlZXF3Pbtt99iw4YNyM/P7/Ax6xuFQoGEhAQmgBQUFGD06NFgs9kYN24crKysNDY2iqKQnp6O8vJyEjhaIJFIkJCQACsrKzg6OmLcuHHo378/9u7dC+BRSOfxeODxeKiqqsLEiRMxadIkjBs3jvw+CYIAAJDNlwRB6L3Bgwfj0qVLuHv3LgAgOTkZ169fx7hx41p8zKBBg5CXl4czZ86AoiiUlJQgJiYG48ePV9ew9YqhoSFeeOEFbNiwARkZGbhx4wYCAgKwadMmeHh44NVXX8WBAwdQUVEBdV4LI4HjySQSCRITE2FpaQlnZ2dMnDgRwcHB2LNnD4yMjGBkZIRhw4Zh69atePDgAeLi4uDm5oalS5eiuLhY08MnCEJLkJUOgiD0nkKhwGeffYaNGzfCyMgIcrkca9euxdKlS1t93NGjRzFnzhw0NDRAJpNh4sSJ4HK5Ol2ZSdtQFIW0tDTExMQgNjYWaWlpGD58ODgcDiIjI2Fvb99h5VeVA0f//v1hbm7eId9Hl0mlUiQmJsLCwgKurq6IioqCp6cnjhw5Ql4HBEE8FRI6CILQe4cPH8bixYuxadMm+Pv7QyAQYMGCBdiyZQtmzpzZ7GPS0tIQHh6OhQsXIiIiAkVFRVi8eDEGDBigsk2LaD8UReHevXtMABEIBBg6dCjYbDaioqLg7OzcbgGEBI4nk8lkSExMhJmZGdzd3cFms+Hs7Awej0fObBAE8dRI6CAIQu+5ublhyZIlmD9/PnPbmjVrcODAAWRkZDT7mBkzZqChoQFHjx5lbrt+/TpeeuklFBYWokePHh0+7s6Moijk5uaCy+WCx+Ph1q1bGDRoEKKiosBms+Hq6vrMAYQEjieTyWTg8/kwNjaGl5cXoqOjYWVlhRMnTpDfF0EQz4Sc6SAIQu/V1dU91j/AyMgICoXiqR8DQK1nDjorAwMDeHp64pNPPsGNGzeQk5ODV155BadOnUK/fv0watQofPPNN8jNzX2qvwcJHE8ml8uRlJQEIyMjeHt7Y8qUKejSpQuOHTtGfl8EQTwzstJBEITemzVrFuLi4vDjjz/C398fSUlJePvttzFnzhxs2LABALB06VIUFBRg3759AIA9e/bgrbfewrZt25jtVQsWLIChoSH++usvTf44nRpFUSguLkZsbCy4XC6uXbuGoKAgsNlssNlseHt7t7gCQk+mGxoaSOBogVwuh0AgAEVR6Nu3L6ZNmwa5XI4zZ86gW7dumh4eQRA6jIQOgiD0nlgsxrJlyxAbGwuhUAgXFxdMnz4dy5cvZxqazZo1C7m5uYiPj2ce9+233+KHH35ATk4ObGxsMHLkSGzYsAGurq4a+kkIZRRFobS0FMePH0dMTAyuXLmCvn37MgHEz8+PCSByuRwzZsxAVVUVuFwuCRzNUCgUEAgEkMvl8PPzw+uvv46amhqcP39eoyWNCYLQDyR0EARBEDqPoihUVFTgxIkT4PF4uHjxIjw8PMBmszFx4kRs2rQJf//9N86dOwcvLy9ND1frKBQKJCcnQyqVwt/fHzNnzoRIJMKFCxdga2ur6eERBKEHSOggCIIg9E5VVRVOnToFLpeLEydOwMDAADNmzMDs2bMRGhr62HmdzkyhUCA1NRX19fUICgrCm2++iQcPHuDSpUuwt7fX9PAIgtAT5F2XIAiC0DvW1taYPn067Ozs4OHhge+++w51dXWYMGECAgIC8Omnn+LPP/+EXC7X9FA1SqFQ4Pbt26irq0NwcDDmzZuHrKwsXLx4kQQOgiDaFVnpIAiCIPSOQqHAW2+9hWvXriE+Pp45h1NXV4cLFy6Ay+Xi1KlT6NKlC6KiosDhcDBo0CAYGxtreOTqQ1EU7ty5g+rqaoSGhuKDDz6AQCDA5cuX0b17d00PjyAIPUNCB0EQBKFXFAoF5s6di+vXr+PKlSstHvxvaGjApUuXmC1YRkZGmDhxIqKjozF06FC97rhNd4KvqqpCSEgIPvnkE/zxxx+t/r4IgiCeBwkdBEEQhF75/PPPceTIkaeaQEulUsTHxyMmJgbHjx+HTCZDZGQk2Gw2hg8frlcduJV7lYSFhWHJkiW4dOkS4uPj0atXL00PjyAIPUVCB0EQBKFX8vLyYGho+MxX7GUyGa5fv46YmBgcO3YMNTU1mDBhAthsNkaNGgULC4t2HrH6UBSFzMxMlJaWgsViYcWKFTh58iTi4+PRu3dvTQ+PIAg9RkIHQRAEQbRALpfj5s2b4HK5iI2NRXl5OSIiIsDhcDBmzBh07dpV00NsM4qicO/ePZSUlIDFYmHt2rU4evQo4uPj0adPH00PjyAIPUeqVxEEQegwsViMBQsWwN3dHRYWFhg8eDD+/vvvVh8THx8PFosFMzMzeHt7Y8+ePeoZrA4yMjLC0KFD8fXXXyM7OxtxcXHw9PTEypUr4eHhgddeew1HjhxBdXW1pofaKoqicP/+fRQXF4PFYmHz5s04fPgwLl26RAIHQRBqQUIHQRCEDps7dy4uXryI/fv3IzU1FWPGjEF4eDgKCgqavX9OTg4mTJiAESNGQCAQYMGCBZg7dy7Onz+v5pHrHkNDQ7zwwgvYuHEjMjMzcf36dfj7+2Pjxo3w8PDAlClT8Ouvv6KyshLatokgOzsbhYWFYLFY2LZtG3bt2oW4uDj4+vpqemgEQXQSZHsVQRCEjqqvr4elpSWOHz+OCRMmMLeHhYVh3LhxWLNmzWOP+fTTT3H69Gncvn2buW3atGmorKzEuXPn1DJufUOXno2JiUFsbCzS09MxYsQIcDgcTJgwAfb29jAwMNDY+HJycvDgwQOEhYXh559/xtdff41Lly4hJCREY2MiCKLzISsdBEEQOkomk0Eul8Pc3FzldgsLC1y/fr3Zx9y8eRPh4eEqt0VERODmzZsdNk59Z2BggICAAKxcuRICgQCpqal4+eWXsXPnTnh5eWHixIn4+eefUVJSovYVkNzcXDx48AAsFgt79uzBli1bcO7cOY0Gjvj4eBgYGDT7X2tbA4cPH/7Y/efNm6fGkRME8TxI6CAIgtBRlpaWGDRoEFavXo3CwkLI5XIcOHAAN2/eRFFRUbOPKS4uhrOzs8ptzs7OqK6uRn19vTqGrdcMDAzQt29ffPbZZ/j777+RmZmJcePG4fDhw+jTpw/GjRuH7du3o6CgoMMDyMOHD5GTk4PQ0FAcOnQI69evx+nTpzFgwIAO/b5PMnjwYBQVFan8N3fuXHh6eqJ///6tPvatt95SedzGjRvVNGqCIJ4XCR0EQRA6bP/+/aAoCq6urjAzM8O2bdswffp0GBqSt3dNMzAwQO/evbF48WL88ccfyM7OxqRJk3DixAn069cPo0aNwjfffIMHDx60ewDJy8tDVlYWQkNDwePxsGLFCpw4cQKDBg1q1+/zLExNTdG9e3fmP3t7exw/fhyzZ89+4ja0Ll26qDzWyspKTaMmCOJ5kU8lgiAIHebl5YWrV6+ipqYGeXl5uHXrFqRSaYs9F7p3746SkhKV20pKSmBlZaXT/Se0nYGBAXr16oUFCxbg6tWrePDgAWbMmIG4uDgEBQVh2LBh+Oqrr3D//v3nDiAFBQW4d+8eQkJCcPLkSSxZsgTHjx/HsGHD2umnaV8nTpxAWVkZZs+e/cT7/vrrr3BwcEBAQACWLl2Kuro6NYyQIIj2QA6SEwRB6JGKigp4enpi48aNePvttx/7908//RRnzpxBamoqc9trr72G8vJycpBcAyiKQmlpKWJjY8Hj8XD58mX4+vqCw+GAzWbD19f3qQ6hFxUVIT09HSEhIYiLi8P7778PLpeLiIiIDvwpns/48eMBAGfOnGn1fj/99BPc3d3h4uKClJQUfPrpp3jhhRfA4/HUMUyCIJ4TCR0EQRA67Pz586AoCn