diff --git a/.gitignore b/.gitignore index 7d39e422a..79e8869cb 100755 --- a/.gitignore +++ b/.gitignore @@ -32,14 +32,12 @@ ckpts* .ipynb_checkpoints chunyl_scripts -*.ipynb # DevContainer !.devcontainer/* # Demo serve_images/ -notebooks/ logs scripts/dist_* logs/ @@ -71,3 +69,10 @@ playground/*.json mlx_configs/ data_processing/ # demo/ + +# Custom +.nfs* +tmp.ipynb +tmp.py +.ipynb_checkpoints +accuracy_comparison*.png \ No newline at end of file diff --git a/evals/eval.py b/evals/eval.py new file mode 100644 index 000000000..06a43e72c --- /dev/null +++ b/evals/eval.py @@ -0,0 +1,118 @@ +import sys +sys.path.append('../') +import numpy as np +import os +from glob import glob +import json +from tqdm import tqdm +import warnings +warnings.filterwarnings("ignore", category=UserWarning) + +from predictors import get_qwen, get_llava + + + +MODEL_NAME = "llava" +DEVICE = "cuda:1" + +PredictorClass = get_qwen() if MODEL_NAME == "qwen" else get_llava() +predictor = PredictorClass(device=DEVICE) + +history_context_length = 15 + +folder = "/nfs/np/mnt/big/tigrann/AirVLN_Data/aerialvln-s_val_seen_448x448" +trajectory_folders = glob(f'{folder}/*') +trajectory_ids = [path.split('/')[-1] for path in trajectory_folders] + +val_seen_path = "/nfs/np/mnt/big/tigrann/AirVLN_Data/data/aerialvln-s/val_seen.json" +with open(val_seen_path, 'r') as f: + data = json.load(f)['episodes'] + +moves = { + 0 : "STOP", + 1 : "MOVE_FORWARD", + 2 : "TURN_LEFT", + 3 : "TURN_RIGHT", + 4 : "GO_UP", + 5 : "GO_DOWN", + 6 : "MOVE_LEFT", + 7 : "MOVE_RIGHT" +} + +translate = {"STOP" : 0, + "MOVE_FORWARD" : 1, + "TURN_LEFT" : 2, + "TURN_RIGHT" : 3, + "GO_UP" : 4, + "GO_DOWN" : 5, + "MOVE_LEFT" : 6, + "MOVE_RIGHT" : 7 + } + +accepted_patterns = ["0", "1", "2", "3", "4", "5", "6", "7"] + +prompt = """You are navigating a flying drone based on visual input and verbal instructions. +Analyze the following sequence of images to determine the next action to take from the provided set of options. +Try to follow the given instruction as strict as possible to guide your choice. Provide only the number of your choice.""" + +paths, gt_paths = {}, {} +for episode in tqdm(data): + instruction, trajectory_id = episode['instruction']['instruction_text'], episode['trajectory_id'] + scene_id = episode['scene_id'] + if not os.path.isdir(f'{folder}/{trajectory_id}'): + continue + actions = episode['actions'] + trajectory_length = len(actions) + gt_paths[episode['episode_id']] = actions + input_images = [] + path = [] + history = "" + for i in range(trajectory_length): + proc_image = predictor.process_image(f'{folder}/{trajectory_id}/{i}.png') + input_images.append(proc_image) + + for i in range(trajectory_length): + + question = f"""{prompt} + + [Instruction] {instruction} [/Instruction] + + [History] + {history} + [/History] + + Current image: {predictor.IMAGE_TOKEN} + + Pick one of the following options. + [Options] + 0) STOP + 1) MOVE_FORWARD + 2) TURN_LEFT + 3) TURN_RIGHT + 4) GO_UP + 5) GO_DOWN + 6) MOVE_LEFT + 7) MOVE_RIGHT + [/Options] + """ + # print(question) + # print(len(input_images[max(0, i - history_context_length + 1) : i + 1])) + ans = predictor.predict(question, input_images[max(0, i - history_context_length + 1) : i + 1]) + + if ans in accepted_patterns: + path.append(int(ans)) + elif ans in translate.keys(): + path.append(int(translate[ans])) + else: + path.append(-1) + + if i < history_context_length - 1: + history += f'{i + 1}: {predictor.IMAGE_TOKEN} , action: {moves[actions[i]]}\n' + + paths[episode['episode_id']] = path + +with open(f"outputs/{MODEL_NAME}_val_seen_results.json", 'w') as f: + json.dump(paths, f) + +with open(f"outputs/{MODEL_NAME}_val_seen_gt.json", 'w') as f: + json.dump(gt_paths, f) \ No newline at end of file diff --git a/evals/eval_07.py b/evals/eval_07.py new file mode 100644 index 000000000..44a298011 --- /dev/null +++ b/evals/eval_07.py @@ -0,0 +1,156 @@ +import sys +sys.path.append('../') + +from llava.model.builder import load_pretrained_model +from llava.mm_utils import get_model_name_from_path, process_images, tokenizer_image_token +from llava.constants import IMAGE_TOKEN_INDEX, DEFAULT_IMAGE_TOKEN, DEFAULT_IM_START_TOKEN, DEFAULT_IM_END_TOKEN, IGNORE_INDEX +from llava.conversation import conv_templates, SeparatorStyle + +from PIL import Image +import copy +import torch +import numpy as np + +import warnings +warnings.filterwarnings("ignore", category=UserWarning) + +pretrained = "lmms-lab/llava-next-interleave-qwen-7b" +model_name = "llava_qwen" +device = torch.device("cuda:0") +device_map = {"": device} +llava_model_args = { + "multimodal": True, +} +overwrite_config = {} +overwrite_config["image_aspect_ratio"] = "square" +llava_model_args["overwrite_config"] = overwrite_config +tokenizer, model, image_processor, max_length = load_pretrained_model(pretrained, None, model_name, device_map=device_map, **llava_model_args) + +model.to(device) +model.eval() + +history_context_length = 15 + +def predict(question, images): + conv_template = "qwen_1_5" + conv = copy.deepcopy(conv_templates[conv_template]) + conv.append_message(conv.roles[0], question) + conv.append_message(conv.roles[1], None) + prompt_question = conv.get_prompt() + input_ids = tokenizer_image_token(prompt_question, tokenizer, IMAGE_TOKEN_INDEX, return_tensors="pt").unsqueeze( + 0).to(device) + + with torch.inference_mode(): + cont = model.generate( + input_ids, + images=images, + do_sample=False, + temperature=0.0, + max_new_tokens=4096, + ) + text_outputs = tokenizer.batch_decode(cont, skip_special_tokens=True) + return (text_outputs[0]) + +from glob import glob +import json +from tqdm import tqdm + +folder = "/nfs/np/mnt/big/tigrann/AirVLN_Data/aerialvln-s_val_seen_448x448" +trajectory_folders = glob(f'{folder}/*') +trajectory_ids = [path.split('/')[-1] for path in trajectory_folders] + +val_seen_path = "/nfs/np/mnt/big/tigrann/AirVLN_Data/data/aerialvln-s/val_seen.json" +with open(val_seen_path, 'r') as f: + data = json.load(f)['episodes'] + +moves = { + 0 : "STOP", + 1 : "MOVE_FORWARD", + 2 : "TURN_LEFT", + 3 : "TURN_RIGHT", + 4 : "GO_UP", + 5 : "GO_DOWN", + 6 : "MOVE_LEFT", + 7 : "MOVE_RIGHT" +} +paths = {} +gt_paths = {} + +def dummy_accuracy(ground_truth, n=5): + dummy_pred = [4] * n + dummy_pred = [np.argmax(np.bincount([g[i] for g in ground_truth.values()])) for i in range(n)] + print(dummy_pred) + C = [0] * n + for episode_id, path in ground_truth.items(): + for i in range(n): + if dummy_pred[i] == path[i]: + C[i] += 1 + return [c / len(ground_truth) for c in C] + + +def accuracy(paths, ground_truth, n=5): + C = [0] * n + for episode_id, path in paths.items(): + gt = ground_truth[episode_id][:n] + for i in range(n): + if int(path[i]) == gt[i]: + C[i] += 1 + return [c / len(paths) for c in C] + + +prompt = """You are navigating a flying drone based on visual input and verbal instructions. +Analyze the following sequence of images to determine the next action to take from the provided set of options. +Try to follow the given instruction as strict as possible to guide your choice. Provide only the number of your choice.""" + +for episode in tqdm(data[::6]): + instruction, trajectory_id = episode['instruction']['instruction_text'], episode['trajectory_id'] + scene_id = episode['scene_id'] + + actions = episode['actions'] + trajectory_length = len(actions) + gt_paths[episode['episode_id']] = actions + images = [] + path = [] + history = "" + for i in range(trajectory_length): + images.append(Image.open(f'{folder}/{trajectory_id}/{i}.png')) + image_tensors = process_images(images, image_processor, model.config) + image_tensors = [_image.to(dtype=torch.float16, device=device) for _image in image_tensors] + + for i in range(trajectory_length): + + question = f"""{prompt} + + [Instruction] {instruction} [/Instruction] + + [History] + {history} + [/History] + + Current image: {DEFAULT_IMAGE_TOKEN} + + Pick one of the following options. + [Options] + 0) STOP + 1) MOVE_FORWARD + 2) TURN_LEFT + 3) TURN_RIGHT + 4) GO_UP + 5) GO_DOWN + 6) MOVE_LEFT + 7) MOVE_RIGHT + [/Options] + """ + ans = predict(question, image_tensors[max(0, i - history_context_length + 1) : i + 1]) + path.append(int(ans)) + + if i < history_context_length: + history += f'{i + 1}: {DEFAULT_IMAGE_TOKEN} , action: {moves[actions[i]]}\n' + + paths[episode['episode_id']] = path + +with open("outputs/val_seen_results_07.json", 'w') as f: + json.dump(paths, f) + +with open("outputs/val_seen_gt_07.json", 'w') as f: + json.dump(gt_paths, f) \ No newline at end of file diff --git a/evals/eval_18.py b/evals/eval_18.py new file mode 100644 index 000000000..c1e0128af --- /dev/null +++ b/evals/eval_18.py @@ -0,0 +1,156 @@ +import sys +sys.path.append('../') + +from llava.model.builder import load_pretrained_model +from llava.mm_utils import get_model_name_from_path, process_images, tokenizer_image_token +from llava.constants import IMAGE_TOKEN_INDEX, DEFAULT_IMAGE_TOKEN, DEFAULT_IM_START_TOKEN, DEFAULT_IM_END_TOKEN, IGNORE_INDEX +from llava.conversation import conv_templates, SeparatorStyle + +from PIL import Image +import copy +import torch +import numpy as np + +import warnings +warnings.filterwarnings("ignore", category=UserWarning) + +pretrained = "lmms-lab/llava-next-interleave-qwen-7b" +model_name = "llava_qwen" +device = torch.device("cuda:1") +device_map = {"": device} +llava_model_args = { + "multimodal": True, +} +overwrite_config = {} +overwrite_config["image_aspect_ratio"] = "square" +llava_model_args["overwrite_config"] = overwrite_config +tokenizer, model, image_processor, max_length = load_pretrained_model(pretrained, None, model_name, device_map=device_map, **llava_model_args) + +model.to(device) +model.eval() + +history_context_length = 15 + +def predict(question, images): + conv_template = "qwen_1_5" + conv = copy.deepcopy(conv_templates[conv_template]) + conv.append_message(conv.roles[0], question) + conv.append_message(conv.roles[1], None) + prompt_question = conv.get_prompt() + input_ids = tokenizer_image_token(prompt_question, tokenizer, IMAGE_TOKEN_INDEX, return_tensors="pt").unsqueeze( + 0).to(device) + + with torch.inference_mode(): + cont = model.generate( + input_ids, + images=images, + do_sample=False, + temperature=0.0, + max_new_tokens=4096, + ) + text_outputs = tokenizer.batch_decode(cont, skip_special_tokens=True) + return (text_outputs[0]) + +from glob import glob +import json +from tqdm import tqdm + +folder = "/nfs/np/mnt/big/tigrann/AirVLN_Data/aerialvln-s_val_seen_448x448" +trajectory_folders = glob(f'{folder}/*') +trajectory_ids = [path.split('/')[-1] for path in trajectory_folders] + +val_seen_path = "/nfs/np/mnt/big/tigrann/AirVLN_Data/data/aerialvln-s/val_seen.json" +with open(val_seen_path, 'r') as f: + data = json.load(f)['episodes'] + +moves = { + 0 : "STOP", + 1 : "MOVE_FORWARD", + 2 : "TURN_LEFT", + 3 : "TURN_RIGHT", + 4 : "GO_UP", + 5 : "GO_DOWN", + 6 : "MOVE_LEFT", + 7 : "MOVE_RIGHT" +} +paths = {} +gt_paths = {} + +def dummy_accuracy(ground_truth, n=5): + dummy_pred = [4] * n + dummy_pred = [np.argmax(np.bincount([g[i] for g in ground_truth.values()])) for i in range(n)] + print(dummy_pred) + C = [0] * n + for episode_id, path in ground_truth.items(): + for i in range(n): + if dummy_pred[i] == path[i]: + C[i] += 1 + return [c / len(ground_truth) for c in C] + + +def accuracy(paths, ground_truth, n=5): + C = [0] * n + for episode_id, path in paths.items(): + gt = ground_truth[episode_id][:n] + for i in range(n): + if int(path[i]) == gt[i]: + C[i] += 1 + return [c / len(paths) for c in C] + + +prompt = """You are navigating a flying drone based on visual input and verbal instructions. +Analyze the following sequence of images to determine the next action to take from the provided set of options. +Try to follow the given instruction as strict as possible to guide your choice. Provide only the number of your choice.""" + +for episode in tqdm(data[::6]): + instruction, trajectory_id = episode['instruction']['instruction_text'], episode['trajectory_id'] + scene_id = episode['scene_id'] + + actions = episode['actions'] + trajectory_length = len(actions) + gt_paths[episode['episode_id']] = actions + images = [] + path = [] + history = "" + for i in range(trajectory_length): + images.append(Image.open(f'{folder}/{trajectory_id}/{i}.png')) + image_tensors = process_images(images, image_processor, model.config) + image_tensors = [_image.to(dtype=torch.float16, device=device) for _image in image_tensors] + + for i in range(trajectory_length): + + question = f"""{prompt} + + [Instruction] {instruction} [/Instruction] + + [History] + {history} + [/History] + + Current image: {DEFAULT_IMAGE_TOKEN} + + Pick one of the following options. + [Options] + 1) STOP + 2) MOVE_FORWARD + 3) TURN_LEFT + 4) TURN_RIGHT + 5) GO_UP + 6) GO_DOWN + 7) MOVE_LEFT + 8) MOVE_RIGHT + [/Options] + """ + ans = predict(question, image_tensors[max(0, i - history_context_length + 1) : i + 1]) + path.append(int(ans)) + + if i < history_context_length: + history += f'{i + 1}: {DEFAULT_IMAGE_TOKEN} , action: {moves[actions[i]]}\n' + + paths[episode['episode_id']] = path + +with open("outputs/val_seen_results_18.json", 'w') as f: + json.dump(paths, f) + +with open("outputs/val_seen_gt_18.json", 'w') as f: + json.dump(gt_paths, f) \ No newline at end of file diff --git a/evals/eval_ah.py b/evals/eval_ah.py new file mode 100644 index 000000000..eaface9b6 --- /dev/null +++ b/evals/eval_ah.py @@ -0,0 +1,156 @@ +import sys +sys.path.append('../') + +from llava.model.builder import load_pretrained_model +from llava.mm_utils import get_model_name_from_path, process_images, tokenizer_image_token +from llava.constants import IMAGE_TOKEN_INDEX, DEFAULT_IMAGE_TOKEN, DEFAULT_IM_START_TOKEN, DEFAULT_IM_END_TOKEN, IGNORE_INDEX +from llava.conversation import conv_templates, SeparatorStyle + +from PIL import Image +import copy +import torch +import numpy as np + +import warnings +warnings.filterwarnings("ignore", category=UserWarning) + +pretrained = "lmms-lab/llava-next-interleave-qwen-7b" +model_name = "llava_qwen" +device = torch.device("cuda:1") +device_map = {"": device} +llava_model_args = { + "multimodal": True, +} +overwrite_config = {} +overwrite_config["image_aspect_ratio"] = "square" +llava_model_args["overwrite_config"] = overwrite_config +tokenizer, model, image_processor, max_length = load_pretrained_model(pretrained, None, model_name, device_map=device_map, **llava_model_args) + +model.to(device) +model.eval() + +history_context_length = 15 + +def predict(question, images): + conv_template = "qwen_1_5" + conv = copy.deepcopy(conv_templates[conv_template]) + conv.append_message(conv.roles[0], question) + conv.append_message(conv.roles[1], None) + prompt_question = conv.get_prompt() + input_ids = tokenizer_image_token(prompt_question, tokenizer, IMAGE_TOKEN_INDEX, return_tensors="pt").unsqueeze( + 0).to(device) + + with torch.inference_mode(): + cont = model.generate( + input_ids, + images=images, + do_sample=False, + temperature=0.0, + max_new_tokens=4096, + ) + text_outputs = tokenizer.batch_decode(cont, skip_special_tokens=True) + return (text_outputs[0]) + +from glob import glob +import json +from tqdm import tqdm + +folder = "/nfs/np/mnt/big/tigrann/AirVLN_Data/aerialvln-s_val_seen_448x448" +trajectory_folders = glob(f'{folder}/*') +trajectory_ids = [path.split('/')[-1] for path in trajectory_folders] + +val_seen_path = "/nfs/np/mnt/big/tigrann/AirVLN_Data/data/aerialvln-s/val_seen.json" +with open(val_seen_path, 'r') as f: + data = json.load(f)['episodes'] + +moves = { + 0 : "STOP", + 1 : "MOVE_FORWARD", + 2 : "TURN_LEFT", + 3 : "TURN_RIGHT", + 4 : "GO_UP", + 5 : "GO_DOWN", + 6 : "MOVE_LEFT", + 7 : "MOVE_RIGHT" +} +paths = {} +gt_paths = {} + +def dummy_accuracy(ground_truth, n=5): + dummy_pred = [4] * n + dummy_pred = [np.argmax(np.bincount([g[i] for g in ground_truth.values()])) for i in range(n)] + print(dummy_pred) + C = [0] * n + for episode_id, path in ground_truth.items(): + for i in range(n): + if dummy_pred[i] == path[i]: + C[i] += 1 + return [c / len(ground_truth) for c in C] + + +def accuracy(paths, ground_truth, n=5): + C = [0] * n + for episode_id, path in paths.items(): + gt = ground_truth[episode_id][:n] + for i in range(n): + if int(path[i]) == gt[i]: + C[i] += 1 + return [c / len(paths) for c in C] + + +prompt = """You are navigating a flying drone based on visual input and verbal instructions. +Analyze the following sequence of images to determine the next action to take from the provided set of options. +Try to follow the given instruction as strict as possible to guide your choice. Provide only the number of your choice.""" + +for episode in tqdm(data): + instruction, trajectory_id = episode['instruction']['instruction_text'], episode['trajectory_id'] + scene_id = episode['scene_id'] + + actions = episode['actions'] + trajectory_length = len(actions) + gt_paths[episode['episode_id']] = actions + images = [] + path = [] + history = "" + for i in range(trajectory_length): + images.append(Image.open(f'{folder}/{trajectory_id}/{i}.png')) + image_tensors = process_images(images, image_processor, model.config) + image_tensors = [_image.to(dtype=torch.float16, device=device) for _image in image_tensors] + + for i in range(trajectory_length): + + question = f"""{prompt} + + [Instruction] {instruction} [/Instruction] + + [History] + {history} + [/History] + + Current image: {DEFAULT_IMAGE_TOKEN} + + Pick one of the following options. + [Options] + A) STOP + B) MOVE_FORWARD + C) TURN_LEFT + D) TURN_RIGHT + E) GO_UP + F) GO_DOWN + G) MOVE_LEFT + H) MOVE_RIGHT + [/Options] + """ + ans = predict(question, image_tensors[max(0, i - history_context_length + 1) : i + 1]) + path.append(str(ans)) + + if i < history_context_length: + history += f'{i + 1}: {DEFAULT_IMAGE_TOKEN} , action: {moves[actions[i]]}\n' + + paths[episode['episode_id']] = path + +with open("outputs/val_seen_results_ah_long.json", 'w') as f: + json.dump(paths, f) + +with open("outputs/val_seen_gt_ah_long.json", 'w') as f: + json.dump(gt_paths, f) \ No newline at end of file diff --git a/evals/eval_exp.py b/evals/eval_exp.py new file mode 100644 index 000000000..d6f18c349 --- /dev/null +++ b/evals/eval_exp.py @@ -0,0 +1,140 @@ +import sys +sys.path.append('../') +import numpy as np +import os +from glob import glob +import json +from tqdm import tqdm +import warnings +warnings.filterwarnings("ignore", category=UserWarning) + +from predictors import get_qwen, get_llava + + + +MODEL_NAME = "qwen" + +PredictorClass = get_qwen() if MODEL_NAME == "qwen" else get_llava() +predictor = PredictorClass(device="cuda:1") + +history_context_length = 15 + +folder = "/nfs/np/mnt/big/tigrann/AirVLN_Data/aerialvln-s_val_seen_448x448" +trajectory_folders = glob(f'{folder}/*') +trajectory_ids = [path.split('/')[-1] for path in trajectory_folders] + +val_seen_path = "/nfs/np/mnt/big/tigrann/AirVLN_Data/data/aerialvln-s/val_seen.json" +with open(val_seen_path, 'r') as f: + data = json.load(f)['episodes'] + +moves = { + 0 : "STOP", + 1 : "MOVE_FORWARD", + 2 : "TURN_LEFT", + 3 : "TURN_RIGHT", + 4 : "GO_UP", + 5 : "GO_DOWN", + 6 : "MOVE_LEFT", + 7 : "MOVE_RIGHT" +} + +translate = {"STOP" : 0, + "MOVE_FORWARD" : 1, + "TURN_LEFT" : 2, + "TURN_RIGHT" : 3, + "GO_UP" : 4, + "GO_DOWN" : 5, + "MOVE_LEFT" : 6, + "MOVE_RIGHT" : 7 + } + +accepted_patterns = ["0", "1", "2", "3", "4", "5", "6", "7"] + +prompt = """You are navigating a flying drone based on visual input and verbal instructions. +Analyze the following exponentially distributed sequence of images from the whole path to determine the next action to take from the provided set of options. +Try to follow the given instruction as strict as possible to guide your choice. Provide only the number of your choice.""" + +def exp_sequence(upper_bound): + def generate_exponential_sequence_with_count(lower_bound, upper_bound, num_values): + rate = (upper_bound / lower_bound) ** (1 / (num_values - 1)) + sequence = [int(round(upper_bound + 1 - lower_bound * (rate ** i), 0)) for i in range(num_values)] + return sequence + lower_bound = 1 + num_values = 15 + sequence = generate_exponential_sequence_with_count(lower_bound, upper_bound, num_values) + sequence = list(set(sequence)) + current = upper_bound + while len(sequence) < num_values: + if current in sequence: + current -= 1 + else: + sequence.append(current) + sequence.sort() + return sequence + + +paths, gt_paths = {}, {} +for episode in tqdm(data): + instruction, trajectory_id = episode['instruction']['instruction_text'], episode['trajectory_id'] + scene_id = episode['scene_id'] + if not os.path.isdir(f'{folder}/{trajectory_id}'): + continue + actions = episode['actions'] + trajectory_length = len(actions) + gt_paths[episode['episode_id']] = actions + input_images = [] + path = [] + history = "" + for i in range(trajectory_length): + proc_image = predictor.process_image(f'{folder}/{trajectory_id}/{i}.png') + input_images.append(proc_image) + + for i in range(trajectory_length): + + question = f"""{prompt} + + [Instruction] {instruction} [/Instruction] + + [History] + {history} + [/History] + + Current image: {predictor.IMAGE_TOKEN} + + Pick one of the following options. + [Options] + 0) STOP + 1) MOVE_FORWARD + 2) TURN_LEFT + 3) TURN_RIGHT + 4) GO_UP + 5) GO_DOWN + 6) MOVE_LEFT + 7) MOVE_RIGHT + [/Options] + """ + upper_b = i + if i < history_context_length: + ans = predictor.predict(question, input_images[max(0, i - history_context_length + 1) : i + 1]) + else: + indices = exp_sequence(upper_b) + selected_images = [input_images[i - 1] for i in indices] + ans = predictor.predict(question, selected_images) + + if ans in accepted_patterns: + path.append(int(ans)) + elif ans in translate.keys(): + path.append(int(translate[ans])) + else: + path.append(-1) + + if i < history_context_length - 1: + history += f'{i + 1}: {predictor.IMAGE_TOKEN} , action: {moves[actions[i]]}\n' + + paths[episode['episode_id']] = path + +with open(f"outputs/{MODEL_NAME}_val_seen_exp_results.json", 'w') as f: + json.dump(paths, f) + +with open(f"outputs/{MODEL_NAME}_val_seen_exp_gt.json", 'w') as f: + json.dump(gt_paths, f) \ No newline at end of file diff --git a/evals/eval_uniform.py b/evals/eval_uniform.py new file mode 100644 index 000000000..babe79358 --- /dev/null +++ b/evals/eval_uniform.py @@ -0,0 +1,119 @@ +import sys +sys.path.append('../') +import numpy as np +import os +from glob import glob +import json +from tqdm import tqdm +import warnings +warnings.filterwarnings("ignore", category=UserWarning) + +from predictors import get_qwen, get_llava + + + +MODEL_NAME = "qwen" + +PredictorClass = get_qwen() if MODEL_NAME == "qwen" else get_llava() +predictor = PredictorClass(device="cuda:0") + +history_context_length = 15 + +folder = "/nfs/np/mnt/big/tigrann/AirVLN_Data/aerialvln-s_val_seen_448x448" +trajectory_folders = glob(f'{folder}/*') +trajectory_ids = [path.split('/')[-1] for path in trajectory_folders] + +val_seen_path = "/nfs/np/mnt/big/tigrann/AirVLN_Data/data/aerialvln-s/val_seen.json" +with open(val_seen_path, 'r') as f: + data = json.load(f)['episodes'] + +moves = { + 0 : "STOP", + 1 : "MOVE_FORWARD", + 2 : "TURN_LEFT", + 3 : "TURN_RIGHT", + 4 : "GO_UP", + 5 : "GO_DOWN", + 6 : "MOVE_LEFT", + 7 : "MOVE_RIGHT" +} + +translate = {"STOP" : 0, + "MOVE_FORWARD" : 1, + "TURN_LEFT" : 2, + "TURN_RIGHT" : 3, + "GO_UP" : 4, + "GO_DOWN" : 5, + "MOVE_LEFT" : 6, + "MOVE_RIGHT" : 7 + } + +accepted_patterns = ["0", "1", "2", "3", "4", "5", "6", "7"] + +prompt = """You are navigating a flying drone based on visual input and verbal instructions. +Analyze the following uniform sequence of images from the whole path to determine the next action to take from the provided set of options. +Try to follow the given instruction as strict as possible to guide your choice. Provide only the number of your choice.""" + +paths, gt_paths = {}, {} +for episode in tqdm(data): + instruction, trajectory_id = episode['instruction']['instruction_text'], episode['trajectory_id'] + scene_id = episode['scene_id'] + if not os.path.isdir(f'{folder}/{trajectory_id}'): + continue + actions = episode['actions'] + trajectory_length = len(actions) + gt_paths[episode['episode_id']] = actions + input_images = [] + path = [] + history = "" + for i in range(trajectory_length): + proc_image = predictor.process_image(f'{folder}/{trajectory_id}/{i}.png') + input_images.append(proc_image) + + for i in range(trajectory_length): + + question = f"""{prompt} + + [Instruction] {instruction} [/Instruction] + + [History] + {history} + [/History] + + Current image: {predictor.IMAGE_TOKEN} + + Pick one of the following options. + [Options] + 0) STOP + 1) MOVE_FORWARD + 2) TURN_LEFT + 3) TURN_RIGHT + 4) GO_UP + 5) GO_DOWN + 6) MOVE_LEFT + 7) MOVE_RIGHT + [/Options] + """ + + if i < history_context_length: + ans = predictor.predict(question, input_images[max(0, i - history_context_length + 1) : i + 1]) + else: + ans = predictor.predict(question, input_images[i - 14 * (i // 15) : i + 1 : i // 15]) + + if ans in accepted_patterns: + path.append(int(ans)) + elif ans in translate.keys(): + path.append(int(translate[ans])) + else: + path.append(-1) + + if i < history_context_length - 1: + history += f'{i + 1}: {predictor.IMAGE_TOKEN} , action: {moves[actions[i]]}\n' + + paths[episode['episode_id']] = path + +with open(f"outputs/{MODEL_NAME}_val_seen_uniform_results.json", 'w') as f: + json.dump(paths, f) + +with open(f"outputs/{MODEL_NAME}_val_seen_uniform_gt.json", 'w') as f: + json.dump(gt_paths, f) \ No newline at end of file diff --git a/evals/metrics.py b/evals/metrics.py new file mode 100644 index 000000000..723c883db --- /dev/null +++ b/evals/metrics.py @@ -0,0 +1,155 @@ +import json +import numpy as np + + + +def micro_average(paths, ground_truth, n=5): + C = [0] * n + total = 0 + + for _, path in paths.items(): + total += len(path) + + for k in range(n): + for episode_id, path in paths.items(): + if len(path) < k + 1: + pass + else: + gt = ground_truth[episode_id] + if int(path[k]) == (gt[k]): + C[k] += 1 + return sum(C) / total + +def accuracy_mean(paths, ground_truth, n=5): + C = [0] * n + for k in range(n): + for episode_id, path in paths.items(): + if len(path) < k + 1: + pass + else: + gt = ground_truth[episode_id] + if int(path[k]) == (gt[k]): + C[k] += 1 + for j in range(n): + count = 0 + for _ , path in paths.items(): + if len(path) >= j + 1: + count += 1 + C[j] = C[j] / count + C = np.array(C) + return np.mean(C) + +def accuracy_mean_0_15(paths, ground_truth, n=5): + C = [0] * n + for k in range(n): + for episode_id, path in paths.items(): + if len(path) < k + 1: + pass + else: + gt = ground_truth[episode_id] + if int(path[k]) == (gt[k]): + C[k] += 1 + for j in range(n): + count = 0 + for _ , path in paths.items(): + if len(path) >= j + 1: + count += 1 + C[j] = C[j] / count + C = np.array(C) + C = C[:15] + return np.mean(C) + +def accuracy_mean_15_end(paths, ground_truth, n=5): + C = [0] * n + for k in range(n): + for episode_id, path in paths.items(): + if len(path) < k + 1: + pass + else: + gt = ground_truth[episode_id] + if int(path[k]) == (gt[k]): + C[k] += 1 + for j in range(n): + count = 0 + for _ , path in paths.items(): + if len(path) >= j + 1: + count += 1 + C[j] = C[j] / count + C = np.array(C) + C = C[15:] + return np.mean(C) + +def accuracy_mean_0_143(paths, ground_truth, n=5): + C = [0] * n + for k in range(n): + for episode_id, path in paths.items(): + if len(path) < k + 1: + pass + else: + gt = ground_truth[episode_id] + if int(path[k]) == (gt[k]): + C[k] += 1 + for j in range(n): + count = 0 + for _ , path in paths.items(): + if len(path) >= j + 1: + count += 1 + C[j] = C[j] / count + C = np.array(C) + C = C[:143] + return np.mean(C) + + +def load_json(file_path): + with open(file_path, 'r') as f: + return json.load(f) + +def accuracy_path_level(paths, ground_truth): + list_result = [] + for episode_id, path in paths.items(): + gt = ground_truth[episode_id] + count = 0 + for k in range(len(path)): + if int(path[k]) == (gt[k]): + count += 1 + list_result.append(count / len(path)) + return list_result + + + +if __name__ == "__main__": + for eval_type in ["val_seen_uniform_15"]: + print(f"Evaluating {eval_type}") + + paths_file = f"/auto/home/hakobtam/LLaVA-NeXT-AirVLN/evals/outputs/{eval_type}_results.json" + gt_file = f"/auto/home/hakobtam/LLaVA-NeXT-AirVLN/evals/outputs/{eval_type}_gt.json" + + paths = load_json(paths_file) + ground_truth = load_json(gt_file) + max = 0 + + for path in paths.items(): + if max < len(path[1]): + max = len(path[1]) + + n_steps = max + micro_average_ = micro_average(paths, ground_truth, n=n_steps) + accuracy_mean_ = accuracy_mean(paths, ground_truth, n=n_steps) + accuracy_mean_0_15_ = accuracy_mean_0_15(paths, ground_truth, n=n_steps) + accuracy_mean_15_end_ = accuracy_mean_15_end(paths, ground_truth, n=n_steps) + accuracy_mean_0_143_ = accuracy_mean_0_143(paths, ground_truth, n=n_steps) + accuracy_path_level_ = np.mean(accuracy_path_level(paths, ground_truth)) + + print(eval_type) + # Print the accuracy per step + #for i, acc in enumerate(accuracy_per_step): + # print(f"Step {i+1}: Accuracy = {acc:.4f}") + + print(f"{eval_type} with 15 steps") + print(f"Micro_Average = {micro_average_}") + print(f"Accuracy_Mean = {accuracy_mean_}") + print(f"Accuracy_Mean_0_15 = {accuracy_mean_0_15_}") + print(f"Accuracy_Mean_15_END = {accuracy_mean_15_end_}") + print(f"Accuracy_Mean_0_143 = {accuracy_mean_0_143_}") + print(f"Accuracy_Path_Level = {accuracy_path_level_}") + print("-" * 20) \ No newline at end of file diff --git a/evals/outputs/qwen_val_seen_exp_gt.json b/evals/outputs/qwen_val_seen_exp_gt.json new file mode 100644 index 000000000..197a1ae06 --- /dev/null +++ b/evals/outputs/qwen_val_seen_exp_gt.json @@ -0,0 +1 @@ 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1, 1, 4, 4, 1, 1, 4, 1, 1, 1, 1, 1]} \ No newline at end of file diff --git a/evals/predictors/__init__.py b/evals/predictors/__init__.py new file mode 100644 index 000000000..7a412de53 --- /dev/null +++ b/evals/predictors/__init__.py @@ -0,0 +1,10 @@ +def get_qwen(): + from .predict_qwen import QwenPredict + return QwenPredict + +def get_llava(): + from .predict_llava import LlavaPredict + return LlavaPredict + +# Export only what's needed +__all__ = ['get_qwen', 'get_llava'] \ No newline at end of file diff --git a/evals/predictors/_base.py b/evals/predictors/_base.py new file mode 100644 index 000000000..8ffc5fa66 --- /dev/null +++ b/evals/predictors/_base.py @@ -0,0 +1,24 @@ +import torch +from abc import ABC, abstractmethod +import numpy as np +from PIL import Image + +import warnings +warnings.filterwarnings("ignore", category=UserWarning) + + + +class Predict(ABC): + def __init__(self, device="cuda:0"): + self.device = torch.device(device) + self.history = None + self.IMAGE_TOKEN = None + + @abstractmethod + def predict(self, question, images): + pass + + @abstractmethod + def process_image(self, img_path): + pass + \ No newline at end of file diff --git a/evals/predictors/predict_llava.py b/evals/predictors/predict_llava.py new file mode 100644 index 000000000..5501d3ced --- /dev/null +++ b/evals/predictors/predict_llava.py @@ -0,0 +1,60 @@ +import torch +import numpy as np +import copy +from PIL import Image + +from llava.model.builder import load_pretrained_model +from llava.mm_utils import get_model_name_from_path, process_images, tokenizer_image_token +from llava.constants import IMAGE_TOKEN_INDEX, DEFAULT_IMAGE_TOKEN, DEFAULT_IM_START_TOKEN, DEFAULT_IM_END_TOKEN, IGNORE_INDEX +from llava.conversation import conv_templates, SeparatorStyle + +from ._base import Predict + + +class LlavaPredict(Predict): + def __init__(self, device="cuda:0"): + super().__init__(device=device) + + pretrained = "lmms-lab/llava-next-interleave-qwen-7b" + model_name = "llava_qwen" + device_map = {"": self.device} + llava_model_args = { + "multimodal": True, + } + overwrite_config = {} + overwrite_config["image_aspect_ratio"] = "square" + llava_model_args["overwrite_config"] = overwrite_config + self.tokenizer, self.model, self.image_processor, self.max_length = \ + load_pretrained_model(pretrained, None, model_name, device_map=device_map, **llava_model_args) + + self.model.to(self.device) + self.model.eval() + self.IMAGE_TOKEN = DEFAULT_IMAGE_TOKEN + + def process_image(self, img_path): + image = Image.open(img_path) + inp_image = process_images([image], self.image_processor, self.model.config)[0] + inp_image = inp_image.to(dtype=torch.float16, device=self.device) + return inp_image + + def predict(self, question, images): + assert question.count(self.IMAGE_TOKEN) == len(images) + + conv_template = "qwen_1_5" + conv = copy.deepcopy(conv_templates[conv_template]) + conv.append_message(conv.roles[0], question) + conv.append_message(conv.roles[1], None) + prompt_question = conv.get_prompt() + input_ids = tokenizer_image_token(prompt_question, self.tokenizer, IMAGE_TOKEN_INDEX, return_tensors="pt").unsqueeze( + 0).to(self.device) + + with torch.inference_mode(): + cont = self.model.generate( + input_ids, + images=images, + do_sample=False, + temperature=0.0, + max_new_tokens=4096, + ) + text_outputs = self.tokenizer.batch_decode(cont, skip_special_tokens=True) + return (text_outputs[0]) diff --git a/evals/predictors/predict_qwen.py b/evals/predictors/predict_qwen.py new file mode 100644 index 000000000..c6198ec10 --- /dev/null +++ b/evals/predictors/predict_qwen.py @@ -0,0 +1,68 @@ +import torch +import numpy as np +from PIL import Image + +from transformers import Qwen2VLForConditionalGeneration, AutoTokenizer, AutoProcessor +from qwen_vl_utils import process_vision_info + +from ._base import Predict + + + +class QwenPredict(Predict): + def __init__(self, device="cuda:0"): + super().__init__(device=device) + self.model = Qwen2VLForConditionalGeneration.from_pretrained( + "Qwen/Qwen2-VL-7B-Instruct", + torch_dtype=torch.bfloat16, + attn_implementation="flash_attention_2", + device_map={"": self.device}, + ) + + self.processor = AutoProcessor.from_pretrained("Qwen/Qwen2-VL-7B-Instruct") + self.model.to(self.device) + self.model.eval() + self.IMAGE_TOKEN = '' + + def process_image(self, img_path): + image = Image.open(img_path) + return image + + def process_message(self, question, images): + content = [] + texts = question.split(self.IMAGE_TOKEN) + assert len(texts) == len(images) + 1 + + for text, image in zip(texts[:-1], images): + content.append({"type": "text", "text": text}) + content.append({"type": "image", "image": image}) + content.append({"type": "text", "text": texts[-1]}) + + return [{"role": "user", "content": content}] + + def predict(self, question, images): + message = self.process_message(question, images) + text = self.processor.apply_chat_template( + message, tokenize=False, add_generation_prompt=True + ) + image_inputs, video_inputs = process_vision_info(message) + inputs = self.processor( + text=[text], + images=image_inputs, + videos=video_inputs, + padding=True, + return_tensors="pt", + ) + inputs = inputs.to(self.device) + + # Inference: Generation of the output + with torch.inference_mode(): + generated_ids = self.model.generate(**inputs, max_new_tokens=128) + + generated_ids_trimmed = [ + out_ids[len(in_ids) :] for in_ids, out_ids in zip(inputs.input_ids, generated_ids) + ] + text_outputs = self.processor.batch_decode( + generated_ids_trimmed, skip_special_tokens=True, clean_up_tokenization_spaces=False + ) + return (text_outputs[0]) \ No newline at end of file diff --git a/notebooks/LLaVA_NEXT_INTERLEAVED.ipynb b/notebooks/LLaVA_NEXT_INTERLEAVED.ipynb new file mode 100644 index 000000000..6ff4848a7 --- /dev/null +++ b/notebooks/LLaVA_NEXT_INTERLEAVED.ipynb @@ -0,0 +1,722 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "c25abef6", + "metadata": {}, + "source": [ + "# Interleaved Model Script\n", + ".\n", + ".\n", + ".\n" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "d3bf2403-d4ca-48d4-b5f9-db6184c6f323", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.append('../')\n", + "\n", + "from llava.model.builder import load_pretrained_model\n", + "from llava.mm_utils import get_model_name_from_path, process_images, tokenizer_image_token\n", + "from llava.constants import IMAGE_TOKEN_INDEX, DEFAULT_IMAGE_TOKEN, DEFAULT_IM_START_TOKEN, DEFAULT_IM_END_TOKEN, IGNORE_INDEX\n", + "from llava.conversation import conv_templates, SeparatorStyle\n", + "\n", + "import os\n", + "from PIL import Image\n", + "import requests\n", + "import copy\n", + "import torch\n", + "import numpy as np" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "6afe7cfb-5384-4508-8042-9d63a73bab24", + "metadata": {}, + "outputs": [], + "source": [ + "import warnings\n", + "warnings.filterwarnings(\"ignore\", category=UserWarning)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "05377047-726b-4bbe-8954-a7fa0668747a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loaded LLaVA model: lmms-lab/llava-next-interleave-qwen-7b\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Special tokens have been added in the vocabulary, make sure the associated word embeddings are fine-tuned or trained.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Overwriting config with {'image_aspect_ratio': 'pad'}\n", + "Loading vision tower: google/siglip-so400m-patch14-384\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Loading checkpoint shards: 100%|██████████| 4/4 [00:07<00:00, 1.76s/it]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model Class: LlavaQwenForCausalLM\n" + ] + }, + { + "data": { + "text/plain": [ + "LlavaQwenForCausalLM(\n", + " (model): LlavaQwenModel(\n", + " (embed_tokens): Embedding(151646, 4096)\n", + " (layers): ModuleList(\n", + " (0-31): 32 x Qwen2DecoderLayer(\n", + " (self_attn): Qwen2FlashAttention2(\n", + " (q_proj): Linear(in_features=4096, out_features=4096, bias=True)\n", + " (k_proj): Linear(in_features=4096, out_features=4096, bias=True)\n", + " (v_proj): Linear(in_features=4096, out_features=4096, bias=True)\n", + " (o_proj): Linear(in_features=4096, out_features=4096, bias=False)\n", + " (rotary_emb): Qwen2RotaryEmbedding()\n", + " )\n", + " (mlp): Qwen2MLP(\n", + " (gate_proj): Linear(in_features=4096, out_features=11008, bias=False)\n", + " (up_proj): Linear(in_features=4096, out_features=11008, bias=False)\n", + " (down_proj): Linear(in_features=11008, out_features=4096, bias=False)\n", + " (act_fn): SiLU()\n", + " )\n", + " (input_layernorm): Qwen2RMSNorm()\n", + " (post_attention_layernorm): Qwen2RMSNorm()\n", + " )\n", + " )\n", + " (norm): Qwen2RMSNorm()\n", + " (vision_tower): SigLipVisionTower(\n", + " (vision_tower): SigLipVisionModel(\n", + " (vision_model): SigLipVisionTransformer(\n", + " (embeddings): SigLipVisionEmbeddings(\n", + " (patch_embedding): Conv2d(3, 1152, kernel_size=(14, 14), stride=(14, 14), padding=valid)\n", + " (position_embedding): Embedding(729, 1152)\n", + " )\n", + " (encoder): SigLipEncoder(\n", + " (layers): ModuleList(\n", + " (0-25): 26 x SigLipEncoderLayer(\n", + " (self_attn): SigLipAttention(\n", + " (k_proj): Linear(in_features=1152, out_features=1152, bias=True)\n", + " (v_proj): Linear(in_features=1152, out_features=1152, bias=True)\n", + " (q_proj): Linear(in_features=1152, out_features=1152, bias=True)\n", + " (out_proj): Linear(in_features=1152, out_features=1152, bias=True)\n", + " )\n", + " (layer_norm1): LayerNorm((1152,), eps=1e-06, elementwise_affine=True)\n", + " (mlp): SigLipMLP(\n", + " (activation_fn): PytorchGELUTanh()\n", + " (fc1): Linear(in_features=1152, out_features=4304, bias=True)\n", + " (fc2): Linear(in_features=4304, out_features=1152, bias=True)\n", + " )\n", + " (layer_norm2): LayerNorm((1152,), eps=1e-06, elementwise_affine=True)\n", + " )\n", + " )\n", + " )\n", + " (post_layernorm): LayerNorm((1152,), eps=1e-06, elementwise_affine=True)\n", + " (head): Identity()\n", + " )\n", + " )\n", + " )\n", + " (vision_resampler): IdentityMap()\n", + " (mm_projector): Sequential(\n", + " (0): Linear(in_features=1152, out_features=4096, bias=True)\n", + " (1): GELU(approximate='none')\n", + " (2): Linear(in_features=4096, out_features=4096, bias=True)\n", + " )\n", + " )\n", + " (lm_head): Linear(in_features=4096, out_features=151646, bias=False)\n", + ")" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pretrained = \"lmms-lab/llava-next-interleave-qwen-7b\"\n", + "model_name = \"llava_qwen\"\n", + "device = torch.device(\"cuda:0\")\n", + "device_map = {\"\": device}\n", + "llava_model_args = {\n", + " \"multimodal\": True,\n", + "}\n", + "overwrite_config = {}\n", + "overwrite_config[\"image_aspect_ratio\"] = \"pad\"\n", + "llava_model_args[\"overwrite_config\"] = overwrite_config\n", + "tokenizer, model, image_processor, max_length = load_pretrained_model(pretrained, None, model_name, device_map=device_map, **llava_model_args)\n", + "\n", + "model.to(device)\n", + "model.eval()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "15197850", + "metadata": {}, + "outputs": [], + "source": [ + "def files_count(path):\n", + " num_files = len([f for f in os.listdir(path) if os.path.isfile(os.path.join(path, f))])\n", + " return num_files" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "82b92ba3", + "metadata": {}, + "outputs": [], + "source": [ + "def return_prediction(question):\n", + " conv_template = \"qwen_1_5\"\n", + " conv = copy.deepcopy(conv_templates[conv_template])\n", + " conv.append_message(conv.roles[0], question)\n", + " conv.append_message(conv.roles[1], None)\n", + " prompt_question = conv.get_prompt()\n", + " input_ids = tokenizer_image_token(prompt_question, tokenizer, IMAGE_TOKEN_INDEX, return_tensors=\"pt\").unsqueeze(0).to(device)\n", + " image_sizes = [image.size for image in images]\n", + " cont = model.generate(\n", + " input_ids,\n", + " images=image_tensors,\n", + " image_sizes=image_sizes,\n", + " do_sample=False,\n", + " temperature=0,\n", + " max_new_tokens=4096,\n", + " )\n", + " text_outputs = tokenizer.batch_decode(cont, skip_special_tokens=True)\n", + " print(text_outputs[0])\n", + " return(text_outputs[0])" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "a27eeccd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "1\n", + "2\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n", + "2\n" + ] + } + ], + "source": [ + "path_to_directory = \"/nfs/np/mnt/big/tigrann/AirVLN_Data/val_seen_448x448/3IKDQS3DRMYCD4YN3FXL7EVVUSTCIO\"\n", + "count = files_count(path_to_directory)\n", + "images = []\n", + "actions = []\n", + "instruction = \"lower yourself to street level turn right until facing the road then head straight. at the next corner turn 180 degrees and head straight on the road. at the second intersection turn right onto the bridge and head straight. at the end of the road turn right. at the next intersection turn right. at the mural of the dog on the right turn left 90 degrees and head straight across the water. once on the road again turn right and stop at the first red building on the left.\"\n", + "description = \"You are navigating a flying drone based on visual input and instructions. Analyze the current and previous images to determine the correct action to take from the provided options. Use the instruction and the differences between the images to guide your choice.\"\n", + "\n", + "for i in range(count):\n", + " path = f\"{path_to_directory}/{i}.png\"\n", + " # path = path_to_directory + \"/\" + str(i) + \".png\"\n", + " image_current = Image.open(path)\n", + " images.append(image_current)\n", + " if i + 1 >= 10:\n", + " images_10 = images[-10:]\n", + " image_tensors = process_images(images_10, image_processor, model.config)\n", + " image_tensors = [_image.to(dtype=torch.float16, device=device) for _image in image_tensors]\n", + " image_tokens = \"{DEFAULT_IMAGE_TOKEN}\" * 9\n", + " \n", + " question = f\"\"\"\n", + " [Description] {description} [/Description]\n", + " [INSTR] {instruction} [/INSTR]\n", + " [ACTIONS] {actions} [/ACTIONS]\n", + " [PreviousScenes] {image_tokens} [PreviousScenes]\n", + " [CurrentScene] {DEFAULT_IMAGE_TOKEN} [/CurrentScene]\n", + " \n", + " [Choice]\n", + " 0) STOP\n", + " 1) MOVE_FORWARD\n", + " 2) TURN_LEFT\n", + " 3) TURN_RIGHT\n", + " 4) GO_UP\n", + " 5) GO_DOWN\n", + " 6) MOVE_LEFT\n", + " 7) MOVE_RIGHT\n", + " [/Choice]\n", + " \"\"\" \n", + " actions.append(return_prediction(question))\n", + " \n", + " else:\n", + " images_initial = images[-(i + 1):]\n", + " image_tensors = process_images(images_initial, image_processor, model.config)\n", + " image_tensors = [_image.to(dtype=torch.float16, device=device) for _image in image_tensors]\n", + " image_tokens = \"{DEFAULT_IMAGE_TOKEN}\" * i\n", + "\n", + " question = f\"\"\"\n", + " [Description] {description} [/Description]\n", + " [INSTR] {instruction} [/INSTR]\n", + " [ACTIONS] {actions} [/ACTIONS]\n", + " [PreviousScenes] {image_tokens} [PreviousScenes]\n", + " [CurrentScene] {DEFAULT_IMAGE_TOKEN} [/CurrentScene]\n", + " \n", + " [Choice]\n", + " 0) STOP\n", + " 1) MOVE_FORWARD\n", + " 2) TURN_LEFT\n", + " 3) TURN_RIGHT\n", + " 4) GO_UP\n", + " 5) GO_DOWN\n", + " 6) MOVE_LEFT\n", + " 7) MOVE_RIGHT\n", + " [/Choice]\n", + " \"\"\"\n", + " actions.append(return_prediction(question))" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "812401c9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['1', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '1', '2', '1', '1', '1', '1', '1', '1', '1', '1', '1', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2', '2']\n" + ] + } + ], + "source": [ + "print(actions)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "0af6bcee", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "import os\n", + "from PIL import Image\n", + "import requests\n", + "import copy\n", + "import torch\n", + "import numpy as np\n", + "\n", + "path_to_directory = \"/nfs/np/mnt/big/tigrann/AirVLN_Data/aerialvln-s_val_seen_448x448/302OLP89E75X7MFPRR58QG7CJ7VAC1\"\n" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "a7fb04fe", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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15tCmJhpbXtPjWgkLQ+2kEBTu9EJ5jwiXGqQqsFBEAdJmvU5RUOAw5mItjQV0qUNcaCYGoa7pJcSaBqVrAsHV2FKV1dN43jyIWWQQ0JS9ZY5WvFYaqQ10dGDJgORE8eTwPomCzNd48sJyBLo+DCZ0BoeQTmlRTdgJ8IXxLEZ6sZlrHpJX4gWXKqbJCiUvJsRmdRS+474epA+RLAyCgjoQfIXEdqh074JCi6DdEq48tQGwYhl+cr/2sOB/VezR6x3S+HcqyAv91Xzca6wCle5v6gkqIytlxRQR6ypJecONr6F4Nm3pwLbs5gAIXHjeCLFCbonPqwx8vFPVgMWKzaDlI8HVuwNpsXuhcTPZQ/0iXliSdwTSpoBwGpIWxQ9ZUFlyJEZdbpCyucQD1SZgkRFOiwGbdbUs8aVE+JqVaw5BdbCSvIZiwqqWGYHA30eqx8XUQQ/qB1B4WrNYBGyLcKlb3Lk8m2/iIAilvwMadoWGi3BbgE4Y2w7DttGqVLJCHQEwxWnjkSgoUQsf8moGnJZwIAQK0trAoD2Eaiw6uwwCkPue1g5yeZrQmM9HzYCeis4CbTY3uZdC3zOtJfVvaEajo42L7Q6F8nBBKc4/touVrDJfhwCKvbg7Z5kJxIb4fmwa0cVtWjtqaZAslFm6VF29xWZCBtjIrx6XZl3GU4qIwONEmvBnNlXcD31mMxQ5tvMKJA07LBFYKQFKKH8CxY4CXxEPNPC8t7VZKo7d28Fsc8h1mQQvRwu3HcuZ5nm43CDVXBFijQaSThKuedoHwS0yTrUIS62u3MqUeWKJle86pQ+mCum4+N6emdtlRH0S+JIeALbexUClHOa8JAPMlSG/SHfFgEDvrzS6mTkZDjSvATlv+BDYjinLlzTPrp0cLW1yD8bIp3wUVgwvHGx3oiC++9V1Su6Z2NY43t563rbPoDMOEQBrVM2bn9iONUP9kcBiIeuAxMK8lrF6yqL9oDlJwPaLI10LGL6DYkCSvBO7AxAy1W3UV8E1lxSZKPNHmSf0qgawBYbwNSNTakoU8vD4nqiuMAfLMutbVzicfyWk4DpGMNhLFboeWG7ZFVhlQEsvMHln/K3vQrW6VPWwK91wUnrwnIXLD1KFtn0iCXIaE5uc2rcKVKKdFSe2aqMirK2ajjkWYFylJalAurTKlramVMGVMhqT8st6Wpo2woWKWntBBxSxeljoK3B5aRGU8jQKT4SnCLzdVqDU9zSE2bJNkuQG0PWTThuUpv22PtYq/PSBrJmNep2JSq1IrlFrftIGdC0HJU7Q2Fd+oWCdu4UFR79ip2PhGZwPEu2hr1o9AePEZQsLGG4H4isR1Rredw1yS8aFFcGazxHlKRPk3tJRMG4V9TYEjjV6Y6S6uloFm1jBCoKk/vQ4r4Y3H0SXGvMYN80VESfSX7zXsWwJi89jK4jO2ujXriTRs1rl+T1CcwM69zQs9Q1hI2VMyfYjmUbPi8mJQF1ezuDcBlCujLDVWULf1XU3VUrFAO5wuOQgBaAAq7IJacLVqqzoTvOLwd87qajVUXwwI0uCVGyQhBp2tPlebe5YTD0ho6huTwMq9qfxmjNFXLuqvzXeWcCmhTFaOpZRxGMyzQ1othTOkpgf5HL0SZWwHO1ED2mTrws2UCQCXJz2yvoMSvPU1J8o4GI/qtYb82m/upjZlJBeX3dPwsfAgoGEKLG1oDHI5uBgOzrdRBNVv6xtqiJ+KkJbyEs7WpZPPWUwGrqIVfBHejuoYknPdLY4dTdS5KAd/JPTOIxmvouB5tXwWco8Kqd2YooTE7yxidQv3aJXzK6KHgADZjsNQwb8UOBjx4BpMQwm7N2IiipT6sT0Teb55EqbgqYK0kLtsL2KRF9BWQUrK7Ll2G0Tlx6kigGCvfAqPO7aaYtZGFHjtZJqnpK0ssAgEqPnyqOVqFPIj3hphLHGIq5xUA4qu0C3x+dpYC8gl7TIGhoZXX19271AnYduzucdX4D6pOvc0zr15dwSduZKyjcCGW1r0ElNpT0ssHMb5nGsNMAmCUeFiRpV/UgOuTd7qUyTtyVQgA7TksbX+E5MRAEqwBOf+Yi0jk7d1CkTLV3Bal2w6I46knUmyFTJo0NfbYcftx8KvNRZpMwEJc3oKub9CH2blCAlbaQ2OSAdwxs8WWOvxNuoKGmLROfATCQwwDaeiptPxoI/jFBOMpyzkzVXLY2to5KfJ9YNVGVlY0AvAWk8fk5i9zIvGaDR6ymAW58KVp8JlhRKAyodJ+oo3WDLgoT1jzpZ4bKrIUUxbjjQgY25XZcbMABBS88GHiO6hVlCLFdUAUl9vvpEQUr0hIyeSBkAU8hvcVoPQp9NQ9Hy6X5ggXC7dTNLcAE6pan/ObcRHFuQhGKvYHib6uQJFUZtLnWQumrDQwYLs8JzEh139+Zrv9TnTa3qfI+kQDW+rjvzSugCgC2yYmfmeVH9rjDaCtHmRoHIgih9CahFILJgt+yglkApK9aydy1mIDVZD1EwLYDRk7dQ27JYRy+XHfkoQ3BII5miLonl6wBQQQZkYSvQCEgp0bVV917oigsQLZdhEO/tQC9vzAgtbmmV4jjc6JVIT2Tu68aLvLxoeel6ZNuIiM1bUfARgW+8KIGmIszbi/FBTb5ApNTTdFA+M0DKDyktgc/d71kSq9N0NMSn8rKGl4KWS28iBuTRge6Gu4GJbWkQobU0gF177F6JggSQRQKjeR5Ayi6s9/TvZmaaUttyQ0Ogkojx0xNr2wCDIlCN1iVyGTrtrW96G4FLcKhC7CDKYrhjGDbepBKRy2HVqAoAw1S5tpkr5tNFltYPKugLYN/0smrLikJLR0M6OyZoNBjKsgZegpQvZe+dQrxZ+U7d3/UoySqYl6oY27ejWosHJ9KbdyP0Va08fCCxAVS00rigDRe0xOcs+LXszBNT42vKiO2nDb61J1QqEcCaAJ4XLd2PgVxwBQEJLck7RKWR/FGe9sLjnI/TWurYkkyyx6VxTlNWTHFl/lbrHAXq6anVN6WMQFc3ilW3X8Gihwgfh1GXHKQCg+vb88CyxAH1SVORSWg0CpnoPKTdnFGNRP1ZwqIrpW3x+nwBMYH5cxuoNYYYvY3Op6bXPEu/tmPM1RwqjVuKcQenjW00Qjr6AZ9qJT1gd984eNty/W0UCoMJwhi6BdN2+dFhgFzeeHycwj60sdI6bWJ7349WonybgyOvs0wc/zDrWl/7amTkFN73JJadBHtQm1lf7g9hcvrrd9T0PTyCVerjNCbWhMZzcFtQFRIFXz0dwWRoKcMiJRbs9RhKNhBhsLL+zXOw9Gw8WqvRHFotKyWRsHYZUatQxo6CVl1wb5Y4bgDcyGTFMtU7CyqvdNjdba5HYRlMhLaUXIYsURGjNBmk4nFxRLG0l76bXKp4Wce/Bv3MRz2Uu6gMc8awyor2T/P0dKfwHxEuNUjBtDJdmwFKMyf1jFTlRZv8+v0HlbJ6snAb1XBKtsSOVHGlDNCJd4m/NsCaJgyK6ryrWVauMflk4V1mIlIRuBCJS2OGtdSyoEKU2gimlUMUm9RI7eAZh5tIq9ele5YLU8FSh0BM6yqc1DIrLaW3CLlkska0piFAmWsuCQ+eqKHdyQ1IgjMoOAO6IiQNqLF2SqyTQLNX+b11HDd85QBS5VRxvi7DDRbEU4EGlnBic8oVdBnQN+iHgF6+ScJwKSiY2VHL+WYVDJpThh1qtz0v8UQWvx+A7qT7Upm9cjCkpStqMGNCU5inYrmioACYklM9Li6gLK/dMz8rojO/FgMhfaeON11lGBfUA7HDG+c60MGq4o08nyHuPg6h0Y1x1nXFAsG6wAR+9xY3jaRqbvWeJ7HvxnPhFTcVBCBhQDL5yBo76Flz6UkTtQS6ClDsfpGmKZV1JbebMpULY3OraWVszgc6IqOYHLKuiJPC3FLK8+zeCyAg1kcGZaSN2nQr/PJAP7X9pezaL4yfOgn0vgcEstj4+J2gPHjZSOOj6dUy5HrCUlCSi2aLZKGeLC0lv2956gRwhVQuC4xQtG/EGAMepRcfFy4j9E1BGGeNL7nhoE0gJOwj1JRuDKNOVKCgpiX7labLygYRnLqY+zx4FwZApFfj8SBKWl9UMJmB2kgAbwnlA0A1oMOjWJGtaWhatFxCaaksAyfKr24+XlPithsdSsvgdBysIb+pkY2gJXmJtsIlB6nYSNslR+67UgCsBetSP5WwtLPLqjndBIj4GpFqnwANiMjgvK842CY34AK8d/PEQW780E+H4OJr5RpIOVitTVtetd3616zE1i96mRkUUeAK4i8gURhrGSaDvZ8K6COFWqlPDZjLNQnOTgh1B+eR9BH4epY4OBToTWpdmgTe1zyhiV6JHSbWjh4r4jtuMQ0R0D0IANgI8o25JbbYhGGx8oyv8gQvje9LHHjb5s0KR9KGXQiVWG5ZddRQ4Aqeu+l0PUqBjJGCGIE2TqiF5WDkSfsV5LgxCfxU52vm2sEpCN0MGwp+upMMpDpUrddKadv4Y1nmhOFqw5xDsHAiLZLwx1+rGVDoxQ9mLd8baHEd6VkFNXfj12c7K0XribtWDaWB5sEBSJjJDgVr27yxhzq4dfv5KkHl3wyXHKSAEQNHwdimX/Mhr829Bpp8Eqwc8Y8pKii0CRgYsA0os5Dutsvp8pxgLaIWXQXAWlYTEu7mSwBoxboAE+F1CHpsp3E7lSPNm2/FBKfW6fJNeRRWDgk6Q6gC21xhmrHWULpLnsT6UqK/N5TajBImrQpIockRtTMS/ELlBasyE+TNMiCpxMV6RewMvNTzAVBCrmD18W6t2nc8kSMGpnE3EonTi9OoA2VfiQ6FOW9b2dYHCzW+mEIRT/TwjQ8RtADFyB5sEIBSrxVsPOjESZOImx8uJDyLaTYEoD0qSIPXlWEg3OKsiw0oRgWQBZ+fsGUHoNd+mQJef+S54zNZuoqSsiaAvtPIoBRp09ncviQtzjSmzshCa1KuxRUAZQWWNvilycW1rD7prBV1bhcULEXAx7tthUsOUkmNAazjVCF3xYpcT63ffAGfAIomsQ8Qwq6+LAjdxBYDKn7uf5VqrsMZfaFzBG0OBkArgVcVEH0zBQmFcF+MIZipXch7OxSIdFOHpmaoyeU7g9c+WtvHHLu366WJYVW8G/3mhmUg0X7P4joMeRXnuugtVkdN6yMeqRfkMawAkuHUctJCsIOJI7ltomDBn8c9uPqK5xPtpyaUhOrmTiLanCda+wsckIz2gl6AjhUekaRI2STh3tDmlziutIbWoCspJ241WSLPPKIuYSoBhY6DcP/GPNmlXodG2zB48TY2jzuglVdM2QuUtnGLO1ERLa4UwpycEaA8FKuDCTYVGtYHXJs754I3yIVJGndqD5XhMtFmdlPcecZrzoJ1IdoAoPjauJbuU6T1nXxGrUlFzcFj9cVQ8Q4LzFh9pnUrIGAaRgssQPilWUsicaiMGRTc8gAEmbiiyOKMZH9LJzDMTeYy0ZRME1NJISwlTAcnecgUmQaKbX+8hxW1ZJy7xS9LdUX23yjitG2XnzIyuV65Dd10T8AlaBYNY4AQzSOhSGPok9+fd/KB41JEV4Q+FE6MJByJJ5VS3n5sJ4/UPokKKQsiLbBjgHSaRg4uuEJX2C8rOwV+SC0IMCtomNuu9JAYLGuqOvedJbVy4e1nurJymPk1ldlN+tRHnpjaNIIXplk8ZadAhIfbIfKTpAeZf8R/Okt48WxIvUKKe5RJYm2KgISmpFeL2pXu9mEeEQjWJlMl9IurRAUFC6DHIDX5sUB50tu6NJfioXC5QYoGwaLyM2W8AhMEviOw+HPCKFdsC2n5bCHFCnViN53DBnfC8hVU9muwkozm0oCH05PwVIEcpie/txUEeBSKw74iJIu0ptyStLQsbFSo6Ltd53ufACZDW3lC28tZPvDkSYAagKNon6iwj630oRc/Gis0WKLAowl7hHzp+kfrznk7naDrY8/psk55RwXg6GSL0v6vNAQBb5e5JudG/htzrhDsWtk2CWDAGABK07CSFMGypPtIYlYFtAQCbMQersMm1hRuh1nNo2aHC+VBuhO+6EPlMfRtae0PimWJ414xR/mz/i0Y8Iam57XVbm5Kk0MjLqp/zYqX+JQ9RJyJ3+tzV7iD02KPNaMr105bc/GtOubaL3U8pZ1XWg2u0uZakxVHhMsNUogDFrRyiuAJx1q3MpC5b7xYE5QlTAh9OGIySb8N92TwrAFg4dgAuEnDLSSIFn2qLifBThas61q3gTKAGPYqc2darYLxBA9g5CsmftKFy62oLzRBW3LPMrKpu8vbFtx8XHBJu4cEbT1IbJIANv2pG31sXUyMpIMLxrAjUrVEfQyDjKrg8AAG5Xfs7slyzh0oPGZ6lp42n95LCvlYiB8HrXn9QgYUdS+0i1/bM9oh5+CkCl/MbqOfLa0g+YccYhQaa6pQs3vxNvAL8V59Nna6MMSe8KDJDUgAKl9TJAGfGu/GGsshm3Kgn9TiTuh4ewNIxVNWooVlnQSgLiXUBwoM6aguBacGHou4iy+ILcC/Wdnm7gKpm7ektL3oNIImBJs1VkQj8RmxJuXagRDzwLjTBHSxSN+VA93R195VgpCwhB97A7hiR/UEthSYu88HBc193g9EKF/nF2/eYDWvCeyoqZLUhApOqW9yG886Z7kLgJmOF4VHIpXoHYGbTl7j8dr4AgeYKiCkgUWj1TZzpE3GiYTOwqTWkpTq4qPgJSUjK+6aJaoKtb+ZmfrHlrcEGnvae7GZyaZnLmcDD/NL0aH3m/CNeCrheQxLz18gEDQXcSqJsFhv3EIqlMNzdYfG5nUsemSX1JB+3USMv0JNNk8kdXMePxYOJCvE9IIEFklxcInR4sIqaAzDuVJ7KR9h5b4JJAIys8EBSjc32MNRn4j3WxNK7sYzasDKjoTyBbIsdCJFsTJLWVHaeXKO4QtkXWmMI7iZrCh2ygIA0EaM7XCpQQpAEsYUp7007AhfVOc1nyBoENdMvGjVZObCPUwgEDMnmarukrimQowTDhpvC7gkmUqegMEn4dMo8rSmKfzU8oxkuTMya6WDlAVxYV3rIqVBpbEzuE58Ko0BXIWmul3HogHjsZDAFwkWu3o9F2moAhIuDuu1PW2yltjH06mXgJVEn7Esf4Zer/I7NyOWti4rrSwbK5oLVK7WbGWzq7n0wONtd4BynAowBno6MVMC5SkR8059rkLTc/TjITk/MAZHLprrFs9jv0PZofyq/cYIJ4N0RHPzhHvfSEyb2lWHro0bu+ECfziX2EHUJqM0PZqy7ABWZVtAQZNtiyxYlmixGR+tAj8ZlXilNBLMfagbeRrttEzh3fUZAFIkzpGZW1I68081ZqgDJyxDk8AUSHMXdUo9M09XR6aRBWUPCGGCqVpnFMKYsq6trPWLCu0zDDlsCV5YOw5KjUAfQ0LO6cJ8ANhpggZXXut0sZwyag71c7s1t8mAopEmCur30PUBEeN94Ki+xfGZg/cwTOKzkPV0VZPVE8tbZ1U3yjA0ZYNAXXdYRrpYGEbIHgn8+JRbykA1FuI27CWl51oScCTRTnG+NjJW9PrVW6O+oAOoJJIDEGv7rP4prxGoa8+MGqBlSuYiAkHLmNumCgODDRNPk8uEv+6uBdRq1n5zy0uaMiTAIjxErdgKThWk3PJe13YqjimMehKlmFLq6l/9IoLoaZWzyVFit22FSw1SPXpg0HJiBom3kwzDOkzMWv4kPIWZivImQRtrbu4xFFtc5Dp4YlZNZAGWXjsMO4JzmwrsmKSitPaEWNpx9zWCEs+F6dfS9Rq0RGBvZawQ8DmErqH7hAxv9g9aVzYJb8PNk1DhRWhESolHYVEFakGVAUhIamaHB/2Nx3THxwCugQJS9E19/byGgxD3hq2ZdtVNNZWunaWEXkzWR9yVZ5a7Pw6g5v1dYt7MEl1wesPL7uTis40RuZCS+XBWCykYVIydkaf6Quc6iW3QOCn+cKg0wcdYlRo7Fgr9GqtX5uvDYTmjTRznXHKpmexZbM3aX86ld9/A89fpcmXAAWpRy7V4n7gyGQEq9Eu7CAqQsq+13dt3TLjUIFUHqXVLFg7UYW7+guLh+QLACT+AMYcygm93acli2XoRrIeOaEC3dSrjtmEH+9fZc6yMWAAUE05ZmMQXVz2FCvcZWLa06qSnPCQeLDaW4hNVivYY66gF/j2sJlg1HqrNDTavAL79P5bmAoUgoltL0buMJtaLhomN+CzYfUKqQBpssqaJuxWoDRLvC7kNo7ba6mT8ZQXBhCrcqDkIBilQZxZyA5Po8ueFkxcuIBaHCHJjYkaSPz4XFWLiVIQ1HKpv5DLuShbv9cijG4DepSXaGdisTu7DMSVm1dhEUq8Ol78MZIq78jKFtZt2UOvF15eie7CnBja/qku1HiLLrr6CYpsu4idX6vuQLrtie3SXZsCweqYa8e5nAEgZDKkgI1eGD76CVBTS6voqgH8QMT4kfmzAtORFy3YdymaROhNi2R8cFcBOO0+gWCelazNVo15DOWaZqJzOrk3rO7oGwrtNrG3GY4c8fRacUczpg7UJY/HJ3f6FTXIjpo0zoKuzCsUtANZB7DX7gE8tRkGTS1AEEMpbBrRuTrmBIpP/clJdT3JXX+p7UTCgvAqqqczO7SXcxFbG0DV2GO7YHajWgpebwwy0Wo0s+JPbPvet8XeqjpUy1tqt/PZYoGucZTDevWKjm38ciNK8Lq0v6iQa9wG5ZVWk8ByP7zEljh7IHZ27vL18MWBX6wiR7rZUEN9BcyuK9pxD14EXEaytv236ap8tLF+873huxXVWemH9OIy65CAliJYMeNI7c6pWtjDD0g8AU0eTuKDB7oGlW1gEFS8RbLpFyvarhpOv7rC26HQqI0S7Rkl3H7B+Y6vTKlXbBm0I6biEdUGXGLw+gRCvLaE4rjftSjOsQ8iyGYI12WVxoO3cjJvlS0roGbfJ0hlfOnrY6hg87GofCqAgd9ugl5ja5ByDjLJ1lq1c/jSS12b6lpdxNOJ4jyoWo21SNCWNQHuk7Grp1c3ISgi3KK4rF4qHgSqDPWlywuUJ4Veaf0zOIC4/Q2iuePuDW63vBQcbJ8/lkrpHHXRCEaofDBR5iEDaGtRCAFdK3boui2ApBXvQB8607o7HK5UmMdTKtXnTMfDBcKlBigdCKI4Fh4hbSpbOXITxPQPK1YCtxZv5nMEGcdAziHVXmYbS3h5oE5onV1EtpI0vSyGLaKzQGCB/jzFTEsGq3myyCsueyrH0nZs8VSVmyAKrIdQxrNnBB8kQ7v+qTfPUjeAahbNYL5SUhOuEanpl1D7q25Tf7qTLMihllkjhSdop9jA+SVDf+qF9o0cBI/DFgC7bZh4FXgf94m7VgRO2a1OZxCt4bMLOFJT8wTE45wkGbecaNE2ynnrwp6cJRIeK0FARiNm6O5JDkQ5tu8oFJ91PflABtXh6US5XXq3pfHzyPtGWJ5TX8raOWJYdRARr0U8KNbnU5rRZjzS/giBSd23LGGXQBl9QuNQg5Qe1RuHPbOnahWookel2TSBY2laQrSol/gTVAZAmaXFRDGWgikCn9Tb7iQQJBOCv99o2aAJFrZsFp7IlC+so3ix3fG+DQkFp36fyGDbnfUOBPoqapq5vuNbUVRA7p/SPeopALaP+Y9Q0zT2spgwqHoUoZWauiHGvHheEaJv7OpRfo7Bx6ZnEHT8CEPynISSoEYonIPe0s0Hz67FAR7SuLH1CHLuk+NREE3sDAFBeUDpmo+DKptMVPinTeUfG5TiwIw8BF25prSF83JXlJalg7jmPD0AVPgKps8DL4fwm32i21HxtProAs/pMHolTbrtvZQnK+W5ZsLdDi1U2LkBZrYncNXYf3oYvxqPLchxIHffK7wXCX//rfz24x0QEn//5n2/P79y5g/e///1405vehEceeQTvfe978dJLL91XXaJgInGw1ZVlu4NMU/DhsQLCYqECn2/nHK2TzLq2n5wxfQAooX+6ZRROb65Jxca66maLupMuuPY6RpFwh+IuxapMlu7fWlZynbjGWZ+vFbySO4V3LPFOIHUbTDtMaQxtPj7YxKQYb/Gon2eFuF9fusSj8RcqNuejGOFrpw+hjzRQn2u9yrvE35GQBb7IHgVVBoP8rw/xkOLQA1I2hyeWKX33EegEGlQIkovJr+f1TWmwPxwbw/C9qTyGwzl/mC8sJckdO0bI7nVMpZ7oQPPexln7MIM2yTSByqr6OXYmWbMVnb4mFKidrX4sAidXOah+S2q31C3pmV6IGwi6ZX00jkv7J4tvxrA20Bb3Q+GTYkn9jt/xO/Bv/+2/9UpOvJpv/dZvxb/+1/8a/+yf/TM8/vjjeO655/DVX/3V+A//4T9cuJ7KA0EkIYgtGnibvCrCGAjIMjIXogkYOHMRA3t+tVpyh0sPGsRsOWnO7/wZ40V0NyCrj9EC4FMK+lAtj5K+5+KgNCy23hIIR7ebU28aZxCSLrhKs3b8BWaqsFlgm8ZJVteIltxkTuaiVy1V6dNJOm+xszD8AZ/wrO0airDhWPO4CqS57VgpMG1ax8vodto0Cb90Hl54tu5US3fMVXGxnxuu/SV0d6TlKEqj+L1VthV8d1osLzkeS3iEQm7f6bCh30XKSlWxsgqxSpp/9Fcf+3pxTje5Jx5gT1CUAz0zi/3S3AmSj2URd1DjCQF8l2CleUECGQKb3eKWVAGwlgo22Et9pxeNXXXzBLn0hOp1w7yAGHXQS+PwSQGpk5MTPP300138jRs38I/+0T/CD/zAD+AP/aE/BAD43u/9XnzBF3wBfuzHfgxf9mVfdqF6Fv7GScmAECddcBIR0EgefAMtUfWCBnVABANc+9vt3Jtk7YsSE0jDtQDmO/SynCegdJM6gUonjaX3qww0HXIIREE3lh+D4BNSD4pVX3ds15HCcKMKFzJRfJCIiZnMlanu1xlgZtUhVmqCLAi6EnhlKItGdc26gcFKtP/JAin+OoLAn0+DCT0Yr6gbt/DgdM997EWUt+hEEUtgqJUakGTzGOrbXRubDdaIp+dTfzfAZOVMlOBUnY7fuJoJiGRqh5g/as/4WTdWShtb4aScxaaMJIPlgs73pZVXX9xdmiysMq8aUBJB3bK23hXBuqpiFV1+Nlatabp8EHfz4qjwhrv7AOB//+//jWeeeQa/6Tf9Jrzvfe/Dz//8zwMAPvKRj+Ds7Azvete7LO3nf/7n421vexteeOGFaXl3797FzZs3wz8LpQrXXhPwYWZm0Hjbto446N0aF+XTORYWOkGDYojHdRuhvkWbFrCD1ue4qBR1vEo6oJnemLQ2uDD6Gt1lGAveDNpWoTsrubkEUZIgGTFj0ZoH6F87GaNerHWxJuz91Rd15Cyg9J3rjAdmns2GPio3ylOI+cO109lzVarDntE4tJc1mcONR7VuyAb50v+XLBlp77nFPhl0AvFscJ/SvPBnw5G355Fm7f+x4A5RQm1vcSUIRoG5851s619e+2P3VV+nz4KOTSQmNpo6QmFjNOwPkgfeu0nGZatTd55SRh5b638BIEs4bor5kM8cJacRALSXfXdQd59Q222HYOvnhRUz7rljEQqfBJB6xzvege/7vu/Dhz70IXz3d383fu7nfg6///f/frzyyit48cUXceXKFTzxxBMhz1NPPYUXX3xxWuYHP/hBPP744/bvrW99K4ABIhOz+RjF40+CQAgT33vaJvnWpKCBiIxGzEcZlIb4Qlws3EGJGZEnQz+4UQjEdAGsU3NKKmUc709zObq6NWI1bqv5xcNTBku3/DpqbEIlgTCiMExG1FHPJ0UI158KG0lLJCFB/WpJuFN4zEQAWewfryfUHAI/8LPGF38MadZ04NfWX5HUYvnjRNBnGi3948AUA363L/WSmwbhMpU3Lt7GRHx0TMGieepzEY3HtFnKROy2isNr42R9HZvkglTGoDFrkuUfg1aYnyzkQ3tozANIsMqBrsyuDPHn3qiO0FQexae2KIDEpYsS1o9qLMsl3aqu5SzU54uvQ1l+8XxBVh0f3nB331d+5Vfa9Rd/8RfjHe94B37Db/gN+Kf/9J/i+vXr91XmBz7wATz//PN2f/PmTbz1rW9Nwk+g+4b5mBFlgqzYR9cgMTFgwsaYqDFUPzu5lugS6Zic0vf2gyfKH/Cz6olJq4VdUpXirjNz27S2mIskUBr7Y/DA2h5qocgSvIgqElNBajVGzVYvqqti5p6IMfm7UfZEiJaJReiPxokk3Yz4JqQTISaqZUqKiwKooHRcmEnhnZrEOObKK2ntJVNXUvMy1ykLa1+O3JnEleJ8Y+7KYs5Q+qufsSAgSY3rXzGOPB3rjrNDFaKcsvdOe37d8hxKC7w8MvXTOYhdrX1dwb0YK0nXlKYM0lBe/9uYqTAw5XwmHbr6NMaBcXBIr/aRpjEgosY3WWPeJ5H2SY7Vjwxbl1C9FGBNnwNZlnaUEgHXMeGTvgX9iSeewG/7bb8NP/MzP4M//If/MO7du4eXX345WFMvvfTScA1Lw9WrV3H16tXp8yj0m6BQLtPYYLNG8OKpEYBK8wmzQJr4SRvK4NeKir90PUKk+IJcZnT4G+CgnXbK/4mhtSg7pL/kBX6aEoLhtvRIagSotNVgIzTmbGNTyCXYKRt8FybvYNI3WnQcfEOJClYEMA+bBKQvM9czHSZSJtR14owYecS16SjywloPjVtwZ7Y/xtJbklPzUBtNRaCCeMS2i1KrpQ527daSsE1gENQEZreDLmNRV4v/7RPGPorVSlJwaNx4DBaJ7Q3rVrkt8XK2MmX9mLZRF3soAY/UitAzOiuNubLceEkCRWkW4jP2wMS8Kr/yCeiw+N4yHDQzzZNaRlkES2mHz0LCdnJbN1ulfufOwKrtsGjulWNdfp+UNSkOt27dws/+7M/iLW95C97+9rfj9PQUH/7wh+35T//0T+Pnf/7n8eyzz1688MHA2FU4OTkKHdfLijFPktyWj32/aHlmpIi0Uy2IaXiThjIKZ5JUvXAkPC+7i9zvCzfNNbe5UYTo1/xo20i9TOsfpcHI67VXbj8rWRrvbYjJ86YKdgEekLfaI8OQN21bahIMo/7Mw+D9Jv5Mh1Gk9dnSdkEtWGSH3W7BbrfDstthWXbYLbu6AG2vNKjrw119i5ZhHZdPD2ljpjTHJ8Mb7tvQLLspXSZJ97mifnedWHzPk8MiVCT27dsKozmCChRDZUIKeF5JyhtdxS2+9Pan8vqYOhn8g81dTsfuOXfnRaeds6PzZd/fG9VrnIGOz13uCX+Vxr8Wzv2iMkIvjWcXPeFc6fc5sNBW8uDua2tUi7Rt65wvyStrxjHaVgtvuCX15//8n8dXfdVX4Tf8ht+AX/qlX8Jf+2t/DbvdDn/qT/0pPP744/j6r/96PP/883jyySfx2GOP4Zu/+Zvx7LPPXnhnHwDo4ru0l8UKEN1lEkVc7RbWqgL72FVg62BF8UV306I0L6lAU42hQwaixhklPBFyMYi/AV4ZtmBd9T1zLcXdHv37oFmA0AG1SkLxN8q7XLrltKT3NDr+K1gLa0QKLr0AHQVLJdnqak8JpHUfJ59ByM2Z1yQYWoXk4uhEbnhGvzYoYq3kfMX+tI5Sg6+ysaWfuy8b37jf1OPD/SgfawxNK065lSx3faXDupxsQAWyjmmhBN2MA4AFes5kB4QzmqdNEqfHYrzfZ2XabJfBMWMlp+oehGeZZ5SLLFUgjmXJFif2ze2s+67NXJWCkq4DIf5SGlOm2g6/SHdrWyKVX3OoBpR+9bfxk7oHQYfToqCYRYXRRJ6GNxykfvEXfxF/6k/9KXz84x/H53zO5+D3/b7fhx/7sR/D53zO5wAA/s7f+TtYlgXvfe97cffuXbz73e/GP/yH//C+6uJm5m33mfmYMYXjOoHdM4+mc8ssph7VwwCUp6IEZtWWZF1RIn9kzVqkvR/jvVCK+305nVozW8Zg4TpmDKSdrFuT6a+53Gi7cdjGXRQwY1/MwgjXXa73AB7zCZysYqjLazpMhQtZn5gO/ESt5DFqaVrFNsX18NcGqsN2hnYwSTroxV8TKFGYBurTSdO5QFVkMhSNDgRrzbD8DoG5z/SbQQRMHUDm+eQTlNeO4j3lL1zjAOzy6wEBbRWovExnmbilnkGlRsXOZBq4F3ogycDFcf3czlZYVbBLfH5AjnM3Gji3a7fG2YKLXhW19PXbUeZYsRb0AOXA5Yf3LsroJIMLPy9Lde/v3fNRLbHjHHlSRq9gf4qHmzdv4vHHH8e/+sH/Dx555BGL947uBwcthk1PZY6FXlpjE9V3r1AZybIJO720VgYnQkLXZhAFHmniHOKk9Mv45VSwaj5xZ7j1ZadNtLRdOroqzZLyNrjgcwHjlMoiBkYqGPXF47IWS9+/jNyHofvD5F0E4bAT08gssa0k/DYtjVBubGs4libQmdOu5tK099YAP7WD+tZpNCRvceolaE+KU2DoR/0M+BhTQ7tgsZ0VplRqB7rE4RNKvBynN3CNbZ6YhKAL5DkVy5u9e+dQ3YM24DyZ+2Nb1PWosC0YI5AL/e3WFBU0PIIvNkMoX10ciwv4KrcW4j1ycVJdyp8CCS5pe2G3A3ZY+UzJiN94E9cKP73GZUH18Kxlj7IWrO35rVdewR/+w38MN27cwGOPPTbtg0t9dt/WwlvQo0qU/zrRJSUs4bYftNlAavogvNKVBDY+RHGiR3LKNKEEbiHISOOjnWcF9hFECOmNwwlcrG4Vz5lK251Hrkdzv9JJCHzyrXSL74HYVl/WnJEHqNVfksIXlYiwC0Vdl7NTD7IcGQYqjwCqSYEGRmIWTihLGk3cjtK0znbaeb2Guf6cJrUCuT+4fYm8OANyEzFbgenzjsQ3CWV74ZdLDV/sGipgVsUovuhXXZ1JXBny/g/zeMActtNVy+jakftg1O5Yi4Yc2+ekq+PwaJ5f26aKUJBDjfkVmAikSnjcVsvFT5LYtXedxMy2JAGDbPRljHiWpJNRXDPr2LOzDLd11BAuNUjV0IMNPUJkr6gdNh0klRQ1BwYrzd2BY7KmAgM5GfR4QGwXtcHZA6lRMcgRJQCmqIBOLqPujdv+swe8MSKhQQgKVqU4HAc3mixBw9TnwaLKhgBL6YEstm5Yi09U2zWkmrSPv4NzNACC9ymorlHYjoJb7qFpAAFVTSemWaqw7Y5WKnk7dypUCmGSH4LjhPv4BJfvRjuyIB8ikvKGZOvE226zqlt3SeBxjMCWRE932Urv+j4BScnHJEWoCW7KkDD23ZiCAU+ovOkXf7syfLYFigfpYQzq8onnmDr3+KOIQqzQrCjUsdbNEebms1oZnGjOMHUD631MLxzzGiFlbYqpKspHQ9SnAUgFAMhYkZ9frNQBpGmgO/2Z86PlCQCYrbKB2TSj2Zkxziuhi07mCHxTiVlRUVPN8iezkW0BaADSaZdFwZLKhNDaSmbN+NWq3OpiaUY9UQyETNYUTASplkzbfw0ENxqMAkKSUBKa2xgslLU7O7WRJa1ChtiYmxXSaNcS2b1oFpa3nsouWvSB9WjnvzhHZGJcUh3Uv0p41HFqX6kdH+kj1cjqIQAr2iKeHwkgmKk2hP+0CYPn3Zw1UjJwZY0QE76YFTwLmedHNNIz7RP7bX0rvEECDsYKmhq3LLYrdUefh2eTn3casmVkFA8Bivi9KYr9OmZzAwbeOC5capDqhtYEveoGJEB0BI23xCaFLd9lQWQTbiwmraQw8ZiUWU4hWnkyMr0jmohJi9cRUVjCdHe5UDPFLnLa7eVHXqsY8VJSjGteGGj5zkME95TO60NLFqM2hxEoMaEx/KqgSEiZBR3oPripYsEJesHjpdosfwG1S2sFtZ7XfjU3zOpJC2Bn5HXdQP2JCOk5paVQN6NEurpjCDu+4tS9wpBdp+bmtUwO2DHvgGESRPo8MJRXquHCL+bNU242joWtguIzmlKESxfuStuIfqo3jMlYStCJmuPnhNddBYGHI0DpmjivixpvWsE1ff3orjRraudWaHM1u/46e4fxGGDhpQY/WEDXo3M4djvEpQapTrwzh5mA6HOQRWwlDHBmBBkWlKckpc63znv0vPR0BZwJZUwmgeRyiRIWSI5I0NPR8/ee/MN0h5nGAENBctw9G+uA/bJy/CZUDN7GkuKFogvAgqB4s32XkdhpCaAyuzV7cM8w9b4YLdo+pX0oxMTW/RbR3Vv10SqLVyhEZxqG2r8V4IYAZXKsiV4V8J2F6HT3uscAkFJzahdzO+nlYKiCw6Mr5lZVFbBzG3cNEeghpd7fmKTt6Xdli5MmgEr91ZUnfdq4czGTQVbxOIFd211QTlNy6nheeghKsNZr4NTObhTANnpR+yH60VcCQ1WYxMusmxvoNH5QXwZZM9Nc21Vxi0nv13WtB9EOcxwOlxqkdIy6BXZwp44FjgFFG6jAagYw/s4RlxSYeFDDFLg4OgnwEUiOSuzjXPwrzcHcL2rRFI+j4GsmpQnLlsjVzi44vaS1sxQm4TXa3BIFQNRkxy0eEJEEUJS+bYooMNlmhGj5xPolSTiiRJweX5zO6QYQJ2Jfha5rUHUC+0dLxQCKAWvUVh8oOAgnOqUJm7yiUGKyJJ/bTCEmDBs0jG+4zGiB2viD6BKh8pKgnYSiGyamaZLlHzJbChaZnlNSVHaXOxEBgM31lWyhyavriVqoqPExIy8b0kixyt13lwDi6078orIfmMvxRIcBGCOVyzKgoKwr9vvVn3VydDuspbSde2uIH1pLDSiPdftdepDq1oaS9tEL5tjtpEx4iOPk1kMsIhec6js0sIeZfJaD70vXftDMkxTB72PEZ1FjVMEzYaNsJlm8VrMlaDbCgSwsW33cuB8ztWqSSAegw+pleggO1xqKWNdi7rosiPVFScA1zNU+LtjcfoB/2qKr3dsUYEP0z4xOLatxSMLfIWBIflbLKGF9JpZpD0y5idbWMG2iNdMVXMRHsxCPvSpX6lqN7ZkNv0mFCVur9yAnC4bbpOTKqw5D2jO0Ulfvef2JSzDXMm07FwWt5sITsZNRrA6zmITyOS/o5zNKWbFf1wo0AJagaGk7ExNZW6qiWq2llTwM9Y8ua1lh+grGBWypyw1S8AGI842AKMU7M1rvK4cMypJ4ncuZTqIRnOTLwWQclBeSD2RYv+YlfXVNy2LjyJsvEPoqa00Tt6/mXXlRsgyMgKad2SaGJAAzw+cJL+k6tS5GWh+oS2xkOZdIaKhtUH4OCXON3uIAL+J2NwA7IibmKliAdu7iajTpGYgbxuuY0C6hNDr4mQoosi9GQJBBrDTe4P5qD0oGSKI/EjibIN6hsjkegu6bVkaj795MBQUeIUlAitga02aGCnQOpyzxZ+bW+MTjnaBEqf3tQdnlFB9vZKdJCAFUfp+zZmpHGTWXK7nc1P1W90UUwviqOi02rxqPon6VGwI76ovfn1sbyHkHKa+4+09B8KLhUoNUABYwnyZNhDnDLqvOQD4/kt6CyPQm2jv31RSn+JnWaX+2ch0qcJ7XAThOl8UmtLehAtEKrAUrge5SWlqb0L1bpZDFwTIuUxY/QKcTAl52WouSMMGJoXniue3Y9ctI1MzfB3Jom4cowiprRH6zdrdJXYXGLhy4WUL+BbIqQAkg/P2tgtDfufsF0INLA2FaT7fJItQe6J401fPQlMnrMhlY3BPJSE4TDmPgDPV1oKXpND6CR3Ylu6DdmB/KtyXNwRE5ZO8M6fSElIaFzHhmiFafQUxiyUqvg1eVVYv+ssuPAEpBC+LAruUsu1o8v1Abmqy1k7JeCqUtpVpr7fw+fUl3v+7d2iSLtlppNPaq1OFi4VKDVBxERC0lfpKUgEoZQowHmTnEo4frKZZyYMExASENPd9yQ7oXbTSBMmhSkg44xdoRgApIMm/BspQGVC0fiuuZquUnBUkn6LHMxtZUF2iYRme5xfWuNt6YM/t4fZAVDHJ5SIFggW45nLbHxkT71Slw1nOhsbSJ3BofyyjpMxeix1uphcMWppigUETMLBUsDJeAmLo3Dw5ar25EUBoJ32ZdMa9qU2xrek9KJJyJGyX0Z9Hb3OJb/V3zqPtdoZgDWU3MbWMgdEkx70Zx2WLKWCyHaciyx1MwOC3uUobUA13bBF+kHmqs5egpEgDMulEFVU+pMMBB5fpSiI+aS9DeNURBKatZreq+rmWvbQ2K1grbn4pJK+0WLJ38OTZcbpAioWHgYAKoxYej9CWAQJ5TA74koUdCZ440lFHG97N5TjVmGjpqRhiWixAz1qMmHzhFNa0FC5yRmiLWNK4awVp6rvnAlOeqSI7qQLV20fh15S6tJUMOL3368ExaX/DEp0lF4zlvh7iBPRBUXnbVanl8A8k0EAqe1gX82fpmyaiQ0ydDyhrt+cVV3szQWWcg7JR4bbA+20QypoLcicQXYZPAPJQyyCv5zEGqjVmHIH9YNiejCOueYTMlpM1F+PWgVqH8XZEjKmVQlm9y4M0RChL11PEaz+/qaSkGPK0RpUSXX9/k+IKug6zu+FM5oeNS6hrWunqlq1uzZkEVHqeuyvmzFC41SJnQGABVTui4QoMqDkGFBFAHFFRemE6umsV6Mz5doD3zBxNtVPmp3Yil7ov1NYbGvg2AFmmHNpT2LTPVAJcCaUwadjmVWC6HLV24PhD/cF6ynEKeMAQ9cFclXQdgm9t1zPv1O590keKJjaafarcjj5z3wvpAA9RNbVuq5SRKQ8amCwZ1ZeU+DC9gU9sGRmtX3izk/nIBPNS6NgyXuCUplYp4IPCA8ZnbAos4f7N1UslMSk3CI7eSCchaCquRmZwU4k7/HHhStNxpUP6hT7z4ehTspIiFNkmIfkxwLf67OjOJxN4TIqIA3XtMaymQtbcma30L9uu+AZRad3Wd1de5qhApDbgcFu+Hsy85SJmQGLmJ/BLGoGhp+aFkLV483ajOPOIABtOLKLGCh0J4FobsLaPnWnYvyLsyqT/UglDMqu7AerK1YCXtujFz5zb1UCfukQw4STZ63ySMagCoaM+kTUeZMJpK/P2hGhsAeKDR17pZo20KAx1K5hot8cdUTa/F2w6rRLpRMAA5W6zmEIykODb8ThvCV3Y7cga0zuFyNje0yWQnUn0T4K8FhiTWt/YJHm5UG81ug0jfIsnZ6FmguilOoymk88OAMLEpK6asBHk0F5qANZBM4AQCp8ZTpmgtvhlisa3nta9Xae69tb0sTjymO/1UKTUXH/Ufz2MG+KV5MnaLoJTVrKvgntS6isuOlQgIa1OYcdY4XGqQipJbYqfpFQOE9M9M3Gm6MM8JAKRnwNFk2MSeLRVqE4BGSdNUYro7V2PMVdS/rUKcLMr6pkr7guZa2y4Q2zrdn0yhxfORPoeDgsbgQZjsg4YkwMpT314jpEQFdcpwfgetuMDsJduhmupiMYBjWgigjmy9hIkaF7CVPnvx2qqqfZ77LXz7K9cDBjUS7KMQ1pS8TBaCo/YV+pNB0q2SskGotyfOX7GOih/flU5hYhpmYTz1aDwTT4Wo5icvw3KY/vFMHcfRLF9UDkXriXnKLfUKYou0j24u9TMY+/0+NICtQYErYJVXFwhK242nYFMtobj5pmC37LDb7ayMUva2W88/gUP9YGA1Hgv1xBwrJ4BLDlK67x+QjkFm8ZrPb4gRIMb4jksZ1LRcKiCXz/H6M/QFTpiaQUVyuoEwcQLH1/lRcyWzi2mUB1LdC6qVxUX6JrwGcWGWpPIORLggjMjTpRWooi1+cGwoNVsdDF0KUFC/TCq9iWSVSqbMMD9VeORdVpxb22I0qJWgccVTK+Y7FrVU1gdN3JP/KQtS3yQZ+56Bw42AbI1pmpARsHdu/AzsAONGM0FYGvr+2K5RUF6aPJHRM0lpkolTS2zYNa989G7cMPXm5o/4XaTpfBoTADFw2gWZpvTFtDCeDLVpnHlI1OKsadRKUoV0pfWm/E/xh781hbbLTz2DZYV/Fl77UOeL0pB287n34GJb0S81SNVA7joInfTd6328htAi6NcnUjTbhR/1zDEINl06IJsD1Kg0OTJdjgy1BKniPwXoLB/hDGaiCCArpL3hY0Wp9iw+AVh8XzSEPlcSNua41WFA1QOjC6AslKOIF6szff7B5v8SOjW4XyBtX0fU8Ef0MOXDvU4NhOpPgW2tNHPKkUwQFYTBMHdhaul1fHpMPp93Faz8BPco9gkWO8JGFmR+NOKqrTgugJROUh1iDm4duxZj6iKpfB2OWd8lRBuNT3QfkxVlmaIE0PkpUJ51EFpEKo1S33rk3bI6VwuBx36/x36v3zZrPFmYJ+v6qx9pVOyF3bXwRgvBWlbv5+K0htEVuCLZ6Fpyn07CJQcpsqTqj7EcM08QOBmMSBFBEzxjBhsDTOfqG7racv6URPLzQNSgVn0caTw05GVw424B6dXVppH5F4CDVLJLp/VYC0qj+we5TYeC4Wjxc+Pi8xRXgKx1z+v0qeZAZpkIrCJNW/18+M7rditEhYjSsw1Jo6HMZW+Ho2yL9LgJ20ZftvSUZyJYDcY/XbArlneZcSJ7xSFLxVRyN8qWx/tVOC7P7REQdXN3kpaqYbBBc+FVV98yEB9EayOtqMvOvmyrbuG2hoV4NBEA222331d33bqWall1Vo2D+lpWFPIirqumZtXPy+n6Qeh1gVKAxQ8UcIA+HC41SEU3iwyFvTGEpFi+V42lY0q/qEpKny4mpggGwlnaQTl5jWxEz3hoQ4PGZHU5BhPA3mkgwGkgoGXrBovAgC2hOX4m6x+dLJm1YSNqljXrxPVio/+hXcUTLI+d3meFQNerDpNW0lVn3Zmg9AjereeAk8G15otbtZV/qP87xDhEaJwIvrtcMuWeOuXtWLtJf3XPkhOIgEsIYHswDi5VtiLdlTJozmgtrZ/oJbdZKQgXfTFe9kbnMvAtlFqUv9pCQxvPLHu8jQ3l14Ky+LrQuhas6z4c4uov2+pXols/rw5LQ4BqT/THeUiVtbF3ouQM1JaqRNR1MLUBSgGWZTfvMwqXGqQqU9NZVQh/oNyRwaXXfslBqIwXzGpKaYVk1qfJadVnAOWHcToHsB2XOkQqA2EnMFbNZTUJ0M05kbZoSnG9rV5pU424ROCvcqWhlu7A6gvq2zRt3njSZ6eNCj+Y8GvxvSrPhY+D9WMPVPbeSqtTBgi1DcBqDcXULP99RxXvOizhvoTcaC6nASCpgBg2OWyniA0YhcFcSfgxAIjCqVukuuM5nfNUqE8PRaY+YEA7RgvPM23SIKT9g/ZcclvzHM58av7K4vcTEnzeCvzVhpyIIVB5EG3+rdjv63PfEu4WU2kv2TJA9VaQcK8SRqUJWZyWArgjomheWn2lDvPLBWGNrGifHx5D4JKDVNg40T9t1s9i9/aXmG0slJyJuCxLs2lK9aATfwcMnGjme2WsY03jg4FVmUCTs3Gk12l22SHQs+oCsrFURAnC5gBR86gklWP3uDCxT11YXq83wloa40HFI+uc1wsUsEaBwYJ11llQUotqDiWnb32d5EjM22vfBhLDqo8VD5xlLvJ9vaaYgOvLLybUw84wlFC2rm9puzrrsTUquplB/Bz7ztJssGAHNOlpl94soCBVPHmuT3lXrMUOg/TBQm8ftZd4PCiFpVpPtpWc2r4W/V7Z0OaF2o2dwjML3DzTcAW6A9hQi/etFzYOHAy1roL1M8jdB1rUToIsH6cfAYpiRXkrAkwHVEGAIaRNhQ5uRmwgfTJ6FphnoK1Gi3BrwBPNiEvbtusmuFCIidWKV4DKbgIR+xpnTVJSc7enATchrxx0xWSBxXf8tWAT1u1yILvCjdD4kmDQFBp9cA2qxRTUfq0COeqt46D9qjzoSdnyjVt7ayIxge71cz+Y+8wmhj+zqM7yjP0/hyiNaT0drD+nh0sTJcFVb6+JbtmqjA+zMtfaGS+MX3TM+OgfC4N2R54ogzhQW0d8qI0kOFqIdk5Nyo8bwcR3UAWpkVuoN0tJuOCvgdRvUPI6bSGAQQCxfBzXVtAxMSoWahPJqKLEtrHSFul8kO4jmfNwqUFKj6cP0ylMMprwFMvJJFzQrBWto5U0MMXjPbGf5Pg+3whbRt6Boc5rjMDnbvcaqSUdbM81r9xshT3xLYtQs6bAzOjCR7/dNGT8BDSz596mrtl+x89MIMQOlWSCdG4oGzcdYx9rTdO9B0XWTiHpUdIvCKC47q7JKkyiIpoEdtqSYD8KVPW3TAV/trYyP4yVqC0xIqHtiemhbalWU1xYb8Kf20pirHZ2sWdxez8w5tnxWs6Q3sRU2ShLmWLpyiPtOvNkBJslPQGxKFnmlIZfPa9FLHYiuW5zCLlE3Xutv7Qk5teuT+u1fiJmrAANusLGVfuAqJUoMmwNzJqrQFkT7iCfGbv77EXKNmh5sb/+EHOE90EiU4v99lLR0yWGtagkGFP+wU1sxwyIhlpeCgMLa5wmJ3ShZoKb1jyyIFC5THA0prUWZKDh/u4OYjCPIA10nNrGylKKjLuiq3esGQeAIj6QPJ6ZxQJmZKDqya6Piz3UBW620HQ3pR8MqruiCKaMNxUE0Oh34R577xAzHRYYEv/Qg2xxJBq8aQOrKAJkdvEFD6gka2AQAhumlm+2i26814h2tqCg7v84cyN8SJib0aVH1zJIp1eND23ZohTY95hKGTbMaBUHeJG6TdytbQctUz61X8P6oETPpT1yhdA/VT963vdp4To/U0DKj7mBKm2IneSmsr6XGp55YSSYLBIuGjwo1sUjktgNEKag0RqJz1Odc2R0TDfKY4ERDgz4QIJnbFGxXwbXpCNRHragJGpijeH5xILQtkHIFkxt5BbIqEbrMfw7qSVXCnbj8o5RBy8PVYa61iqDHtoOWUgrWNW4Klh8sPx9NDT+5h5sACWpX7qxJjdibPwF6IwhKGdkSbHrMbOkW0Wk9Rdj5mYxUtvbn4CLYX73TJ2tkWN0uM22AYgWdpvf1Ljsos4MqcDBZelL4LqTVkEPaQoJ2FvkoMZKEbfPlCrur8I0thzW715eXh/MPGpXTWFiha7KgEaTFTOWMGPK5+FSgxR0YO1WGTMxDQn0yH8S/sbx2RKnEQS9XMkxoGikaI8QFst9rRedZDmzYQe9c6LAEg+JO07MjlP7nbG2SdYZ8KLLMwtZDIyL00kTqZqVLa3vXRt07VV30/H7OUyBQ3aqLMW5jUF/w9wlgklI8ztBZl0Ei6XFy6B9Vr67/0Yv2G6HDT4MArfvYz97D8R/buUBZBlK7J840iVtNBOyEF2bj0Q2KVC8jFFDeHlqDOAOKCobfIcn8QsV2ksENpGaldWO11rocxoK8Vpf+OKAiJ2d53zILr64K9fcfDb1HLIF7QDpDoyI3BBKuCwpqWi5Jvf0nUpAz/bjzVVxLklHwixcapAKwNPN1tKl6ztmBCRkeaXJOOrTEZMyLUzbSKAeCjJNF3cJaRtGC+AsBJEu/a30LYCyGY/5bj2JwqnR49btODC4dxCdmx4UknQlnpu19RnuusZJa1GLKjnqfvPJzrWV0NEeuhjxhWKzJQulVOzxizSpAT0iqYmA2HIBRu6z+swFRqjWums0KAO1I4FpHK+uuYbChiVGC9MYN3vQ1CPrSqlMkC/ekBJzR3ibfU+LaZ2k8HmvLzUtDiLk9vNxi3LIrAgCCn3xW7/3tCyLfetJS1Lg2q915xsfuVUKUKT4d+Fa3rKuDuSWXlmuplmh609JSeVG6zzt+HrgNG1NE9Fvpy2VjuIyKLuxi5VQa94yAXK43CDFWnDWXNi3Lc5A+tMBhupTPcceQ0lkTMT6ovuQaRwSE2ft4FHQ/ChJfs9JEi266y5/1XTSpF7qRtlaRYh91C5ZClZOY0fV7AfNnGBwfNIpCtzXDk68OO7aXDw3XYHJUuoBn1peOmx1gknTELqOsTJK/a1cJphsq79LkZiLrNVYerRcRvXVvnB+zOTVPkkjxn0uA14KPNdGPLxTV8wyNO8WMY0Oe+6/2AxKy3NoCsLcOS40swnCvMUuPuYZ7zcHsgBOoidItCqbO09PLFeQEhGUdbUDYhcR7JalkVgJXBZ2QyPu7DNXoUC3c7NVg5Z+LStk3Tt4AHG8lK8yi0mA4RB0ni3meXCaSxM89T2tNIAkA/oXiefhUoNUPbKe3lpuC9b+EdeJIBZA2qvflqQ7BXpwP3tGABWEXZePLJgc2ZHaI5fx37aS6MI5rA2UnuFcknT0xWuWAL2mxQ3gIp08ddscqT+NACnf6yQia9cnoC/MsqYahKxNahL0KqwHW+hFAX7SC97UcQ+O70EIGPVMtjZcO20WRAd2mef0uW8D37LIqZVDPuRtztSB7WfARIDRmMssmnV4KrpbSPmUi2lI85BX30pOJIlPc5vapVrR8X05BShvj