379sX9+/exePFimJub4/fff4eJiQmWLl2KgoIC7Nu3D8CjSkYBAQGYP38+5syZg8uXL+PDDz/E6dOntXpi2hlQFIWKigocP34cPB4PFy9eRO/evcFms8HhcODv79/qtrmcnBzk5OQgODgY165dwzvvvIPDhw8jMjJSLeNfsmQJNmzY0Op90tPTVcr05ufnw93dHUeOHMHkyZOf6vtdvnwZo0aNwv379+Hl5fVMYyYIQn1I6CAIgtBhR44cwdKlS5Gfnw87OztMnjwZa9euhbW1NQBg1qxZyM3NRXx8PPOY+Ph4LFy4EGlpaejZsyeWLVuGWbNmaeYHIFpUVVWFkydPgsfj4fz583BxcWECSEhIiEoA2bt3L7744gtcvXoVAoEAs2fPxoEDBxAdHa228YpEIpSVlbV6n969e8PU1JT5/6tXr8a3336LgoICmJiYPNX3q62tRbdu3XDu3DkSmAlCB5DQQRAEQRBarqamBmfOnAGXy8WZM2fg4OCAiRMnIjo6GllZWXj//fexfft22NjY4I033sCuXbswZcoUTQ+7VRRFwcvLC5MmTcLmzZuf+vE3btzA0KFDkZycjKCgoA4YIUEQ7YmEDoIgCILQIXV1dTh//jy4XC6OHTuG2tpajBgxAhEREVi9ejV+/PFHvPbaaxptSNgWly5dQnh4+GNbroBHh+FHjRqFffv24YUXXkBWVhYOHjyI8ePHw97eHikpKVi4cCF69uyJq1evaugnIAjiaRhregAEQRAEQbRdly5dEB0dDUtLSxw7dgyLFy+GUCjEZ599hqVLl+pE4ACAnTt3YvDgwY8FDgCQSqXIzMxkqlOZmpoiLi4OW7duRW1tLdzc3DB58mR8/vnn6h42QRDPiKx0EARBEISOuXr1KiIjI7Fjxw785z//AfDoDEi3bt1gZGSk4dERBEE8joQOgiAIgtAhN27cwLhx47B161bMmTNH08MhCIJoExI6CIIgCEJH3L59G0OGDMHGjRvxzjvvaHo4BEEQbUZCB0EQBEHoiMbGRpw/fx5RUVGaHgpBEMRTIaGDIAiCIAiCIIgO1XJrU4IgCILQILFYjAULFsDd3R0WFhYYPHgw/v777xbvz+PxMHr0aDg6OsLKygqDBg3C+fPn1ThigiAIoiUkdBAEQRBaae7cubh48SL279+P1NRUjBkzBuHh4SgoKGj2/teuXcPo0aNx5swZJCYmYsSIEZg4cSKSkpLUPHKCIAiiKbK9iiAIgtA69fX1sLS0xPHjxzFhwgTm9rCwMIwbNw5r1qxp09fx9/fH1KlTsXz58o4aKkEQBNEGZKWDIAiC0DoymQxyuRzm5uYqt1tYWOD69ett+hoKhQJisRh2dnYdMUSCIAjiKZDQQRAEQWgdS0tLDBo0CKtXr0ZhYSHkcjkOHDiAmzdvoqioqE1fY/PmzaipqcGUKVM6eLQEQRDEk5DQQRAEQWil/fv3g6IouLq6wszMDNu2bcP06dNhaPjkj66DBw9i1apVOHLkCJycnNQwWoIgCKI15EwHQRAEodVqa2tRXV2NHj16YOrUqaipqcHp06dbvP/hw4cxZ84cHD16VOU8CEEQBKE5ZKWDIAiC0Gpdu3ZFjx49UFFRgfPnz4PNZrd430OHDmH27Nk4dOgQCRwEQRBahKx0EARBEFrp/PnzoCgKffv2xf3797F48WKYm5vj999/h4mJCZYuXYqCggLs27cPwKMtVTNnzsQ333yDSZMmMV/HwsIC1tbWmvoxCIIgCJCVDoIgCEJLVVVVYf78+fD19cUbb7yBoUOH4vz58zAxMQEAFBUV4eHDh8z9f/rpJ8hkMsyfPx89evRg/vvoo4809SMQBEEQ/yArHQRBEARBEARBdCiy0kEQBEEQBEEQRIcioYMgCIIgCIIgiA5FQgdBEARBEARBEB2KhA6CIAiCIAiCIDoUCR0EQRAEQRAEQXQoEjoIgiAIgiAIguhQJHQQBEEQBEEQBNGhSOggCIIgCDUTi8VYsGAB3N3dYWFhgcGDB+Pvv/9u02Nv3LgBY2NjhISEdOwgCYIg2hEJHQRBEAShZnPnzsXFixexf/9+pKamYsyYMQgPD0dBQUGrj6usrMQbb7yBUaNGqWmkBEEQ7YN0JCcIgiAINaqvr4elpSWOHz+OCRMmMLeHhYVh3LhxWLNmTYuPnTZtGvr06QMjIyMcO3YMAoFADSMmCIJ4fmSlgyAIgiDUSCaTQS6Xw9zcXOV2CwsLXL9+vcXH7d69G9nZ2VixYkVHD5EgCKLdkdBBEARBEGpkaWmJQYMGYfXq1SgsLIRcLseBAwdw8+ZNFBUVNfuYe/fuYcmSJThw4ACMjY3VPGKCIIjnR0IHQRAEQajZ/v37QVEUXF1dYWZmhm3btmH69OkwNHz8Y1kul+O1117DqlWr4OPjo4HREgRBPD9ypoMgCIIgNKS2thbV1dXo0aMHpk6dipqaGpw+fVrlPpWVlbC1tYWRkRFzm0KhAEVRMDIywoULFzBy5Eh1D50gCOKpkDVagiAIgtCQrl27omvXrqioqMD58+excePGx+5jZWWF1NRUldu2b9+Oy5cvIyYmBp6enuoaLkEQxDMjoYMgCIIg1Oz8+fOgKAp9+/bF/fv3sXjxYvj6+mL27NkAgKVLl6KgoAD79u2DoaEhAgICVB7v5OQEc3Pzx27/f/t2TMQgAERR8Bq8IAItGEAhdmiocRATeQnFroJr39x8gLey6QCAH3ueZ47jmHVdZ9/32bZtzvOcZVlmZua+77mu689XAnyPTQcAAJDy6QAAAFKiAwAASIkOAAAgJToAAICU6AAAAFKiAwAASIkOAAAgJToAAICU6AAAAFKiAwAASIkOAAAgJToAAICU6AAAAFKiAwAASIkOAAAgJToAAICU6AAAAFKiAwAASIkOAAAgJToAAICU6AAAAFKiAwAASIkOAAAgJToAAIDUBwazH0YjuG2EAAAAAElFTkSuQmCC\n" - }, - "metadata": {} - } - ], + "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "q_thesh = 1e-6\n", @@ -5556,22 +2768,7 @@ "id": "uWERoCTOpuna", "outputId": "3eca1276-f4f6-45e1-90f9-07490266b4ef" }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "b7b73fe4474d4d309dfd65199b0e9cfa", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "VBox(children=(VBox(children=(HBox(children=(Button(description='🙂', layout=Layout(height='auto', padding='0.5…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# @title Submit your feedback\n", "content_review(f\"{feedback_prefix}_fixed_point_finding\")" @@ -5642,8 +2839,6 @@ "cell_type": "code", "execution_count": null, "metadata": { - "id": "pfKlLXWOpuna", - "outputId": "c14993b7-26aa-443e-d854-13b65597cd56", "colab": { "base_uri": "https://localhost:8080/", "height": 443, @@ -6001,498 +3196,11 @@ 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