35w0HmvfesJYt940i/YCmAWlH/6orr+1nWt5SzSvjwAyOKWFVPJu0lXAGUnJst49im/SPE54bwOS8cABWldREqboMqTfrw1il41MCSNvOlwpMpCm0hHan6XHKTagOt3Z3yuY4vHDb86DXAmfkgTVIZsjMxZfWDbMwaTiVtmWAdR4qDrDBXcWdpalqvKJ5IEXV9jS36YWUyrpm2ruiuoV/AzGLHbZgPkkjarPx1EBesZQbNTQFm7XWKRJp64QWINNXcihLfb09PeXTrQFTdNMirRLsX7WccqAMYsFMw2L1w0ODhmAef35oYMhsnIQkvvb6GQ1UovVAyVtiNoRbKYQyFcqKCvhPktApLYtZaq83AxF6C65nb6+Xa1dErBgl37DlSTV6RQVXZYgnjQZ9zHuQXFKGQoVusqNdF4Rkx21I2CxcpiV2D97ccb2WpvvGE7hAvoOuUtzgdmSR1pSl1qkBI9ZFGIwVFIsHHanuszI7CQn6XtyhLS/JSho5/N05XZ8StdbZ0UjGkacw3kfdCyWdANyuKj+fUJu+0kaEFKV+k+yOekpo4PuKxEjKQPnzI+Eq5ermm5+kRdDiKeTFy3LJN8kbxxOwcNNOtsBjiF/o5D6K2WukP5lEOs+xS05gt9beQkxkRNIos7pibSr8It0h8VhTR0YJDU1rEiUOnJVlabvZ0rerKdP5PPlAy6k0c+9n5uJwMT5dSi2Q1IHyVc1EoScUsEwG63s3yqGNusN3mhX7nVdCw/iEvTnOBVaQUHF/7te1EmAzx/JyIY3EM747WDTAQq69ekiBeqxEAMxdIdiVGXG6QWUVhiRuo5dLb+EkGKtME0X0tK37ujjgujnWJakGk6MZouIgAUDAZ5ULRvYe6Fv31qOhOTtbO0IYKfufCMD02b41I31HqeuByjE9kTRoDiBkVL1ocyCC8VhgB978bf3Qi0cHuoDw7t+GN6YpksIEdTVLl58lTbpG9Ma5mdMtCXGiQtlR91cX24MU7pkSoF0QWZQDKhjOapsVHj6bb8G9X1qpueQZBTeyQrhJFmJslfJQmwlHhRlSFPoRsHAF9r8vbVVOqyG8ogqz+Cfn2kQl3LGmrOJPDbRorWsA4IzJXCvN56S6h07ooBH2WFgVlPRN+5ikofg5vLm2MhKn+t64jwoz/6o/iqr/oqPPPMMxAR/It/8S/C81IKvv3bvx1vectbcP36dbzrXe/C//7f/zuk+cQnPoH3ve99eOyxx/DEE0/g67/+63Hr1q2LkqKja9rH9r/FtB37dgv8uX8Vc5mWoWjigo/EWZoslbxUhuWbiyjvSMCrkJSGRV79p//NBt8+Zmb/irsGhgQM7r1hg0kX4dX/8zbHOAcQBihldtC45T4EEPs0A5UVJ3Tv443O+ooCYtjkJLhkmHpglQwE3biueD/Gc20v9WXHY9vzQPkpjk76b5qfaKX+U3rjXCGalegw8t6iSF/qh0wT1cXjGNpncyZzWbznPJwCAYy4ngUC30KupC7iG7h87Sr1CTDoG1geky8AFJ34k+sl/dNklq7Adgv6IbMOVqKTy/jQx1RpXYQoaADJH0O0jyTC45Sg8MFEtqBIzoTfUmhzxXa4MEi9+uqr+JIv+RL8g3/wD4bPv/M7vxPf9V3fhe/5nu/Bj//4j+Phhx/Gu9/9bty5c8fSvO9978NP/dRP4Yd+6Ifwgz/4g/jRH/1RfOM3fuNFSQkDvzStZrcILVAutqsmmOTNPyyLxGetjPqs5VuE0hE40Y/9JSaUQZzBCWk/HMz6EDjzwHlLwIwzsaYGwZX+qLUezGvJWUBnwEQC4CSgWUMUihNvJCsN9cTk1t9tTFTBYIUjA5cuYofKqZ5Kuo+WCZ/cnhF2NJpdURkl1L7Y6tBxCPLJezUJrkSQtZf7ofEtK2IJOHoQQpduCGwCIHyYL6BTX08Atjn4BV6wdEv/nOYTzzoGnwC61jYGNPGieFxzW7ynqKtbeU0eLKT0Lgu3h2kcgS9bGKRamgWUhppyBeVSLRNKoVLGnm0s+uTpMmLbDCpQOkn25BrseQZL/gow0XhMkHLowKatzCL45//8n+OP//E/bo165pln8Of+3J/Dn//zfx4AcOPGDTz11FP4vu/7PnzN13wN/uf//J/4wi/8Qvzn//yf8aVf+qUAgA996EP4I3/kj+AXf/EX8cwzzxys9+bNm3j88cfxkZ94AY88+ggBAkCLEAHVFYhcQynm/3btxobZep87smcz10SidsJCwfOsa2knFBcSmDypVeBL4JpQrzEg+gRwWnIwOhk01/oORb1h3z9pcKEU0pB4etwPC3UkRrhg4TnMbgLaQbI96KtIY2FpRr7x0m94EOMLT7OGidvUD/KFhBcvQ/kUl30nnGPybB6GYsZdK8OixvZ8ctRABnFxvGahhKo956jfU87AU1t9dHyYJVcgDXENLAFU0AeCshQVYAXCxMU6zwr3nltJFkf3Wl4++47nfmxQCWXU449aTVpHJ8tqiWtZbfNEoIV4mV8sDi7I3JniBTBI8tzgdSmUgldu3cI7v/zduHHjBh577DHMwoUtqa3wcz/3c3jxxRfxrne9y+Ief/xxvOMd78ALL7wAAHjhhRfwxBNPGEABwLve9S4sy4If//EfH5Z79+5d3Lx5M/wDGvAEjWYXNcmFraf2zRZ6Hlx/bHGJa0dLO0o/a2xZB48aadTgTEgSUHhwq8q0jjaYokklA1TSYWZqTQ4b6lMWy/rDSic/Tq2n/knFBE2ctX4Z9iR1koFP0Nzhk9+6l24CvdaBPtFrPxbTtnnacl2pJOuLQddNhLUrPrF9Gqdjq2PidZmSUlX37nlf1cz6obYkXkyt9n/Upzw2PfdPWt8xSpoTVFr4L9EWLLHe/LE8EgveDMFwmxNtdBsdkCAvTKbsyCsz4dFuStocb0pr+2d82ACqMmsxRUooP2lLMEtnwy6ZPs2KgaY2YOlVE/4NaoS2a4BgIe0R45TDG7px4sUXXwQAPPXUUyH+qaeesmcvvvgi3vzmN0ciTk7w5JNPWpocPvjBD+I7vuM7+gfsJiKQsGDaiG4cEBNoIhK0l0HhME1SjFeGWjZbTeyC0gEpJU7OIZoU2IuxilASdAj2BWvlswNduPy+bcF0HzUb6BY/ISmuARWzcaSlUHsHFfBtKT4uGp0vBNCXQlXzZTeN9XdSwM1o4gZL3s3n1G7iPDMCJxZpQ1bA7zhB+6fEN+x9nLU36njXtKMRlfa8QHm4s2cCw9Eo8GMVIMTvDNK5Sn/OCpHyJ9M5BiqXpU53Tjri1G4TBmjeTQeJkeegthaTD2iwG+bDBpq6YYvnO9Nd79laZv7z9SPdfWeSSZzyDADxIqZRoHKiy0Y5xbjU2kXgssbEIfOo9llcAKVuOCT9boc31JL6ZIUPfOADuHHjhv37hV/4BQBt9UJ0bcm/btmvQe3MNEf3vNdC+Xm0uqJl5RogUtkg7c/D2hYKWSfMadiiqqY7gVJJvNPutzZMdFUkF5UnkQHLSJqoCuj+TwLDpcSBgNgfMysI4T6JapK8KvBcIZBErzitDC7aBa39oWv61m9ArHQt9DbE0Z2vCzmtWh6DcNdnID5HXcQ3nks8Gfgx8OpClSRLC9RfIoibicZeB8z+BXr6uYeOPhgdsiCsF9s4m1WTRyKHGe9t86hQ+yOf5zHM/dRKsPnh+oAbRLr5oAHUWrC252xpxjkuqCdK1HS+Ud1DdhsaRISE8Sgl3+gAsHBRIC2U3einOvLmibA5Ig/FsKcxlI+z8IZaUk8//TQA4KWXXsJb3vIWi3/ppZfwu37X77I0H/3oR0O+8/NzfOITn7D8OVy9ehVXr17t4nlDQ8e0jVl8U2i2gJyRPHLM7q4wj7eQ6+QyDYs11aZ5Rs1CBoV7ee63VsY/dolx3g5lUhn0RWxLeypou5xp0oXii80Fb68CYKo/tVPiRXeCBstuMn66BGMWZ429CThIPG9vQF6l20dqOn2YsDbe+t6UlEKnlJeuFFqKbGPMtNb0sb3jcuwhgZ6nJerptmOzQbH9/aijyyANNXBSVrIlu9OWupuidNd+yi/nJb1jygsdjV1P9Hq6e2cI3FMdgylWSx+uPzFY+b3Au1hlkc51l0/RKhpVW2yeprXqyvkEmMUrQhxJ0tusnGBxcatG62VKv7Yb3NMSvAdVthx/ft8bakl93ud9Hp5++ml8+MMftribN2/ix3/8x/Hss88CAJ599lm8/PLL+MhHPmJpfviHfxjruuId73jHxSrs4H7UqWLcEBhL596M2zyZM2275oMflYE1jqQOtHixkXSmXxY/+2o0VqzfmPYzAheJF8bs42LBrDmC21mYPRnFJ2PL4kRUoIpZURKeEYAdCiX9HgjZpetK5HEThaHAY7xsE2raFrIoIrg6sMR1GOqXkJXKGFog1Hlh1KOllv+bWkDh36B7qH5vCz8D+kZEdsjW3sj66iyUEDcCn368kMoJ8ZMZMgKovN4EoLnq+HPobG0Us5b2K22yUQCgLgIQ0u1Xdwfy7rpVLZwj+J3TuBVH28eV3mwJBRlTU42el/R8m6jEjxx95NS7sCV169Yt/MzP/Izd/9zP/Rx+8id/Ek8++STe9ra34Vu+5Vvwt/7W38Jv/a2/FZ/3eZ+Hv/pX/yqeeeYZ2wH4BV/wBXjPe96Db/iGb8D3fM/34OzsDM899xy+5mu+5qidfRxMgEtioYHm0x64EgpV0ErHyKwB1N/SQK0BQdOaIXQ2nEg9r4vq4tJE2jbpkTqUNJNIia5rbHREl6WAT8DuyzXU3A4t2fFWnLc5tj5S4HRN6FAhPyibY1njHI21CmhfzxjNCqJQmSLajV2l1jZBf45i4c0YlBjC6nJNSmtxPvGlq2esCdQ/whGUjpWVIrmPBzpsJ2gGzJO75YAl4zrAMYyk9CeLqeW1sTYTSmwOD+nvJGKh8sakxPVtBkYfE6D15wrs2wpO3MVXreH9ukI3zqmIKajuPtg9bO7XY/u8tWZpBVoVYMwxOW2L0pP/+TMuPD63v8H6wuCZ9258Pp79BQL+KOcB+8DChUHqJ37iJ/DlX/7ldv/8888DAL72a78W3/d934dv+7Zvw6uvvopv/MZvxMsvv4zf9/t+Hz70oQ/h2rVrlucf/+N/jOeeew7vfOc7sSwL3vve9+K7vuu7LkoKuqkxwoCpoNb5owzGT1R4tNLouz0l5YvuxpEB254vlNm4lkZqpo3MOHBjgLn4cboyvT0ekLAxS1gocEJQX80KixMzur18gvo46BglZSXlG/XvsGuCVHDBL/mhSPNAFU9qHyDEUCZHz1g6/icPFgmxTgkbFlrCD4OfUHwO3tQtxSV0QqpkktZAliA754cQ0LGjdQCYOm+6J/xZkCnD+8wkcPcaxX8VnHS9j8ooaOO2tvm1d4p1raoC0dqsITQrqAEYsw81x1+i1bTejGIWcwqNv0oXqSDg60arfs23PnC+YpbRNSqbZ7wWXkK3HmPNAcRSxofFlLgsFzbLeT3vSf16BX1P6r/+Xz+BRx97FEAPHF3cgTJDL+Q5GW647Jhg9F6EgUV9Eq71h9+5sSd2P6A8yLLJpJS+EZ3Gk4A5RM1xDNMnpYtptIS7eDko2IBMRq0nazgoCAjuxC6jaoyxpI6G4Ldnl1Moxl0eW7Mnbk7h1UDWRMmKLnEU5trmHFC6IbWknTizC9OT8kNJ10rUgZA4qSt4WkJhQdorFy44BxpAGttKcuaDmXI02P1r89l5rNs9rCWIH4+kXWabJFBwvnfLCPS8VYWdCJYRCAiws3MAY+sUZNWdB8Dee3I3YbtHMfdk3iZe6A/TZZQmuThgpeH87mSN0mztFrzyyiv4A7//Dx18T+pSn92HERiNmOj4ovqcm3xOQkzG1+OylWWr5qVGlv4z42DYikJ3GYGO00w0ZUk3W+In6evjkoJC0INsJFGRZlRrbsdWu3h2i6q1KU0Eio6gIXrHMkIMu5wm302pllKOF9MmHR+9Z7XfeDO/5P5K1HSCeaBs5e4rnI7SSNdQUGT7m3kbSQgB7UxEb81QwSPio0upxDTCX6oVqCs7tqno00GIc5hKCml8qOKaHb9SYh9B5JobCJQVOqWhwLYsAIpgt1SrqrJNaYYJ8YA23zrT1yYXIz7OLTZuDFwIsAyQQK68rBhRn68zASC1DZruQmKmpVsog27P9+vD4XKDFE2ewPjSXV48SGTcmXp5rF+1pluAsqKkQfMpVkyC6BdZe5kjfBPr2IhgqGAXVZ9i8KxMUwVBmye+pRkK2nncsX0KKBhwnwwI31T+qSVq+VyIaSaiUQRlWC8L2OJyjQSvWVRTOqLQGMFk6ZKScEg05PR5jLt3ulJtHaaJlyppp2eojYnfHqSu/JCL2zZlHmqDufEGUGUgU8FqCcdLwcGhgWeR5lJDQX2v0RUXQXXlYWlKQRGs0narpQNwq9HmwLWI1G9KpVaQl87bz0CEZmHRc2XrqgzEObG1cfy4+TsP2se88UR3a453Do7D5QapPFqq9aVv6XTa5qw8k3XSz4Z0PXRhqVq0WTiBjxkg8bTsYltuB9qh+OCPxROnqcEstDQ1R/0y2vLQEVEmPZP65CAkHcWlEWlHWdQt1rl3Dsm9kdVxZIhuXI0TFwZQoCpdPq+bxL4KNlvXmkBPkDEDUSulj2sRhbcAcxlTXB4pLEdoR4V4yeakJ51hd3xAEanPOuWtm6uxHHucLO2eQ3lnH+g9SrIFhOQKEeEutH7+CAQ7AfYo0Ldld82/V0pbkyLZIwu/xp9dysV4zHfuqQXlzBHjRyG5R4/TEca9PBhUW3LRvmuyUVC3o7s79XC43CDVQpZLEq4vYk9JpzWo1nRM7VUDDtN/mJo/LVJ5u85qPdFBLeLB18KTWOqlNlHT6uo1FtXySbehZ1oni4JpJUSgzJNYxKwfScNvyXhu5e7fZu4kJC4CWlAROM5QckpxARKsuUD7hFaLpi/JNlad9hJbW2SThCo3PrPhAJbArQEJK06cLtg/mScl/LQ0DHxtFhJYWRGljIekG8J82t8Gb3e8KuF6DGgOWrotPrxmQuVYmwYA4EDRqDXe8N/2+TvsmmJaAHsVRWxtimZmQhIHJtqe3g5v1Ty0ydzLMXALXbsBYrEvJfwp6Hra2ij2a33X+oLlmVqpx4TLDVITAVD94Bs7og4XfLAOrq3m0MFRwTXQBFt5UcY7iFaAEjcNSgkyx6bSAZLC+ljqBZvmCYz1KSn4NW+aJ86i4c8Aqxjkt+llr7XTF2udyvqpVgzrayuJgIHL5vQ1RhstlHo0mcd05YXumRhQhSVVD9dQYn6R0jUmYKMNTA+uCZYGhDULZQjqGXnDT6RHe8sISmGgeFHt08QCtO+ReR9MZ3jHgwrugmFP0AYJBaqwKYdc/4pDa9gc5XxSStt6XgD129ppNS1tPfRDwlrNQh9KrGBUOhCvxRarm8HK6/d4i9wI3sMThVS7J/Sb9knkf9H2EdADLs78Ux+tlGUyfilcapCa7bYBYDOzWgzNUhkKsu3yjyeGmVYJOKISfVwisw/laShK+HKj0JhIwh3XpetgHor1Wy45ARDJ1IjHQ2k2CZ3IHjx3yrT8kWvWJxKi5p7qmpWuecO0HU72qCqbYBjSMw4+ziwqJFRqY1UkEROF55bRpjJzXLlq7Wn8OUPneqbeCRqGj+NIucl3ESwQ1rBKPmWi/e3f+/IUgRQoD7I1NBoXF6wRqLxPDXNsh5wqdNGqK4RkvuuuYMcbMIw2rTt2YVk9f9jkW4L+GoJaVWE3pLpLVi/AeEGp1uWHSZfGOca0O7ADdJiB5uE1PM3bzEj92OhoI8ooXGqQ2grh08qA7ZijBOBJfkjjOBgGist8DVeIWWCL/2re61oG74RhXpXMMeE6TL1tmlVDLM6s3Jy86J2yDuoe0yY0DiH/xPqKh2V2Mj8X3n7yAI8V+WEZgahJxm4w+/pik0blR8KiIRNB2q3xXKfHszUcrDDkTRsMnoPilPakBwTNvtMRBuOchedImob6VPIOk6CuX2h9JcRPA7sabY5nN5+kHwUoaetDYkJYG7yucW701S4OToPnOp8N/JLgVyuMt5D3fde329N53bq5ovQpQ32kvkAt2ZEXJnhdDMRh8kOkfsMvPGPeQQVeB7ztVzdyuNQg5ZpOv0DdixDOOClsGg5bRVNFOycXf6AT1YAKYtpjBCrQRJVYpjgzDSrqZMlQuxUJJ29EeJ+FSEdPASkAszQJeJput2nBMpQGwKZwiP8HeJ4IrcJ1myM6qY2+zaM0sH5WBWG7zC5bR3PUseLdZiwLye68xZEVE4ylcbk5IgCVVlgwXHAd5HfwnANe199DxoubkzI36gdPK+A76LM1E6azOP8ZVVNQ9rUk0XRaR6k8X+j4JN5GjjT/VQx4NbQClcAcQKC9f0pdRG7zyGcyBKkldW8AdlGechrDwbut1451VF1qkKrBO3e0YXt8vylda/TMVLhAKPQngg0XqbNdBaMvEvvApsMY5yYaDAA3BFqIlWa5BA2qFtNpz1mOGTfOyDliXTBpXTJai0npE6Whvs1qBmlY+IamiKTnRE0HYG2ckkIwoqCzoch6C7Qkq47F67x0EgJC+RogbI6F+LhrcBwhvoIqEn3dI5o27Kjwt1HdqmPJSjAgMmW1ESWRfaNq41YAYKe0G0DF3szlGWc0q82nT7aiDIUa29RPYSwF8DMYHKD4hVvAQS1/UihYWkP0YQVje3OKu+7VHSnpOU/9+ncRByKEfC7joiSuia2cEtWFQ+HTAKRaaAjPvCjxoV1y8KnXHl9kHeqNDo0jzDpEu9dnc0QNhQyF+AS0APgCJ3NXnqejqq1PR5NahnRPe1cAFAnAuISHU/LHKQbjOOwCsgigLs+hgt8rCYzbBemdFiqbxUSdpJGS4oPexptyJO18KvgnDwj+idKNdARMdUh6BujdwAds1xFtUSOgaNqzp6hZBDnliE2V1dxwm80XH2+I+NcUGKRsC7cW1ZelFoyuKTFNYcRS3rrTrabwjx46QDEI8dmk+qkf5qsJBNWn1hHO5AIxiytYTdZ+6rvSt0sfgQDN3/Xs++fQ9THh0wakrIPYItgQzBaod48FqDBwLERczhwcCa1W9UTTWLQMcw1EurcwIzzphPhI0FNciVUVtWqEqYv6uPBFoRiJKdj/zo+7LpJxu8T+Tjp1Yh3l58M+G/HIQJEZUcB6j+RI1Z6RrGASUB7HnaNqUwnC1mBx0gXMgsN+NcE2QHfSuiMPEN8QU5duADfGZkiDR+qmphDXbSLpES4PG9/PsUlMUEcr3wU0y4CIdRRvlk69XwTBTVdapjlX+hqXAmEGqVB/6aHIhiMp5aP1KLd/Y3sUqL1fmG6K43yl9VF7tikzu/FmGXOcrAU+jUCKezQ0/2jgOZSOCy+DOmaibBLMR9B2wSB/Y4fAL1BZ/Pmw3CnlmKGAAO73b4LQFq25hELZJZUwkH0jOqX7u9GAro3jHLO64jOYFsCQm6vsGphce7nZ9SeNvyUi961LHKhU7mF/IMATeVz8aPljanMdNQ0i+vR06bgRWHXW0Ij3Iy31roFPj3hRqeAty1TA0QvvIsMjoDLVepeb5G4sskq0foFtKw/rSBshA5wDlAMVEHvxopaHiwi3mhBa4Zs3DIDDFI7rUNoDCk6wLJQjrDlxmsUszaATrwXL8pmwu6/wpR4xczxCh6LkuI9wzcXrdt7sVwZUU80M5KWVDFSsAc3qGTx0Y7EJhQGYu6hIz9W8I8ugzz0Q1CnJ2JIbteDQKIyUgJmCEi/clUHjWHImD2ONOGUYoLZbjg76sDUiabK5id5CW6rZGoUqMWw9JWE/IKNkKdHKKpm5rL5R6BMoC2j0LKvzbU0YSiLyA1Ch9dnAYhiva5bpHgWG0eC6It4crbs0zx9UObBvaLd6JPe9FV3jWRERyssmrnKObqJg+gvWbXwbbAzjX8U37+fU2SS52KIMmyKADpwgIFcoNWekJNu6enzvK1qibR4s+AwBqRyiDI6BkD+cUq4Zp6JxJP1mQafe6MVEI9GL2tDwzGrRHTMbABAV5rmXOqcf9VWejPaKvE58zTEQelHr7AXBGN44puWTafMOllBvZJJKI0nwyah8EpzI75YcYAQJpddc0lSorbWlAFwbFlFsSPdsljqEo1XzXjCX4ZNITpaR9XHjzJwuIFcVbL1Cx9aH81aQk/m1BR5nEWJ2ZUjdOOGC2t5BOtAnWoy+jLsaOmT7p+cXs5wsVbSsupDSezklXHfTUQehe/fG+dP6iOeveJ8FjM9rVqnEqjiIuwIlShKXecoH/rLvoXCpQSrxLPJg8D2D0cU2R4xOsz4cosU0Yt5BHqIyynhndsvdOMDT+o2mPK7WVkBXX2hMvLfCiAWl7+1x2fGaRM4wD8u1TLIVkLJkmobguFV+2ojiCkMGIA3s7+83rpghJX6jFtWoOO5e3UnnMmnG48FE6QIL4s3QYd+gQFUCSn8iilpR9fQKZtIRf/dHE1egUCGq+ZNlNBLcA9dwOI2EJK5QHvsOVEFTJtYOiH279XjsbYCVyM77MQmNn+w9yQQ8XU2dNcWmmGqe2mJi2lglV94ki4NT7PuWUmD9pHnNCav5sCB8EYDnPJt7CowXeFHqUoMUMBC+OaLdl/GYUZg8uBA2jTt+tLow3uI+0pkyqM4GVyXyhkrGjdnsNK67IxHsuvJHHUoMSuzbwa6XoWOHmH3YsgEAHtxIgcGYTAEoFdAJcS2NEjCjhR0NblUJ9WMwaU3gqU2svXvIQq49tDX6ZLCkd2q2mHyjVhX4F3kzM9TWbymXhNy6NsrCzqy0zPISc2r+octQeF6pNRPfTRRqX56/poAUdK67zXXwxmdWM8knpoVD98Xc8DOy4pS+fEq+tqvdia5N+b22O5QkUQblPs3fTbuYzDwcLj1Icdi2FrbDTKvNmt79hixk/d2KedkyGHCebkNNKqXMroWtFZ8s6Fnj9OeDhWzKP7ZaRunH0NHHlPB0NBVjRBZTczoqbuQOPm5VMx/ZE+uMyoBu2XbQKQZarTSiB3bQsAthobm/9bY+lz2I19q6/MeAVV+SXZPF5M/J6T3VMGY1JOXFwMkletb0+1JcWZBBonz4qRAKqjWnn4MHpZvVWetYYMecNzqHs1Lqmg1KPc+OP11Rxb3CUSFD1Pktzvu+7ZEqn63mtlPXXeuHyPNt3MT7eUkgRUUHV+No5gzY/MLh0wqkWIBqMN4TVTjGJxq4RhL9ruanVoZNuHH89B4PYqKgSxsWecso9VhYcjmHHX+9oN4KW0+zkI5Feedlvp3ycRmM5xE2Rbw5Apjl0PjkfOI8dZCa0seMBA6nJrByUVPHzvu0B6zZeqh2gyvdE8p7BOoiuZdYuNmhsqHJF5NQgX+E+7nQVwLa89FajGeEavzx2aSpBlT1SezX0uWwj1oK6ntWrXPXsjhdImE7vaB+CFEPnK3vRykPUFs6DFKw2prrYwXFwFr021g1LrrvYGtxLHXUgtINDknVCV8Ul6Wf21MaD6TK4dMMpN6I0Bi0M2frM8ey4zs5hsYGG8Iz7z6ySxlpwReocxiLALzj9ToCNltZ7s37GfBsCYoDcBlcO164THl8rMsdE+5vPMe5tm36+RDS5gLVidruv5HhNuOFKpjijrPXF8awNC6cYZKcqtllXWJpbcq1PJGhVO/vrVdB5jku07dMZ5rj2PQxgzamdyGrAbK0dTkCVX4ZF012FF+/WZbFQFG/llstktyK+wkSmqv9aaewL+EbuX19acNKBdWFZFUbSz1fkJR62sunhSX+Kwi3yudHhE8PkGIuy4J9lOaoMoNqtfk8COMZswloSqUpIYCeQN6Z8tIlHxQ8MP/ZHTLwU3SgtAGakZgZwPJEJdICnTG18+9Y2NW/lZkHzdoIPYjN1AF+kKnYFm0bgXmgEexqTo82efp67dyRakl4Ln8PRnkIIY8rNgnltzQe8Z4/DHQD0a6Hh7IGVPKp6Fvjw0qP2Lyp/RZ3hE0/BzIoTxodF3B4bz5yIFUgTnND8YetDXabGZgVy9ePJbeh2AcxB6YWN7VSp1ZQs56WZcEii1ltbiU7ndGFKnb8UZ4k1kbRQ2Op8g2GYby6CCZ/WoBUmBNHWJNHCRyeDLMieWDbYI0PwxyDEz+v+JY+t834Ad/9s2n2by7apglKtE+pu09QyFk3wWVTGaicn1PMh/n+YoZVb9zPSujSqFYddl+RMlJCJGdMJTf0L3SPIw/pJIQIYGECk+sdZCR8C+k2eDCckpCk7pjPAreYdk4xg7aSolhYwev5WZSuvoQjuUF7TrdZO43xbbDF6GpXHZB6XLYQvQ4onLZn+v6iNLA22llciIR//YcbFay90UpL3BihZQEmm4LO5c9Cm0Y9xgzHvD96J24SPi1A6mDoOLPY6ePHZWjZtp42jhm7Nya5BtpZd2SOjBm9VjkWm0EQzcxqYtwJdRcIcar3TY9nex3LnBelAAAk0bIZYkdtZEvgEOd57OuQK1fQFzuM7uLLJD4GM+SPqCNmnN64FTMqf2tAbX65ZbWhCrUsrsxtjqBwqlkfc3yQ5KmYucLXu77TJozQLq5HIyV8XSAVjmVpAEd7LVAG81pAoC9WfFQCya2XwSmFYuCKRp8+aHSJt9FaZIhD5SArW7Ef4pb6RMMochI+LUCqcz9J+p2EY8VZnotZQEV94tBUPFRXyhks+wFD2DyMjgwxhh+UHCbqEZ3EN7INA2MAL02wX7BXhjysWqZOkknG6VvdG5UdNWeKDbNvfR5UxBaSRbElPDpdAeOxnYZOHZnkGwtypnq2YzOnJB2+XWVLK2/dIKuAqAjCHoNZI3GcOTO72jR+zJOdFujlHdDk3cmglMVPxPCmdEkZAzyOPDJNSV6WBaUUrGpyBT+pTuBgwnQtc8tpwW6JGx56JUJhLvcbpZ8prSVy2oC9h/Jp/O5Xyck2w6UGqWZ1E9OmBKrpiBhjHl12uqpz5ngT9fg6DkvSWa2znVw5TYxgsDpY9ZCa+8qoXH2o8g1g0gSvfwx0Mt2vKoFE50ibnCRtEaPsOe1xU5lE5sb6jB+xlcVtvvIyx89yPk3LxzvFFyVAgj4K9MSfxJullVOTFZ3oPmdYBosAq6/99Nh0sXHO7wvxRoIMupvlHKqj1PPrpG1CWNcV4TWFYSsK9VsFl93iHx2MdbNcZMVCaUDQ9NyQdRA7FkryrGR+LJziPmTopQYpHSS620iJscbblUd3WXsZbIzgyWism3lMtSvOKzG3ltCXu03z8P0FtL5gXkslSWxoBJERF23OuJhkVJ+FLYzrTIFOFbyvEIZi+uQNqqB7RG0pA4hNGupxpA0EwoFgQIUyBucuaqy5l3TN2r+J0XhSMtkGM4VpsMZRCtw7QDWKGG9buQVYB/MpEF/8ht8Dcjp8nCI4ZRmA+t5a7vWRpTOaSzrepeZZUIejvg8rzfOnfSqw74IR/UqbtN/dbklgP6iXOswwq+XPSwysRzqtoCVRYYI6LOvBqJjsK+H+uHC5QaqUMGnGaRp8XAighLgsViBbHVzgE4vnQEhAdG2QlAVXXBsYWFB0m4VB1F7HevHYtzwsYOthIEj19sGjYyoK5cS8G9UeSDsCrNlwXkz/PkSDu0j65pfRT19Gjj5S0+1F0HF93+OWhI2kauHk43qGY07zyYEpWipGrxtf0BdPdcuzuqbMCmg4shRgXenA0k5RBFybp/Yw1bwmJvyrhGE4OG3aIyAnSfiSU6dNJfqOcn3Bt/WnwHZl8ou+3n8tjwIpMfOqa1yZPlJaJVwgKBt2hiQkyIvgrg5VZMDid74iMPEcOBaoLjdIAVHuDw9TvFiYWSaUIADGRklvkJSblZ4m9uDjdCOS7is0re9+iphbMdOKwv20lycF01Q7WPOhEbwIHnKuEXaMjrbJOJUVkz5eg/LfvAVHK6oqjHFEe4vPDxcwJQgy4Weksgt/wpIW9vsqWnoV+sECiEBi8e13t/jhpaqcjtqgWVWgGk1bc9YUiDHAR8713uRuKij23hS7QG35dFmwFFeCCwRl7VWMcNMiFJjiO1qxAWUFd1vddm4KtSfW1z4WQf92y8H7Eh52tASijuPSSw1ShtqqpRUgn/1V70ZMZCXEMo1/eovBcoluFd/SSAeAKbKZI9k0Xc1zDRW+dX3LPFCuClaia7NbW9vnglp7OKbtvwQbx6QzGySlH9IxOYJlE4/Eh2IkhTNScAIZJBnQNC6LqA0/pQOe4ekG86E4kpoBXZJ+00htg7FDv0BxoPFOIjRiT+t4UZBpY2cg1Xola9eswRfYe4TDoIDGm4e6Ocx8SmqM0HikPFM2ia2Nv6WWmcFJ2+GUeDbdFq5e90LWqSy17Wrd9DqzdH1n1+ppsr6v94p7grqxsJjlpR1RiVlRsBPYOHGb+vvE03RV3aOCUtbw7Fj+vtQgNQqROZTX/UXIMIEOugBHAGcPYAIQMYEC3TEaeJ9mMhmlfxJeTWQO5omxWVeM8y3wOuFcyxxmJGbP8XOI2gjl+NQbzsTDQDYEplx2E75H8AgXMys68+W87ouELY1kkpQiZPxgK9PgqUw3UhZKU6cLueoskR/0qycYZOCy+ibkWD0Sx9uWWnkGi87pAnVx8fzOuhK1UrkiJyACUz+UenTQMeOkoG9+GgOqOifLxtoA4UoDcz2yKW5EqcDFWCxt+3vsbwFs63zNFyAnVdxR4mDZxrPYTRtbBbkjmf3TBKSS9kTMzda1CIJvdssy0TACKHoDZJC+fU+qZUxKa6BNgO5TB/ViW3zomq8vIJPWeYTAmra7pGcTqWCWZq/WIXNe6KscAnBMUWQjpNEZjIVGHypxJEaqUpwHMtPa55vHX2Bn0wE1Xt1ElaG8hfGqPZec84hKiXEP9Z8LeOJDEoaj+eOav8+GRUrT8rVObwm/kDoKJlw1h+hcnGQqgB4iO2RzoYTDdvBaXFYe42/Xe2G3oxesJ+Pz3kG966eWwm9b01qMKvtbExS4xzBuxMhq7EILfaO+1uHKZKQauaEoUKBGM1rdY7M/cjIc92lECj/6oz+Kr/qqr8IzzzwDEcG/+Bf/Ijz/uq/7uuBzFhG85z3vCWk+8YlP4H3vex8ee+wxPPHEE/j6r/963Lp166KkADC5327E4rp0us0TmXmcCceZD01PnxqDSkMxWpv+W+EgquXZrp1RXeYiof6d1U1AZ+WJx9vDrjnb2nNryuTBAa4Lg7WdZPbvfgg7Zi7MyreJXEoYrDldxdPnspxRoQfiHHxBt437+JkrKjyYEv6NuamnO85Z/68vM+SarC+ZUjhcd3J6tcylpV0k5uUTuI8BSo6Q7j8CVKv/ML/3NUWQUXoP0RhLaBblgHDu9XwShF5UYd82lKAdsWSej/pP+3S3CGyHehp4g9lm4crS6qQ+X0v7twKrKhiAydN9KdivFXRW+md0WbWF0srRIHVhS+rVV1/Fl3zJl+DP/tk/i6/+6q8epnnPe96D7/3e77X7q1evhufve9/78Mu//Mv4oR/6IZydneHP/Jk/g2/8xm/ED/zAD1yIlrUhs6pRfGQIEBnGNDPVOoXzoYGInzg9UmRHMn12p9ab+YsPtIWtYStRNaxjXU6Zmlm+kaVW6JGwiT4iFt0mlYtQGBbd6WdADpU/qEHYNhGfhIcI2kozeLY5dqkt47RZ/Tw20DjJgK9Zk8+bhpiPEl19E6VnFRnMAf9jaQKl7l/rSBFUARjbxCDLoOraedghS4qkLqMoqGkq64XUHVZK2CCgO+e84O1hknhttyWk8K8wE8F0HTeAgNhjzCcCacp1aRskkmI9CcUJqqUsdP6jokziq9LKX5uetQhTX8IGDS5e06ueq2NXuGzS3Y5R0DRcGKS+8iu/El/5lV+5mebq1at4+umnh8/+5//8n/jQhz6E//yf/zO+9Eu/FADw9/7e38Mf+SN/BH/7b/9tPPPMMxeix2R7wx+bBswfOU+JeSto1bhVLyUy7yZHaIW6s6Z4WQWJno1CelD1toU5sUHVdIeS5Aw9UHX1D9x3MbE/830bLBLHToAtiT17MtxOEtozF9KUZbuy3BmzMdvqkqOySB4GSpghpaUXvtMLFsoq5ohwe7l2g0iJnDBTiIT+xI8FyiBhilItPfGmpHZpcbyBx2RpuxmSlxbFDsxWpzMzPGR7ELt6WbPzuvm3PmpHSihqcDVU32iqlSJYS/oshmYrCggM7nUXXyyqEIBkoEa39lcgWFBsTu8W55Fdq3u/L2Y5ZbLZqgvNbLx9EYAC7sPdd0z4d//u3+HNb34zfvtv/+34pm/6Jnz84x+3Zy+88AKeeOIJAygAeNe73oVlWfDjP/7jw/Lu3r2Lmzdvhn8Aeo4tTdtA28HCnNJsa2eiQn9bnE6MTgVAPxIahH9cCyzNTWHuC4z/hUIG5VrVIyWrRO0ku1k7902Ig5v17Z9QPykJOc00FKWnkGfsUOfFRxeRD206Xiz/IVKKllrm6YN0OZbioeSejNWBcUz/FlnaSdcL9Hic/GxZlnau29KPOXFicN2xlZTq7OMmehG3pQnn2M4GVDSJeO75ExqTUDZ1r/FeHJdurmXXJD0cg4SXG5dN0/tPlqZQ/2gF7TfNr5zX61P3WsF+XbGuDk7ahqW58QTS3G71w/fsuSlWXu1Hdc2pfNTdxgGrBThZgNNTwemJ4HQnOFmWdqpF45ZST1XX+9AWuIdrPPtH2tZ2eMM3TrznPe/BV3/1V+PzPu/z8LM/+7P4y3/5L+Mrv/Ir8cILL2C32+HFF1/Em9/85kjEyQmefPJJvPjii8MyP/jBD+I7vuM7XgdVE92KNaDEoH2OtsNmMiG9uIGWPAKYjcEyANGJ0TSv9lXxQGOm88hxpxIYXr0Qd1nEZxcDkpghio4YMy3XFI3ZYzo5XjaXyg/U1emeVkreYp1Txxq3tRmWW8e6cft0fb7KLuJqWKrD1i6URiNzzD2ihQ7p4bIlxPM8kvjHrCHHpCysY++pBTGq3xQozk/lz4CTaQtfQda4QcK8CSQL3fh1WiDshjOinMbML5rEQMY8MuSZCZVGa6SUzKMKlN6qFWEosGsgukAaCNY8y9LWAYHw/a7S0u0bfSzjBp/5YjI82uJrpmMtpDccpL7ma77Grr/oi74IX/zFX4zf/Jt/M/7dv/t3eOc733lfZX7gAx/A888/b/c3b97EW9/6VgBZuKZJFi7C7OjzDsJa+HspqYxJCMoTfOL19MyDARJZfqNmhDwpYabjqDpzpPZnJ3lwH2iVK3y9BVBRjfpZc9+4mkZAm8NQ1E3BKaf2o7cwZJqonRf/O9kHLiZwqrRdy4pCgjmm7QU/0+fuJrEGBXokAhXnDe0sU/wLoYpOt/VEfDMAp9E/AgBLFbyDnkBotUhT+loNYQJEq8lclUpTcRXGNsC0h7a7t3YYPYtApiBatIwC7Nc8Jo1m0bJbWSv6oMCN2j+7pboJ65jUg2wXsnyUdhTYl4WDZQr496tKQVkLzvcrzlPdo7nlbCvWhtxuoNJ4TPikb0H/Tb/pN+GzP/uz8TM/8zN45zvfiaeffhof/ehHQ5rz83N84hOfmK5jXb16tdt8EcImOI2EhmqXnM5TqgltMppzZmnehEM3WMV0JIDBptjYpbTpXlUj1YTT866ZUKZToVTTzcHqCLBF1AprvL/X8kaGsWi//7LuP1dvum2pJtlzlLFXNJE+zO4mwD7DYGJUuhLsUmlRcGAtv7qNxHOZ0BGjY9fWOPK6gT5ngayI4/PCE1ua4vk8oTP01liM+EipP2az/to0QBsxifMzjtugPCFSBwzYWz3RqHH3MEJ7V/GWWRoqu8pmL11dfGz9udtOP2zp9VSw1l173mOKVFrGLskgbol6IIqUsPWcTKcArudr/WdtR10rYlnj3RjrEgh2S8GVkx3FFdzZHWdLfdJB6hd/8Rfx8Y9/HG95y1sAAM8++yxefvllfOQjH8Hb3/52AMAP//APY11XvOMd77h4BWOlaRhxSHj5APguPzRrilGmkNY6fNW3Y96oOlbB4kMZNWmEmRAYN7WPGTq3YQxQcSbenzAnQg9ZQ1vIY31atpOTZOz6gYpKiTeeR42g0zmOAW+mKSWX1OlBf6e1GQ5MgypI+ble5DFVQaLXQYiolszallRXD38VNhOU2+hxKlQHwNKAy1xEPJiisylEBusitpU070hG20WWx9AFa92yPj+lfMqSWVFEN0whrtA/LVONDD3KSNmbxw8A9mjg2NbPZlPEFBDUNaDTnYR1oDgMWSggInYGn5bWv/YsOZnRdr4vOF9LAKPTBdgtC/brWq3AzE0k8k4W4MrJCbn76s/ukwVSt27dws/8zM/Y/c/93M/hJ3/yJ/Hkk0/iySefxHd8x3fgve99L55++mn87M/+LL7t274Nv+W3/Ba8+93vBgB8wRd8Ad7znvfgG77hG/A93/M9ODs7w3PPPYev+ZqvufDOPp0+veLZs9coegAvaSK1dHxbANHFocAtY21rFnQ3IuLQdhkVBIPGPhAgozqzJngcVMf8I5efhGclx8b7CbL4USsDATkN7nSh1ZfJkI/4AmHc+vE/CqKCwJb4B6ORl9z/4lymL5PyjtMBllJP8YuaANpC+CjE0RATWoXjSJgEfUoJzHPGXAzFy0ACY680tRsYvSLCQMtH9sR6t+eUk5q5vico+gKUD2HK5bB8dnVCQbfysW5cGOpsym6Fml5S21u5uwXQzVb7tVKyQHCy40+5e6asIMVdkXrBbfXKh+pJSls3cNR1KEhTeqSuW9kmivZNLKwZsAtORLDbVfqjolQV/SOXZC8OUj/xEz+BL//yL7d7XSv62q/9Wnz3d383/tt/+2/4/u//frz88st45pln8BVf8RX4m3/zbwZ33T/+x/8Yzz33HN75zndiWRa8973vxXd913ddlJTNMG+/HErQPcximOepK4tj4ZRPMxkyx+A512dANaNS53+eyMfj0eGQwKoXUyMRL+FSaOdTP8PiBFmEvo8TpCcJ10hIiJhp0qwYWIrWb8ONDHlAAlA1atpvScpKygLrK1rnFAH2qwuVbBVzaSw8pFDTZwJ8jN4BZCvv+EnbJlENdDrtYngKR95pOQ06b/IW5ZZ9pXE9+GVjCgvqAbMqzM1i7bJnZasYPfzOZY2rzzVK3xnifyycXblwEHP54JpIcI9J3dZ9crKENZqT5kvj2WWUD9rFIFRSrCs1I8s1gpblI4zbSVsLtP+8VHU9CnddnUw42S0DIDpuPDlIydxyCcLNmzfx+OOP47/+1/8Ljz32mD9QoZEzcARrwMNkEeGjjJKcuCspRntduZNH6WZkq8YGku2zVkyUuaN3km2VM054PPso1Oo25LDVmydUgS3mQqIWG/MgAlkGkUH9nSZpmsDYnWhxup40em5uMBcRVahlhSjyptKzNq15JS1jpsykfWRWbw5a/47dfUeEIOJKAqkpE6P16ThBniq6g83r0Z18nqzfdD6oX4tteFR3pkXBPsxufazWj27d9qOO+KQEVYhE//Cuu0bwYgBVy9WXWxX8lXdrvgZiApwsC04Wmg+dTtC3hduReymIc1b8tJ3pmcX22axtlQ36zjdep+WQggZoOn8HQKk/N2/exBd98f+BGzduRDmewuU+u2+ARmOAmgBJuPfYo8TuRIqYrCxAdq8cG1zLFpqwTdMthFRHlgO4kM3Pt+TO6L5rC4F+GaTndGKCvuVh9YtymmxvEzfuhpNxRZJ+B1PE+y9lkz5fT36K5y1sHmm08ftEKUVXhqSBEKmWwb7Eps74KFpyLFA1n6oHTEcsbeq2S6Dp7RYT3rwxIHqAtTOUKheGAj/btG7kqPELxpvXOuHdR/U2R0qQ0+u7SO4VYbdfUmSs+b0WIVBAau2hfMrti9RV6PP9irr9WnDlZHFFpmuYv/PEm+AYHIdglYeOwYnAmRoU2hyokQTO0DQEtjzuXO8K2/zVyZCmpByr315ukLpgGAqf6RNOM8/5+mnYAlA/QoUZaG4l9HG9iDwOjGVwBUH/ToSmkJ4+xvEC0ugJlKqs8xIl9TavPVmpI01kwvFad27ORUYvTlwH275GEsQ0sQcppvWIuqzaxoZ+LUbStY9pcClBsJsoM1vjPlqT0RLj2mzSkGM0KWqayG80akH7oi4JOgHs9YshxYMOHHhZJ0E7M3LFnl12VN8CjtTVqNLWoDxpBtWC6iI7WZaw7RsATncL1nX1z733Wh9iXztlQ6AhcBwrF3oRx2tgcIXapNseHhUdZe8OtI2WNUyFZdnYEHQgXGqQ8q2y4W6c6lipFOTZIFNYZZ5mHQqoPvF2GtXmWNE/znXj8HBw/jKSzMJM2QtxvfTP4jSkA2urscTSxYyJCWA4sBKH6QZ0eBgLXqaJ303greOrtoQsy4PKhDWy7kjbyUKbKKrram3CtHuFpmud3jr4i/S9OGthB05559mxEoWSa39VBaXFNpLUSl5KJXYdUObUqwbECFiBwNxoTTvX0y3yVn7d5h16ISkAfd1qKXhfjGRyDjsRnO7qGlMWzMsCLKKHC/U8OXRzakOyYtDaHGIHykNJKFRyHLzvuDqReNJ7N48U8G0eELkDdgrKzqGdMBQuNUhxGCnX9jMQsscVsvH8AkJ9HHUgZoCFUW/u8x4e8+0GTp8ykCUseuNXNGsLC10H+gYN5Si9zv3mvxIbOlQ2mjabkvjk1C+akmbp2FVLmHRmrFo6clypqm1Xa6i0rb7HhpkVRZUjNL657451lY0KdJcfaf5o1gerBcpDzfW6SLOqJhtIchDU9uk7QtGS0lGe7zZE0ZO6iebUziGYHyFXFwGu7BbIAKC8DO73vhomKKzdouVlga+/eTwHmyRQFBvmrVDlxhSyvgivP7FKTG0wD5p5BxTQcbjcICUTg+UIAaExvP5xDBPOy+ykzUECdO0hA49pniN6BmtLXLxpnrm6I6RmpWNkd8yDp265Zyh6ocDcX1rXzgs1gaL9lTSTCFiNwNEMRsx3mEYa/QtuTOGaSriD05+2/SOkn4d8KkMMLlJCOSX2uaV6A7QQFkzOH1ERQLMm9cgcfZABXMOy1JJ1N6DPY07tL8LW+dQOa21geJGmzcCMKVsWsU0QxwqSXqmKIryUVGewhJTnGdjHIC8ggOr0kBjhoB9T2DiSdeV/Y4g7GCP9Ne4IednC5QYpC3GCjzTmEUD5dlXKy0K7+INjNMk6ischlcBP9/WNBCnlBv2FCBx+c2ZQ4JCZDlCbM3JN6lLR+aJfFJ33wJgeF9ITLWGk/ZXhJUV0oh+6jiRpBscpt6VnRrqBOmGlld3VNwhHy0XaBTXSUQ+W1dw3s7MMt/KONeNDYfu9F+2nItIwqFi81dX0L4FglTmIqMDNwnu0wUF3DmrCfQLheQ2BegNC3XGqGy7UovNdojmn8qGEslwJ8Lms2XXEwjjYBgdfq2TFbLxDr+fz2Kfd3sCmJKwJlCXkUDFnLSrDpncxbBOO04/DpwlI1RAmiYSfLmFQttPW4gBa7bIf4EMEzOtXRuw0GfirgoF+/w5GErrE/Ml6OJYBxv3TPxmJOnu/RjWl4gJkVtRB5owdE/I5iB0lpqET3eqbbng4rrScjr+EwRTlMeo110m5tDuv0L3FqhlC6UbllhJY5mBbVGn2ckazoZsd9S4i9rCNxgPUD7bFO/XN0gjq2IAiFu0C4jubG9SO/apWE9dxeJS3ZIY0RXbh0x+OcK2GNbKgYJVAs+m5CYRQSlh/8n5raTL48HBF/OoAzeKpA3U9s7PIVVZO5mjgnAzYXO0FzNhLDVJBcOpMyIJ8I9hi4cSFlhfB+XPdvFQ4nZjhJg/2hKb0SCYNMsqki5mGTKdn7QGpdOnGJfu7TIfnqrZuSoc+y9JGiIYg1CaINqz1jQ/8zlJ/+Gqjb6DRsjDP6185dcypvB4lz6gX1lK6dalhnxXfCu4F6kub2R3HNJNAtSQOoEjROggFvhYUYK/d8MkN4Q0Foto+eKjgZKDmqKWfoxjxsYHVoOO0LhHYy7VmtYnYOXc8/6yYA+zYdw2BCTXaAKihuIEUXHGhIjrA6p6n8c6XNjzW2dq62rlREanlxVcNxDYRMRsV7psAULP+GIdLDVJRvB2ZNsl8e3/oCCEbGbOuJhX4uhKH6Lbt6YxCPU4Gdcvfj2QN1R6RNjvn7leYT+TT0WEg2sbESPgBf0htMwwUhd4xeayu3ZcyzjNSN0tKUeja02TZNaqXpTsLenjMgIpYXxmkybjj1y68VN0IsqplCDvCxHm6ClR6J0roefGjgJgKVmk6zbz9ER1bAsKjB7FrQJ17V04WWqfWY7j62SW5oCTQ6ziRhC55vAdb+9kiHVlPJSUnBMjjmAFq1C05joGa4Ko1p/WFoRqGr6Xk+iKNpQfPjXDJQap1Ek+kYbpt0esdvrUxOZdSYC6AUQ1JC9RyxkJngkjtqPyjDJSpKCLKU0EDub3BxCQMZ+WZsCA7MwHxgKph/GzidHfHD1iLGkb6xVTC0Yzr1gCP+YrVdtA1hMPglEO2M2AuKZTSHcvF+UQ1YgM8LyvWr2CS2x25mzV+Vc35PbcC/fxNPTCVc69lNmixfQLfGOLnwRWc69pgieA7YqYaRQ+oykX8rDlTGLW1I51jcMWXWkvXN1lEJ1epA/22ay+sT6X6C7qmTwOPrPIPb26Iruc8VuO2j9+5I4A6krhLDlIcjhMQm6m038YyeCvbID1vJW53BdAz/mbjo8J9AlsxTBKMypb0u1nARgh0DRtemsy7GHpsi6YegvMrv3xVRtJkE5wOhVye90J21LmVEXM6DvZAOG7jPIxA3DR2LavUF2WFCLiImlD5tN97usW3KKV7nytbVSd08jV/kPEQKiuGnixLcMMDFUhwTh/2Q5xHs/J6RcjXnTB4nnN1z8vg6VB+5/W4vv3RQnJw67Y6TJWqcZDuhtQIETrdgjshWna5RSXejm5ATcFnmCWV/KUjc6b/GabJ/ZvHalY05ylgJbuknyi8u0lyFCqN6o590BTYUHZQlrfacGTlHalz7Ok0po7WQflcIIvHIUuPNGV6nWCg6yX1dk57IPTIUKDf6VHq/WQDPgaKyfYF8WiZtEx2zdg7YL8+tsA3UBSEnZcixfqIhy+7oONvHMtw/h6TDF/nKkB/6Osg2EJ9jxwQoB1WqgCXBDUd+eB96qBTv9jcZesUqbBzPDNnjzlWz/QhUnl06a47HwEGggLq3wn/iSkmQkNT4L534n7r+gjwAMCfuhd6mDdfWA0d/iS+6O7b3+Jtf3AsUgpb4MSX/MqhdmydNOIAdIH3YToZqGMnNIECKRNpfrCWtBkhKtXOoJPdhzNZHXn0vhC0ezYCpohxKQV1EneT5SGh3wuh8XXUPmnSHgtGBxSKkXwTAOGt/uICoZ7TFyuXpH1ddNM0C6WCauEstNAp8K+uav5efPWFjigJAhWpZ9uc2WJnnVZLY1wWjgt0i/eoADH69Uu0th06MPYhsKrvXYnUT6SH3YLcTt6XXdgiyMHBpQe1wo/Db8hjVQkUm9dSFSClwVywjlPWJyVYmybgYrsXn1VDcGKCOmDK7RwBE7c7z7tRqnH4tAGp2SS4AKZ0Qbfyhgk8E1BzJXFQMNpnq2P+8AbcqJo+gxbXk/M62u01jEFtfLNRhkTGz7u3tiuZlTvIq5FDwdEXHYTp1nzhHaC0VnCY2CSsxAWd6bglCvg5zY7ElQXFrgM5dL+iApOCQHgfz8Zg7JgdxZWWWbRBEnc1Mnyp2+jYl5xFBDuSlDzN5iUUa4+g7rxbmyBc2w6/ESCpnNet7AKpINUAoauveE+bnC2lE8xx0wiIDwnAWwEur+PECAAlDiEi+SxBmuMqlqzsOKYzEGVFuShxQzBCTBfaEq+7WZHmi7ZvgHvTcKlBapv9Z0/HU3Jalo++T5zBboaROJd+yIbFo5AmQ2PaVZM1nKG6Rz9HAudF00wFY4qMAkoJ2wI+0vi2FfqOpqydjmnKn7sbDOKoAN5WxS+FdUTM6Mptd0334ic6VGGu7pk9fwU20zAACjvPT1L7aauzCVvr59xIaf9Xcbi2DRr+ldfSiolrPC7syV8xeG/NAfXA/LEhcKtwEWAtstmvu7b2IlJpF6gVlxUCzBgqCFuPbK1nq3KQny2KwB6agOiwDQz+KPaKAa0LERvj4hnsPa0mGJqOkVCnp3U2JaYhbLDYDsfq0ZcapCx02tpIih2TL5Ug4W6e7lA4djQunjjkGDPGNpv1eJDSb6hkhyB49BFAzdDXOb99I0NQfI+uc9SHRxLJkgRk+ySNezN7Cvx5B3Vz5UIE6civ9KzTkKXqYrr5QEeO15ECK5gWVEzJsvdi9LWAUrX60FBS+mo5Az3fdIE5OEVR2Oqju9ovZAE10Mzf19pRFbUNY17MJzb18t2RJgJPoWKOZ2yRxc4mDPSlUvwQ4azq+bgVKa5A0Lbx+qxS6fSNJAIpnrBmOh+Rl0FI6YhjS68bWCcd1x+fFiA1bGoXydyYBzSlJH9u5FnWto6gqBMOs5T092DhND1IYTK6juuMedkqbUbZeMJesOSQMhiBgxIOWVIbxWfaqsYoSetN48IuL9Y8NWL6fZKeCIsubDgFZ1EXkpd3MyyJKQUFOwjW5GrSvpVwD3ezpD5Wa8RfVhVAehuqO3UbXAYVO+B9+6jhZHzDEVNkyeVaTDAaFSUngZS2N1HaaetkPU21EzdGEmEEUFIMsFj5sHQDckJUv+sAzG0alrbFnk8iN3DUfuzm/OTNv6YY6Po6hOcIMap4Hv7si/Y5s6kwMeQOr1X50UkzxfYi6xGXG6SU6XLkxtU8ZhAvY3l5cQG9FY4sZXsb4xtX45F2uvuzt3bpbCsDm2ELqKYDUCVJ7CnesVSGeMNf3bViaMbWuX1MCyLRx24P7gTjRpbwkbxSuq5wCrzdUeC4hivJn+wyZbzRoQyuAIRd9QIAtK7jG0ViGwf2kydrC/987FRIV3qh3gWSu9WqpP4wzvUyWTcblqWKVRGzTJSZSki0RVDZuPewiLQv22KYRqhtbKdp6imnGqMVGl8JpIQ32wbKfJtG/kFDA1HlMeazGSHDZk3DpQapGUD1Eyyo7seXZxJgPLumL9qOIgcWrglCmsddEcpAvB5C0Qel/0TYHITtEQBMKqgykC0PYMDnVMqhCT0JB7LoJyFm1LrryqUfF1lS5Jb1c1w4BqDEu2xD+AomOFlcDw/8w6w1lRbtFPGB1TPWA2b0MUR6XFy+y+J0LlBZGzd1PBos6Wo22s6EGaBGtHRE2OWYX7RslLLB0alvCPBcsKfcyqN5XAjwjVcmgzWANqJkMEdEySLLituoPNYsXCkS+oV5Q8VVbpdtGhn140a43CCFfsynaQ8K836iHht6Bo9sUAaJq+amgxx32TAAycAXNKNtOGU3Vas3LvQHUU5TDhMMAXqDmeWI6zkFbVzELauwPXyWZyZRufIgayQ+C+mLC8+WseREnazYJkASnZ18zy+MWrSeYQmYsKG6SsibyuBoska3x0FbPde6bR50AOvWy7FzOgMUz5OS7lzuTtqZ2iFtHPkcUJbxnTWY+KOYaV/rV3yK67kljuOBkNONlJDRtQJmh1Ew1ujrSmxRCLwiiLV7bYfujjwiXGqQ0qCLrL3yP9aw5nejB3PhuzVHjPVNS95IjDj+PdgcnvLz4ksg5qAQ/yQB2ty+6QNPz6lWH7TiLY16iya3vQaisAm3pHt3poDXbTuounpGN4wktSxXTuLIh2WUThmQyFxC5YyYChN+GTBoTldabBTuqfpJ+6O90NZHJI/f4XDRzZDjOVTo76COjAgy7jPlD/1xgZ14YkJZ8UuaHw1IC/faMPv4Oiebm9+UUZWiRkUC6lEL2G4qYOuJgYjSJ7D+zLGkZPCSXzVRSAaI90gHMK5Z8XC5gJxoz4jMLzEiV1XTLFkr7Nn+CEwdP1JBGoo7hg0k/BxR0xGpDqSdzPatXD51U/lZ4CeleBQ6i802CvRpKi9I6KahKE84EZ+SEEt1+0Tu9Hm75i3ImcZo4fShF3FzUNC0ki2oUQ5BeKk0vvs166V+w0M8PHbCAaVsbCenuZctFk41c+NPI3MbNhhKZHjAtJZoipDtrhvQVuJ9WC8Kv8eJ9sizI6B01M0H0IbJRkgTrD6zmtpw0hiNDO5gV11QyQAuOUgB6ASVCZ6JAqGPs9hza2yAaPenqKeKCVBZhep/PAwmbp9m9nAMzpOINySYltxNqtSXR1Q/gPBxhRdXxvtiLO8Gsm0B1aG6B3mD5qnPlG1LSlsmCsygat32ve0Ki61wsO4ebea30b0AO10k7QVKRTipIlUY2SQmmlo6mc5ahd2UxNLaJ9yX1ku22WKkn9VBn70uYHVcwIQUF2jwpYesw+YDbt2CDOukLffoFPMKTqFIA6K+n/Pd8e251CAVkZlEpO8RRScV5wqbcSHrkqVEF9l0jh0SviRpDvvSj4oaP4mm4IXqeOPCtnaPZFFmbM0lbDopSYOWFDcKST+Zf2YgVNDbI6wVj5ZNQM/BdUhKyACoWvWAD/MdzHqZHVSUVXZQX6X0trFAglXkWZKISQ1mV9dImJoAbp02gonhCB8hxyzvNK32sVpycyXDypqxWwDwkiLVDeqKrsXyafCDvqu/UWkufVJL589LyBtL2AhDME/x4ZpsoeJRa0GwoLR9JWQrVMz9aZKXGqTGQVltNMIHBB6VwDqvi4OhbdBVPRFpqfwLAM8msVFPdDp6Ki4eLpZraPcF4eh/PRxC9zoCo3HL5bmoOC44aQPLAoDvatqgMU3E3LwMCLbtm4dKdSpCsgBJnKWMSp3QJYmcQ1ZnyX3ZRQ+ezsvr5DnfJLBQ0D88eoO53b27Jfyo5qD3eEKtIzpKnj5bvZ3kRDOJ4wgpiBTiqQgpPL4r53RmjFZaUXBqZWbMJF463Ib4OLoA4/FPBe1rx0Vf1gaQrTL0ABWJO44kDZcapIZieKCWZ/cemE8yh25aQ/58LDZrmvhu3BC55mECLjPlpz7rn+YXJp2Ho5B8oyyqo46xmeQM07mf2yEMhdFFqj0gW/nFXp/nM4A6ABajOcoPGahCBonjNSu2CYKRSmaum6PWY/oyreSj+lTmfaHN7JSVQTEMGFR134Z4f5SsyxtMJipTV+iUByXE8FpM2FQSaNDI/nMuWREwETV4VyneRLnXzY+K0CMJYTxnCoKCa4ktCFvHC/2O2qj2ZOputSgLD/CR4VKDFACwfZ63/GYj2GwinQylzzOuYiTZijGRRxUbbNViTfgMXqo6hIldlUfGb5dFJylTIWFOXhC4phuPh7f9WW2RPkpLN3ORIt2mhAmR0/rC7tCOHSIXsTAPdQ76scPbAtMeCgb5hW+8Xz16IsmGNWoW+sbVUeMaBfncQ8OAegQn5v46ULMrkU3oAdaA7bfJZncZiAcJBmmzDOlaQdvWmEfTQRReShnwRbjR9tK5fSWXMm7/0fJgrNWYYmPgQ8irmyTMrSfiJ0uAHJwEdmGFv4FWffn3QtRecpBi4TLVOEnvGWhyBaW93T0RsAf6svZ35EjdBWODJFT/pqA4pDUfyp9yhspjmYeLGaeYiMLtEmfYNRiP9CgJ93nR3WSfSoJYgcqFGfVjbZEE5aQN0/tugjYuJaTlfT8HDSFbR5ozqomSLO+6hHNV4Jgw6nY9kaBMU22EokoEWxNNATywviG5moEVNczXPY0+ghH53vsMUGOwGo1frzyQ0t3KGk3/IYuXlMruCX0o8Xgu0x2vOXV93lZETb4lhYX6yoFvWM1muNQgZXPzCMGd9+lzqH1JDjz70V08h9XArAVqmYGpm5QILzGGCvP7IwcqO0ITZHqG6WOTtwvN5WI8aQ4ORypkQ0/dLLzXQo+rb/S8zMrdytaVe3jmVZkz0IAmjKns7XxyfxDSebu26DtcmqdMpy1oy/z4JgcVd+dtt2MnVdgpvcvA3SczoGodduwafea9fkjbm3TiOfwl6Sjk80630XWYbxPlycZ8oJh173AR7ZQiysWBjMzygYMozcXpCdhisrSESH2mYzx7l06zHMvJlxqkjkEpfvVwqHnofBECKmP0PHpHmzEDGoA8LDyxQyvoJtCpeY4mwxOWdFf4AdjVdRzUZOt1pKfKpKiLiNn56KaXBTYnbs55uE5NNzOojzS0D9QQqckCM9RRNI14x6orbBEXJhPpPIvn3WKvFwQjH7ULoxvB410aUDPYCGAnf0sR+9ifltx0+pZHrExdQ8la+jIbaMk9nYK6sYTq3FAetwBxszc7OZPm0zBzo6joIcB9ZcMdlt3BhCX8UEqTlmPQjvRp/0QXnnT0dx/FlAN9Q2E5nMTDBz/4Qfzu3/278eijj+LNb34z/vgf/+P46Z/+6ZDmzp07eP/73483velNeOSRR/De974XL730Ukjz8z//8/ijf/SP4qGHHsKb3/xm/IW/8Bdwfn5+EVJC8C5FlCz2VE8Uhvt59R/iGokNTBnFFd/VQk7aoQBLdKgLRyhi9DLyXMOoufm/7dA/Z79yrMsnuf87xEJi/U7vnIdWjPryPmXgYFy3w0WrOVS8pH/VQsjjl0uZma70LxecBbyOh7ZJiAsaL+d/G4UO6bpPWIL2AYTqEKfbdobBwVBrtinYyhI47Xo95nVSj2yNagwUtn5yIOQ5dyhPKWxDubsudEW7ocvW3tEKrrZ7oz7753Ozi0f92KP9V0qY69t9UNLvKJd0OfxLwywFShiQUnJeLe24CX0hkPqRH/kRvP/978eP/diP4Yd+6IdwdnaGr/iKr8Crr75qab71W78V/+pf/Sv8s3/2z/AjP/Ij+KVf+iV89Vd/tT3f7/f4o3/0j+LevXv4j//xP+L7v//78X3f93349m//9ouQYoE7yl8y839RZw0ihuLbX5PUY7AY3btZXGJeKoAZZsgsYvNt2L7jw0woTQpmITiY5QbGw+wzOB2Ug9A99xnmQjdD5KFSRuHY/JqW5fOSFZAojsd0q/SiZ8X+1VqGPHigD4NQ7J90dAVBRyVfpD9mwQUdAZX0lCykPArlzf+4LdZHBSiTUaXpfMHQqAtzGEHoW0pSFIIiqe1szxYRLEv9RtSi37QaKKgd/eHa5ci6NkBaNW5FWUeTLFs53MZBhVTxcOoLK541war9kuRuHLfCRYzrnwQp9/uGFYCPfexjePOb34wf+ZEfwR/4A38AN27cwOd8zufgB37gB/An/sSfAAD8r//1v/AFX/AFeOGFF/BlX/Zl+Df/5t/gj/2xP4Zf+qVfwlNPPQUA+J7v+R78xb/4F/Gxj30MV65cOVjvzZs38fjjj+Onfuq/4dFHH2taVWuQaqcsMvhlN0EYL9eHOHQznDqWX1Y73HXMh6YtStIipLsI9M42dfghlONWdDGWb07snHVEk4SgZR32hG7TeShnHtP7DbkEo2hQ9Ki20VTX+WpKknhHW/oLuYq3x7MDIKEx5TonAprXVC5OwfZzO2S1S8kteL0hWRQ4PBenrj8rMr+EWgODpt1301F6kB+Qoy7RLeUvklTCdbGC5/nD6zYqH8zKzsQ7g2jZhfp29IVhWyu0tG7FRYtgIigo3Lp1C2//P96OGzdu4LHHHpv2w4UsqRxu3LgBAHjyyScBAB/5yEdwdnaGd73rXZbm8z//8/G2t70NL7zwAgDghRdewBd90RcZQAHAu9/9bty8eRM/9VM/Nazn7t27uHnzZvjHQTUmnXjcyaUUrOvqmof6rxH7tOl67TpuufTnc8ZiMz6a4aT9lGJax+h5ML+oXVnbPZbJrYwJ5RLUbrH0WyW5yyHyHbukxmXcny4UFIv716cCFaNSDpW8mU+BWpUQDeyGw0Xs3O1UrCz3SrJ0aTLFWaBenAL0DKDpyziZJb/vMUxqOopZMYvUL+4uw51yRxbbq4LxMd9T0228xWyoWhZZs2Y0U/tdViDIgCwX1rJiXVfo8kKh+5Hs6GRfWauV1Syteh09O8MRIbkXZODgehSklE1+v4gMu2+QWtcV3/It34Lf+3t/L37n7/ydAIAXX3wRV65cwRNPPBHSPvXUU3jxxRctDQOUPtdno/DBD34Qjz/+uP1761vfCgDEEirMDouAMMGzoJ1M3TDRKD6sAwhrOn1wHOiBMgLhoP6Ulmkp3RSaB55YckRfvZ6wBedbIeKmHDWmrydk1xjXlkG3HPnvkxkyPfxbrz/ZFCR6CPCUH7coKC1P9A9t1uBpQvI8SiNLIaYchqA9jFZ785or38ONFbiy52tPzr8ZEHKrrWSb38X6SYFqXfdYV3f37dcV+/2Ksq5VAV5VIV8dhNYaX1YFrJECTTIpo8/G8LDsqidgxPmzCLBb5orDsbx637v73v/+9+N//I//gX//7//9/RZxdPjABz6A559/3u5v3rxZgcpUFA7qTpsFcWVsM2gKd1PV8cs7mJRZSyhX0/AOHNeyI3Vbd290UCYcnax9ONwPbcfZDQcG7ULuMuGL0UB/crv4qHDQ+3REuuyKOm7Od7kuFOaK1OgMlmLAkbVmlYVkiBxN0TgdxeqORe7EEBEDv2BaWn5NywqtZ0g18wAMZEsWxiWSmhwotNmhNOBas6sP1p+6T0V3epaiZTLQFKxYiOx5YyxfGpDpEUh07wqmr7sJUGtuX4Ewj1YmYyPcF0g999xz+MEf/EH86I/+KD73cz/X4p9++mncu3cPL7/8crCmXnrpJTz99NOW5j/9p/8UytPdf5omh6tXr+Lq1atHUHZB6SPjKXvAFkOBcUaLGugE4uUKM/EBYVvK9sf3vGwGz2P3yVA9kcxU+AUFmAwvh6WHJxf2zYypO6gpH1nu7L5XV+aJt6q7iKdrVI7pZNxvg0J/bW0pr3CkGR+3VrkBfunBMf1LhlGgYUBdpG9ARDhNgdOFMZgTd5Ex9zW2Bnbq2iPks2dWeM+VDlQhtsY3GeRW54B/yHBVuhQwI7oU2zhU8xA4jfpc6isGAsGyrkdP/wu5+0opeO655/DP//k/xw//8A/j8z7v88Lzt7/97Tg9PcWHP/xhi/vpn/5p/PzP/zyeffZZAMCzzz6L//7f/zs++tGPWpof+qEfwmOPPYYv/MIvvAg5iFzhlsFY8NKTcSILQbEZTh9PUVgrIF8c77pZ1RwvA3Oastr90Zx9oCHTbFGnGk3e8b/D1BxK5x68i9tw0YIdUHUxco9Oyq8KzHrmuHK2/x2T17Y1cyNa+GSDk+tax9fkLmbXsjVst3nMmTFm3Pt65f0qKX1MZ9fiKRbtZ8F8XHuT6QJjwLSQwllWBBdfkCVpnQl6P3PbjUkugzLDqzUAuR5pDZNMvgpODkq+HsgIl8ZGLcOGot1L2pNwIUvq/e9/P37gB34A//Jf/ks8+uijtob0+OOP4/r163j88cfx9V//9Xj++efx5JNP4rHHHsM3f/M349lnn8WXfdmXAQC+4iu+Al/4hV+IP/2n/zS+8zu/Ey+++CL+yl/5K3j/+99/pLU0DxdVzIMeMRhU7Wfh+5ShsK1uTEqf456q3jrYY6LdnGepHNPeBzxNO6nqZJMSJ2bFeLrH+wwsXMtsQufnWSDfhwE2DEdbZDoWrOSQFLhfcNCdcDMCghulZsiEBdfQBWvfeLZR2H00thBSVcF//ADqsUpzQohbpNk9zcAoiJwo/HZ5VvGl+An1UKuQOdHH3vmxXo0OEIm3BEL01C0WBYTVr3VtCYi8xtbWKIi0M/UEkV2rTBrJsFlg+ShAfWlcadBuDkNZUIqglLXjbYH4VnWTl8cx04VA6ru/+7sBAH/wD/7BEP+93/u9+Lqv+zoAwN/5O38Hy7Lgve99L+7evYt3v/vd+If/8B9a2t1uhx/8wR/EN33TN+HZZ5/Fww8/jK/92q/F3/gbf+MipFCYC8iL5LpoSC5fvXImKoMPoPGYkN/cNZALTN6LpNhIHID6mIpk/nAESIeK24q38j7ZJkILFxuBFoSgnc2GaSUpDVsW9HyLlvzs4gB18dBbMPeFVhfQMC4+Q22mCQOCdH+LX8bc/t10aBtHrfRNRxfrA04dXGrJYjErx1x7bqJlfCntOy9KqZ6Mkb2R5rYM9fJ6EvGhga5q2UkJN5qKfVMqw/Ah5XtdV+zXdZgmh9f1ntSvV9D3pP7v//un8OijjwKYaZoUJN8OTm8eqNa9FcUWFPxamQptLmp+2iyhrod4OkAc0Dy43ZbmYxo3iDoqn8zSbZdiTw8IoGwRfWqFOs1c0NGjkpJ9MkJUcREWFSYd5wpRLqr0vHz/RKWr/Dh1Tie7E7yFzUPHElmiUMfFhyGypvSdhthat1DZBVbDQnO32xDCCitlKpQgAEQBCprVxC/mUr1aWvEMVIN0PFvdb8uAhyTkHwdJGy+IjkazHRrcQKzvSn4Vg/qOFPh1Lbh16xX8nt/zZQffk7rcZ/e1cDGG3dhkMHnAjFfvizMZYEzFg+/ay3wjhJng5NrLGyfCpKxKU9AKD7Vj05YZgtJAo0rPeWeRE3jkKLzBQj4XF0XmkZ+RoBw81LF990fbfWHFyMrq5OqBkqOMeN1h2JbedJ4T0iW72Ljk9BcdFjdgJ3Mx1RftKO9M6TKMO3r8la++Ul7v4TWljjY3uUJ7gIJibk6SGwL7lAZUaT6kdBhRcEBE6QGzrD0NGQvbcwcy70t/f/U4HrjUICXgeTxh143nUQYNzPvSD6t1eouzRcgBm+u23OrlKAnsliEodaFUuNt0oyVQ6idwLyi6ZweDDO7GptcbLB+72scCagzdsZ3mFJmWEkI5KtVW9oslGPDBDAfCUtbYMKACjiFmK3Mt4P5B9yIPt2sY0TAbI9be2fLxHXvzEBxh1IfjnYKlN1CSwurWjzRAYoCqn2Jfy2qJh3KogUfX3lKBCqC2lTUuSYT5sc3NrnzX3womox7La6LF2ld50l9CDpu1Sg98W+FSg9RsBnem/UYBWdCpxhHXnNz0Na2g1CFZfcteX2WxYTMz2ctewZsrGbCmrvsBVk2SoXtyJEDNrKeYJov+lEox8XWj1AxMSkqTLkMWCckHOvHrpnBE1a9nEOo3477clRcmVrlqbNEMkk5uj7G8jtH4jw19fRexruNWbbE4dgd6ufliJtprvpWsDJYpnDGAmf3r28UbI6RE+cWbGAI/UDmeJPZ//06T08ctrzhWULBaqQ5cXCW5Oz8jQGoQjto5ZOrQuJMckkoXy8y5qpYwLMM/+1FELSrX6nQAs7tvQKyvZbV7N4yytNm2Jj31MYLiuNC1XibX9xlGztnxuYcb9fKELB6Vp3vBIOsF2nAxm2CQYVj3Nq/GtIPCi1+HT2WoFLkwYI0gp9jfiS14wTAiaq5ezGqYWaFHUWBz1EvLO9m8lrz+lLQBFujBinBPzGgMioFWAS8v5Gb5nJ4f7cT5qvVGqmwAqEG5BnoDBaXRWApQ9PimSSjimQqq9XhMuOQgxcLqeHASuldU9+djhuFkbnIf0csDCVhKIXJnbNWYTipdUfZPkGAqu7dsJ1xMElOW0G3H52y/OgWOzPy6LYG++izEZt+/Oq5A5KalXVKHSebTSSwM1ihq2RL7YzOQds6GlW3cObI7D/gUN8kQ/kkdNSzeLbeYaquWLfrmoHfRYEpssny6DSu1k4GQZlRGpgnDPJomz21XYgf8w5UB9CHFygwRsJIcbIq1Wnyj0AworJOdeiX+8Z/PLEtqNkE682GjCH53x1enyPl3IXKGTkRJ95PQu/rC5tCurv7yWKF/hGDZzvq63lc6aA2NM108zzFlHVVmZqT5WEzNsYE2+rrC0XqZBMVI19ctewOte/dew7I7wSI7LLvdQK4zZAjW/TlEFvvo4ijUNFLLmzag4PzsHpZlh3VdsexO4q7YlvTwrsUO4Yd1zfNsWAHpooweljjEZGNZMt9MEAtpm8+DQhPkjiC5z1mmiOWRoo/67397ojGS8bqVk+g0edWtPt1AxiZR0177/iraqDaWx8+ETwOQGoVegAwtCwEkDcA2pg0YvFt4kfQjVL/E+E0rqo53Z3FJvPWyjgkTTeuYnBfORwyfY+9fiX0Dw0g4jQjr0SfpEBes0gV6x2tD4Nx4+XkoKSdVq2CBsmwUgAXA/vwc+/NznJ5exW63G1twROR+f4azszu4/tDjFayIEr0+39/D+fkZrl9/DMsyP+Bmv+4hyw5nZ3dw7eTRcRsg7b2gzaaGHMfFxdC7vkbI5NbG3MrI1hDz2QHVl63vEqJaEfXlYysxvRhVOibNPI54rxXR8kPesVxTiNM2sIZ4+T4rFQxcpZpfudXD8OkBUjOpkTVGvQtyR2LvUXzVKCJj5ZrirpmY16sbMEYn9RWYGIUSImlZwzI3wv1YTdTc8UaU3C/z0qcA93qtoc3Q0znHxsnEHcW+ATSHV9/eoHJYmx5Lv+KpJKVvd1euXMO9e7dh799s7HxRi+DatUfqOzmZpqJKdUFZ1xlRVvvpySlkWcaim+ai8v8n5/XO40dDgLr1W3fWGV4VnxIdib3ECBsliqdxc6PZWGn927d8C8TAXwbPB6r1xJoq/IfxZeQPLv6vZmk12SYPTprASregl88IkNo4np/j0+Mosgs9H5QTbpZm2hZmpVwpYtU9DQ49WVtbWjED7Z0KnQOUzJq8kXwj5WYh+tKfXx8XcsKxhjfXT49rW4Cm4fi/USFTOipdAWL+rM97GEr7J3rKyVaaWAMffnxyegX37t2pqWWigAHmktb3ZboX0OEFG68LHTo6GNhld+pEKQGJ1tBOsgz7hh0CsF5dOWCHDrIVAirAXjfRBF0VvQDQjQb9hgPmqdXcaaNm2QaYxl1+RJNbYmzFGc2zNg7DUseTFPYARa0/Mn222aIpNBd7Z9HD5QapwYwcgdb2gEwAjgZZmi9eilQcWRcA/bla49KQ+JOEJsfLFuD6JDmAGwefj62ji4eLr0ttACt8KNlwzZ6dzb5NWHd/myBmhb/edFvPt/vlYmGWZywcmN1KAc7O7mFd99jvz+va0LKkMpuga1HnZ/ew281EiGBdz63MO3dexfXrj7aNQD1Jtc491vUc+/0ZTk6u9JTbWHsBQ5VnAJqlSzR8shkdn0fGs1dI4OA+KlIVu+5g14FfrKR3nboyaa2zYIV+ncHIT9vjBVV+6a7jKD9LvCLwi+r4mKCw+6+oEajA1q9RQZ8fES41SB21+C4HEgwZ0o8GcebTnTCuZdob3Tk31xmqdXTKRyHZBnMS/kMNddgOORLADiTa6KJ41zkQtmqe5h62JOkP942Bh7QFCyMY/CS4kpIyHihIisOod8vg+ngyh6K8C7dfewX7/TnOzitIXLlybVJOwb17d3H33m2cnd/DbnkF168/gitXHwqp13WPs7N7EAHu3L6F69cfhc1aiZr3vXu3cffOa1jLHqUUPPrYZ3eUj9XBI5REbOFOnFUsa++LD9RKKS6ae/eXC3Gzpsja5mOYygYtvMmK3YEFFEdgUy1nwbIAWJZwoG637MFbmTXOwJlo9dZYnbzF3ujwDpp23SxcapDKYdMNtnE7wrpCmtL4JOYkNoJ1NAaSoespWEmhkPD86HPxjn4wCMz0ln0CihcIvF3dcr8uC+d+wkUsltfXvlFRm7rBEcrB8FqS6LowaEXhsV/PqwuvVC1+junSLK499ufnOBfgytXrXfECwbIsvj25U9gcndd1xX5/DqBgv+6PbUguNBMKoN/EPks5LptPKWmps3mnQGBmEpfNgrq1WcEJvQU1OhSJgSrMI1E5RdYKp9V72uCgL/wucOVYdE1Rx61tyKinsrf81FO8saIUPT1D6YvvgIHyZavs2HX1Tw+Q2pB6w45g63Wr2GYxMWeItE0pwRxgbUw6evi2P3D2iME6ROuG/J1rkNuF+b6hIztrVprE3+NpmNlbQ9v1omQdT8kAgEbviL2ed8Xy/WHLdU6rhiF4dUVN7JRjqnMJ6HMkK2DLgt3uBOt61/OwQih5m3QWtBOSjjJ43yieGGm00WKx60P9xpsguvRxcGx7N++0S0pFHxeqAgOFG0alnUhRsMgCkQXLTsEqrakFgBuVtRINEZR6gNLrz1hLqhmeqgECWPd7nJxewbRjaOKOhEJ06RFjssbQkxF1BPHy0JggbqS4yIaDjTAb+6bUzda6mO4+xcXh7Y0JvTU5fv5rE0z2dhbwRUqZAe1IAB6Tn5+4wGQ2CHL8KKE+qG5GJoDZqxe8eaAggtB+f46Tk1OKGYRPCsttd8AhTu+xPWkuhjklXsMkUyhFAUikWS0C2iVIVkqooLewZpQyINVfTi8OVCioZ4qWqDA0UjmuUDlx6zlZd0dvjrgYWF16kNrv93WBV+rC7/78DOu6h8iC3ckpSqkvCpay4vTKdSzLglKqa2G3O3FTd9BpDa5wzMxxK0oBisVFAqMEUPZ9ml9b+eshCKM4oTzBmLjz8zNzZQiAZbfDskhbeN+B5u2Rgn1LMl7W8EZK3u2ypkbTG1xlcakFFaJNRFJ63kIgOLt3J4DUsZW93nZ8UtWtgk4wd2AVFNtoDTHgufGiQHDcFm2rlzdKbGxKkPbcql5XlAUQtM97jEA9AFRPV6F+eL1rUDlcapBa1z1K2eP8vGpo+/MznJ/dxVoKfvUTH8N+X33s9a134OT0Kp56+m3Yn5/hkceeBCAVwNaCUva4eq0u/J6d3YNAsDs5xXDal6Sd8Msh5O4baeC9uKfvSgWgqvXt93vsTk7AJ2Ag5X8j5fm6X3Hv3l0UFHzsY7+M26+9gitX6k4r3YG436948k1P44knPhvLsjOT//ysKginV67aOt5+v8eyW0gZuISB3Wh5yF9XgW8MII+AaSiiDknr0l0MkhTcee0V3L17OxR8vj9rY73jxIerSmXz74UybySTUeTFiuoyFfstoZBs/2ia/ksJs8EwqJrET0gqc2DytatxY+pnMwBZgAV5ngrqYdgFQ7pMWYmbJVg5j5acPsPRk+hSg9T5+Rnu3L6Fe3erhlbKirOzM+x2O9y+/Sru3X0NQHE3253XcP36w3jooUdx65WXISI4O7sHADg9OcW9u3dw5+5ruHr1ehOqtRPv3H4Fn/Wmp1FKPebl/Lwe4WIAY4umNUs2r0fMpVYaj9P5+T3cfu0WRBacr+fAWnDl6jVcvXYdp6dXbWwLFe2fy46bO8I3qQpw986r2J2cVisTgtPTKzg7P0NZVyy7Hfb7c1y7dh2yCK5crbu6Tk5O8Ksv/wrKukdZVwgKlt0pnnjys/HQQ4/izu3XcOXKVZR1tcVuWRaIAOdn+wpYp6cQEez3ZwAEOxJio3fIPIwsumniT2oYzf1Du2d1dygAnJ2dYVkWLMsOehJ+3AjTT+C5JtysVlEhWO9tkdt46iL9VHB2dgfr/gyQXat/NTcQUHlTlgWL7Nq8uetWQCnYn5+b5Xx8tcTIJN9KKTg/v2fb0EPT7yO8Hiuqy5sFrloYHE1gr2tQs7UoP3qt3duux6T4DtRbq4V29s20qBkeeOm1jIKSvEC+MUKBMPCmgXC2rtSqYjq9jZ8x7r6P/vL/F48++mjQUESWyuT782TtNP9w2ePWrZdRCrAstaPWAuvkUgrO7t0Bu+N2uxPcePljWPd77M/PcHrlCkDHwNy7VxeGr1y5htMr11AtoHPDLgBY1zOcn+8N0HShUhbd9bfYtvPz83Ncu/YQ7t67jUcff9JcJDYHylotxvaSnyyCK6dXsa4rzpprc1l2kEWw251it9s14BGcnJzW7cN37+DqtWs4OzsDSsHp6Snu3LmDZalpzs7OcH5+DpT6PZl1XSvLyoq7d+7g9PQK0Dw3u2XBDic4u3cP+2bVVsv1CgoK1vMzrOuKk0bjuq4VrAyj5lrep2RI6wW6DmOvLbT7/X6PO3fu2KoECnDlyhWcnJ7ShI0CSLVRgeDe2V3sz8+q63q3M418WXatjCrMz8/Pmqa+Yre7gqtXr0FkObgjVOkH6hbw/f4cS9MhPvHxX8aTb3qmjjOAe/fuYLc7aRshqgejNIWnYkwcK/u6rLWOeqzU0wb4kFzuz9JAb6cgdZ9sYMI3NvX+Q8nXJVxGNx8MePPxQt2uPpVNKEBpciEomaosxDUnJio2bTbuhx2fcaza+DUXH28v95ep27NkZfXW0zH0jcOlBqnz/Rnunt2t4GFIXkHg/OwM+/05rpzuqnaPBefnd3Hj5Y/i7OwM+31pbqg6UaqfdvXJI7rRoYZ7985MQ12Wpe6MWaQJgwXL0o4naRNzkaWtldVy9F7LrvkXW9MR9U+jAte6PwcAvPbqDQgEK9Yw5tXNttqE3q977JYddJH26tVruHb9Yaz7c+x2O5yfnQEiODk5wZUrV60cvt7tfL3g6tVdtZJAk1Ca24LnV+K3ZVc17d3uBOf78waWJxDsm3DzLf26nljXCUs3OedhZF2x5TpLl/OMg9O5WEpZxDbmKO1aR2WLpvCsBctSAUogWNTQbmn2+3Ocn58BKFh5zKTxEoB9e5F23e+tnnv36sheOT3Bup7jfH8P6341i2pVIbLeq5uGTk6q5bPoFuPKy2tTYLSNvEa7X8/tsNhSVrx661ex252gQLDuz0wBXNd6xp97DQRlX1/Y1V5VV3vZn1PcGe7efQ1lXZuldGoW+Pn5XXcXrSvu3buNtWgfC5Zl10Dy0JqWh/sCqAtk4XWYrl61OgxExuls51yotcmSddU7z1Gi96XqvGpNl35CdqEtLdgSA6qfLzz1stWVhwZG67qaMqbgywAVwMl0rw0L8IhwqUHqVz/xMdy+/QqWZamTWarbQ7AAZUURAX+E6+69u3jt1VcqaBiALFDNVRMussNysqvg0F5IVOAB0MBmwW4BigDnZ+c4u3cXuyagq6BSjahu6jAgaxquNNA6359D3R26AUQguPGrH4Usu6pBr9H1UsHmFAqYu2VpQFwbIFJBard7C65evY7z87sQkbbb8fhQBdLqmlKpllRcoB3mBKS6C4EmuBsor/tzakuxTS4o9QOSy25xS2tM1RFxccL4OyLL5hwupWDd711xoPT6fSHTHN2specFsgjOztbWLmB/ftaoEewWwdn5irPzyh9XTnZYyx53797G2dlZ40uBLDsXEK1cBZN1v9iuqwqW51iWBdeuXjUFZV3Pcfv2q9ifn6MAzWqVap3sTnB6eqWluY1r1+r7TXfvvIZF6pZxlOre27exAuo67cnJCc7P68nnatWpALp3dgdnL7/UOsVp5jHZn5/htdduukoRXJXE32XF7dvnwG0tTXB65QoeefSz54MXatpSYu4zXBDvzFpSSwqw9qrvrCp8LOCjZQYRO9XceZjqMEIOucUL/Qr9izH+l1/Sba2xDRPq/iupbGo5K7HOIqSA6jjjqHCpQUqWHXamhQOVI9YGTFW7u7e/25hhxcmVh5uwPjHNtk6mnXVgNXR2WNpEvHv3Dm7efBmy7HB+7za5Z6o1U4FlMcvH1gNEsJyc4rGHH6U1mQW75QSQHQpWrGuprrKTE5ycXmlAKbhyeoorV6/iox/7GCALdidX8OhD13FysjMer4C4w40bv4r9uqK+eym4ev0hPPrww1iWHe7dfQU3b/wKbt16BUUE169dx+OPPV6txebOXHYnzs7NktntrkBkwd07r2Jd63E1dU1K6hJq08JrlppbLYTT05OmXdE4idjsWna79nKnWDuq+/JeBe5dBdLz89qfu52Cei1LlcXzszO8cusVPPzwozg9vUITwwXCfj1vIFvcvSp0coi6WlFP4S4FwbfOYGST2T5LERvJgmh/foabNz4GEeDK1Wu4eeMTAIBr16/j5OQK1v2K8/059lev47Xbt7HbLbh65SpOr1yp7te2Q/X69eu4c6e64fgInGW34Nq1h7C2TUGvvXYHr73KQqBq3MuuKjnreo47d14zZW5pitm6rrh371WgVGVut+xw5061XtZ1xXrvNgRVuVpLwfnZiv16TtKxuvqkVEvf5pRSYV0p+j96q5dc3mQJRBFa+3psRR2QdGWepkxvRjkI+rIFVVKqfA+Qy28l5Y+sKF7rIRnD/dEphDbccS5ilNYyzLwVlFf/kJKX34GaWkEHgUfd2kclBnDZQapKDQC+OWKFH2kEARbssMo5SqluvwVudQjqOwrmhmvMp77sUgquXXsYawFeeeVl7K4+jJPdCZalWjAnux3OzldcvXYN165exdWrV3Dl9LTR5lr4bneC/brHrVu3cO/u3SqM5QRXrl/DIw891AR1wUu//P/D1evXcfXaFRSseOKJJ3B6ctKAs1pZV06v4rXXXsUnPv4r+Jw3P40nP+vJCkhn1c2zOznBzVdu4bU7tyHLgiceewyf9eRnAaha/e3bt+y8NVkEt2++jJdvvGzuyN3pFTzxxGfh+rWrODu/6+1oSkBBtUhv/OovAmhbztX1CcG9u8C9u5UJ92vB1avXoWtwEMHdO3dw48avusuvAdtaqvA835/jVz/xK+ZaW9pGDKkmLhSlS1nx8MOP49rbfjtOTipwnu/3BkTrft8EgbrqVpOBu13V8OvhCiwwDodFBMvpDmfnbmVoWwppmdW19Spee03deQtee+01AK9W+lFw584toAD3SsHtVwtOT69i3Z83F5jgxo0ShJPrP4JXbr5skyC8f9fmwsnJKfZnZzi7uzf61rW5JBU9pL4qoBWcN6tWpAGM6GzY1dMl1B3LWn0hwlCJDR4e2cE/prfYL0PR1ArQ9HUQB6MxgpLNx0eFw2VsCOjiskP7iRUo5Y/ezZfKUStKg3Uqb9LwswJJh6kKmA0HmTLweFvSIA9StL1Kmxtp1x6tTxFhg+to9akCzuUfGy41SNVgnNGEAQADKqkTQnZm4eg6k2oTa1sX4cE0rVmaBrgstZb9Gc721RePtZhV89prrxizLMsO6/4c1x96CFdOT/0DbiI4WU7w8MMPNyFZ69TdfKenV/DZn/NmAIK1rLh37wxn9+7h1q2quUqz2B555BE88vAjePiRR/HRj34Ud+/ewe7kBLLscHJyikcffhhXThfslmuVS9Y9zs/uARCc7/e4eeMTePXWLcjuFNeuP4RSgPPzPcp6F5AdlrM97rUNHuu6x9Wr16CTAa1PRAT/z//zs1jXYv2Jtra0yIIbr7yMszt3mgCFWaXqWl2atQqp54iVNe52U0AGqqUHCJZmAS3LYlbRlavXUUrB3Tu3m6+87h5cUbDufWKVUjd3LIu77ACENtV0/cRZ2tgvUssoLd0iC1ap/vmVP/qmrhDZ1TGupbh4KWoxLGSQCIAVZ+f3/Bs74p/fXBoflrLCvttUKpDVIpvIX2r/liI4u3e78T59Bp3Rri3QV2+Cr/1YsqYA1s1Ga7UgVdCQph/eMxT6DX256IQycKpu8T3VSkLTrIfS+rB3HfZXdCP5QR9eN5htWQJmNbVrk0+A78JMuQPKcFSUSbmeimd1XAoKRhvngjxDK1N885ZBSLbaSvGymtK4tnUpLj3v0uUxBNHX9dGR4ZKDlO6qakfJt0kLqBzYwdTnpp1UrX9nzNOf9NzXsexOsTu5irM7N6ATzDSZ3dLWsK5AmttwPS84O7tXd/21+uui8x4f+1hbg2llSFvfevTRR0xw65bv69evtxeOARTBup7h1is3q2sMwJUrp1j357h2/SHsdguuX7+Os3tnuH3ndhXqsmC5Vi3IUoBXbr2CZXeC3elVvHLzE1ik4Pbt201rW3Hr1dfw6KOP4g65jV5++eVmSQmwNiG5LBASHCocl8aMy8kplp00N6oqAE0n353aovoCMe0+7F7CCil1bQY6OgLrN1l2ONmd4OTkai2rlX1ycqVaDKz5tSm0riv2bkCYYqKLzbJIPXCz1aWApRtpylotjcpb7u7Ymmu1SSdw7bedh9fiohBoPCJtY8m6r2lISAgWspgUMNrdkrb2LycU15StBjgoBVgGoGzuNpbyEoWpSltvYHQfCV+0PqrqmwkvaX2oax/FalkgS+sby1+tDz3Xj6iYh8HDzih5HWEEMj3gNIWkPY3btOu4Dk/575EIdeTaBx9B61TwvkRLNbJQxGjy/rdxM0ucaXeqtQS1Dvt3oXR8RzwwooSVm+NG4lKDlG2JJKbmRXkxTbYKIejaSBMO1euhHedaBMDxOshL/eZNc19IW1dyENq1gVogu7a+tNR1MdiCo9TPc9M6UD1ocu/um9YuEcErt25i3e8hux2W5RQQYFlOcPX0pAmxSpfg420b+mnd9WfUV7fkY49/VgUVEdy5e4az8xWv3r6LV197CYIqhKuivMMrt25Wy61NpEX20BcBqxXlm0KaNK/vx1h3NeG7LA10K5nLsqtJpPWBTRA0S9cnjbmTFAR1IjXtu6wF2LW8gCka522rO1C/jXSyqwJvLSoUtYOFFq11tH1tRD9TYZ+rKAgfaCuNKarQT0LBZIE01mj9F+awNCHjGpW3n1xiLPy5ArFS6HtCIGvVuNaBcFUjrgBl9Q/fmdDh+aFRzcpqFnA7vyc1FjZGWh5Dk0FqkMALgH0SqLmtqgRswFGUlUeHi1tRM+eU82pXQdGtB6Q1632h/Nl06ogTS6a9qWOuG2icD3N/qtKhPMfuPQIoep1G01tJOqehDjvB6FMkgerSlI7OgqL51ubIMeFyg1T7U7tQv6fSNOkGVJUpVqwF2C0nUaPRNMXdTbqgZy+c6SA3obM0Dab+v2uukroGspycViFhNO2wO22a9Lq2T9VXq09amev+DPt7Z1h2J9if1xeLq6VXNxcsUoFs3bctuStwtwkjaS+IKgjf3Z0ASzslo7nrluUEt159FfuzO3WtZF2x31fhe3r1Yaz7u8B6jiJLYz9p7qO68I7daStubVZdBV+BTxBZVDjVdZ/6wvACkUoDClDO7gTwqe/6XHWr0sVZ63+1Pksr89wUgpO2W22322F3coI7t1/Fyckp7t69jesPPYJlqWsod89fq/S1I7KAuulA54q5fNe1CvB9MRLW8/be3FR7H52M70Jn3Z+hvkukz9RNV1BwbrLNgVPr0vbTU5HKO+L3KCV90ognfLNCRXmtKUxltbRF4sl6UJ6CmBBcZGmzind7qdB0amuzRqLLhZsDFrchNAB1LvqHFEvrL6BuX3/ttRu4du1Re+nYvmVVIiRm7PJyZPAUYf6D0mZo2u/v4bVbH8e66msKVUldTk7x0EOfhdduv4Kd1AMCHnn0swFdl2KJb0JfqUi9JsC63sbtWx/D6dXr+JWPvdg8FwIsC05Or7XstKmn+DueKAW7k1Pslivo2tos9IcefhNOTq6GGRfAzIA1gaoCGzeJ+jir+V7sWNn6jACpuhvshMzQKtiNOQCg+YBLY+NSSv0ypW09X3xiBG2DVV/SSmwLeZv0qvFKXd/CuvejglZgxa5ZcbtGiwIBatxSsJxewyJ1B1XVkNyCWPdnlYZlB5xXYeqWmGirsMiVtvZ0D7qGtT8/Q1n3ONudVoG1VItvt1sgu7pleXd6FQtOoet2tqBbfPdiaTvfZFE3pS6qrlUrX2sfnJ/dtbpPTheUtfbkXq2fUhfxUeo43LtTweX0ynUDRtXsRaols+73WPf3bBykALtr9UXWe/fu4vZrt+xdrGsPPYq7d16zre6y7HD9oUdQ161excnpFdy+Xb88+9BDj7U1kSbYGkBJEJ6J3yoXmCW5rmt1q5a6wGzTu9QvzVZrmwWwj5oXuoCnvIKBNKulgo27eFQaBHhxpCB+dYvKlAno+NZyqoHnQkk3G1kC4jGXr8X6QshWUKXFLAbV7KW20dcptPXkNhdqWO7vZQdZ99gtJ7h69WGcnd3ByclV3Lv7Gs4F2J2cYtldwf7sDs7P7wGyYBHB6f+fvH+LuW3NyoLRp72H3vsY4zvMOde5DpT86FZLimgIkRUTwo5aRMtEY5H4xwQwMRpJQSIkhJThQjCCwQv1AvHGqBfWDUZigiCCCRiFBEMkIMTaG/aPJVDrMOea32mM0Xt/D21ftNbe3sc3Z1WtRULiCr0ya33f+Proh/fQjk97WrcVKL9eq9SMnEbJq9SMNcKu6zboul2773H/DnLObS64VpxfvgIij93ZS+0913uFiHC4fYycZ1xcvoi72zfQ9ZeYpxv0m4dq6C1jdW8GV28sf49dj2ka5Rnz2MJjeTos62T9tVUIWgyoFbjBvFuVK/1wgRg3am8sHtWilPjkus9cfxXtODkYsIX67GyuZ/V5P3/h432tpABu+SUCwLWgstYdtWGSLrqA6hi1BA3zX1WoYvVfsTLdicIy4bMefBGkGUShXb/kBHaLoHUgEU4q2Jv1ngvIyQbgUlEW+SwekFeKGc1TEQjOq1KiVS6IGcxFcidO2ADIaoxUMcEFWbSlACjgmtGf7ZrQaAl0oClfqa0RBX5iqFuI1axyssR6gHNBPAgt1kQgSPtr4/7SsWRV6KoUc0liFVNoMyfMFAUlTbDeRusqd0CAE8P2DATC4XDbPL0Ye1C3Qc4zbq7fQQgBsetxuLtG4YLLy5dxONwgpQnDcIacJuQ8Y7u7EAE4HxFjByIvFFgWovRutW8lZFhMwNt6BKn1aJvYLcqfK+A8lvYv5umvxnd9PQaINU63mqu1D9NqV1ZG1OLVnArDJQIAMNMS8mt3VI9fP6pcm5HXhLHtn7XdbApvHdLSvxKe393XIgUseFwxF1ue4lkBKHWFAY6ke28/iPGR84R5vIJ41h2c94hxgKHT7N7eRfheDNpxvNEiclnHJWcc85UYbT5ic/bCiYfDAI77JyhFagbNmGxEq8yArpUQOhBF+BCQ5muEuMXdze/Auw4+9K0GzvsetSZ43y9v25SAGH3zPOm0L/LjxKCo+okay8abyEXXhCrjtT4zBdtAYWZ0417eifm5xhqpAWTrzmZ5ufr973yhayz//VLH+1pJ2YC20AAtoZy16FjOx6LpeTnDmZ3ZJs+sejRBamg8qNAwRNU67CH5ktIKLEFusdYJWvxY1comXUyQUMyKlskEOTlanENYkh/tmt5AH+RO3pTIr7w8wJSD5X4q9H7q4bVhAWsBNER5w8J2Tmp13HrrSihJQoqy0J0BF0oGakWaR5Bau1xVqXOBI1NyhIKMCgZXRogO0HcqeUZRhWdW3umiZmw2u7YGhuFMX14MBaF36hBjRtcNopC250hpwn5/pVyFO7kHsxY9Z5RSsL97igcPXwKRwzwdwJwRwoCuH5Bzxjwd4ENE34v1ndKIeRaqqK4bVig7ViVui8+s1PsKhwH4pgDbul2FQRegQW2fPV+YS67UGDLks4U5A81Lv7cxGCtP2a6tz2n75GTNs17r+V5Qu4l9BabE7Dx7DmPDWFnv5nWtx0I/DnFhSCEi9YI2K8W4+kbT9HTync3m8tlz7x98+rfN9oXVn04FP5hx2F+BAXTDGYbtJfJ8AEKP/d3bODt/FddPfwub0CFNe5QyI3Y75Dwhdlt4v0EpI0JYOhs779vIk+uAxjije6fmRcapEYX1GJIDIWAJOVp4cGXwEbWhkfmESUKUE0PLjAReqNhOFhA9M5CNyGD1+70zvtDIP3O8r5WUHJbIY7XoPbiKkLT+LC1mC9YQjfyGZtHaX5dNqZc+sQqZGShF8jcWLnRBckYytWAQfByaQGAwkBPgRGFxScrHJvfx3aZ5gSULCatTlomqLsw6JGkWM8Ep7NqL8jO9qjkc1u8a84E8jhNb35Q548RTIv1fKRXO6wXJrEbWvIhbCVZRdi50bVFSNwirhBUAk0MInaDwGkUOqeUb4RTN1bwz1dvSJRbyrm7x6BaBK3yFFnZbRx/W7SCGYdfahngzDriKx5SOKHnGsDnHPB/BtaIfznB+8QIO+1ucXzzCZnuO6+u3kdItfPAg51FqwXh3i5QmbDbncM4jhg45T5imA7puAxPeXIuEpJUFBQCYF3ooE9JcM+BOt+NJkltnvwEr1Dul9dnGbtKUoI61fRer3Gut7brrsSO7H8vO4lWtkoWW27lEEoauUrJghndTjlzRykBWz7H2s3h9rSYibY3I8qsAKhjzeAsiL2UeKwPV+9hANs+80PN+/0KHnjZN19jf3cI5j37YoevPGtvM+mg+HxH2+3fEyAXBuYBuOAcz4+xcQtHnF68hpSNCtwVlJ4oqbpCmW/htj5JHBN9LcTUKgpcHIizGH3NR0gASqjENNUt5hoJcFBBEary6VhNYVcbU1QhT+6/NymJyqKGg4W9ZKh5EMhsibFar4YvqHLp3wrtXUMASuH5Xxw/8wA/ga77ma3B+fo6XX34Zf+kv/SV89rOfPTnn67/+67FGYxER/tbf+lsn53zuc5/DJz7xCWy3W7z88sv4ru/6rsYw8F6OZkmYi0pmiWO1ggDzsLhWzPOIeTwKl107EatFzovwrvqvkWWKp2EhlVKyMDKogK1FBakLIB8FBkweggg0eK0sYpBHZTSaoJKzKquEkkbUPKPmEVwSap5Q0qShNAYXqVcQj1tCbdBEObl1jk6e1Z7XFBeDlBdNl2kLCfBiZa3HWV6qCYbmDajFVmtuhgKRtDgJ3YDQ9ej6DZwP6PoN+s0Zht0D9JtzdMM5fJDwjMD3LfdlwnfJ+clznwo6Y6GwvMJJrgXLP0DQf103CFgk9ui6jYYFB5xdvICuG3B2domz80fqfQ0oJWE87uFcwOXly2BmHPbXcMTqLQWUkqR+ygeM4x0O+xsRIs2DBsgRSppknix/KfFOcMk6p0LpVct88j6muEtJjWuvWdKoixABtfIH1eSL57ZYIzYa8k8NrfZMRPo8ZTFwmvGgCFV7Jtt5FvbCMvZrpVjX8/Lc/ct63XJiGIJOguzt7JyTeq0HpHTEPO0xjre4u3uC25vH2N89weHuCcbjtXABmjl1Mp6MNB9wPLyD66s38M7j/42rd34b+7un2O/fQSkzpukO03iL4/4K108/j8dv/Tr2d2+jRTPueVlC9iwhSPNOzOALoQfIwYceXX+OGHfo+0uApRyjHy5xd/N59P0FDvs3Mc9PUcpB6KOcBxOhlBmlzKJ8NEfpQifhTx9wggRthkdtit8MGMZqvVi4757CWCudZjbQIhtPzl4c5eccdO+/bXKf+fFLHe/Jk/rZn/1ZfOpTn8LXfM3XIOeMv/N3/g4+/vGP49d+7dew2y2Jx7/xN/4Gvu/7vq/9vt0ubmwpBZ/4xCfw6quv4ud+7ufw+c9/Ht/8zd+MGCO+//u//708jslW2CZUMSn/WrGtnkHyBVLX2BoeLhGMlccEFkvVLF1e30yFJ8SKlIVjoZuqIb1FjjMI5DuxPbiCgmx6ch41z+DqkVUwxRhQctUq74p+c645LyEbBQu5p9zDIacJcXOxuPIM+OBbXkG8/AIXo8bCDdWowklh+aRs8KhCaNosKQgPIXhFedOUv+TthJKoqheoeTjvVdas4aoOLixWnQ0Qq8VO5NXz1Wu7AJQM1ucRTrvQxrayQMt98Krk7d1OfYdlreiEmMVIJOwjao22fjski+Xi8lX9nmz2Bw9fhRgYwGbbAwzs91fYH26w2Vzg/OIlgIAnb38O+eZJG+uqnJKw0B6rd6vj2Z7VFLIqN0dB16+FoqG5RnkPiRwXDR3LPBsgyLq9ykncBNcaELTA3dUzZ1ajSuaocoVjL0YfE5hzs6pPvTJelCOg31+oqOS/bZfayy7v3CIEJO/H5sgtEQ5bMxbuJqyNkworTWjRc18xzUelTAO6ftsacXJlVM5I87GVKwCMNN0h54yb68fCOemCRgME9HN99SZubt7CZnMOIkHJ5pxAgFBc5YSUM8bpFvu7xwjeY9gM6Loe81xRKqGLHch1IDgBU5Dk4aKGKwmMkmaMhwO2ux3mwx1qnkRekUepSTxJknA46di3OindO9C8keRNNT+88pSoRSdOZaStEckvypq1esJSVOYRw2r62vwwn+w1MyB1ia/W3MpWWluRX+J4T0rqP/yH/3Dy+7/8l/8SL7/8Mn7xF38RX/d1X9c+3263ePXVV597jf/4H/8jfu3Xfg0//dM/jVdeeQV//I//cfy9v/f38N3f/d34u3/377YGe+/myPOI+UhoNEctnKODpouYAWE1QAHVikoVzi1KCWQ1LYAJAdh1ahavBWb5rTanelyAhRa1/kO9OkceJY9a1GooLS+fJ104BBAcmEhZr7X7GIS/TnI+yzuvN6p4RLV5U41dgDS05AhcSP/uYfGYFj5rCflFiDdhCbR8ENt76qJdr7Sqie8Gk9WFSGoR6zSACCveOJgkEitdwQVo4cRl45QqDSuJQxsXMy6IqLUTAQx1J4K3NDj5ylyjNrv6TLRiw8CyZu59jU+uIycOmzMMmzOA0JB9zhFeeuUPYBoPuLp6Sw0ADT83oIAoFq5ZV5Ru6EbbRM1SZi6oVUPDToEtjIZOIyj6k6wOTcJ9tWQQszJsqAGw9n7NW7XiUFMjZEuf1FGjJksYQrzMvJQCLACQ1XxWI4tdAEtmiLThWxlLONlb4m2aFyp/lwiAQb6JVkl7NSiYrVZOxrMWQV0aC0maDwABJRvwQdas90HBEyy0YmrcmcEl72jrvaJW4O7uZllOJKH5eZpkHHXtBe+VhzHjcDgiJVPwFUTcWuF4HxG7AY4c5ukxCosXHmJshmaIPc7PX0LstpiOV80bmsY9gnEV+AiiAO97rPNANuBP3v4NVermHq0MlfuHKigmYYopsDYci0dGtGY70TW0WgdLuHkxFw2lbHus1IyU9s/e/znHewr33T+ur68BAI8ePTr5/F//63+NF198EV/5lV+JT3/608pZJsfP//zP42Mf+xheeeWV9tk3fMM34ObmBr/6q7/63PtM04Sbm5uTf4A5OEKymdOMNB0xHe+Q5yNqC5HIxmmtCXxU6qKiifKMNI3I84R5HDGNR8zTiJxm5DRjTjNykjYCVcN/JyEmC6VpzJeNL06twUZwuloQaRpXz2YhBN3cTjycWkQ5OiXVZJYePKXoe4QOUEuJ4VSRsPa8yq0HlAnmNSSVtQWAtHcQdOFSDU+r8bJ3RVP0bOSwEMh8XXUctXEgrD2X5dmb0aCCpyHSVscaDEMumLZrm09IRgVocT8XJQ6a3FcUlq2S5VgsSRX8vBQnO1PCtrb0O46kNkss+NMw1knUgpaWLGAb06q1bHJVE/tLqE09dVVo5l0tiC2rvSPJs7b6udNCZ/P2pYmlsJRUnWcLE9aaVBmWNle1pOUcxvJMRPdG7lSJL0bgKqQmq0qv4fVtNRSu66mtQTUAAcvJVdQsoKNSJPdie0CMjqwds5WGShWT9/IPRG3NLwqZmtEqofjauApLyZimSdYSM7wP6LoOUYl+Y+xE2QRZg6xjYr29vHJqxiAk130XEYKHAwmTv+5DAIjRi0MK8UimaYL0fptw2F9jmu6EG7FUdH2Hru+a8eMVqTiOVyAnZAKoCUPfS43geETKM+Y0IucJm+1DEAHD5gJn5y/j7OJlJSFwCox5Vjm11AyWnGBDN+t6PGn5sloj0GgEOQcfGLVOSOmAnA6odUSa7zCNTzFNTzDPTzCNj+Xf8S3M42O8m+N3DZyoteJv/+2/jT/1p/4UvvIrv7J9/lf/6l/FRz7yEXzgAx/AL//yL+O7v/u78dnPfhb/9t/+WwDAG2+8caKgALTf33jjjefe6wd+4Afwvd/7vc98LjUS8gqlzuL2a3ilKpMDgGZx1jQCUTwO5zxYgQoKPQOgHpcKK+mNZKg+s/dYLEq1GFHR0FxNiU17dP0O5ESoWm2GM8HklVFdlYRzXoAXDBFU4KZc4R3SPCHEKG4+AyUXKFm4eloLuMA8QLGGBUFXS1neA+rlwaxUWvpEaZGxwVvJkq5NuDCYF149O0TgGLmreSaL+BaBJi1UzEtZFBkUZUjts7ZBnEcMvVjQbhk7QMARLaSrz0HQECAt7OplVaALLGTCTbHaClkiX2hITmonnPKVrQTt2hMt2RjEFxCOjZ8IYzuf7/2TMFormVoJEQuZLiEzaqUHC1JrQXOCCxgezgVZX4CuPVvLi6AmDfV4VYSmfkrJTZA3Bat7oI2aetdLHsxmABKtWKn5NV/dM/lOlOaxERhcV3Ei23cke1jCTkWNL4JXJVhL0X0pNVI5Z2QF6TAZwMie1+a3whpwWn7Zwt7ViIp1T/WdeD6yLYr0onMiyKfxiMoVsetQp6lxgQKEQNQoujwzXN+DGchl6a1mBNLOETabAQQSgmFyiF2HUoGcD6hc0UdZBymNes+IEANymsEMzNMe83yHGAaUPKHUCUS9KhntPkAO4+EtcLlGxRb9cIYYNqs9tKw/A1+AzPMsmKYDcinou3NZjQR4X0B8xOG4x+FwQC1inJkc7TqPoetBfuGCnGfgSp2cL3X8rpXUpz71KfyP//E/8F/+y385+fxv/s2/2X7+2Mc+htdeew1/+k//afzGb/wGvuIrvuJ3da9Pf/rT+M7v/M72+83NDT784Q9DuL7Esg699uCxBHwVtBFrbyAAcKFDSdJbiYPmkpQV3YfYwkDe+0b1wwwgJeSSdL9Q86BEaJcmoAGoNSubKWjeh6tDno/wYYC1epAi2ZWXUyuqo0UwECTu7KyJYESaDs26MZSdI61nslBd5RZOYq5NiTPXJedj4RoWuHiLKK9Qi0sYy7wGFSNNaS/Kpij7uglgtryF/u7d0ptL0FoLUaopH3umNUrLkZMIqiHEvLBrAITtViHnZjTbl5iFEYCL6WN9FLOqTWksAnNd1AsoK0XFqrEhmkC/f9RiiqLprmbQLD8DLfRlSEz7m36RiAGWcgDvV52frQAaYryQrbF2XWrKhyDsB2Z4We5TlIv8nXyAg7C0exc0BynrwOm51bx1H/RV1CvkjAaBJxJUX9OsbZDQ6rFWyEBbX8vParWbp7waI1N2aLOyTLCFwAFGMe8GkqMMnW+ecSm15YFFIS3r2HuPEAx1WjCrhzZN0zJtCvm2UGWtSuPEjGGzabRZeZLQq3SyTgIE0nHMrXmmGU3iVTrU1jcNFhXQ/ZjTLJ6aRnwAIHYRORccjgd00cN5B0/arqUyUjpAyjsg4JJpQogdckkY+tQUsT3z7e01gHOEkPH4zd+Gj1v0vbYx0hyvjMeMEBwcAcfjNZgLDqOE7Q7uCc7OHmHoPUoZMY0H7Pd7JRRQI4akh11lj/3hIPWKMWBOszYFfXY/Pe/4XSmpb/u2b8OP/diP4T//5/+MD33oQ1/03D/5J/8kAODXf/3X8RVf8RV49dVX8Qu/8Asn57z5pjRL+0J5rL7v0ff9M5+v4aqsFqhzEZW8kFBzBXsrMPWAD+i70GqYAAC1quvu2sY3L6DW09AM1wp2CnxQbw1gDa84sOYHiKTBnZ3nnAPFYSW7zCvTMAeZx8Kr59BFOx3hYy+WoQsSn21en4Z/qgNzWhjXzQKCeCO1ZBA8oEW/i2PIqMQgrtLPipz2vVJBzmgJVmujRJXV89HnYKw8J0MQVp0bEWgNPAB7d2rvb4lztTB0NtEECjkHUm+15ASmAsRO83zLMzhPTXma7LdQBTnSxLnMr/dLeFQu4VpoTJRcbU9qP3wxlJp5Pz7Is5QG+80rz4madQ42hB7QclVshdo6AqyouqaFa1O2TCSGkQstsW1JcnYQhdcU28qb5woqSQ0B0kahUHQhGorQOAxNkDgfpISCjXpIQnWST1sUi1OgAmly/eR9lpld1kIL5a7GcXHLVh/J2IuHIxEM+Sjr0pFJ36d5VX5goILagCqOCHOSvmfOOYzjqIYeSU82mxdd+2a81WXDgEGYpgkhOORcteCWcDge2lPnlFCqhd0Luq5DzpJe6LqIXBjWjNWiIM4FTKMyYjALbRF55DKh7CcwA4UZdVoUH+MoLYOiKDGn+TzvHFKaUJlxOOz13aoYtOqVP377LYQYtTzjiPF4jd1uh5urI7z2Dwuxw/X1voHB+i6iCx7TNCKXhNubN+AuLzFNM+b5KMaqRjBaF+eScTwe4FXh5pJF8ann+G6O96SkmBnf/u3fjh/90R/Fz/zMz+DLv/zLv+R3fumXfgkA8NprrwEAXn/9dfz9v//38dZbb+Hll18GAPzUT/0ULi4u8NGPfvS9PI7S/KxojSzM1yZRN4GLMK6rpR5DNkNVAWGH1dSYsskpYRwPkkfiurRSkBuikZWiwOh+zLJzRKhZEuTkIgyFJEnxDM6zoqcUasziBeU8w7kgSs95Cb/ogheh4eF914QySMJt8EoRkyf1uDQJTQ4Sy0YTdGvrlJwlq7MKp9y8DlOKLZntbfwWBeVcQMm5VbwbvFVFM4yo1ZCQp8aAa88ir8Lq0S2WOFsYphZ5FYi3I7kBh1Jq88qksV9FthCQvmQL+wGoTE0RLQoRK6/n9DBBW/keBHd1SMjo9PtMts4smLW6h4Fb2jpaeQ0wb0+UkXNBpbUZGEavBamtWgEpAEbNWXObXvM3ohgkTF0kJKWe+ALf138aCbCQsXj51PbYAmMGGnxd32HJJ65QnM68PC0Z0LBvU9qqt7itFrTxsjkxZVEWV7UZclChbsZgSpOezcKwQov3WkpB8KEZYo0tX9dc1YiIhDsrWvialQ/UIh4E5JlRWtsVSO0kyz3maWpowpxmzPNoKw2etlpuI8TM+/EIhuTEmBld12GeZ/T9Rse+wCmZci3c1iAzMM+zllV0IFck8lFoCYeS1VEBRYerpAQ39Frz5+CYEUJALQXj8Qiu0qpn2AhjS4wRaU4akSd0nbBpzClhM2zgCIhdwJwCfHQY+g5EQAwB8zQhF6GJi50oxFIEnVxyxc3t3RfYTafHe1JSn/rUp/CZz3wG/+7f/Tucn5+3HNLl5SU2mw1+4zd+A5/5zGfw5//8n8cLL7yAX/7lX8Z3fMd34Ou+7uvwVV/1VQCAj3/84/joRz+Kb/qmb8IP/uAP4o033sD3fM/34FOf+tRzvaUvdpzUPwBL+ICbgQrzspb8wcr7wrIBbDOsESmAuM/H/Q3m6aiJ/KLWsAkQQ8JZCw5NBJtQIoNhawimFtm4KjCYNTGuYRvpC9XB+Yi55oamY7WsmyDwqX1uwk0S4Vnh5txcgdbuG6vfq76HKRTdhOuaC1Oq61oaM4YbpB+shcpS7LuEPVXc0CIAn62/WoAEJlgWz0NNCctHgRrDO8Nokyocy9+KFmlXLQJus7wSnvoBkJcwnqCY5GwLh5j8a06MCtMWlCqnTRKdJqRNAWUNrRAvrT6WMVi1z4DJOC1fUGEupLy6ntjAEu2FVp52BZcsHnt7Nq1pqqs51XFtYVgb8WanrMAvWNYNr7zbNh9Ae842nveOth8Jbd3Ke3MbU67CNGLWfwv7PtcMMGXAy/VNWK/OkvDsck6rSTMHDmh5GZurUwDMohhNVrS1s5rvanF6QL1lzeetclBcTAmLB+8cxHjS9SUpBbfIDzVqHTmUnJHmGQZGETomgvdOmP5VqQICCHFVvWQnpLveC1+mRAUYVJZ8uPMe4ygdxudpgtewo7S8EXJc7x2OxxEpzdhsNpJ/I0JSIAhDlN1dShqVYKScUWpFmid45yXPXYoyvwSApMHpNM0tZJvm6Tlz/ezxnpTUD//wDwMAvv7rv/7k83/xL/4F/tpf+2voug4//dM/jX/8j/8x9vs9PvzhD+OTn/wkvud7vqed673Hj/3Yj+Fbv/Vb8frrr2O32+FbvuVbTuqq3vXBy/Y6UVi6yJZ086IoxMizxWQC3JSYLha7OKT992azxTSry10Exg4WotdSMsjADxpWkOsBXETAwpjK9W8nglOFSOWK4DQOrX2YHHnl+5JQV52sG6xtGlpZeRKuMQ9KlCPEg1KvhBkChuBlzJa48EqwKHqqcmkoSacbAN0AIl7xtJF6l4vHRMwwtGsjXrXxNVoVs/ohbSPuW+TQgAjdExYtN6RKMCcZk0XBsFp8woIhNSxLlb26M1gLQxs/C71YjZwPHkFDd7VW5CzhUq/1Si3PBVUOjd7K5mB9P4gn23AIVivGqKaQdGSqFW6asaCCcGV5CctALa0ou3lWqxdd+yXcQBCnhpp4sKsIwelF2p5oHtRJKGwx8NoVNZRoeRzJ+2goTcO+BKkzCtZWxi01PRVVc2UZDUV2MoyLsrAcEWB5UPtVcYarMW6fs0GqTWbY+aV936IzppBtvviZa5lno/NYDSBTlzGzNVZFJs2z1VZJVMQUuh05ZeSaEYKX/m9Oulb3faf4LkLf9xreA7q+Ry0VKRuFmCk8IFfN8jmH6DxSLi1qEpxD10Xte1c0ty2GnoCAErz3uLu9Ed5KJ8pz9h7D0COnhFwKuhgwzzMqM7wLyJww5oQQoyAj2WGeE47HUdarIo5DCOj7iHdzvOdw3xc7PvzhD+Nnf/Znv+R1PvKRj+DHf/zH38utn3/QsijBS4GfHYvyWsOvqVlkgCy+tj91oVdeEDoMq+6OqoSoFdaKgSWeS3WS2wEcON+KYCcpHCaFkTvNScj31SMAlPiVQKFHybMwk/sAH3oJ+xGBaA1wkHxBc/21WzCxsn976Qpr4yI0TotAYf2vtWNvdScsSfOchDevhSe1ELhyBXJCCLG1cDBOsVoyfIxglg1pOSyQQL0rL4pNBDPQwAFtM8szSC5Jxt85D2NkMBAIkYT+xOoL8MEroqjpbrHW1AI2pvKVWpX5WIceFbLOAEIM0g5E10dKGXnlfeVq7CiWG7HVJoc1dWyL1O7oJK8pirisrHMWiDOj1U/ZkxKZ8UDLbZyHtIw0g0x53shOoNP7QnJybfCe460sEYV7ekovt9QEru+BpjgtlgGFwHMFYhh0/pSJBaShtiX0LSgwYe0oJSP4IK/oFsBPyQk+BF1b5lnbk6hhsN7Tqx9krRO4gTJwYqS18+1LtBiZp72zHFr/OKCxzIgcMAov22d0aiSzPaldX6M9bKOCtpcLJBx6PI4aAgSC9wghIPiAvF/SFrlk1OMBXdeLwpSZhvMOAYwY1JMrAeMk6GcpEZFcr7DuKAcoQVhvvEdd7Z0G+KhinMUuYL/fI8YOMfrmQRqJtJTIVHgNu8/zDBAh+IgKQs6icOWdn1mGzz3e39x9bV/JIpRJ4AWazGVJgtcim7u27bR4NFTbz9CwjoGwBFgWQbFD2V8BQENMAQznFVBRq8EEAK5I+bq51+QCXOh1M0ZRTCeJWrHchOJE7pvmI1yILVxSKsOHHvM8oRRC7z0QB7HwS0XwIvg4ZcQoVEzQxHpbEGolQq28qu0zACsIXmp3YrdVoc3I8wRyHs5HjbMLCkrORwtfiIJRPsG2oQm1yEu5BWMtgojUQoVWaJiWwJJnYKXMEY+3ouaMkmY8efxbePL4t/GRj/wRABIKGTbnTfGIpboS7lg5Nrpq1m3fmQHnZFM6IqSUBCG2zkE+c5j0fvYOrZMsWR1JaB6L5T7Y5oKL5s4Uum3esqlwzQ+eKiJTkASCeVMWbmZzCdq7tquJxoNJ8MUbMYVdm/Gw5GrvSxP15pxDCANqTciKRDXh3PXC7r2AMYTz0MiVyQVYOJdrRiUH74J43iQ1XcLRVxdjFKzKljVElcSI02vY2l3mbJ1vw/J+7V3XObnlVW1fLpEY6Ho2mrSi+2lZG5J/k7FxynT+XBm81qAW7Vh7zSwyp5SClGQMJM/KGCfJGWWu4qWoIVpqVnouj5KFN7NUIKWEoQ/Ybc9lPecK0lqxkpUAgNc1jACqdZGQ9ytVgWM6Fsdjgg8RpaIRaTMcgidkRfk69hIa1H0YQ0CtFdN0hLdeb3PB/vciJ/V/2rGEzHQB8mLZWkFqg47WerqA1cKTBY+GPlkgFeZxoHkkxpPVBEG1mhMV2KzAgAo412kxIoCaUaYZBEKCCUQHKwwmJXFN4y0Ebh6UpJXhgkxRygzOE0oB5rRHTRO4FvjYa7Hg0i7cEsNUGfB+SfiT00Zx6l3WgpwnhemWVttFKgiIrPkir/JdS+0UQfIzggC0JDNawrrZ7M2q1J2rgr1ozLrlOIgAzu35oN83tJCkxcTjGUfGbneB//25XxXgBBH+6B/7U4tzYvvsnve/eG5Lsl2cC1VuWQAk9blmnnokZM+ln5LmN3WcTWGDSUE4qqThwc5AJwvVVEM1OgdYiNjOWYEUzLgQobZ+UTpRSM8ca49hpaDaOuDFQ7AShAUpb942r8ZvJfTbvls81Fozag3tetZfLSg8vmq+xKi6rGC9atjcPGduz6N7XVGIRE6UYguRmjEirTuMacJprnR5f5MP+sz6ezNY12PXcslsNkFT6q3co41jG059D1vni4HEanzRqs5wNSvPTJ2VPzBXzFPCPM/NgyRIax+JqCygJAcgdh2OxyO8DwgxwDmPlObFCNV91wwRAkTZQb32ZZ6ZPZzT8LXWb4o4MuSmrFOv6QiTLSUJgtR5D7cKvXrfw8A/bgV4+1LH+15JNWsQUCSd5ghq1XoPYYGozPB+2eSsSVbbCA3NJFdurjgAbV+h3pW6Ds45Cd+AReiSk3sVZb2uUuEurS7UswGUi05bmsOh5Aqn/avm6QjnvXKCEcjJpvM+IjjGVJRbrxZUInTDGfJ8wFQzvCtSh9APcD5KLossNFmagk5llJoYH9F1HYwrjtxSuMxsoS9jV1BF4So8RXn/GCRXpl6WLWKbD0vULmMphkMxJnRyGqZUhYEGbhaUYF0EtA+hhUq9FljHGLE7u8Th7h3UIkip//25X9N+PnJ9R6ewb+c85nlEiB1efPED2O3OGwBD2EdWaDs92k9EGPpOe0qZwl3WTNG1J324pIsxg5vxA/MabL2t1/AKPNAUAikaT5WpFequpCUsR7fsAVF4Nm4n4IJ2w9qKtldEjPYwK0NiLbSXc5afFJDUJPjpvmxzzity5qYIl+drYb3VvZpyskhDyxFpoTeA4KPcWddUYwrRdbMAUNDmythaRNgvXpSVZaDNjSptAxs0j782pXxvMNrYAraudd+rRUNtH62/dOpurVSp3Gs1ZnaukDkbm4wqYhZ5kucJfdcjhggQI7qAYdig5LLM1br0oa3zdUSAlmciO92MxkUuAGjGBzO3UHytWaNH2r7H+XaeeMdOlWs+6VbwxY73vZJqE6YCtX3O3Kq6bR815FZbGMsCaAgjS+IyVCjo1xU6ayGXRcjYpqMmbMDA0gJevlvT1BQVAAEwEERopFlBAg5CBiBJUahAL0XJMwlazyTeFucRXT8IMIMZKSeMV08A36HvM7rhDHBugaKqa25Q7XF/pUKiohs2TRhyFVLXWoqEHbVRH5GCOsDNW+AQNCdgClveT8Ixk77iKsRVshTLktEcBVWaXo2LDCAKe4D3Sgbsm0Uu+ke8w6unb7ZQYOWKm6u3cfHgRcBChwSlqZGwpyOHvpfajOPhDkRhEVyq0Foub9FTICL0XdTQqYa61HBZBK/RFEGtUlkkJc+A84vlSLrG2ClgQq1yQ34yN+HW8ihmwfPC2rHYu4uHSraeVMks5zIaSq8ZdgBWNU7AUicGLDKLaAElLONxun/M6Vxg4RLCBEh5LwUxwva0bcz0dhbFbKAZ89eorZNWqwgIYaoic9ZsFoD0YWLWNWeCFWgygsHa4j01Y2BpyikVIc4txmotM3JdhLT3HrVIHdTSuTrLOFWoUSHjaAbg8nCuoWLVypDzCKvQoo5pNUVJ2rtuGVMA2hpIPCApuhVO0HEc4b3slVIq9vsDYlBappQXWWV3WnnArdhfJgOWu7L9vf5OW3c6qrYviNB67cm+ck1Oey3GN1afVqv6JY73tZLa376DJ49HwEW88vJL4ulYtXeeUbUFtNmLjkXwVq6rLqCkEEttCaEDShUtbMDF4tNrS9ABxM3ik2OZfEtow/JS+nPN0t695qmh+ERp0LJ4ATCJN2GbnKuyQ5BYMDnNkvCUHQlHhL7fgDY7AIRxPOL49E04F+AdIfY7gYva9ZkRui24znDkMB72qJ14apuzc+hDoOu3SNMRpJ6B8BgqMsnodQDkVat5WalSi2NKv5Fm+h7G0CH9bWb42MGRsn4oIasPBs3nRUGZBlDGCpsLy9mY10f2frHDMAwtHAIA03TENE145+nb2G7OF2+kKTZqAtMUYgwRH/jgH9BQrlbve7+C50NZDgqYBXIr76I1KxWoth9XobVmJetzN6OmKkpTlTKr8iHyotiABu23nl0yNDa/pikdFrSZCeKVwrGxalprrSBkTBadoYKIFsUoXHiKMGzek/wrmqBvRqIJbn3f5R5rpWlxsHW48eRxVYkvwl649NSbKKnNo4XcGBBQjBMwkatizBkrBldu72QAoZTNWFDDDEKCbKFbcl5ULklXAmPgDyECJKAeQyeuC+xNvgDqhTSjYuUxqTyR3BxOvtPmtRlHGYZbzZOWwzAhVQZxat7lnAq87xACNz5BBi9NV0/WwGq61uaQGQNriwDLnFdw24cyTWaw1HbNE0/9OV1/v9DxvlZSzgW8+soHBQpeK548/h3t29JjA2SbdwABAABJREFUOlyjFol7972QsSIXJCQpsmXjLBMB2nW9IphEOBVLIGo4oFq4hpUBodVsFA3LQHXeYqnYNBcNR4EIvtsADOQ0tj1Za5Z7lwLnu8XDUiFAzoO89KbKOaEkETqlVLjYo84J5D0cMVwQoMYwbLHZnCPnWQqSj7cwS9B5LxXtmiR33mMTB2m9zcC4v1MhzAhBQpVcC7LmyVg9TFKFSURwGuq0WDRRbNXnaZ6ASgjBUF0SjvHDVsJ8blE4AGmOgtq/RemrXWwGBdbyTzyI6+snwOrbrlEpAQaOafVfALpuEMFDtAJzUfNWvfe4uXmMl1/5EDxLTsp7CcNJW5TluSQsiUaSiibUeSVooOGllRTm079LT7CCWmZ7O4AZLgywMBSAlQeg0GfixTtgMcpE0HG7jXaJMju53XMNMFgOqzVa1rIoSPmsVkZiRY2tjDVZvmXx4ppFrXNgV2oa0J5vgdg3hbb8uV2rPeU6rAjLcS1jYAK/qLEKC3+rgjLlbsK45LQyRP1SPE6CmCuloCZl3ScPb2wuTkhlxc4Q49RYbKCeci1ZuR25UbABhLyibbO1acplTd7c1qUpV64tcmdGVqnSkdkaRVqIsXLGPKvSDT0caVrE1baGTpGOK9Nep6jcAxDxak2s1658x1Tc6efryjam079+seN9raSmlHF3d6Xx2Yizs0tM4wElJwzDGbquR2Wp+p7GIwozggNCcKhF+LxIa0em4x4SCpPf+y5iHI9wPiCVqtxcDOfVQ1CJRpaXso1UWbraEjWjWRA1di9daiuEIMjBMNtVCx9ZE6e5VFCtcK6iMKGmCbHfIueEEDxKngVCbwIrOUAtfGOHJnLSah2sSm4WyHbNjevNVQZp0l5yamJNHvfCF+h0IzgN83mvvmUtQhxJ1p9LraeWkyLEXroPF92QYhgMMEYMd8+qWnMOCpQ/tPHBSugKLnAlHOQJAYLOkYFgFgVokO6q0Oak3l7fbdQy1nIAtYJFwFTs9zcYBhl3ESSm8AzhqAZJLui6XkOUBOm9Q9oMEUvuTiZba+jWnoX8ZLBfC73I/2tI27wSPlEzi4DRfEOzhFcejAnrJUy2VgrPUVSrdi4S+pORB1haOsDWuF5Lp6nxITYdy+pZrS59TwA3Za7vZxdbj86p1wesf1o8kkXoA9DaQH0G7QTdxumeUqM23tz6W1WwhOR1vqHlCrKngyJ8NWysykxoiPQddA/6oGNNVvd3KvjXUYFSkjZEtTckjbj41Zq7790QrBemI4cpT6u6PWrhz+C9bCeFlQsxdllIefHssUQy2nJo6ZXFA7Y1sMydPZa0CVEFpuGB9er9Ysf7Wkn1wwAXHGoWeDk7Bx8jAAfyAXe315iVIbjrOuTpDhkVzkmn2N32DFHDUBOXhSYFpPJDYLI2yYAkyJOGWMASs22WLUttwnx3I6EhnSRjSnAnAINVTVet6DdbzFlDTzlpyEt5Bluyk1XYaUiKWc+RzWsQU5BD0YpueSaPNB9BRhIUAsBFBWTFdNxrVTyhVEbwYs15FcaGwBMwiqLuXARBwiznu20Lr1heREJT1tqkoOaEhcvQA1HzhitiU4tvMBar0kI3gpxcGLlV5MG8CKnjkr8RA9VV7X9k4QZqz2eF3WJ4CGIsTSNa+AeiTILXzqg54Y3f+U08ePSy8pNJTu/66jFCiNjuLlpoGACmSUoHnPOY0yz5AfXMScM4Bk1fvCFFR7aWFrXpMtv0C9MAntUlMO9opQh4EdwtfMMVjQ2kwc3XIImVsjAuvjbm9sxSLyhIRT0d3ISPPd6i1AikntVyj3vHWjouNt8XFJo4eeY1wODesVpP9wdOQu3L37iVSChPoOWmGHAhytwpcwTX2iD3khdfOl1LBMG6Gdh8S466liJh/BVIxpQRg1vutOSM2PVtrdtgSJSngPOKD1MGW0w2EgWa06yk2KxjJYpLKJAyWJWOUT85DwQLr4NAXvtxAdrjzuaMVnKyDTHyPDWD8GTSVvkpGY9l7ku+l7P7Asf7WknNKcP7XopItdeR8x3IO9Sc4boOfRCWdCJg172AGAR5hsp48vbnkbJwXrk4oO87yRmBYPkk6S/Tg9wEAmsyXxErLZ5tbpT8HvqNCGoQ4FY0Q2p1wUIdbHFcEUrBW8sFggtDEx6lFORcpU+WCWJxD7TvToELESFamAzw8KiqHIWLzKGWBO88XE6txgReiFr7vpP7JglV5SQIQE8F7D28d+i6rrGdG4yaARwPe9RK6DrZACEGgDKCMwSWNqyDFuk2FKEqGw1LOGAJL7EJuBUEeSVoiJbfySr8a21ITMcLoWzbPNDKfxUe1bY/MzIbbJ6g/EqtOp4AHMcDtkrjYoCLcTzg/PxRgzmnNAMQUMb11RPErlcBJGAIQ3wK16GsswV0Q+0Z73sEZOET5pZLfVbwniIpCUtzQEtct1ONyRz30ayrgdJxofV9VGO1kNiJl7P2cOjE4HjuQfd+eO6J979vFvrqUxunEyV175z1qav38dZBWvOJUENIarE6LL3PWFnVxRAJYeHzs/CbV0BT1XB4bdcjMCuAxAq4mcFVlIkU+wcdy2XOo9sgzeMzb+8VuCSlNcs4m8HJcMhZrhv9mh5Nru6UQcX4Lpkz0jw1UFkDHJFD13cgCuii3KfWipQl5J/nealBBZosYMbJWmI4LfMQA9k1432pDftSx/taSaVaERVqbrE1BkAJbfJIkWEAwDUjFRlw7yPOXvgAak7w3QBWUlXnhC3dOY+aZtQy4emTzwtzcSPMBLhO6PuIaX/bgBEmkJ3CY1vIornJkzZdVOoYt4THjIOtloTY9RjHZKJILCqIoIv9BjlZHNwUsAO5IMg4teABwEVB3rkwoKYJPgRkpW7xwxm8AziLZ1a0VTs5W5zy+KUKrVIujFILqDCil/eR0J92EA1ArdJAr7LDdLjDZnMuZLfOktJK/0TShI2r9uYy2WMM6zDPh5viYGbM0156iLkAasWbgn6SBL7WocA2inp9TWapQmjexqreSOeoMmv40TwDxb1VUULCN6Z5yspIeYab5f1u764w9FvlQVt5McwtBm9WsqSybH2gGTigBZzRjBhAjB2uEjFQhbAoMtf8Cvma1N4RltCW3eNZj+OesFhZumTzsESpYL+sx3fROCsjgqkRAwOLN9D8LJuPNavDyuo/vd7p854c7dk1r3niVVmISZWqIRX1K0LOGhSpibYXrRShsuWAljEx1B2DBcykcyh2DevYR9Qoc9NIAvQZsn5fWPe5hd7NA3YKospJwn1eGTjaWmcpyZCC2treY7mHhfTFOCrMLfQtwCYtK6kVlbO2mlEwCJEYVjZeWvIRQ0CuGdFHxCiM7rTZoJSq/9ZhSWjx8VIruaCqGaxQDwZAbrXuvsjxvlZSeZ6QAtBIO1vBI+C8eEUEAmkxaGWCC70sRN3ktTLqPDWPiEoG5j2EOZ3AZcawvRCK//GukXY7igAD/fYMSy0OYBaLWUa0DuuQhPystYcLoW3dkmddOB0IhD60roa6ADxyvsN22Aj1voZP1vUkjT/QBZA3ElkP5oLQ9aKcLVRJrtEKcRE0Xb/dtvBErUWgtTUj9INUv+t3mAMIDKos1ChK8+SDbaSMGDvM015CIpXgNMwgXGRLMbPF503YcuNsUxu9MtiJF1hygpGuei8M9k4F71J+IIPfwm8ncnAJ25rBYd4SqimLFaqTT4XM9fXThsK05H/OQt55GK9QUsI4js07S5q/qlxBlZqSWJdKLEqCNERqlEqLj6JPDiurWCiSVnmkJo9X3ocWv4K5jfXqgieeWxuhlYdjuRpq69qUknptK8XD9oxYOUn3nJv7H5myMh+Sn3PGlzrWhchrz3DtzUnrEnlP75UHkysm9QYsfNveg6BhbT5RUM/mkAAPy0lbWFwjGV6h76wsGTqG5smYnKqxEwovbeZY1SPpN5sTte4cYRwlJF2LdVYQdhRDmTrNgwqKVg0eSKTGu6XZZ4AqQQ6SP+dFQVZekLOmWMbxiHke2zptHqmuXYJDCF7LTqR7uHfS4y6lCUu6YgFgSJjz90Exb64JKTmQ5+ZuNpYEhVoSSWsMqbEoyNMBJ+2PNWRmrQ0IBPhBPQQHCj045baAvDJVLAl2CQ9xsc2i2QEyBoaV0ODFHS5lEndcN3xdt2ZXwWLbQ3JBCT50TSI0xad1IQv8U5oDSsw8qgB2S97Hmefg0YcI70SJF0USlSpgiJJmMBdRBiVL+3TnsOu3mOepFZqmOStHoUfO0oE4BA+n9wkhoBt2KKoIndKi5JyR5qR5JvHuhkEUs/Ep2qYoeZZaJ+2LlFJG8D1C5zGNebHwiUSMajHyIgA1v0OsnhaLQdM8K6gXBiw5H25Cfa1M7id7x/GIcTy2a1n4dilYXc+NdUkmmafl9rpWzeWTv2NVlmB/a8aJUu/I39DohE7rjMRzMO+CdA3aGjpVBwuqbPlIfh+nGXOa27oD5NEuLh9gmiYcxwldP2CeJx17uVevRKSlLqi9i4sLvduimN41zmtlBMpYr/7UkIHqjXEGeMkp2QWKwct1THPOmGcFDJH0gfPBCtsB68AtCsc8c7cKG68EbQMFyEavrChhE+orxgxm8cxNkYkCDeAsympOE0InBfklTWLgasdqY3KXrreDIHBtZFhC98xWBqBrW8dLuEM1vSAvA+M8NeVjbXkIhMSSox4222emQvK3VuBLcJ7RdTIG8zxLWxBHAGvY0QFQb7OBLt7F8b5WUikXhFiBqnkkbYOhuxZmCVGaYLx0XDOgoSHJOQ1tETnvUXOCc2iWDSBrrlo1rQsAJ7GYGLCaIVmbCrU1bUQAULUAFs2KLvMRpcwIcQNpZqfwWchC5lob2R45Eby5JLFOjHuQnBDPshbcmYBja6cNOK7aNtxCnoZkgrIWa9jRe0QPAILaywlwrsd03CNlQRrFvoevGWku2lvGeNQI/bBFLRnj8YgYexyPe3T9RnJs0M7CodOOt5IcLlmUWdXNWUrF4W6PORc4YvT9APIem2GQ2g5yKHmC9514yfDYbnqAPNKsBokCXarmwGQaNJxBGhJzi7UJWhXC6poinTsigBSZZ55qUzD3oxT33AfTE67Bsp8Na5zG40lCtVUFRrsUL4bPKmRkfzNx3bjX9CvWqFIe1exxmaspTdjvj62OCQx4hVAfjhO6vlfrGJrjdQg+YLPdAQCOGRg8cBwnvPnWWyg54+GjF+Ccw/F4xDwe8fDRC5K/VMs+mkJkxu3tNVLKWtxsLepNWxOGYcB2tzsZs2rNRFvojZZxtqPVDMqeBBvb+eIJLzBrq5uCAKdYGEdSSkgEUBKqnxC85q2UkquagfmFE/5WtJ3VWzNvxHmHEIVAuuSkXbdDG5cuSot68fgKQvAgzshZCr0bGKkK9VErSUkTUpKaQK81WW39qXfo4XA4jiDyiJ2AtzZaTyn3MyDI4q0vobyKlC2saAwSToxbj2aE12r1jPJzDKH1LLOlLONthf7C3/dujve1kqq+FyJDQ07BAaSWkhaDkutRq9AMIYuCmsY7ECpciMjTAd45+LhBLQ7T4Qpd7EFBYrPz8Q5cK0J3pkKgLtxctYCVj7poEStxFegqATVP8hyqWMDWM8gh9heKWtMwjCKNQCR5Ig/UnECVtJC3CoycGVaguVjvaElcCqFtxmr0LGY2N8FmrcnVWDavAeqFEsC5wOvzOOeQ04SssNFhENSRgyh5roAPAzY7aecxbATtd7i7Qddv8PjxO9id7RBCwNB3sugdwcOrMSHdcr3r0W+MIBWY5xE30xHj8YDd9gw+BAwbrTHhhNtrLRsgkpYQeQaFDsY0vxRd68u6qBa0eSl18Q5WdT4MVni4W6xKEoLUxkxh4BHTUE1i8soqVY9qZc4vNTEWUly6mJacgLrQ9JAKEEckHImrEKTdb55nPHnnWp4R4mn1Q4+UEg7HCZvtFuAKB6DrhIYmxg7nu3N1lOR9nCOcnS/hUOE08Li52+M4Tbg7CHDo9u4OZ7sN5szgmlFyQlYk2na7w4svvNCuIbVmygvn5Noxrqhw7ilqIuDx22/i7u5ajEByuLp6ggeXD1pkous6nJ2d6fjriNeKJdXkoNJzMRyhismmAqb/GSkXxOjRddL9O6WMeZ6RckHKGd7yVo1M2TxXNPSbvVvzvpjAJOAqo+YqxQxjzSs5h6Tgma4bMAwbxH6DNE9IkPrE6ThqITKBWZQLlRnTeBCkXteh6zZI2rlgGoURPYSoYUbxhPt+wN3tNcgHHI8ClQ8hwHt5N2XRhrX6cORAwcF7GS0hu82wdjW2hoPSlfmgYJ5aYH0/GaLUclkzdSi618tYDr8XrTr+TzvS/hphMwgbQq1ww6b1zakGBEh3YmUB2v/JqvkjalahEweIVgD88BAFFZyLgg62Qo2Sp5b8b7kDFabmupb5iNDvUPKEUhQkkbi52pZmDaEHc8W0fwquFXE40+cT6DIZySaLwKxKxLq45aQek1Lrl6qMEGhtKSwEVtMEHzuYV9muxVpjZMKV1ItwDlQdcp7E61GQRAxicQbvkXNW74wbw0QpRjCpeQlHODu/BDmHRy88xDyO2N/tcfX0CiEIE8LZ2QbTlNBFYWdwlhcEABIGDYCl8Zr3KDnh6ZPHMj6lYLvbwccem+0OtWTE2EvxsiZyOw2XiOckHonwLZqSWHkd2jKihfggSn4ttIsCKpzWqbTwsNWFtP/HYtXLL5jmeVm4XIS+p7DU3GjQy6z+m9t94zgkR23sj6N0SrUuqV7n5vziovXPEsEs/I4PHy6QanuNu/0Rd4cJd8dRc7UCECilIsRO5oBkbcUQ8dIrr2lHF8J4nND3HeZccNYHHPZ3qDxhGAYcDgfs93uM4xGbzQaboUcIHST3mfHo0cPWh4tVEXtaPCNyhOADXnr51eZdMHPr3m3H7c01nj59B5aDnVMST9AtXHlyb41MMCvVFjVjzFpTABLKTmB0UfLEMQZ0XcA8J6QswILjKGG5GANijCLIHcCsDPcElLpIZ3KEQGF1S0JQ1GCaRlhZiMbiMI0HzPNRmeOd9C3LQgIrre2Fe6+obHNqY9WcsJ9n4av00ntOcqJS3xliBzDjuL/DPI3YbM9Q8hGVGeNcGqIREDh9121kr/cdYuxU4UotldeaMSuaT0Xa16RSwZNGfXQsWtnIak+Y97TeHiklvJvjfa2k4ILQB5GQu+bDDaw+x4coZK4EYQMHoVIFBXGLQQ5erYeSZ3AQz2fN49US2k6IWJmctK1QAVXnBKttqWkEc0ZORw0vGSddROXcQk6MipxG8HwEl4Q4nIGCgDCWhL0hboK63pK7sR4vajO3ECRpHFxCXfbci+UuIIFVpT+s2FWQRKbQDCoOSLGtCOklTCmLT9BFUATZfn+H3flDrZzXZ2cWq11pZkoGfIw4i1HHgTAdjzgejihVYudeJC+6EJDzjKD5K6c5sZyE2XmzkSaQsevx4OEZvPfISTyFs/OHSCnh+uYaMfbY7bYoVWLsNzfXrfUGkVjfIQoAZJ6T5h3WYwO1ennlOUHHVO43zrkJ3ugDYheb1QmIJSmbvWJ/GGEKmGtB13fSrptcU0JARYwdvAO6uJFEfC0tbFZrVfYUC60ICODu9kY9lqq1MB7jNANaF2MhwxgD+i7i4YPLxqMGSFv2nLJ4iqDGKEEk5QWlVPgYpd+Q8xh6MQq9I2SQtpHpECLhxRdfknmMUdixa8E8z3j65G0BmYQgZL45o+97IfnVGrxhGKRTLxhZlY+wkQjjw2YYcHZ+KWtbWU+s/sj2wTzPOB7uMM/i9Vc1QGwvGGGseTSOpJTFOddotLouSv+mEDR/Whr8etKW7UHnxHvj81xCx3Yv+9k6+dYq3W3Ns7KaPB8FQCVQcOkfVTQHLqCVVZ8qsBT4KxQdLBRwnG2/S/45pYxpEiSqd056TsmAwQwiW9f2c1F5dTxKI8S+71Q+GIhGvu+I0FFsLTiqIn/NiC5KlHAig+QH2H8kJ/f7QEmVPKFkArIsCKeN6ogchIRB0G21ChSdZ0GakOUlnAMrZUpN4xLzNgsZaN4MYAV74j0IYohQagLA4gUVLXrNQrnjQpRrs4RObH2UmuFchO/PQH5QGbLkFdp91SKppWgNFGDQ7QXNVwXVo4rL2N2NGQIw60fzMmtPS8EDpojscM6Duh61BEna2oajpWBQFCUhxoBaErquFyEG5SNgxmF/1wRD7Hr0XVzyZbFTlgdqc5nnCWOaVJAQ5mlUK7UieodaZEMPIYJrQfTAMAx45Q98OfZ3b2GzeYTN5rKFzlJOmMYD7m5vUTY9juOEUrgV5AZVtn0HTLO0tj6OoyaoK/oYsTs7w/XNrQpwGcvtdoNNv4Exy4s3ImHgUuqqlb1raLyL8x1u7/ZC0cMF43GEDwHH46TCUpRhyUXbL1huy5lvqXlSsX6dk9Bt8B4vPHog72LCkguGuWjDOen2CkgOd5qSKBXvkVKBRQ5TmnB+cbmEMalVA7R1y8yY5oQ+RuwPB4ji89jtdhiGoSlOM5KmcZS1GwIuHjwEWx6UZI9O4yj5qALkkvH47beUhotQcoUPHkM/YLPdYTwckaZRoxaE4/GATd+1Atyu2+Bst0PsOsT4UNf9s5D7ysD+9lr2M8tzQPfZPMnzXF8/RQwRlYHNMGAcjzqvjNgFxBAxlyxEMVneubG72PbVe1suWD/U9Swyx5SfMFZoo9DKyOo5AQA7o0dawDFyXpF15gCwKPNSinRBUIKBeZI28UH3i9BDmViwcVkmmVmjB05Cc+M4Npi+eUnmGWI1ts6TRqlMSRWEYFyWYoSujWvov3tT8wWP97WSagLPad2NhbS4ai+lDuy8KKCSJZCsKD4BJ1RVVJPmMoICF4DKBndeXFkuBcxJFFEapYGhdrDNNYm3kgsMGYiqUHCbWPXK6jzCdZ0oLhBKEkVnStIUCcOY3JeKb2ZVvs0IEmu7Vs2FSXBR9ErVpCs5EGe5Q2PIWHtbi5UJrqhckDUs0ZIjgHqsFUVR264aQkqsdlJl7XUOYohaIxVw3N9iPMpG8iGAfAePihgJNSdAwz8uOngvYSKvvcBi8CqEpeHi7TShlIL9fsSHPvABBP82bm6v8OBBh3mW2qtcEnKacHN7h3eeXqHkhGka0fUdQgi4vTug3h2R04zgHTbbDS4vzrE726n3KcCQGAIuLi/aeBIBIXhpidBVXF1f43CcxFqvFV0n+YBxSuJNargkeIcQPTbbQZW8DGsXg86htPdwzrXQl1PORrH2hZarFEHZjbOMGZeMwsBuu0NhYwQRNNfZ+bkk2Te6plQwiFHDuLp5G069jVorcHMD5whzklzmRtuUS+RAGAIevvCSeEVFlGAfCI/ffhOb7Q4Eh1IrXnzxBcQY0Q8DFiG41HyZKO9i12rKdjvg8sFDAZtoZABEuL1+iv3+RhUkYxqPiCGAQZhSknrH3RbTNOPxW7co6lVJaYDcl+Gw2Qw4OzsHQNjttmDSur2SEfuNrnXxuGI3wDuPQGIoDpstjIoopxm3d3eSo2FGFzymeYIVrZ7vtjg7P1/tqwwrdTHgU87igVtN1BoBLJ6LjGPKGVb/JUpB0b9Y4O6sqFync9v3HfquRy4FJU0SqgsBpcj3qBbR1OSlTql5fIt8acatRiGMjSYEUxdq5Dbda3V9aF6moBV9Cw8an2Up6x7J705Lva+VlO/PQHHA8elvo+QjnAvod48AAGFzIVDLNIkScx6Mgv7sHHk6qKBmoGYJGZYqAgCysBa2CJlMVph6zdRYBFqPG7XGSpLW75ylGynqUYRUGMAglDTKEvPioTCzsCnrJIdeYZ7NjAJyMsZmp+600gDVikos/GDW6ry13+WGDjRFR0YRVHJrTc+VpTyIDaK9QHat4M+tDMEQorCgK9ihKqTUOYd53MN5D6/hCbBQyHgIl+AwbJDTiC5K3VaabzHljJu5SriDHC7ONhqqSIC1FddWItY3J8YeT28OeHBxiWHosD+M+IP/rw+AmbDfH3B3d8DN9Tv4rd/+Ldm0ijIb+g7eBaQ54Xg4gOHhfIfeB8zzhJvbAw5jEoXoPR4/fgvTlLDf34JzwiuvfQCxG7DfH0CQAsaPfOQjOD8/w8XF+RJibVO3dP51RNhuO6RcMI8zKgPjOKoxJeUM/fYCN9e3KCnjcNzj0aOHiMFjf0wgEoDNZuhxcXEhU+XWiE3xfqeUcHtzB0eE4zQjPb1C8B5vP34bL7786kJpRYLo64LHSy+/Ip+p9yTLbyU8yJSKvBs5wqNHL+A3P/c5dFGU72Z3joePXmgZiHeevIl5TvCxR62M4+EOXRcQQgeGCLsHl5cIMba28GCG1/tZaBwAHjx6sa23NTuHUWwdD0fc3d3AmEtKLipQpb2M8x4PHzzA8bDHG5//bdmHtSo9kFJQwWOz3WK3HcQ40uZ9Unai702S/A8x4uGjh21/WvgtafFsLRW/+Zv/z2Lw1YK+H2QtELDpO2w3EkarRUN3OodVh9lyjua9LuEyNKqmbC1mbHZUEdZacRyPLdzmvHh5Q9/jeBxROSBqoXFlICUFdDQo/eLpmuIptaIU4RHt+x5RSQLas+n4kBoF5jlZ/ZgYdhF9N6AUKUlIaekB9qWO97WSmvZXoDoAPrbmcmk+ouYD5sNTxN1LYLBQ0JQZrtvgeHUAlwQir5tIIOzy+6DeSJT8zoo5IE97gICaZ2WHqODYgyAw2lolHyBN9JTV3EeUMqPWBB824MrCwACAQkQZb1HrjNDtQD62gl9oxjVreCeEIPmpPKsCqeCqhaJOrSPmJXm8jo+rRbquwl8jzFBJ2j6w2GN2CKCgnvzeQoXA4l0BoDAIFJ4IOWVk9YycE+i5FUumXEQhAtpFNGI7OBzngsPhiM/fXINRMAxbDEOPKUnYwykb/HYz4MHDS7z8wgVeffVVHMcDujjgN//X/wcX55cADnhw+QG8/PJL+OCHPoxpTkjziHmecDzs8c4717i+3QMKLOj6Hl/xf305Pvv//f8hzyMkSRxwdnGBi/ML9C9G5PKyeOfqPnq/Q9ZY+pPHb4NI0HLdMKgiTpLj4oqbm1sJyUDCjxcPLrDZbLHfj7q5CxwRdrsdvKt4cHEm3qh72IoeQwiY5gxwxXHOOD5+Bw5Ayll6YxEpQ4LM4cuvvCqoq1Ws7pUPfFAALhbOxsq/4dM2NG1OLddJy3WMTFneqaJmBvsO4zippyDnPnrhZSw3IRC9Alpd53C4w9XTJ834mqYR4ILtZtu8/K7r0Pe9hFTLjJwLfJD8M1gY6AUav8FmMyzPKa2wdc1LMek7T94GESH2A7q+x7i/k2iK89huNyDnkVPG0yfvgAmYpoTN0ON4PAgowXlsNr2E3G0fEaRPmypx7z18jMi54OVXXlvyRWqM2pZJKeHxkyuQMuxH7zCNh7b3NsOA2HnUwkjZBLkpi4LAQZQEHPIq7WAmqXhoAX3f4eb6Gt53LS+62W2bnBKIPKOL4tmVKl4ON/my7tNFJpIwHidM04wuBpVLBG+1hWbIqNK1PG/jogTDhQhXpexkXoOJvsjxvlZS6XgF7881PCQ5mJInuLADl4R0vELbjrXAVUkMomp30hJRywgXpNU7ShKBD7FUq9YtAAzXn4FLAmqFowAXO9SS5HpcUY+3YBdUCBNc6OBCL8rEBeQ0iiJwUiuELCjDPE+otSD2F8jTHs5HhE7CDymJR1YLiXLjpe5GyhHlvYCFzFK0mO5Z5wDWCvQQtC+WWWZmBYnF5ledNQ0sME1a2c4AuaxIPA84h5RZaZAYPon1PgxdAw60Op1UMAxifR2PM4izxuallmK73WC36XCxG0TpkiR+x2lCqQfdLITgBK10OM7AccY4/S9sNhtsNwXH8Qpvv/U27vYHeP8GXnvlFcwp4cnVDTZdwN3dHT7ykS/Dxz74QRAJsWyMHUqtGPoBDx48wP/6rd/WcITwrp2dn2OaJlhfH8ld9eAYcbC8HEv+KPYb3N3d4fr6ts1M7AecX1xKOKtWDEPUsEtB1wWUWuCdFF0epwluFsBG1X5UpVh5A7DdbjAMmxYKXg4J20ioVb0MLPmLdd7h5GvtrPU3sFzDQsuLcwXLWQCEm9sbKUfU647Hu1art4bHr9xKGGiHwNhud9hudyuBf/pwpWTc3lzjcBDjsTLjeDiIQlGYd86zgkhEQM7zhC4G9agI291WSku8xwsvvKihN1lLu80G0MhCLRnX19cAEWLfYzMMmKYRDELXDzBWBTDj6ZMnEk1hRs0SWQlRclTOWc2VAKDSdITlFEGErovouw67ix22ZxfquYjHcbbbKPpNjN3jcZRrpIwuSkG+5HeAnCtijJhnKbCWZ5MC5GmaUMrbIBew2WxEycZO2Cacg3cO1hmXAAEOEWnrnqCdAQqsNMv6s1kZRlNWtYoBmIsUP3vX6t4W2WJTaytMADZGVL3kxL/08b5WUiUnlPkI9rkVo6FklOkIQEU5EcL2gWzkuBG0XToKqi8dJB+lg1rSqhV6Q/kZIazEVn0c9LsTyAWk4157L2V4H1GSkELmOsKVpJDuJAWopcDFDpxmKSrWOHhJDPJJnkWBHraBuBYgyOIveUSIW8lDVIBKQVBoaAuFwOrjCY4rDvtDQy8Jj5xYNY9e/iCIGE+vbkC0INpqzoidWGIEK4TVwkBt4wEiMKXVncxbkzYowfcwNJJvHXcrLs6lZsopD908J/S98BS2JD4qtput5H36HmYjEoRhPuUEHzxefuXDuLp6gv3+DmdnO1w+eEUKJRVNNh73ePrkbdyFgJwSfu1XfxWvvfYavI9IRWiVSpqxPbtAyhnjUTxcqx0JIeD2do95GpHTDAJjmiaklCRnA0YfAza7MxzHEbnIWDjnsNtt4EJELcJQUqsI4ZySKD3H6Fxo97GQmtVrLaE3KRNo/H0rLxjm0ToZm7VCaeRAzGgt6WFKCO2sxSNe5SUshKj31jiwfkfmeTweoS4uQA7b3TmsFm+NkjSGjnaF5f/0Ee5pTj18iHjw8MX2ngzGwwcP9QnEQzkc9u18y39Y77DKEE+tWjdqy61I7zd55q0oAACXDx9JbkeFcYjnTb3nnGXeAFxcXra5qGXpqTaOI+a54Or6Fl0XkKZJ65TE27u4FGPl6uoajBuQcxi6iFqF3LVoWHq7HeC9w24bBJXoHILvULlgnsaG/s3ZqLOWcZa16zHPE2JHCtBhTMej1HtpHrIh+hg4HMeGGJbSQUMKL7WXzi3ti9aoYdL7WbF37PuWa12Ks2vLSQGGIbCRdffW4xc+3tdKCgBqypp4B/rzF4AI1PkgkHCQMlBITU+dRzBNkAF04JrA5FAVVo5apClYJ4lSgWQLgIKq0PMQC1IwjXv4boOSRnB1zTKTxHREzZOQqXYPUPOINO1lM9UZ3eYR5v0TSYr7Hr6T+i7f7QCvi3dKuL2T0KSfZHFK4e8onXa7HhQc3nl6vYggsoXG2J2dCaJuGBC72mq8AIaznjrkcXZ2JmtWQ4as5LI5zfC0cI1J6E4QZM4RuuAAT7g7TNjPM6Rm6hoxeFxcnOPp9Z2MBUk+r+877M52uDjbtMVuQJEuBgRvZLFooJCuE2PBCiVzyTiO0tn4N379s+i6Hg8e7PDk6Q1+640rdD4gpQkPHl5gMwz4v778IwrNFkHX9xshyyxFiUWlEn+7PUNOM9566wkIRXNmCSCHu/1RFXvG5bDBo4sLtdZLy1OALY9Dmg9R1CRMgDqcnXfY3x1FGauyWWq0lnCbGO0KdgH02QFT1M36ZFMkSkBq3kozVkidjEWwWAjYlCDrdcwQkeusrGZwawW+eGOkfcEqHEn3gTDExWfj9d20BqzpOH1PCwOuPL3lkDxGO4jaOgFX7WHFwoAhoQQLLsiYaBQgeq+oWqD17FKUK1BxOBxx9fSpGH9MCF4iDkJlxBiGDpeXAtX3Ro6sFElgBuu+qJUxDBswgN3ZGbzy34HN85lxd3OFlKt4zyTlHONBjOGzsw3Ohg2IK+5u7zBPs7YJcnj48AHefuctOOdxHI/YbAZ4Io1MdPCBWziQa1V6JPH6nJeeeLGTlEaI3TLCmtsetlsUrZtce9ukhsjd3a2sO2tgWS36wm1siagVzx/2e0zzhL4fWmPQxfhhBddI+K/UiuPhiHdzvK+VVJ5nxK5XbjeP6e4KzAUwhmzvQLkiHZ+C1oSzPqIVo5asrBAVFMRLogpUJM3pACChZiEnbAZcE7puwP5wgDTqVERVFRi78xqSqwX17i04Ymy3Pfphh5vbA25u39TunBnMM8jNymO9Rzf0GDYbVAK2vQNhAAWHWjNiPJN262FAnkeU4nBxcabhOKmrMt404+gCkRT6KjhDGDGo5aM8QZOxstjHKeHm+hYO0lqAwNjtdmAiHG5uEbwDF6GO2m032A0dzs+swR8AyGa+PD9r8tIsJmZrNSGC0RFhnGZlM5DvgitefPklHI4j9oejKF0UdDHi4aNH6IeNik8BkIyHI3zscL7rpKAVW/RdhPMe85zwztM7zKkoPF5CKyFGPHnnWkIdBHzwgx/Aa6++iFdfeRHHcRSYdpGY/Pn5BWrVtWAJfRKPvb2go5XiVbnvFi+kVknoi3PutEUIw3oSMViY0gGQ8rKJB5ZPhT8zQAXrMFrTS7ZQWyJbaaFMwK+U1UkY0PKYJulX+kGeC82rY2a88/Sp1p5J8Xuw6J4aQLy2tnmtNFf31XXSpKLlSNtT1tXTkq4Zexcd22qK3dngqAKUKIQAJ8wws9s4gMRAOzuP2J2dw5oVLufIe+QCvPn5z8MQsWmWQuaUxWjabTfooihnZ0TFLPnpNrYkCMZwLvV4TvkWBbXpEIPHNI1458ljSOaVsNvsUGtCmmZcPb1G7Dp0MWC77TWPk/HW4yctrEiqxI/HvRpNUosY+154ZUiKvjebbZMLziikiLHdni3vrXlwQArhHz6SXJZNW1NIFq5jzVzkDOc9Hjx6saETLSdq+916UBkLOxFh//tBSY1TRWVtdZ6F5JOIEGJA3weN1jmUXLANDPQb3N0dMN6KhQBm+NiDXAbXDOI7ae3h9iAflb1BilbLPIJLQr/ZoN9dII1HBMcIISuBbQBzAGrSa3jUMsPHMykSLgXj8Q6dZ3TRSbPCIOEG+f7iXciCkY1BjlGToIZK71DSiBAtIVsQY0QuLH2ivGxQgsSomSFJd0CFotC8XDzocHOzF5i4g4QcS8KjF17A0Ed0jy5QqzIza8zfO4fLC7H4YtxqNX4RGHAV9F0XIw5jxjQnOBl6OBJYbKlVcwwikMEFDy7OMXQRwzCo8Sw0KsdxEjjv2RZ91zWZNk0zyDl00SOXitu7vRZTHtAPPUCh5c1i8NhtN/iyD39I8lDzrGMiaMwHl5dQ3wKFgadXtxj6DiVr7yvtSdb4GFsZAGtOcyV4Vxa8CSfWWpcYJYR4PArLPXnx/hd0qXLotTyQCB0BQzjxbJgW56I5IuZyqkGkg7TkAIAFoWVgl5XnYi4rm8Jf1NiipxYAjjUw5FJxto2C9mI0WH6rvWsXaGbHSlmdHvdrmOz8+59ULieGznLSQn20BgZhDWNnC9vr96uEapfT1VhdPQ9D6tBeevmVlTewKFIw4+nTJzgeD8KBSA7TeEQXO+ucLtEGRZaaZ1tnQa0yIIWwQXJmL730IoSf2toOOWyGHrKWHKZ5wnwYtXuCx4svvYxpPGIeR4CE/fzi8gK1Sq1X7Hucn50hl4rDfo9xPODu9qbNcamM4/GgnqE8myNaCne1kFi6KBD6fisBKedALLRGi6KT78QuSigbUi5BsIapUlLRvC5yjah3Hn8fACfOLs7RdR5cZtQs1ECAtOmQinSnMoSwP45qCRCGQfur+ABihu83kD5QUitFKHChB/muNTjMecJ8+wS1JKTDDbgkhH4nvaeCtNeotYJVMNR5VNTQiM3ZI1w9eQtCrS/AiZQnwCX0wwaeHA6HEVbfAhbY+Hw8oN9uQU6KTsfjnQZJEmpOmJDgwxbjmNDFHk7bXDBXkOsQQsTZbhCI7DwDTkAjtze38CHg/PIB8jyi1gLPAfu7AyRuDXT9AO86ia+XJONAkiStrP2lshDhcpTWBDU6bIYO20H6XzGkDiXljHGcZRMACN5hu93h9jDJZ05CM5vNBllJLc127jq7lyKZmBHDGYYhol8VLpqCuDjfwTmPTvnW5nlC0BCf8xoyPE4IXgRECAGBaEEfavFiEhcZ1oOIzUvByi9YJf4XISqoRpFtjFqhvG0MYlIElSoOZ5X8tHhpLdrFWCSpKiwVmGzhq1pXuefFD2mtNBo6Uz9vjoxYtWIQmae18qRoaWlv/IPymITjeEQgRjcMcEUMn2cVy+pgy1yqX/SMslopl3bQ6ppsl2lPLvPilqgB6onCW3SKKiwAzOvOwG6pVOY24LA1+8wLEcRQaEqM8ODBC+odmKfxENAUAcAYxwPG4xGpMbson6ST4myiIrk9Qisq9sSNAqlWxmYzCDhod4YuRqnf0qLh7XaHcX8LOI+zc+kMvd/fgaswYozjBJDDsNme0BEJvRpju9tJqcI4Ioa42BA6VfM847C/Q86S37XcHlcJXwv5tnhpuYhxtBkGEAGHw0Fov4AW3rO84XazgVGV5d8PnXlLzcjzDIARhkvUPIqVywyiADiPPB9EGWkfp5RmYZ8owjnHYJATRF3Jo7jKocfT6z1quQa4IkQRumWeUdIRVKXeyjupr7q5PUgakAhck2zMIsCCzXaDedwrEWsS76lK63bnPEKIaol0gh4kAldhHnc+IHYb5FykDULN8KHXTeEApSQZhg6H4wRHitLT6vKu6zBstxoG0N5VXnIhLkTpq1OSWE61ousHEZ4qJEMI2LoetWi/LjC8en9djNinoq0YCphHpCR8heM0iUjVcOGw2UhRKYv48Wp5h+B100onYXIOQwMScBNovXdwQ2xhH3JkvLRmzKkQs75h8o7jNIMhrAxzyhjnCRYOy2DMucCr1eeDh3UQtaLFUgVKH7ygDY2xgzwpjFe5/fQhWL0ca5onHipUIandbwLQakQsfKgAHTZlZS4TYxG0VfjcaCVImZXYGBAHSc2Y53k0dpwE37gIUTIv400rpS/MLDL/h/1eipIJiLFHSkfcD+bRcmH1CvVnVXKWu2sqiaw2b52be57aO1VCEjFY0vDra9tZSzYPYA0LmhJaK7J2lirn5aorT21VgmrK0mIf7ZnrAgzo+gFd7JcxtuusFiwXMZSKthTxjuCqBYPFYLi5vkHW7tvC8NIhzWPrU8Ug3NzeoYsd4JzSsEnhsCfCdrvBxfmZtoCXqEDWDgTzPKPrewyDGNmOpAi/aqg7P3yAeZ4bD5/TGi0ps5H39E6Il4ehQwwBd3d76czNxtEsazdn8WArA57kGtP0+yDcd/30Cl2QRn+hryjzXjYYPM4vz1HqHXbbB3h6fYM8z4JSoZU1x3tBtbk9nAsIXY/teQRcxO7iUhROlarvMl1juLgE1y24FoTYK9sEMHSAc8LVl3mD8bAHIPmhw1hA017CX55QjjeIwWFz/gDkgoTdNFy2FsxpOuL80YvwXY/Kt9hsO3T9CwLYCD24BnAVhGFFQd8LF2HJM0LXw/vY+NZciCfJfOcDfOxQywSPCniAYocpFRyPR23jLoJA+LuCUP2zWInee1w+OEcXCjoX0A1bcQYAVQoaHtMNaS0EVsB5VCJ0fWwCmPT9194JWA1etUbtY2ARxpUBB+FuBCAMCU5g3QRCykXbUhBSEi7C4DxKqeiHAcfjAQRChOXyPI7jiKHvQGAlDi3N2xA2CkI3RKRcVo9qikGFO+tGNi8JWgoAiEe78iwsDKJ/1M+dWv/cmg6CSEONqqig3pY5A2pgsLHc27EKV5lhBmgYrv2rMFweszKzYM1OIsluT1JHtLscsD8cxfBQRbO0QJevkHlR93JPcpYhyfRkLN/l9fN+gYOf8XoYllddXlnedakLVCXcagA1hKnhZ27vSqfhXfmSLnBtrbN6whaixxJlJBDYkY6BNWVdlB44o+uiAJKKjj2RgDxIxp2Z4TYOPSByyAvYx9EO5IRHNAQPuCigheNeeEiZMBKhwuGNt97GPI3gohk8Z7tU8sNd1yEEj2Gza/LHOY9chA0+BOF7TGnG+fmFdPfOWQlyJSztvNM6VcbDFwbkNIOrNP0UejBVbAw1ykXFx8Phi86xHe9rJUWug++3oJqAWhA3l+KNANgrpDilWwCChmMWTjvrbOm9FsmyoPjEGJpwvL0DOWkDYnBP5xzoqHFdAlBHKUPKYq0PvbBTR18Rt65ZwC4EWG0HocLtBDlYq/RuOjvfwbqDVtaNVhmoE/rdJdJ4p+4/sL9+GwQCuYiSxKtjzgK1DRGFi4QgaxEoR64Yxxngg4StSsGw6ZELkNnBO8Ark3nf9bh89BDnZ7sm8GspsP5W3eVOvAQu8CQQ10UoiaDLOcFY0SVcauSfKwEECbkusGoV1Poz16JAj0X4GREwrJU2TJ6L8jOaKNmF4qQU5U9keFA2JSLPWkj5yQ5HeO/RddLLR2C6wNBFzCnrFEoYtwsBqVhlPuFwnBr9C6+FrxnKIPgQUbX2pWrSnKGUXSa4K+sazAp80Su13MsSRpSxcmKZu9BGgmtWA8wt5+v/mUhqVzpRFGgezKLImrWhoSgGKZJxv9+DasFmt7M7SIHtcvXlOHFqVnNPywlNadDJye3asPVFJx8t76AaYckvleU6pnza7bjNz7pI3YASUo9XhbTaQBjNu6PVuJkiZFXEK8W8erS1om3O9vIYADzYkInOEKLqcdUkhokTwAU0HF3VI7cwdVUiZpDH5YMHKFVbC3HFxYMXMU0H6cumeSArc7C1nnPGk8dvIwZjbCddzwIy8k7KfN588jamecLn1QgzMt6irTdau3mWdjCbzQaAeGXBKwE4oBRYJOCJWnE8/j7wpM4vzhHcLPR0cIjDFiXJi7vQibDWYlpoMtDHCK4RjCJom8oImweYD1fwcUBOElaLwxniZovWkt0semZwmVCTkdVuJf9EpGwVuga1hoQhFofUUhWkrEhB75Gr1TtUDLsLpDSjlAk1zaiFcff0LanHImmKlwuBc0bhA2pJQt459BhTRWDAxx75KBB7oozddoOzrfbVamEloFMBSmAQSx7Lea88YAtPoBRPQJV3brVguRQNKVVFPkmhMjkvyMkQITyI2ufLhAnMi3U4yXuoJ2DehFHK6EOgaL2LA2PYdEIGOtcmRLpO2JhLrlooKwjLWrL2wdTkdXstvb5uzKPmK2uVEKfZ5LkKVH2eM7LSF3ntFRac5Lec8wI7XlXom4AqlWGJbdbxscLr5hlpeNIpFY8JUnlzK461nlMKArDxUWubrEBzpQBOf1orgfWxUgwnSQn5b1NtLGSoIXhwTohd316U61IXdXILswnuuXRWMLzQ6KjXwjp+65xVC1ea5reLmtGxelULoZ28+/pnM22M7JRhHXHlVVgRvLW996lnR6vhWql9Mii93VstyuccJx6i7omlpYW8owC1vHYtgBiszKgqA8AVc55RS1RIuLRqzzk1lhIA2O8PcJ5ayYb0xJIu2ESEcZLO4C+99Ir0wmOFlWsEw9rIO+/xymuvwfuAPkZUrpinUfaJhoitSFe2rIR5naOGSCW3zHlRAuxSKm5v7p47TvePd1fyq8cP//AP46u+6qtwcXGBi4sLvP766/iJn/iJ9vdxHPGpT30KL7zwAs7OzvDJT34Sb7755sk1Pve5z+ETn/gEttstXn75ZXzXd32Xxivf+1FK0sJXsXZqrShpBihCWlxkZRAmpZKXHFbV5GQuBYUrxpu3UXNCno9wcUB3/tJiqZIHuaAkqSOO+wPG/RHzlDBNRWhC5gL2HSgMOCZgyoQ5AakQplyQK6EwwXVbsO/g+h3YeczzHabjDebpiMLA8XAl3XDHUf8+aqV5RYgRQ+cwbCK22y222y3Ozs+AUrHdRAxDxDB02Gy32J5t0XcBpQrdSc4zSp41lrxYmycxcrW2jFyVi5wrTe1GacgH6RvFyuIsTPPCb0YhCoegKoRWbKjhL6wU5SI6aCmeBqnHWMTTdQuZpZrU6HqHl17e4MHl5kRYDR1wtnPYbiVxm4u8A9RjXcgthYhX2lJIRX/O2n9MBU+pFXNKmLNAzOeURTkpUgksNEdEJIjKVUjI4MD2brIxLVEu70/OicfkIsiJFUwUxJiBW43N+jCPwwlDv/MyPno9aVZpstcUnQlg0RQi76k9V5sbcmDy8jw+AD5oCxx3Ev46jiNKmpFzRj9sm+BeHDM+qaNp/+P1PxVaemvnDLwS9T2wzCvj5HtNttMylss7iAdg7PvtO6DT+6/45qpR9RgFEIugrTWBS0LNIzgdUZPQrNU8gsss/1So2781zJ90rcPupyjZFl60KdW5Yha8X5sv9cyaJ217hhcIOzM1ME7WEH3OuRUjAwCXGTkl+ZczjuOEOSWM04xpTmCWho/WF6ooXRJDDMYQIvq+QwxSJ+YdIZci94FEhrwPcD4oJN2hcNGcVkaaE6Z5RsoZ85xwPI44HI84HkeknBG8oLDfzfGePKkPfehD+Af/4B/gD/2hPwRmxr/6V/8Kf/Ev/kX89//+3/HH/tgfw3d8x3fg3//7f48f+ZEfweXlJb7t274Nf/kv/2X81//6XwEIyukTn/gEXn31Vfzcz/0cPv/5z+Obv/mbEWPE93//97+XR5GDM5zvwXlGzRkJE6bEKNMeDZVUC1woAGeUlATg4D18EGbkUr3kjVwQpArfgfhWmX9lI1y89BoYhC5Ke3nJKYQmeAksjQUJ6HadxvrVKoEBFTq4ENB3UouVxllCdZwRuw3StEc/nIFzRq57xF56WOUyo6QCsFA3eU3qM7MwrGdGSbPC3KuQ1NYFDl1KksWnFjm4CgO0nuO0rbvT5HgtsshKUVAFWzdhSPGxc3C+a6GJJujU5ZKQUgVry+12nP6yKEfzBNRiryWBQichrHXyHoyUMt55codSQ7PJ+94jdtKKoHKCMVkV5Qcjb+wAIumIAlwM4JIBVElKqxfknAc4N4vZurE6kip/rx6L8x4OQGnV9BpUYyE2rQzlSFPI7cowWIbBLHMLT9UGP39mzGTw9Wcb11VMbknUndTBLl/WM08k5PrPhAa4OLm3PiMJEquULAJLQ0UynosPAbsHPXsb+6ACQK2tR5ZB2y03Z6zea+9P1grfvxRsbcg5Ze2YN0/8FPV3zwtbPahmbE7GlNfnaHGuzqLyXeqfmte/UkIG0Vb2BlOCorwWIIVM4zJpzwJLTBHa/eTvVndUeUEUy/kSYid3WiMGsHLlybqxIuCSxBMzwFEIwtReagHS4pkJzsxQo9KDi1NqdEg5CxGyOAu21wiEilzq8l7qEE9zxmbo8G4O4ucVK7yH49GjR/iH//Af4hu/8Rvx0ksv4TOf+Qy+8Ru/EQDwP//n/8Qf/aN/FD//8z+Pr/3ar8VP/MRP4C/8hb+A3/md38Errwj78j/7Z/8M3/3d3423334bXffuHvrm5gaXl5f45F/+fyMEQowe2+3Opk/Ce7r4QYQyC1URnEMcLkAuoEwHGDjAev4IIo8Q+k0T4qHbgBzBOa1l0jAFF4Gs+17+XnMS8ARX7UgqsWM4j6RxYqdWsAgw4HD1RstbdGdCA5NurySs1kWJL2tFuHMOsd+i1ITN5oGQ5qKipBG+G+CcoAQFUVfhvLVZZ5APErkjp5vGw6ty0sJ5UUxK18QaepAiYa9uv+bZnFOLLrcaGfE0vbY9EDQhuWXjCSgCsEWqP2moZBWGM0UKSeoKulya5wnzhXlUUoztPRCix6NHG1y/I00R7/aThtf0XuQF0anPIu8dpIZNIfFTSnqPTi15oZtiLFDgeZ5RykIf0wWPVGQemYUIdhg26Pte+kaVir6PmCZpw1JXoZgFBLIaIx2HJT9nz78eI/nsWT1kwvo5YTesP6LT3+l5Z9g1FiVRSsH19RXKfEQ/DLh8+KI0MnznKWIAQuhw+fDRvWuvLs7rP5jeI6UNsmIDOalqE0xTrS2H1N5Pn8tCbuZxWcjtRC6vA372uwr99v3lHqI8KsAGm7bu2HIjogVIYo0h9RKrF13QguvwHgOw1jnGIWhEx+29zAOkZR5O34BX82gGMAFkuUwdl5IkJywA4EXBmZdtT6QKTUKOiw40cOkw9DBQiNU6ye2dyk31SmtpbPFdZ52jXWsBI/toCbMyS4uaruvx8W/4v3F9fY2Liwt8oeN3nZMqpeBHfuRHsN/v8frrr+MXf/EXkVLCn/kzf6ad80f+yB/Bl33ZlzUl9fM///P42Mc+1hQUAHzDN3wDvvVbvxW/+qu/ij/xJ/7Ee3qG7fkGfTfAXHY4sfC4iOCW4kkvkHMNZU1378A4yUib3tVS4MjB9ztwFlJLkHgl5IIU9YIBiuA06TUjmAh5HhUJRagoQMlIOQnLeRbhXEqCcxKCFLYGh8PtO/D9TjwZkLTuyAmVJSxJWepAfNcDXBG6jbR0h8CvJTQmOR+uFTlrjZMqFfLGuaUbnAkSunTgMmM+HoUcF1q0B6hAxOIhejs/oWrLes4ZRfwkLUZmyT35CBf7tmGNN62t/kbLz80iaxtavSmzgI0fUNg9Mgo7MAkSKnaMec547dVz3NweUErG3c0ew9bh9loJf8Fto83TKHsXsvFznkBFQpfOhcYKDXJwJFB85opKhBgj4hBRmBWirlX+qIgByEWEat/32oZCufu2WxzHEeMobNENqt4Gg0+EuPy4ckEsf3jifT7PC8PpObTc4Usez1FQ8hQn7ojmHIomyfXZ2Cx+BsG1uTsRrM+zfdVjsjnPJYPZnXS3FcZ8ajDn+2G71cOdPOea03B5BxtTPvkWL18TBWXfsDBdu8IKXq4GL5iFYUSHjWElV4pdlY3ZOPFEN3B7DHlMyy8a2EWVFjEMPWhK0CIOVhDNTVGhKTWr5WtvZl2813XMDT26vIZFPBaDXi+rxerTJLJMjGRC0B5YpSSp14IwtlRI+NERIQZpbSSdABZWDKGLklES0uZVY9kvcbxnJfUrv/IreP311zGOI87OzvCjP/qj+OhHP4pf+qVfQtd1ePDgwcn5r7zyCt544w0AwBtvvHGioOzv9rcvdEzTpK2Q5bi5udGfosbNAct1kCLApOeTMCXIRHsNbwWxsj2JNR0GcDnIYlU3fL57iu7sgSLNejCt+qME6021ClNoLoGYW8U5l7Vgssr/ipInsPMSpqyM6XAllsk8wYdBGiA6Asghp4zYRwDCl9bacJhFoknVdayduMDHgDyP4jVoxbfFucl5CQ/Uily0MypZbY5A41rnYuVKgwuidIgapYltSEGVkSo2Y0aQjSRkqq4lTu0vzWFCgRWwVgUhoCkOQRLKk1cgV7ACXYa+w253DsaEOVXc3EzSLyoMQBXLLqeMGAO8d6t4vgorfYdaMmLnkdKigMwLqzrfsSMgiSGTU2ljlav0qIpRcoTWYdW87YGjhlHkfl49opSTho1MUpj8u6eg5EH1s/Z/9461grLxtcM8jtO/tx9PvJvnqTU7Xzqt5jSDOOHR2UUTvNKJOMNVqYthWgQo8+JTrJXqwlUoh+VWvJP6NPOwvJf2GZWtd9tzHnHlqdhNT5Ws/GBKUZ7Brf64Otc8JlqMKVNaurl1niR0H6PCxzVKYFestWoL+/0z3ppddvGOlAtwbSTo/JssocbsoGuEebmbhYDbOllkw7qWDspX2JRu0+H1dFzr6tmYtRWI5FRrZSRm9L1D1wfkWZSXdJFWnsAYUaqUTFjXcAEiaTuYIg0UxRD0eLfHe1ZSf/gP/2H80i/9Eq6vr/Fv/s2/wbd8y7fgZ3/2Z9/rZd7T8QM/8AP43u/93mc+Z7MQQMKvZpxfGuJyTTlIQp4s7u8iapJwVUGC786Q014pSQp8twXDa+5Gub2cb80BTQExC/RbePAqjF3TaoKYoQlyWfi1yCLO0wFV6XeWhmOEWkdwrXDkMe2vAEi+icBwUdsGMCllCbdWz0ISKV4Ts36HCOwkd1Mba0BFydKSHc5pOE83hQ+LtbUKi1RW5I+S8TZSVCf5A4GTmwJ4tqhUckXiFVoYo6pVuq4vaZZyreAyg2Kv45oVXCGPJiGEjM/9r/8HDx7uMO6PIJLhlya3hFmBEzkX1GKNG9UGraXl54RLz2O3DTgchWGi5IwQo9SBgDGNE4gYeZ7R972GNwjnF+fYH0Y8evSoFSxaYfacZuQuYhxnkAM2Fa2coWjhNAH6HCqk1uG6+8rL9A2rFWwjfV9vnSgeu95KOOn31uGpE2vWhP5Ki9XKSHMCcUXX9SrPdZ3r89nautfb41RhclsdKyGt71mqgi6MJFW8K2PQF0VWVzppGZ+1AliH105+srFlMXgWgML6WexL+u5kP6uHo2PIYNTpiKRNPmNYi9BF+XrnkUpelN/KKDlVFotiWRsGp57XqmSDVjNmC8LQqiuly4peBbnVVRfmdCktOH31FTvw6ZC0sS/YHwTlScyQ+kGGr2qkE5aaTyt8JwLY6iatTks7Euf07M2ec7xnJdV1Hf7gH/yDAICv/uqvxn/7b/8N/+Sf/BP8lb/yVzDPM66urk68qTfffBOvvvoqAODVV1/FL/zCL5xcz9B/ds7zjk9/+tP4zu/8zvb7zc0NPvzhD4vQTWPLLZETNgRQBbPAJytnuLABj3eA89JKg0cAJDmIIk36XLfRCEuEj738zQUR5j6ipglk8GFNRFgYsS3semqpQ5WXjx1KTkj7p1psu0PKR3GVcxIvz1l8uICzQE2dD7KxSEKGAMM7a47o2rIWpRzBRQp3VzbzYkVipThY0XhKcLr8DWirzYSV1uWIUJS8E5FXN54B9nCIcK6T4mdaNqNZzXCMMJyhzAfdnCvbk8Q6JQhySRo7ZlANYC5wDNSa4DqpZ0MFSq5wncc7Tw9w5DXkFOQ8J6ikzWbA/jjifDNI6/VSET1B8/0KAAHmKSMEwnbbYxpn6RjqBflZVThGZwpVIPe73YD9/hax22JO0tdoGLbwGm6OQdg94lkndFyhYhMHoVoiCAVW85xMgOIZr4ZalACr/xJMyBHf//5KyK0t7pUAXCsr3FNY7VgL08qYZqWvMiJaNWIEOu/bVwwEcSJs293My7H3Xp9iyDpBVwbvZa+RhgKJUYugy+qKi88Mo7XSO5Wxa6Ft91kpMz45a/UsfPL5ie4zWUMOXCrGPEq4W4EWtveXfYXVsy7XO5me9Y4lGy9oTmnZS2bkYbUuGnCkGSVoSnWxeWozbHiNbLGSGq7t+Z/x4pcnE5kHqUFsb0aESlWLgiXUnnKGIyDn1ELdzAKDt7Gf5xlP9++umPc9QdCfdwi9xYSv/uqvRowR/+k//af2t89+9rP43Oc+h9dffx0A8Prrr+NXfuVX8NZbb7VzfuqnfgoXFxf46Ec/+gXv0fd9g73bPwBgF0GuA8jBxZ202ejP4XvpB8O+A6gDwwkLepF8CLP0hZK8UYELW71OAPkBcfsQfnOhSk+sguHBS6DQg7S3k9jCTsOEq1bKVfJjpWSk8Q7T9VtIhxuFxhNCf4Z49mLrCsykXiA5QZwxK8eXTqgu9pKToG4ajHqCJHhJgCBpVvi2xLdrScjp2OhULDxXK6OyhPbIBVDoQKGTOLv1ioIDKMg/3RTMEpKT9iIOS92OUw9t1ntoaUdRAItXeqrp0ATEAlMGWgGhShIXeri4UZivNv5rOUXZiCkVjCNjHmfM4xHjNGIa9wA5hCB9p2opiEG6lzrnsdsOEjP3QihKYAQHXFwIYe1mkJDf5eUWl5cDhqHTPJRH4YJcK3IuGMeE6TBiEwPSnJHSLK0UjkfsD3vxooo0xCs1YdYaMmjohs2aJGnHsLIMYMrmWcGmit/GDvYzFsGqgr4xfdw/lsFvSsY8+arJc37Ov8IV43hEKRnDdtuIRQ25en11rf2lalv7lldZS/926/as3JB8y/9EAM5zEsMip8YRB7AqSiz7buW5oIXW7N/qns1oQhub9nir8Wu/Qr9zolhsvercVClNsBQBQcKUVpNn+bTVLcHAUpvV1r9e2ULu5CT3o9D8YRgw9Bq2Ny9Iy2lsvpuytnnVcVn2mRk2aGsI7d5YlJ5cfJFnq3FZFhsv8wtldHckXH/HozRC9IpwZWlb1PcDuq5rsrLWqtD03wOC2U9/+tP4c3/uz+HLvuzLcHt7i8985jP4mZ/5GfzkT/4kLi8v8df/+l/Hd37nd+LRo0e4uLjAt3/7t+P111/H137t1wIAPv7xj+OjH/0ovumbvgk/+IM/iDfeeAPf8z3fg0996lPo+/69PIoeBNdrh09yIBQR9D7CxQ6ACPCaDnDdBpVHcMoAKYTZRfg+wPXSqdPAApLgI/hewBfee0y3Vxr6EyuKXBRhnLXZYl1aJFsvKgoDfNggz3ewRAwR4/D4c6jaCsOaIdaSIDxqMvlGhy9hQbVYSoEL6r0B2opeINGNRj9PIOpRcoKPg1pIokyqsUGQWMhQ0ks0r8nyTDa8uimKML0DEGHkApgzrCusncvVmBB0OZekl6ZGUCnRCaHc4SpFrKx0S3naC2MGuDGHeO0onMsE50LLA9SaIe1zLPzocTiMCBcDUIEYPQKAlLk1Yws+gD3Dh4B5ThjHjBgi4DNydri4GDAeJQfiPcMITHN1UhPinDRVLADCBlSOmBNUaLPwK5ooIVL+RKnmn+cZJVe8+OgR3nryjuRyWqj6XvEnA0uI6fQPptOsbXk7f+013ANc3HdsqIV0l8/kx5VSVIFkJQnw1ISu8wFUastXdH231Dm1sNYi3MS7WNgwnne0PJXmPVMSeivvSls/nlwLrc6zRBusHm9NVLTOu5y+21rg2hiswoUrRbUov0VJLl+XCMlKB8tnjpdoir3v2qhoJ997xpWN4jSs51UhOwfUQiu0qYEyAEPz8nodtAWyTPZpccGp8YBn3v2eYUSni8cMKLtH1vpJH7y0+WCgKKNM8L7l6AAtCQkeHmJ0d/27Q3O/JyX11ltv4Zu/+Zvx+c9/HpeXl/iqr/oq/ORP/iT+7J/9swCAf/SP/hGcc/jkJz+JaZrwDd/wDfin//Sftu977/FjP/Zj+NZv/Va8/vrr2O12+JZv+RZ83/d933t5jHaQ72WCyEnLDWIwF5QkzN7kHaCeRJmFIBRxQIhKpOqjMJgrAW3NEkPOKQHzpPkah0wA56QoJrHikGf4rlMghoUI1PWuEA/HQn7USRdgLuBxDzuVKMhzsYAvJJRmq8YoU5wKLNZwC8QCrVUjzBWlsDJISFW6x4DQbWGMy8BS3Q+oJWXosVWMW8AZEPABqnaXNa9OrT0XZexcEM/LiZIxXjrjM5R3p7bIS8nKqrBa+wTNJQKoFS5Izy8fOsBF1DKjJAkXCJ1VkjGrDqAqUUPtj1NKwW57hpubCX0X4FzB0HfYDhomqoCPFWlixF7689zdjZJrcw5DJMQAbLcD3njjWoEd6kVCwi6ZgM1mixgCjscJDx48wDwn6darRJzb7RbBh2cS3tm6IwPYbQdMk1iRlDNma/XOpOADC8OJTWzWe2MjN2nU2nTcl8iLKJHf7Zd1CMiU4H2Bzif/3R8ODdRgxaSAEAz3XcThTghJ26I+0YT6q4ZJba0tNT36ju1cyccKdoAWy5srXHTI2mbDkUMMDqUKwrLldJ6nmO4rYfuoKahFuZvyuO/pwMhlm5Lik/+2P1Y+fQyLwK2VQnuOBYhh1XFE1jJD6/M0lEpO1oQj0nwmNUyHdHqoJ49xOgjr91zqlO4roOVr7vQibWwJz7m4nlKRU5F9yEBlUVAW6iMFarGFC5XH73kO//OO96Sk/vk//+df9O/DMOCHfuiH8EM/9ENf8JyPfOQj+PEf//H3ctsveDAcKksNDSuUU5gVklgbKcO5CL/RCnmlkgG55paT1jSJRyANEGtRNEpOcLFDzaV5MvDicYGlSJQsTNesF4OrQ9mlZQm4IIS00OtyKYDTbrgQ5IvFjn2I4mWRX9aSlIHDWsuXIsAPY3i3YkFyUb04YzNQD2mRToCByNUaNqUigsEWo3pbREpoShA4O9AI8kDy7i4AXJb72CZXmdhCUBrdktypl9CQtTpg1mLlKDVgJIvdkQksbhua4eBQUREAdui9ICCdkxbZlrzdH0Y8uNihi9IiYZwqttsOoRclv9l5pDGhzAl3FXAktEulMLbbDbwPmGaZs81mgxCiGATaa8qTVN13XY/t9hyTEn4OvbQjmKYR2+0OKc2IoUMpGdM0Y+g6ZVaXEKkrSilj9UAnQnwlSCoWgQ6T/8+n4FlzI7aTSSDjqvNUcNz/4uo/zMKvps9lXZpZlaoJ88PhgIcvoOVKWwTTrtQaO5ouWAw6sYl073BFdZAW72xOuqyTlAUC70iMOYYwsROV1ttMX/zeyyx3XCuok6E5UTqLx2ARCzMY7A8W1rcP1n9u16S1FJa9I09D62+1P0szQu3BRFJnaJ4I+dBC/QudFFZ7jO69wzK2a//H1tBpCE/OfNZOWb3vyTXujcfqs1pZGr4ylpIFC0Myg4yjVL3Bd8s09L7m7gNJHRSDNOcDkB/AuWgNlITvmJwygquSKAmFZcPCCb6fHSNsdig5KSksQaiyWMJ8kDg0MUBRoeCVJWmKDIuFCEQbMN66WpLKdcnd5OkAVIaPg7S4qAJEMK9NFpLGhKODJ/EgeAUvrbWCQhBYs3lDpmx8bHUSzlZYqYDyx4Fl0TvyiLtLpMMVmsln63sVo27QdDBkuZjW1H9EkGp8i30vnHv2Ls4HMfiY1durQJa8DdbV6aFrqMFmfUPAJc5LkSA8hF3DRwAZTMA8awz+7hZd1+H8bCctAbwUdR+PI3bnA4bBI3aEu5sJzA7OCScaSMJLIXjc3IwS3lSmCFOK01wkPOwdDuOE7WaLs7OL5uXFEDDNI7quB5F4pc47XF1dIVvYD8DheETXdXCOsdtscHeQ+jbjSgMgeU8zaACI56pUQBamgyA97Vh7Dc+zea0cotFVGWJrbVnr53YF0n5c0S3N8Zaw2ZJXLC0X1Z7k3s35RC/YGadClAANARft/RS0i66BeiRHxgBroWjKAv6BhrpbwegzD7AakRXMYvkIJ7m+5nks55hgXuDwK3YK++7qMJYMLgUX5+fYH45IRo/EvNq3ZhBUELR2SEN0YmzJHi/ECNHDOWH/yEUaElKFNOg0Vgey51mtAV6tD7KX0V8azJ4bk/6zY7Yo7NUlsV4vZjwJ8CUI3ZWSZieNUKWcAIQVc8vvAS3S/3kHoc57+OEcFLaoSfjFXLcTVF2/QZlHUBCAQOw2qDmhZlEYnGdw9WDvgEpIk8GZa7MG2/Kznjs1w3GQMIRC1sWCXBW3KpAAPmp33o2E0EoV9nAXgJIkvMUVjiJKmdtmA3RRMJCzwJjFCq2oaQb5XuIcJH2NxGCx3JD9V9FFZmkV9a6Y4MIATkfMt48Xrj2t89GEnLlv6slZKwFuFrFQ2Jjlv1TQW7khaZsC1IpKEjIksJQtMglSr2TVicpBx0phxLI5HcQ6pxAF/u+jVFy4KKEzFwEWup6+76Ud/ThinhNi8AhRwpSbvsd0dHDkkVNCShNCHHA4FnSRcHeYsBl6ZXEngB1u7o4YhgGOAggzhj5iHEe8+MILcC7g1VdegfcOT955ir7v4B1hu922ddP1Q0v6G1s6yCF2HWLosD/cYb/fS4FyjKicmqAvrGuBGMYQIoJ0If9t7Nv30ZSk1vqJQAJ4LZHbfxeEnMzhUmjNRBgP0i+q1ooYowpyYS0RI0wYBoqhTVcw6LU/86zyum+bA4txI+8MACklKT/A8jrtCubNtNCmhpWaktVr0fKOTVA3ob1AA8w5sM8BszuXOy/yW8fI3nU9zjg9+mGLFx9e4iOvvdr+/sbbj3G7P4JZvI1pToiDkBKAWHuxsRY0KwN6rYhqHAvfoexvqSVjMYKxhNNgPIr24K28xMbZvOIVp+CJZrO9jdPzTcGyyQk1nGweyK1QmLL/hr7TFjriJcYYtPgX7+p4Xysp152hzFcohxutV4IIxqDddrli2j+W/klhA98Jhbx4EkAlDbOphVS5Nk6rWsxCAMzL4FLABOR5ApRmv9WrMAt82hausoCT61sojp2xWiyeEbN4cawWkSwsDxcGsRK1stviurCurMyAt5yTsCYYOg/K9GAAENusUPRgqXux0ZUdnkmLXTVkKrRSpijX5vkSqqDGDwiIBZybQCBi1JTgyEvOzhYyqXBtglZDndoOxPI45KQ+rSpNDVVBCTGT1qMB1O/U29UNylIX1XdC9zRsdpjnGZ4KximBaMZuuwWxjF+aJnhPOI4VfS/tVGqZQX6DrpP8SwwefT8ILVLKODvbAcR4cHmOx0/exuX5eWsed7bbCpWTzsE4SfdfY1dPWXNQqtxj6LAZKjBKOUQpBUVDWbBRbqHXRTmBF4iAhZ3NmNA/Q62IxRZuIaDFC2qs+GvgAa0NJMbxcID3BC4k8GJmEFeUah2gAXBV0lE0Ru81KBzPCCJToLz6xDzGRVE1cMdK6bTQt62zdra1oQCWnlEeXHJ7klNY+cpbWEnn+8CJNax7Efh0+l4rY+EZH44Zm6FHcE4AQJVxfXeLd25uEdSb8F6MlDQlMVZKFTyS5qd8cMKP5zVS4oDYcrvc1lMuQq9UmeHIoxC3sFpLBTRFbsq4vQLMYFHTdP0HmLxp9gzf+/vKey1F2GuE60/C9eM4iVGp55VSVuvySx/vayU1H67h6iiLsYwImwfwcYM8H1HLjDwdMN68jbi5AG0H8HSUkN48AVyAIr2LSilaECfKpeZZvQTc84xlZUoC37WlLdanElxygYubxnhh12gL3AujOiuMlEJEnY/SKyk4IAmxK7EKbIWYWwsNUvYHCQIzgKKIRIH+SmFtBVifySrlHdDccokLghuFvhY7y9u15yazmrQo2sdeKpLNMl1LRtLK8rZZxXqrVQHwbsl3rdGDC0XSykqDPJ91EiXyYFWaVuaR06iEsOJ9ZQKG3iPljG03wJEgjxyUm4wK9gdCFzpB9cWAPDNqAQpI66OESSDGiO1mQIwRIP1bFqXZhYjjeMR4FEvYe4/d9hwxdk2RTNOorBlRLOAQJc8CaRjpQ5D8VpbnIAJyjuA5SeaiGe82LjputvD1h8prT0LPUEMAXNU3Mc+EmxKQuZBzpMD5Xn5FbzDNMwKxGFfK5GIev/Ny/2lOWh9jys2Uhk2xNW9Uj9CUQRXDyIQeY8nzLMqmbZxlmek6afllPaVWyTuSjgtbd+R2/nIpts/alfWd1/nAdvKzobzle6chsTbcq79K3kzuN6eEJ0+vGkUQMyOr1wMiCYtB2MkJivSbCryPChRhOAKcp5abIucQgofLUhdaagExMKWMUgDOqhBq1T0k+2utiMyXvK97Fu/2mRdffljnSHn5jBy1XKEwiWh0JHgtyC9a2Pulj/e1kpIi1g7MGaF7gHS8Rs57gB363aWQfj74UAvV1VrA+xuANDkLyW+4EJU2KyNNkkMSYIMk4rFGqqkyOLFQjXOLIND0klr9hCyQoguANHGpCpAkbCKhNgYnKdgVBaThMyWBZJzS+7RkqSkFcs3TqESCCKKVIhEUOsy3qiWLV6GWKUAI2xdQjldglnzasrErnAsAPGpNKw+K1xpY3s8MTR+b9ca6IV2I4nHZ+SRelDGwU3sWUXCkxcww8IfJbwVd1CbMF+JYBqRuap5AXOF6jzRJy5HgBQXqU0QpAo0VIuEOXbeBcx6XF+fouojgI7q+B5hxU/boug4pFdzd7UEKsIjdgAfnD7A/7qVeynvs97cCyhg2SGmGdw4pz40VpFZGSgnmJcQQldWC0MWgBKvG6K3IS2PMMO/onqBY6l00lAq6Jz65WVtNma2Ef/tp9VnO0viulKJ5Ng3vQhtichbmFUjfrTwfsISVtD0J1BMSxIOuDac1cFlammM1ieZJudX6WkO9IUKWa4LEG+KiuQAsZK127mJELT4Cry92On7mdUD36Hp5L27DydCtTAc5WsRBPEApWSigacTTmz1SyghKU1aKNI2clOduze/IAAozhDllRE4S6ZChEW9bjEtGFwIqGCGIgRmiRAEIrOcQzEGvLM1Wiby2r2kzdU8hr+bg1G1cjQa3MbTcmuB/WBkpAJCTUJ+t3VqlqBemlL/08b5WUhQHcJkgwIlR6FV8QPAEuB7z8QquOxM+OEXgVThwTajkRDmp0K9ZmhjawhYrXQQGkQcF8X6W9hHWsnyZOGkcuBTXGb2/oP+c1JqggKDEtlXh50ELd82iJeW7U0GvHzbFBtv8BSLItRcRnFPePxUoJzQ1BBQJ7bEWHdq15K+EfLwRqD24hdBEsUg9Sp7vgMoC2Ye28FCFQW4RhIAg7UQ0GFtFL95WnWXsWtREmRwAwPeAcrWR0qcIkEIJgGMvHiiXlqMzJbjpeyGirTN2ux7TnNENjPFYMI0Tdmcd9ocjjmPCPM3wIWCzGVRXMs62gzJ8VIFcRw+vwnXoAlKSsMWDy0eQPFhCygmPn7yFi4sLqaMiyaO1zAwx7vY36LsBIXaao3I4Hg8IISCXjBg77HZb9MWKwG9QZwuN1pN10bghTwTjGlhA7ZP132SNFlukMl+LOwvlx5Kx1BYm4yRMLqUWDH2/WiVShOzMcNA7kIWWiGGKrOVqzXsHFqNDLEVdLrJ2SDstLx6SApNWBbOtNo+FB9P5uCiTe4oX5iEoyOEZBJyyvIANZYvlGRf5q59RG4NF2a0ktgEWuJw8/zgeET1wrBNu9gfNycqXyIkx8ExkQi/a3td2ETPKPa+4Kv0XAUiadvLYotQsNW45aXF5gI8RgUSJeO8QvIR57RoZRS+7eg6lNxKWeFNousbWxum9kDIbjkblKCkIZE5SyEsgzGnpf/XFjve1kqrzET4KYWwa9yAu6DdnKPMRh3d+C8PFq8iHO6TDFbrdAwm1BSeL3gvNDmVD9dii0wWtuSpAhINH1JxVB64TkKU3C4EUkJAFFKET1qw65kaCy7kAcHChB6cjvOuXzTjvZcMpEELEnUG9VdywCiqwvkPUXjJoXhPBCbjCQikAHDwsAWy5iAb7bULEgdNoj3zS4ty8UNGTmkPShe8cSVFwS2JLiK7kWZkihGGh5BmsNVQVkn8yHWokt143EGCx9QWcYa0U1nkyE9oxelxf34BcQIxOhT/jcGBMxwMKA7c3Ulj88OEW8zgjBrHoSyWcnZ3jyTtv49GjlzFsNphSxQc/+AEcDncCH48R71zfKq1LwWYYUEoATRNmFvqkeR4xzyMqM/puQE6zEmxaJ2EhSM4a/jgeD4gxisfiHKgUTGkWgQ0JV0mIDIvFT6SIvrUw09VBYsdKnyETyhbe86CwAVCbwJd4XYa0dhHqqzbl5JCSeFKVGaEfmhCuXHU9QX9nUC3QdCYsKyWtHZxG0cxY4iXtBJbWOKt1iCQ53aXNixgqWClEcNa9oevOKLvsms2zsjDySkGZl8SQMda1dMqAsiioxVuw/67Uf5MX9oGFOiXaYk+UqzQALCVjmpP5LBoV0booIkEt3vPK7nt9Kz8YgEVQ5FqlMowgdrq+QhcCtpsNQi9e8P44iWfvA0rJmOeK3WYjcoUA3wX4LDWFxqMIOM1pQcKKURVmFQ/MvM3FAJBwv/NqBFdhx6mlqOHmGlqxyZR3cbyvlVQ63qKOVSxsMOAD5v2VNgAsODz9LeTjXjaNF08o7h7AdwMMlVJrhuU+mstfF8uzsYHXKMn7Yn2U1Ip0HqzQWXARpVG0bbrzaP2ZTNCUjFL3Yl3YtcnBxQ2W4l8CNDRmG10exmlBuzwjOXOp18LcLGsCxQHeS80Vp0m8IzLPB+pFrGqoVHCpZJFQjhVBe39iMZLyDfrQg1FR5lH/7PWdSCn5pbWIPauD5AyEFdxQUqKIc55lEfOykM1EluGTMI8o1cVrq1VYtEuZQVyxrwCRQ55nsHQ9RCXgbHeG27sR5KTjrisFIfS4vbnBZrvFOM0YthUPLy5Qa8HZ2SWePn0bfd/jg6+9it/+nTdwc7tHrQUvPHoBc5JWHCFEdDEiBMlnkXO4uXkq71SyEKVqa/qb2zu8+MIL8EHOr7UgZwlHey/s385ldZ4MPGHjDrRio7VHtRKicqxCZJY7zXOzvqFeGjWvBE3IMEOUd86oOSMqnJhXRkjVXFZlhidpqNnqf0yQa12TRL0MosxtTzWDCYJok27DaoWvPQrbjyugxaLYVsKA9V31XqboFmWyUkL3/ttup6euPVHYN/W8U4MWK6XYPmrrksHCHBE87u7uRN6Y4QcpbbAtZYAge+flSqfvas+wNHtcTrexrxU4zjPGJI06uxh1r8t6lNIZAcE4aEmLI4TggODgncOcJWT9+PpWS2WEWNmc4uAJtVrboDZwQrFVKwAx4p2TMiDUKmz6WZ7de1oZLF/8eF8rKeaCnJXJIWe44Qx5OsDHLcp0g5onxO1DuNgjbi6EgNUZZFJRQ+TFmiT1sDS8BBZGCkBCarUUyVORyQlqoZNajmgWVysAZKAqN1VdLXZYwauyBbugsX4Nc6gnxbWCYfBbRS5ZyKTIRjafS9SSMiOoJ4PYCzEuS0KatSiwNSh3QYS3Ch/nLGhE6uK7FlZhCWzrO0h+Shi8ixRPl7wKc7Dm2BSFKCN4sv9ImQsIvNRvYRnC1kkQaMqy5d4gIQ5iC71mzAU42/Xoe+FiZO2RlSuD3AKlTbmAoa0fCoHgMY2SS7l88AAXFw/x8PIhYgyY5wnH4x7OOe0NNeL8bCMbHlLzEUPUosSEYRjQdT3GacTNzZWGyhS6XRnbraARz0HIOSGGAAPdkCvIc0YIEWe7HcDAvo6ndElNqDanRP5vibAsIbX2d2DpUWRf1lCsWrekym6BEAs3ovHDbXZnWsqmf4cAVZwTK7vvexzGUYSuLFxZC5WFD3Lt5VgRsBlea+/ASh/W864S8QTPYM/hnPZY0tVFqjwr0Go22uCYMF+8oVOEWm1/P1Feq7EXpbIo6hOFtIo6WHTFvi28hrp2lX/PFFtlRi4F0SIZJ+G+0/dd1oAZb1BFLM8jdzQDRj1QEEplHJTdpIsRsevEIKoVqcg1S63wBchFSAZ2mw2GLuKsD+AHl/j824+VpknuX4qsKWM6BxG4KPjF1qXOdFVjZQFFAcwV88yYfi+4+/5PO/K0hzAfZUG4pSNc3ADE6HaXKDmhP38VNY8a5lA3s4gVSdrPxcEDvgPzJNjJtqBVMFfbwNabSQVsSW2JGFP4adEbSyEtweIoUrSpXlrVfi3CgC6Fv44I8BEGIGC7rw/wcYOaZ+T5Di52cN2ga3SNqJPePjUlYcSA7FlznUoV9564tuiyeJTQTe9AToEatWir+NoEE1cJ14GlkLqWtMoZSB0UWKiaiLS7LipqkZCUcw5UCYQKeCnsq9pYzRxJoOqGlqvauMujGvu6NMVbOOMK7vYJ282AacxIKf//yfuzWNvW7b4L/X1V730Uc85V7Pp4+yQ+dpzY2ISEm8RcCSFFECUo4oE3JOKnBFk8JS9RpIAoFIKQrkSeTB54QIK8gOAFIaUQJBfdECVwbWxsx/E59jk+xd577VXMOUfRi6+6D619fYx17NjH9yrS3fKQ9l5rzjWKPnrv39da+7d/+/95590th8NIWjIYx+l4wvugfkVmVSUPIXA6TwybQggDzlXOpyMpJxGOnWb6cFH2EG05Ma/cDuIltd3ekHNcZ7ZqrdS4EGMkBFGbAMPQD8RlxhjR85Nj8Ris/pmErWVQCOgS6Ne7ypjLb+rVv60b7uV+pVVkOYm6ChrkeXtT1uxB/yp+XtOSuLlxV+y/9iGVWuV+WvQ7toqkauVjjLkwZlv6Y41CPNrbWMkY+r7XX3V9v6uPbXtyC34NQuQSYNekTr9TC4usAZJLddpefRWg2ka/brj18v7t/ru8eM0OLj+2xEEfpVROx4cVfRESiadpbYpv1qLnxaz7Qa2IZFcRBrKtLb2s6z1or1if5fpEtUDbArV+n5iSJI/61KQzUqYhNDYwzol4nvFz4v44c7Pf8eTmhvvHA963tJjVMme9Xmj1WlXkQPt8aDIje0y5ev53Vcy/xeMLHaQqRryfaiTHKNBTjqTpSL97RqWSpwOmZkpjHamcD14XZM5kCjVOGoCuFrzOJa1085K1J7BOdqybP+W6mdoWXL14BrXBV8zK/BMx1kpNi/ocimJ4XXXf9KY2eqHTjDEev90LPAhqea+LtAVX045Vjr9GoedSjDgW13z1Ol3wjTRiwRZR8B72z1nGR2mUe5mdMt6rWrsOCK9Df+UiBaObSa1JNkkftEfe+mbq6+U8eVkU3Ry0IhP6vGmbr44C1VKkclTqsbFW5kvignee05gZ+oHzWfX4auWT77yhKXE4a4T6HSxLjCxzxHUbYdPVgnER7+HF558S48zt3S3LMrHZ7tjd7LHGrRh63w+kFJmnWXoK3tOFjikn5mUi+CDVUgg46whBBoGHYQOIvYVz7rIx1orzUrUOw4aUMqOfiakFHE2YrthfevOtK2FdE7XIJqgqIOvDetYezHeto1ZNtQq+9VCMgc12d0mAWpbe+oIVvAtQZ5Hr4irzV6WS2mgk64fqhn5d9X33N2mfYy41iYi61rUqbhtwC0ZtWLX1bFssuQpTl0+5DoKsX+VyDq/+1gaUJRG9DuhvP++SLDSItgXOy2VzRpmbardea7ufzZpA5JpFjUVCgcDjaabYcDmnen5aYBIWn1ZY16jN1eGCIBxtnkogxssxghyKsIcNSdsX94/H1RI+lyysQSN9ZNnW6trDaudoVTcxaPuAt85PO7TvLUR9wYNUXiZqvyVPIzlFynLCuh7f79fB2mV8g+t2QsmmYGqQDTVWkT9yXp+LDPCqNbS5Gpgr+UKbbiWr6ItlvRDq2Oo6alYLjTXn0EtjtPpSuGwdylWoomrDsaWPsu50WFf7N3IjiHqDQNhS0azZkwFT7eUGteJ5Y0CCpDOUlDDek9MkFtAq/9MWi61Vp8Xh/PhSe0pm3eyNflaTNDEYStXhToUOjeobioy/DPrWBttQVy3AFGcs0o9YpjMGUUivpmKMwmGl7VlGFrARlpOp4klj18UqahPOKvW3GlzoScu8VjLGQIxWac1CZTY4nJN74uHhkQ/ef48ndzdM08R773zI6XQkxcSzJ3cscWaaJma1B3HW83C4p9bK8fgo589asmoHhm5g6DdQK951tF5C3w8cj4f1nJZScNbRhQ7vPZvNhnlZmOZLhi3JTRtylSqiBbCLJbv6g7VAjrx3pb7lZ3cdH97Wa7xYNBiqWi60INl2PFETaPeJ9CAyVYkXDQZqxyOvaff+VRDTjXY9NtskweqKIqwRy1iF4atugpfv3u4N6hVkh6ExDGlhrl6gqLXmqK0KugpkGrXa9t+qGllfdf3zkgCYdVO+RNpr9mSV2LoO7ypqUlr7QOnoOiu5Ij6tb2ct2LBWpSscWS70/VwKtokNrwlivc4X5TWmaeqpIWGFSrl8LXOlYKPVWkqFZZnx3jMn2W+k7xpIKeNMc9qV58slkkUrhCgV4F4NaduW97ulkiqZOL4R6M55KJKRlCTstrKMGGuxfqPQmmSwJgzYMFDGB7nMVm/yIvpZGLEWR7N9eehkfm3ldblQzltPqUSqkYzIKPUSoHlCtewx1wqNzq7Yu1X/ocbKWzPbWhUeA2t1oRVRSxf4rershCxeYa0pc2ltxmp/K2WKyZCUUZQVOtPPk4UsG1xb0PZSyqgyhaooVPm7VD9S+ps1KJUVGkNnfkotWA12Oc2qdu0oplKTHLuoPOd1i2kJQYMNW0/DqgSMxVBXTTudRTOOShY5KuO0vaXZcM3M8yJByUrwDZ3I/bjQ0w8bxmnCO8t2uxWjSWPYDBvG8URMkRgX5rmRSSQzLqUwFhj6ntvbO25unuC9VHld1/PwcM/xdGQYNnTBM46TwDxJSBXNk6rpz4UQGIaecJLq7bondKGUy63V7pFGl2msUrl87UlvqyGsG8WaSLXdVZhbcVlYlsTNzW4t6Ntzchu4qfVyn1XUtwzdN0UpREYLW2rGpeppFXHVe27NwL/rANfAoTOIKnskyitXZIw1MLWkSQNKO841e7/68xqTW8/kOjxwCVRXm2k13/V8A1It6jfMZU1UnBUGZErLJWA4s343YyzYy3iJxBgLRklZReDsiwB7Sx0aJRxE1Fn2p1zaIKQE9arrbmUWIwQjjME6c/lea1VTtUCWPcC13n2RvlmtQlhKCUK49CXld0kTSgl4MorQ2pJGKy+p5K/PpVuh+t/68cUOUlUFKdOIH25EQHaZoBas68GIE68NGdsNWo1Ilt4EGQWvhuubs6SE7XvJsvs9aT5QkuqI2bb2izJbDIS9Ouwq0aDW1Zq95ixN4Qbh1boGxVVmXzd9Y6ze6Nr7yoIhFxVcbcmhsLIyIJCe9HNUzqmmlrNKINPqxZAbcqgbgqjHiwhtY0MJW+fCnGvJrNVqzqz7HjXLDJlWes53XKtG57JgTbjAFtVKY7vqJmctzjtJKNBEwZg1AJHiVWO2SpCtLfOX4yvIObFaTURlLuW0qOJEBRNWOCeXinUXognGkHRmKMbI4+HAsnS0/uI4nsVWoOuJcZHPiFECkxobOmcJoePJ3XO22x2bzQ7vO6rCbY+PD3zjm9+g1krOVcgdubAZOjbDgHWOGCNDP6zfrXnxNJZk64nKyW271lUFpUGksTrln69mi1pKvcJd5nJt36qSiuy1acHZSuj6q+fpha0yH1j0HrHGiJzXOrB+eX/gu2A9DYumXr7TWqkZiuEt8uIlLF+Od0UJNHM362dc7teWNJqVjNA+Szfj9QOu/m094KtvvP77pW/13c+9CPcqoxcjSUWreo1B+jSZokQHc9U3vK7A1lkkI+khJrcFK8+ryGu1oqy1ytxjO+ZWWVu1ipF6WP6tFKlltOppQ/RrwGuXt9ZVu7QWFT5GiELee3KWmaph6CQ0F0kWnLUUIwzBBouXWslZzEprrcLoVWV3CXq/C4IUan4nGXuh5iRQlXOQIpVCjVEn41svypPnw9pIpVaqbbRVDWLdQI6zQk5HSpzXIVnJUqTKKimRl4VSDnLSbS/3nEJcbdNxYcDUi12BpBECy7SFVLJk01grwqvFYEO3BsRLr6yqcoRuSQojSSUj8N660EyzxWgZtlLHjTB1TCrr5tWMGq0VyRuhmBu58ahUIwO1ulZYZ19WGI9L9qnVVstijVamvtuQ40i3uQXA9wOLOhZfcoWql/bqehjUFgUMwupqdgalFIo1lCyT9ylHqnEkhdyc6xU9crqwr/TuAFPkf/M8c7PbsN10LDFyPJ/IWU0R5WsyzzPTvKyOorvNlqdP3+Fmf8vt7TNyTnRdzzieyCkxbLa8fPWCZ8+eM41HsfUIHSln7u/veXg8MAwbdrsdMRWCrxwOB2KMxJSkj9YPnMdprWBk0NlxCdZ6zlowWCnl7bReNjj5d1ZWHLBWp6uWH5mUZLZnlay6REKp9NewYbGmqLrAhbW2wpJX1xMuVdVvhvLUa7gMo5BzC04XcsUlSdI/BC+9BIt2jmgV0Nsw3+X19Tc/kLVQ/e4AVr/rr+07N5mweqlYFVmomii2ZLisoyv68vL2TFjrTxZVOKdqItbOe72ygdeZJGOE/tWsSoS5urQzuu5Zxnqkn2XIOSrEV1bUQxQokro2VBaMqszoewJLFFLPOC0MQ4cBNoPH255xmiSRNBYIGFMpWaqwuCRSTsRSsbXiVSA3xvgbz/9v8vhCB6maI8VKI7rUjNve4N1AnI9UUzDV4W/eFSxWGX62Dvpi/aNm6eMoEYBasKUgHLZCjpPQXU0Q6KrJHanBWY7TeoPkOmI1i6lZNPic76AmSpTpeGM9FDHvMw1OVOO+UrTprZtLjTO1lvVmQXsYcAkWuSSFivSG0gBkXSe4t9EARNS+lNx0znWi1I5ZKztjDMV6SpYFZ4oEm9g2nzSBMXjvcb5BFOC9wxmwPghkl5NuLK2XJic7pQmoLOOBEmdyJ6rsvutp/YG1Z5ZVwFesSWVPKfkSnKw0c62xKu+SJRBd6cMZ69Yh4ib8amxdC0XjHEZzGtGRM5zHiQ/ef4/j6chmEP2+ZVn0Ojj2uy11O9CFjt12z35/x27/ZA2IMcrQ7mazI+XIfnfDdrvj8fGez19+xuH4yNAPPH16xzwtHM9nbvYfcHtzw/39a8ZppO/Ecrtq8DhPo27ict1bprpuQlWqE4BCvuz1WuVeIpZC1rBm+s0xV/K8zOFwwAC7/V77jq26U9TBGEThRO7Hx9OZVIq0+NcT27bI7w4C5urY+K5/r29XOr/VugcxM72uDtf6q22qTRXl8q9vVS9Xn/12pXh97viNgawFPE0er9/BNFjv6vNq61/Vy/e7BP52TFZ4xm2Itn2uUeJIQeYrcxu7qIo6KBJh9TpRVSC7aYk2JfUsotbXVbh1GBcujMuyrD5d4lggyUEbrpeBY1iWSBc6TqeR3W5DjIkFWX9VldcbqaKC7BUbR0pO56QyyxJZlvj2iMVv8fhCB6mSkzLEZux2IE8nMkds2ErlZA0pjmKJUbJkfC5oD6OsWWdZF6w0kdsUe6uYqEXlgiTTbM+TC2GpNV0tFbHTkBvBY30vSLLKC5EjPnRkHa6lVrH+yBIAm3GcZLxCBS964xnn1Em4HasSJ/TnS6bV/IzEW6q2xWqFIGBAPr+V21U2q1ILJl18jKwL8r1q0RkzGUrNuZKTMPGsCyyLssbqjHUGZ4UE4qzBuboGQIpg1NSkZAUAUaMw1mONhDab1eitVmrOWOc0IdTNEe0ZYvBdJ0dbNRMsTckeoZjXot5Q0iORLVkqVlsRLx7diEpR+KLC0PXat8sEL8skBJkxsU4sP7puQ6mVrhsw1pCTaLA5Ffy1xrDd7nn95iXeOW5v7nj1+hWH45GPPvoI5yaGYeB0PvLixScireQ8Xb/ldr9jv088PB6Yl4XHw0l6ZFcbfZu3kx+uKhYNTm8FhKrXYa2yWuVT9fq395JrmYtqXbZwox3560x+3ZzNFSuWyyZ6XcGt1fZVxfQbjq99mnn7d3zX/9c9vl79jgshQgLrpUfzVpip5rt/ox/13b+76kU1hKAFmRWivHy6wI5yzLV94faa0vrDlrc+ulWgDf5rJCjjBAIpjTUkCIL3rL2qWuvK1KNoq8GoV1vz7K6iiN6MQ0ttgUsruzSv0KEkcI0kktVkuNAG7i89L1jigidoQJIetHcO4+W+Synh9P5KKa4MQB8cfedZYuI8zpzH+Tdch9/s8YUOUhUrFUHOEhiMo6ZIQSoQgxEmXI2EzQ3GeKCs4rEA60S+GhBa6zHVrvpwIDdpSaNs+gCu0z6RwYQdzm8oaVbYQxa+8WKDkeazwF+ql4epooxgxenUOK8y/pnSNgINji2YZu3P2Op0Q28DySJpU50Xc0eluQsMKPCAtX7dWlrmdzHfVTYY8l5r0EOClsxUKRRUq1g01ErRTNqg1Z9m/LbrpXopmZwKSylUxEBQFkAmeIMpEe8NnfcyeY7F5ISxHVBXRQq5hkVmrJ0aLtbL5pFzYp4ym42oXqRc8at7rMxaYdw6p2GMXcVXV8+eLLDstCwcTme6zjEtew7HE9thS60F5xxD15OSMNt667i7e0bKmffef3+FIXNKvH79gmdP3wEq8zwR48zQD8zziLWGJ0+e4HQ4vJTMEhO3d08ZusDx3NTVBd71vqPvOm52W47HE0khmosQabnaz68DxmUOaq2US14DTFs9621hWLP9eZyoNdF3vcBXpaw9nzZ4sardVxkQPad0hZ5puLqGINebjreLmKtjvQ5qaxAxV8e6/qGlylXl1Db79jDm8j5V//3twPSbV2trUGoHqknfNap6+VPX6tVrDGaF4FqglMHmjPPhKjFQeLtK5dQU0ds9KnvS1QGuAeNydFbYCDprpglFuVRrCs6Skf7TOk/Y4D8t+YyT75BTEhuW5nDcvqwycTFGWbmy76ZYmSbHdruRz7UtaZbEzjiR1mrnpSBsXKOB1FlJZr+Xxxc6SJUUqWVDTRm33RPHBwkG3YaSJozxpPMB1w0kJ7bqYdgBFzqvVEw6nGoFemsDhnUlCxTdfKvAcUUNxpqunrHgFRu3Fitu5sqwaZu+uawl52SANezobu6ocWR6eL1+rmmzWW22paA3s+rZ1UYjVaYPrbclFh/VVEiGnGYybXgZueGMwXptiLfjdc1PKWJVxBWUkaOQkHXhKntuagDSxxI40ZBTgnpRgJe+gEKYur3FpVLmAz54wt3dVbLAGjCgCIxh2qcVcomrffkFCpE1N09iDOmdBNa2TBvuvsbkajHVYKuRXLOqVbc+I3jP0Pd8+tkrnj+75Xg+sek6nLUYZ+mHge1mT6eEAmc9Mc6qYgLn8yPWSHCRza1wOD6y290QQiBnyzBsWeaJlAvbYcftTaDrBx4fI9M4cntzy363J5fMbrsnLova0lumRYwRW9LQzlt7GL1noe3vuvG34VoNfmvW3/6um/80jiqBlAmhW6WZRCKskXMafCiMTadD1i27h/af9j2vKyMDq99TC4yXZ9M24EtV1kqV683MXL2iKTmsL12/91uEievtXcdF6lVgW8NBbX0rCRiNVXlhBWrge+u91xOolYWwNC+QH2A8XbchdP1KGpDEjrVKSynrUG+SoFUuUKU1QNHVV+T7CFHPXKo8/fJNamAN6LQZKt3TdMTtMipQVR9UApFd+91V77Wq2nsKR+r5jBX6zlPrZn3OpXqsjNOMQSjvDbFp8J61cpzmd0uQkmtiGe8/w4aObnMjOmW6OPz+Fue38qN1ZF3khoLtNgJ70eAKZeOBwGQ5svo32UEzv0b/rDq8WtbfY91bcyq2eQytcJnCe13P9r1nxPHA+fWnggGHHU0378LO0RtxPmugFBkeYfxJADQYnJcqKi0TlIofNtgwyD1TC8ZmfD8oZTyT46KvteK3FKOwF52jlrgGL9qmhNhX21Xx3AoZRK0x1qBkvVZmVmGALD+vTDXI0xtKSux2GyiJvCiVX8+TdRLQGnUWKVg1OF9S2baplQx975iWqAxDofyuC7jBLC5QUfZgZVVRKNUIcaYapmlkWSbubm9xxnO799w/HHhne8N2s+fu7hmbzZ5pOjFNZ4Zhx7e/8w3ee/cDjDF0/Ub7lzIDFuPCzf5OBDdNL/5L88TxdGS/Fw+q29unHI8P9F3Pe++9yzzPPB4euLt9wjxfCf5i1020KL1YsnathNus3lpRXcqkt4A6q0zSVlm2DRPZRHLOaxHUrlmjiF8MCOslMJUi2m5X9GI5gMvGDi0c6Cba+qRND9BcPe8qeL0dCFjX9Dondn2DvPW8S7Wyhr0GZxojg805XoJLC0K/CbzXZgarJjztgjTYr159sEHnn/S8mRbYrREDTu8FQtfK1BoVY1VYOdeiPRuZj8u5kGIkl6WF46sgeQn4tQUtuIgHXBehLRlv/1YrtRoZG6hV+nuliIedvahKoGvFenEEKLlda3njQlULGh0taT1jI+zU0AUZls9ijLnCjKUqfd3xvTy+0EHK9htKTWAsYXsLppLSggsDzqvZWFMxaFdN1bxLrZT5LDRpK9lmyenCgrMJcJCNwFDthtTNV3WEVDYoX5AJAyZs1psB6jqjZXyg2++x1vLwrV+Ri7m5w/Vb8nSWz1FX3VXnrKp9ut46ohTh9HcFnBWnYAP+5j2aBmGFVdWhlkyqhjJOcoj6HEMiZekrddv9OveV4yKEA6ckjnKhO5ckLMRU0go5tMy+tMDnPFUXY6kFk2UjtfHE0HfYoSeXwvk8Yp0oqXvn8KFnd3NHbyP9sOfN/SPTdMY5x1J1pktx8c5DzkV8nrLAgznK92t5tndOhyE9znWrArNVx1zgIumDY5wzX/rofZ7ePeHLX/4ypUS+8gMC+fX9VmefZkrJPH36LtM0cjweSCnzpY8+ZjwfuLt7h2k8cTrd0w+i1tB1PfM8kTQ5mJeFdzc75unMw/0rhRQt5/NC8B5rLH0/8Pj4Bms9XdfR9x2ncSItcf2GrTJoAQAd3G17tGl0/sq6SZsWgYxsUs27yWI4n47awpfnFyUniIW7jERcKNEy/G4x3Oy3oqRwXfG0z2yfz+UeulQy7blXGX9pP6OZ+QWsbu/V9uDakpUr3nq9+vz1Pa4CrDCB01rpcvVxb/1cLwGh6i8vbMG3+1WmnS8NTu1obRMG0GDUd56Y2/sVqmlzcHW9osE5bN+TSyblTN/35JyYzo/kuKwBour1bn9vsOxlG9LftfPRznlLYhosrqaIBZlbamG31LbjiB5i83KzzpNTXlsOOUWqFQSj1oJXGaRSYZ4XnaPK+KBs4SyamvJefE+PL3SQIktjvdQMacEPexmtK1mkRMqCc70++SLcipOMwfe3pOmI816qgFqpZMBREcpmg7KMDUCjbAaEu4wYHCocKAwyJ4u/qh1FyfhhhwuebtgwP7xkfHhJf/MOxnVQC2k8Y7uempSSuSpOI1mn69cFZK1Yshsv6t7pfMANe4Eqq9JXW/BA9AAxVma/1D+LCtUKdR2DBKVpwjhL2Ox0Et6ud5HxTQ0DnN9qqa5qFg3yzOpmrM3XmpUCrgN/NS3cPntKTlFuWmvFBqPvyDp7lOPCp4c3az/MWYMPnlIK3/elDyWrsxaD5bNXL3HGYkzB+Q6DTN5TKynLn2az4+mTp4QQ2AwDfd/htTdQSibGxDe/8x2tvDLGGZx1zMvCOI7c3txgrWDrMc4kZUh530l/kcqXv/8HiKq9Jpb1E7kk8Y/SxvI8T0zTmVIy43jmSx99H+MoVHNrLD50zKcjy7Jwc3PLeXzg/v411hqmedShX8vTuxs+/fwVtGqeqvcsl50V3duNk3GEBn9pBXyRzmnzehK8oirJkzOhH6Q/WguhH4jzpNfZrgEwxcSyRIIrnE4nbp68+3YG/12PCleCsG3g+xqW0lrkrV+1iHT1fc2FObZWYZevLt+/BS59iwZprlWIMuiug9Pl464rpCs4TWev1qKtXvpaEvA0gF1ASEpuCiFybr0PlDwTMyu5B70csqbc2poz+hWkKrE4e8fh/tWql7fWcPXq81uleBXcqyyayzG3PzXwoNdcSFsXn7dKhXzd/2SF7doJrYCxOsyr8Gk2rKr+BoT0ZSqn06gq/6LVGXPhdDz95jfLdz2+0EEqzmes22JDT5u2F/aV141HFKhlnWY9YcLaM9USz/esczgVqJaKwEJi226pSu+u1zelBgzpm1itfrThuZbTmW4YCJsdaRlJ4yPT688wLtDdvEetlTydZfM3jjRPUMUAbRWdlU9b4Z0wDLiuZxmPlOMBjJH+mw4MG+fxXSDOUYbrVt2sIvCfHLXKPF1IFn57ix82EvTGA9UG7DBojwhlFDXNriDU9awCtcpiw3iqvUCB1lnSfJZ+ljX4Tc+0FPEeMkJoMMbirKcYqQZC1zHPlb7vaD2u4APLMvPixSuMirEK7Va0xFKUQdxSpUdUiww3lyLwwre++XW1xfBCqqgJFwaoInpbSqLfbKRnFAsvPvtEjP6CZ5pGhmHg7u4Jx8M9XT/gfY81hZQiXZAsNxs4nx6xzuOdY5onhmFLXGaBeDQgz8tMM9MU6HShGKEIT/OkCz7Sdz3OSYLkbSIbQ/CO4/EkTr8xKXRzPeYqf7bhX9Ma7a0MeQsu1X2mVMTl1TCeR6wxxFoI1q3mfMs0ymuveg6t15ByovOOnMvFn+yqCFqJG6YFn6YMon3C3ILWBZtqwWiNVlfvKWvvErgua3HdWa+CpFZxbTt/azNvFVm9OnNIJbrCZY34UHWPaEou9fJe7S9vH+CleqMdpiGZRKmVx8d7+s0e74dLoMr5Ug1V1ZUwlmyEXWmtDIzvbu44PNyvIwgSlxpsXdZvvZ6b9Vprf6udEt0TVIZU8hRN3FpAW9+nJQLlOhnS/pKey6ZIYYxZ4UBrrRDCaiWlRNcHljmus1EhCGHse3l8oYOU0R6QwUoPQ0K7nECjsJa5UE5XXbD1xpMbPGWhems7T5loF5mkooO5xuq0dFpEcNX32oOwYnyYkjDzSOzf/5g4HTm//g5pnrA24MIG4NITsmLY2GaqDAXrOrBeCAxVzAWxhs3tM6z3nF9+m7TM2hMKorit0GPXGfqu8nou5OUstO4wtJOl76fZVtVNcNjghg3zwwtlrjpcv5Xv0RaN0vZryxSdzlGo8gLeicJHFUZdNo6SEafc6inZkaslzgf64OmCoS2FpgQPSH+lGu0HNisAiw8bmiKFeBlVrAkyMGk9pmSZ07KGgsU5scu+uXvGPB4J3YZaM7kaSsxUb9cBVKwjpkyMmb7ruH+4Z7cZ+Cdf/ScMnfg9+RDYbzc4H3j29B0+eP8DfvXrv8o8TXz00Yd0odM5Kaki4yKGhxK84XQ8M88TpRa6EDidDnjvlYBRefH5C3IR6LIWsZSvtXI8PtDGHW5v7rh/eGS7Hbh/OOpIhcpNWfUlqm0JiD7hmkEDTeC4Db7ToCHNup2TEQQREBUllzUWXMFRIJ+xEiXqVcaOPPd6L1zjhzJFrROX7BWaqldVAVf76DUcuEa+9R9b+XEV3hqkCSt1+q1gVv8pf8qr63UVdQXrrdUVChm2/aS97vLp65/Xg9byZyGlwvl8Zl4WYnzD8/c/UhLF1bnjAiU6Z/DO66Yv36MfttQKh8f7VZPxcraFCVyoum5Zz09RssWlJ1FXXc813F57dunxy2tbNcX6fVpSMk4zMWXpPwWv1WlVe3g5uSkmhYJlDjEmge2HPqxM3N/u8QUPUl6qJRpL6XLJRLTywpChYfIKd8nFBOPFyJCmPWfEqLAksZs3Ttx0TTMENIZqnS7SGdttJQNKC3mZ2L/7Ppvb5xw++Rrj/Uv85hbrpUdVSl0rARsE6qu1GS9Ct9kjVs6FukxSgQwbwu6W+fTAfP8Z/bPvI3RJVDSMw3nPeYq8+zTz5IkhOMuLT2ZxU1VXWKM0duf9hbFoCpunzwmh4/DJ1ynG4gdRgshxhlpEVb42ixOdhSoZ68OaEAiI2gZ2jTSlceQ0SnXpOooxlOVMF+RmLu2pqm9Wa8u01QDSqGuvs2RlmF0YivJ5pchCycssop0YnPMM24Hz+Uyt8PL1GzCGDNSUcCutWiV1KlhnFX+vTEvk7u6OFBee3dwwzzPjOONy5fOXr9kMHY8Pj/zsz/4fdMOGOE/c3d3wc1/7J0zTwul0pAI5XQgHm+2eJ7cblfCRgPP7fvj3rdvaOI0Mmw1d6Hjy5DmPj/e8fPWSnDPDECgFntw9xTnL3e0dr97cy+ahlax1bQygXRJ3+fsqD3Rp+F8gn4tqNcYQlwmLQKDdNlz1RBsLy9AGO4F1A8+q31eRamtVIpFF91al0TbClXnZfl/rJcCYyzpuAbTNTKzeRfqe5sqi5hIsWKugZtN+OYRrNKRe7mt91nWVJPfJZdi0VSpc9Xmu4jLrC00VdRAtowR98OQUGc8jpRTmZcaUTFWV+AvR5xJsa2WdozQ0bT5EcX+Qe7xhc2WtNs3lmDSQv0UKWdcPUr01iBDW8RUtg64LQtk3r76viApXUctPhRlwTmTOnLXklFfGa6l1ZTvmXLjZbzieJw7niXlJfC+PL3aQct0qaYQ2Zdc5BHMxGGvZjDFOZ6QCGFEgKDlibBBbeS1rL9mdlc3AInCalWFL5zvJ+hU6M2plsX3+LuSZz37pH2J9j9s8QRZ3XKfCkwYAstpllITrBqwfWGJmswm43pHmmf7uCct4YvzO13C+p3v6fdQYVwZdzZHjIfHeOz3bIXP/EFlG8L3o6NW0iKKFEVxYlBccJnT022fkZeT08jsY12FdR47TWmkJE1IWW8kRoRNbXAikZRIfJN+L0kDVubMivlO1qMOu6QGLKTPewZMndxzu7wldr/0dQ1xE/kcGd3UD1OE/EDUICSLlEuRzpBs2pLmQtfdlDMwxk+uCM4alZN5/uuPzzx4VTmFlbl7PpFhjSGrYBpV5GvnShx/y6s0bgnekHDm8mShpxHurEGPkj/yRf4n/5//6P/P1b3xdxTNnuq6n6zrmeWLYbPm+L30fLz//nHmeeXi455133uXFZ99hmmc++/QTEbfF8NGH30fXeZz7JksU6v1HH364Tu5D5Xg6Umtmt+05n0+rjUdcWnJl9PvAKi5sG/W3Yq1fxXsveb8GqHnGmEqcI3kNFJcNWtqvbcLsEljEVytr4nXplRguaiTUurrlgtGBZNmIT68/W1W5qzI7rfNKbffrQHgpMiDtun49putqZpXPUg1K+VnnJFsltSIoaHBu7/E2jLWSJVJdEZVLddVOSBsBuA5sl4jlQq9oSQUjA/DWOeZlXgWZ79+8Zrvbi3Zkq770vDQngGUesep0XcoFWRiGPTlVpmnk7TYEXDKENnDdkCT9/s3KQwlka/AuFVYBayXgGLuyYFvPTK47OuidqUK9FULPsmiMU9KSgaHvoBiWIu8xzRPWVuY5cTqPv9X2vj6+0EGqMU4uNxM09tH6c5XNFRuoVjJTq/ptckOLikAxQshuuni29T4QSrj16udirCakMv3vesnOra2cPv82y+ENYf9MP9tcMrScuXjrVHKZkQXmqbRgaZnmTBgsLjji4yfEMeG6G4yxpNMB6z01Jb1pPN4bpimyzIl+0/F41uzSXUwDS5wx1rLbZ/rbJ4zLwPnNp6TxiN/cSbAuZS3/V6mcnHUWTasnI2wegSmbwrPCWleZmFGJIWqGOGFsZbvfkmJEPLuq9CO0n5AU94nLJInEWTZLa6U6MsaoaniTXinEReFIVYI3zuKtY1oSgzd0wfPy1RtEGUSceose580wiL5eKXgfGHrpP1VgMwx8+uJTNps9pSSRZ8pCcChZRIWdD/zqN76Bc57gPafzRNf1Oluk27QxvHj5kuPxQHNg3u52OOf50pc+4vHhNV/5wR/ieDhQa+I73/kEpzT5h/tXvHn1GX3fAeKuGmNiu90IA6skahK/qb7vMLYqHM0qy7QdelaTziqU4ymWdQ8zjV6sw6aUQoyR7c0TmpL6+riC/OTHxhQTVmJvgwbAuhJnrOVqPqtVZG6tMM6nkfuHI3d3N3ofWM3Co8BccSFHKN5BgWTALTMxiTHodYVQtV/UtCUx4KyTgXYMTuHT1WSUy/MwStu3DeIyKxmoyZ1x9c3XAd21MqtXAU4eaZlhPb6yhneDKDk450kpEuPM48ODiBgXqUZDCEBdez7DZi/wtcJuVrUTQ9cxzZOICrRj4yqYVqgN8rw6tnXvVKJVcxsutYotznWliCqOtKoqyzxpRfYLg5iJ1tTYk+h5Kywx46xlmkWFpe8D3kmV3waGf1cM84oePFRnV7OztXeUs5a7FuMHzX5s08XhgrBrTlkrxbBS1l23wXp3yUa07K1Gyu8wbHDBMR1ek05Hcc8MA377TGYfqVqZqddSrToch2zkzq3HiqpeYAwuOMb7lzhr2b3zPn7nKfOB6XSWjbZ0OG/w3pFronOZx8eK93A4JUr1yjRU9p5mYcN+T3h6x+H1Pec33wFjcWF3yZyKCmUaq72pi0q8Df2aqTcli7ZJ+G6jUAE6F+WpFMoyYkn44Om8pes7oSw7p3qGF7VlaJl7y0rN2k6punhTyqtRIMaSWuaeC7FGTMp0tmPTBeIyUSr0prLkTC4jzlkJggjhJs5CCChp4e72hs1mYJ4m5mlm2O2xiCdVgwaplXleeDgcIBfO5yO5iFQSjNzc3HA4PLK/2fN4eGSeF6kAdY7JGHj9+p6UJZs0xjLNM8uy0PU9tcIchcRgrWNeCjEtxLjILIrzvHn9Ru+bus6N9eGGkoTUYA1MZ9X5i/3V8LO0cFISSvlmM+CNB+eZZoFwyYklJvY+sKruG92wmzJ3QymuN0MgLrHlg6vqSskGuPgqCVvtUuHknPnaN77NH/lDP0otcj2zQlCNlFGLjJQ0Zm6y8jzZyGWzr7VQksDz2UoVYq3lPE0E75mXKP1Nd7mHDIaUs87/WLFU13sw50zfbUg5ajBJyt4sax/RtPsQXcsGfGimhHrCdWup12MBtMaEwGAheLy3EDPWCbnmdDjTVCuMMUzjWdaJtaKD5xzWelKpxLis+1dLntcCU4/tgiS15uBaQ+sTBT7HNC+oS1JRqVfH39AGeX2pAsfXGlkJY+g9glRkua3RCs1epRQExs6Z5XcD3CfYaMKmuhInDIlatHLCtFYUGHE/leHcC2YsEJhIRORF5mysD2pDoUGmKT8gGnyu71nGR+Inn+C2z3CbW2qFUrMWYq1JKVVYSbOQLUKv1Zjg+KKyjljBO8v8+JLlGHH9DX7/BOzAH/8jP8w//pVvsIyv+OrX3/DOjeXd93pOp5k3b0aW2HyZOnKqtGKwicfWkuifPGN7O3D/rV9jmRI2bLA2UNMivjBOCRwl6/yEVF+1Jmy3AeuV+SRZdMkZ4xyu26yQKeVK1DaO2LIQgsWZJMlBW7faE+IqazVWeluSB+iGuzb9zUpVlrbFVabYYBDr8d6Le2iKknEacccVuFDgllyl6XueJqzvwAaePXvGw/GILQvWOe7vX+NPj1jjZPOq4hllMeRcKcXwzvN3+dEf/QN87Wu/xrvvvS/3jHXs93e89947vHz5Um3qoQtelKBTZrcVX6o3bw4r5HQ8jYQkvdOoQ5wll1WkP6WqMFjAec+w2dKUq1NaOI+RptVmgJQhdJ5pEUVrHzbE5YS1HSVNAjvVSLJQjAcjVeXzJ3tSzRwObwhezBdTRhM/YZd1nShfr/3AXBS5rtra0IqpynprAc1o4lF18yq1sNtt+c79meADMUZcUwvRYJh0wHQYBoyxLPOs7sqX4Vc8Gv0g1YzJEMJGHZg7zqcjwTtirXjfsSwnDEaSz1pIcwZnGcfzWrXXWilJ1n4y4h2W1IZnzJmu6/DOk0paSQHeySwboH5lOpZRYbNTZ+MqBpHDsGUIItIcgrQNjNWRiVVFBq2Q1FCwyMiGNUoOyomY8qo5eamIWAPiasxYW3Khz6tvK8a3BrG4A0hSL6K4F6iwXbvWQ5eEWyTZLrAia4CUapM1ftZamaPCpjT/KZh/N6igK+5GTXrD4sAEcBoM8kwxknEZ64Xx5jst568mxJv+nO+vZm6i4ucWUxO26zAukJeZ8ze/AcbR3b0ntE1VALbWatNUZ0CoEpycxw072cTTtAouYgqbu+eEfuD+W79CXmaCBrzlfGR8vOdv/d0TX/7SU14dHL/nw8T//Y/9MX7mF/8JLiRSMeTU4V2l7zNhP3CePDnNbLtI30Ee3mdTvsPyamaaPGFzKwoTTazUehkmVKdQEbJW7yzjQauJCjjXiV+VsRgceZmJOerCD6LtlyO2LPTBYoqU+jRINYuqcrVtibQ+irAwRY3ACTTS7D7aY6U/Xy1G/b01yi6kKUpIlVqKGrMhm6gzVgzfiqg2GxZefHKiVqGEd/1Ash0xJnpXOB8msQXxnQ4iJs6nI/dWcvuv/MCX2e9vmZfEr3391zgcj+xv75iWhSUXOmfFM8o6TBUq7jwnvvIDz3nx4jMeHh7p+p6PPvqAX/iFNzQDzVoryzxrA7tQi+W9Z0/55DujBI+Y1o3Geb/CWJL9JgweGTQ367XCWKoRUkuMhWwKuSRC7wje8/r1a/phS1kOLMtIbIPcSLwpi2U6FuYkkKhcj0KpFmPhcHyk1Ir3jvee3xFjYYlpraTArM7XDa77+IP3WeaJaZpARxVqRXQDF+k1piWx2W2pBaZZZm2O00TwjrpUYhIbHmscKUVOpzP9MJAWMah03pNzZpompvHM/uaWlESPMZYFbGDY+DXISs9TFBKseoU5a4kpk/Iiygk5k0shpoy1MM0z0zzTedGenOOM85L43r9+RdcPZGEAcXg44pxhWaIGRjHYnGchSvV9j1OdylqLnDMDKWcVOBZftJwbjNd6UmVNBC/V0xXUp1FDpN/EbYC1R6cU+9qMK40EKx04FgSpBTZdeV7aFO17rZ/TPkrX3CpurTsuQFI4uZFBfruHqW91BL8Yj8fHR+7u7vhj/9KPErpOWH5hA67TMyTNfHHl7cQMMae1V+K6YZVFkVkecfY1VyKQxjqdsDdY7yl5IR5eUwuE3ROaBFAtSSqRUqEZDmrQE/ddaaS2cttaJ3NEQYZyc1yYXn2yBrHGsvG+lwVthVq6LIkP3+up+cxnn0c2uz1Y6EJmXiy+68WVtxo+fHqk5oVcex6OCVMz47IlVWEyrrYeucn3XzLeBoWuw4XaT7kwrUQ9Q3D5gnFBKtGaIUdcGbnZbZhOB4yphCC2E8PujpSiDKb6TntYVmRhdM7MrFiFNMNt0xb7rju0KtxYFTLsfCAMWyGFaL9klUVqPYSr17ZvyApfmFb4sq6oqwVujMe7FgyFqv382VOgcjieCU4GgFe4tGbKFUzYMuMnT58wTYuaPRbmZWK33fLlL3/MP/7lX6HNyJQcubl7ShfEsHEYBnKF1y9fCEzrLM+fP+XweCRmmbMySlyRgGs1yZAqLE4nME6V8T22JowppFLphhtqiqQ40+9uWcYjLoif2vb2Ocf7F3T9hpIXfDes5LCUCqfTWa71ONIPGixV+7J5UXVdz3bTq0BwJiaIubDb3dL3G/J05Hh4WM3xrA4YG+uIKUoFUioxzuokLVXU/mZPyZl5mokKAcaYZCB5hZ8qS1PoaDmNNWy2OyVEGaZplmuq3mptnCDGSMyRJquVtZ9qjaXre3IWW/UmTSWWGOKGEEJQ+DIJi7gK0Oe8kyosCsw1TiNeFVesFSuLgtC2qYUnT+6oSHJjsDx5eof3jpRFmLhqz9s0xq72zMxVQEERHlEhDyvJ7LKompyVuSIsXcgk6/ybJiw1l0uC2FoltFN8NcqsPczWW6uYta3ROnTjeOav/T/+Og8PD9ze3v5T9/vfUSX10z/90/z0T/80X//61wH40R/9Uf79f//f50/+yT8JwL/yr/wr/L2/9/fees2/8+/8O/wX/8V/sf7867/+6/zUT/0U/8v/8r+w3+/5yZ/8Sf7qX/2r+O9xsOuth+upNmD8Ri5QjLqpGoGonNEmJjTGGsaQ5vMKK5mwWRdereLqSkWJAlCWkfnhAKXgb55iu61cmpTIyyREBpAsJCVK0crCWrHnyEkqlOZn5D1V3SunV6/AWLo70X7LKYm5oFZkpuoAYcmYEnn9aqHf9/S7nag1dLDMZ5yBbd/z7ObEdr+lzDDnDmcsxyNUd6eYZ8tuWuYNajCl2bj2DRANrtpmfdDYpQmAaH5Jfwn1tKnzieBgt+9VQ7BgnEB5KCU4p4hB5jMEgtAZn1qx5hIUahGZI+lvt8V2hR/AGoxqkWw6qKGb4kWiq7g++xLsKrYpAQnE0b6b/r+u+Z4sVmH/ifxPt5F7xdXC/Zs3omjiexaVxbLW69vId7StBwlYW3h8vMe5wDiNmFrpu455WfjFX/xlmhq291bYUykyl8J5HPGncNW7lOy+bUqliH29WYfWVYVa57tyLqpsUq/eQ1VH1OQuLrNuSKo1Z1R02FqcC5pI9LhuB1WQB+sKBqFUF6DfP2c8vMaHZmx5w3x+xLqOx8cT/e6ONI/I3Ield4XPPv0WYHj56g1xifhuQymZZRYLiS54VSRZFF4UFZLdppdqyFqGzYY6TVhj2W13mrzIPVOy9KCs88RFentd1zFPk+hYJunreALn80nIOTGJDNci1VBWkdWUM73rqUBMiZwEcqs5sdlscdaQYqHvAymnFbZsWoilFFI0VIWQwdB3vQx4V0tZVBhASR/Weu7vH3A6t0Y1fP75a1JaZE5J6f61FLq+F5V1a4iLSGs1Hzmp+hIxRnY3N7JtGp0rNeCd9LeNk3ur0gCqi0RUW5NNGGF9zpXg9PVqW/vvKpFEbRBgWft5Avt+b9v87ygyfN/3fR//6X/6n/JDP/RD1Fr5r/6r/4p/49/4N/iZn/kZfvRHfxSAP/tn/yz/0X/0H62v2W63699zzvzr//q/zgcffMDf//t/n08++YQ/82f+DCEE/pP/5D/5nRwKgIiytnZHRbXqpKlacoJ0wWIx0nMyRqjb+IC12uxssyVZLDH8dkeaTizHe2rKIrcUdMYm6ayUHkOtMqtT1ejPIMKyAlldZlZCv1Xdv8R0/xlU8P0e4zoJSPKNVjotFFFKV6FbsOy2hhQnOr9gvON8XAhDZrvd8XR3xpYFbwPHJfPytcFsbqDfijvx1R1haEQNK5TYtIhMVLfVn5PApKFTK4ArgkMWrTvrgmyOccHEEUdiu9lA1iZ2yTh/Jc6l2LSwWnVKvg1Jl0Jp8F5rvCsppm3GVF0KRvtaKjIKl4Z706UTt9a6Lqb1q1dA1emuc8m1msJimnFfbVP9hlozZcXsrwKlaf47YNXJuBVi1hgyolxirRyTU0HXQfsXTgV6nZFjSqlpscHj4UALyss0SsDQyvacZ5JqCObWv9LPNNaScsK7wDJL1SZaawYXgs5bWzW2VBuGdhZUAqyF6rhMeg71u+dMc6JtmnPGCD08zgtUmTkr1WDcQK1HqgmUYqnVYlxPjme6PpBxDMExxcSbw5mv/pOvMc6Fah15ngRq8wHnZUwgBEEWvPNsh56Sl3XofR8KnYNu2AtJqHc8f3IryvV+Q6mZFOX+i3Eh14LFSn8pCHrhb4VxJ/eB0TEJIW9UJRWcp1nm/GIkeC96kVbGEna7/ep7ZksRmNEHEY4tRUgEen0670hJIEVn7Ro8S3M3qIK4lCLXLpdIFwLzsuCMIzhPNuC99F1zyZhi2i1LSiJrZowy91JhmReW5RXeeZYlcphEauvxPIuepq101tEFx9D3DMNF1isEr/ero1r1ZuMSwLgKaKwJpbD82h5Z2nB4iTr/pXv09/D4HQWpP/2n//RbP/+Vv/JX+Omf/mn+wT/4B2uQ2m63fPDBB7/p6//W3/pb/OIv/iJ/5+/8Hd5//33+4B/8g/zH//F/zF/8i3+R/+A/+A/W5uP3+pCeg0jhGCfKEyXO64xI80oCxLTQOkpOuH4rGb6WqG1Gw9iAcY7p/nNRLXcDpg/KWKuQyyV7MIqtx4W8jPhhJ2SEdkxVhoCxhmF3g/Ge6f4z0nTG756KArARe4yW5TbLDKEAW/L0SHEO121xvuMwO57ujzx73nF8nAk+M85ixfzqWLi72fHpL33Kqwd454P3OLwRBluz+kADDk3ipmZqybjQCzvSINbSOmSbosAZYp4ox1VSwoZ+pRybuhAs7HZbyFEgSmepyzWzSM5zqWIf3eA4a5qGmwjbroPGANUIBNMauEqSAIM1Cueh1HklNwg0Vy/XvLZAVVf4AQ2Ul6DU7qZG+6xXP7dBT00h1gqs/a7N54A0qtv4gy7IVq1a197qorWHQIAGVBHasCwn+X6INUhjoslzC6VmcopkYDwdqTXpkLBWhNrvMdZRvcdZJ5ekVQ1zVZq7EDqayZ3AU/EqAFuMEX8zyYa1sV8STZ/RhU5VKmQd5hRZ410Vry+Rp2rKCO06wDROlPwaqPS+46P3nvHVf/I1yBPedAqpJtKSWaZMKQkfNkqScXxeEtb3QmpyHSwHRAbqAk2JBc3AsLuhYnh6s2XT6WiEMuS+7/3nkrJosO28jCKkIj5ZfR8w1RBjxHirTEOpgJ0Pcr8WgTmn8UzfD8SUiEuiCz2+95zPR5x14CspZUwpeL9hiWdqKZSU2e/3gjRkgf1k5EIVHHJeRadd9W3rwdWemCJLXOR9W6Jl0fdorEqh2DvryDmSKbjQsZdsb1VqocrM56+/OOCo9MHjrGXOhcPjI8OwIXiLM4ZtH+j6TvzguoB1Eni9d/iukyvR1rm1CuVerUll/ZX8vZVS/18TJ3LO/Lf/7X/L6XTiJ37iJ9bf/zf/zX/Df/1f/9d88MEH/Ok//af59/69f2+tpv63/+1/48d+7Md4//331+f/iT/xJ/ipn/opfuEXfoF/4V/4F37Tz5rnmXm+uDg+Pj7KX2rV/krj+meRwg9u3fjTdER6DmKXbLsgM0myo2k/KWJ9YD4ciKcHfLfHbe4km7aiIk6M4EUOSJTFNTsqGTfs5bM1uy9tYNHBs+//Cuc3Lzl8+nWM6wg379PcLHOatappjcsqNtFxouaZaixBpZckc808njuOc8SajC2F5883DL3l179x4P5FJKaO4eaGN48Vo+cF1QKsebmU3jlTSwRjxKbDWEgR5wPWyznCWu2TSXCqRXXvqFJ1loWudwy9pyxnbRY3ZhKsjR5j5Xelkk3b1C8NdTmpEjQw6NxVks9vM1toZqh9qlJVgVnP2Xh8IIThUmlRdKbErptnszZo8zvt/SRQQHMhlcii9iNGlZtbRQeKvFvWbl5VSq5OxNSKWtrLQg0IiUGIBvr59jL70rT25ulE128RUNKs50ZgN4stHhNE18+a5sIqLDtjWyBv5pUty63rgLaVXU/ZcYl5nqVHpZVqnI7UUgXGNrDkidB6tAqtVqRKRd2oaxUzu9AXJYfE9SyN48y+29IsXmqtFKxWgAmv80vf/9F7vP/OHV/9tQOlyMCrC0FQhSzQUZyPGCM6ly3hkPnDRJzPb2flVar03ZP3yFgOr15wfOwVkUDUWDD8469+g5KrQtELrt8xdI53n95gMKQ0k1LhZr/j+z54xna7FaivFJZxFNKPc3gnsFqMkSXKmnp9/4Z241m1R6m1UIzhdD6venzGOua0iNCwD+tgekqRbuixxjKNZ7puIOWFkuUcd31PMZVQO2qelZYv/fOchC3pnGecJnKWmSVjLDGqlJGXhHjTBeZlFiKKNXz8fK80dycCyNbz0VNxbii1cpoSL16+ltdTCcHyrc/e0Iee0Hd03tIHx+1+xzB4uhBk9AGdlVLChcC3/4wo6D//8z/PT/zETzBNE/v9nv/hf/gf+JEf+REA/q1/69/iy1/+Mh999BE/93M/x1/8i3+RX/7lX+a//+//ewA+/fTTtwIUsP786aef/lM/86/+1b/Kf/gf/oe/8R9cuOr3CPzSVCVWOnnoafMalUqNEyYM1JIoy0jKC67bcP78DViH378rxIqSoEjAsS5AH6hpFu24nCEu2OCx3QCIhJA0rzOu62Uh1MLrb36NeHzEDjfqd1SI83xFtRaIq+gQZo4jBnjyfEuMnh/4vVu+/mtvWPJAjolEZUodz5/2nJcZe4DXL8+cHw7cPruhljtSNZJl5yKbku91xqqA9sgwGuCV1YOxOB+UQi5wXi2ZXBtNtFKt6K5hKjZPbDYdu21Pns8S7LSBv85V1IuUjUB4BVOVTZii9iGV5FpRfy75NNMUQ7S6klaPk+usCQZWGF3GWkK/1UqUq6BUL4r0qk5flUXYGJ1WvbtqdRLUTYOIBeK0+r2c9SzzLMdspIpq0BwgPbgm84RVKHDkzePn3NwMzItIQg1+I07FpZJLhJLwvsNY2G1vSNozbMQQvmtuxTkv58PKjI9cGWFqCTO1nT+zVhVCQNGQqjlBKYVljivZAWMVygZKUkg0ErXn570nZrEFd86JRmMupJihCjQYnMM50bp0zrPZbgV6aj0Oc1GeKLlSvbzXMs/EOKsAcF0N9kpVaKhIVSv3k5QSpRZKXGQ9VulHNrKN64b1/jgd3pDSSE46PO868nhW6LJgQ8DgRKBoemScLd86n8k5ytC8c3zn0xf8/C/9is6oOW53W548uWVZZnzo2A2Bd54+0SHVst6jXRAmcUwSBK3ClThWu4tSxE16iVHgPOtFYLlVnMrwO49vxFDTSZ9smmaBf9EExstg+TRNSm039ENP6HrGaRTh4hAYkLGRru+YJqHXD2aglETfdYQgc3Lee+ZZ4PrzdMJYube2HXz/h0/JSQdyneNL7z2TpLPKGv/05QNvHo90c4e34nr9eBhJcWYYhrVKWwWwf5vH7zhI/fAP/zA/+7M/y8PDA//df/ff8ZM/+ZP8vb/39/iRH/kR/tyf+3Pr837sx36MDz/8kD/+x/84X/va1/jKV77yO/2o9fGX/tJf4i/8hb+w/vz4+MjHH38MGEzoJYvMmZJGodnmBC6spb0xqs9XwQXBs+P5UXoxxlBiwe9uhWwBMiOkMwsYlSAqMjTYdgHbiaBqYwAKOlQwQWmoh9fkSWDA7ukHlEV6CCXONFZb29gljZUFZ53DekfOhufPA9/+dCLjsSzqspvZdJU39wubreHhs3uevXtDf/uEOXtKPGF8r+SEC3OvJIFdRNncqi6fPMcaIUAILV68qioGrJqarYEG8nLG1oV+09F5Q57PCrPp5qMN1qI4dGucZhW9bFl2y8xMVf8uZffJiJmoQAt23RQAVNqpZfV6L1xmQC7f9yrW6XFJwLOqQECtoAGyfa8GWVWqVGQabnL7DCrn0yOhE5uOa/Zh+3ubbcp5JqXKNL9kmWfysKHmTOi3SmSAcToRl5Hz6ZGbm2csceL29gmYTo8LWi9Vzph8I+tEXRoNQjIQLUHItO/bUDtzkdtZf1laxwmB17VwtNZpFt9UFXQOioTXZrfX+zWWZmDnhOhRKiVG5rhglwkwxM+/LZD71fn1waHIodyTuWCUMPVkv+cz85JpUduWLBu7MY0Kr9VvzSJ4jNUkz0ny4zwudJpEGTH5dB6KZfPkPfIyCVGk1pWN53xHVX086yw5ZlJaRIUDI1oB+n5dcDpPCOM4Ms8zTcg6p8wv801qEckj5z377ZYuyB6RSmbbi7KJnHCD73tud1sVN44Y57nbBfCV7EXtP8eFrh9YigSeNlwsCjUiCSb6jZL4LVF6at4Hci2M04izjr6T/WCaJvVtC0IQMRasZ0rSq48pqRxgJU4Lzniw4BVN6rsejBcot+9V3FhGGGqFXCuUzIfvPCFlmR/zQSXaWlKo4tQPj2deN0Tst3n8joNU13X84A/+IAB/+A//Yf7RP/pH/LW/9tf463/9r/+G5/7RP/pHAfjqV7/KV77yFT744AP+4T/8h28957PPPgP4p/axAPq+p+/73/D7Ri8uizT70fknmj+ULmQZyDVimzGdied7tW/faKWlcFQWzBnAdVvtFwk0UWbJJlyvWVotiGdPkl5W6HAhEM8PLOdHXLfDbW4xvifP09pwFsq2l8CqCsc5LbKNOov3ha43TEtlXiqn40LnM+Ppteh4DQPBF4becDpVdjcDh8MjqfSkYnFmxpSBUiF4w27vGMfMMk3C3nNeKs7Qi+mjk5uIUqgqW1JUfaIqxFcUFrU5UuYjN09uKMtIRBq6VtUzMIaqCsnehytKq14HhOGXs+i9WcXadXxmxdGplWIEPrLWKlu9SfFcNjl5qvwil6yMQHupbtb7hLWSaCw/IVnoQLHCodlE7RXqPMlK6XYC8ekxZGUf1lp1ir6Sa0YsETLLfCRmSQis8dTS450cZ4wLpVqOj68JXU+Mma4LApVWq8Z5rXps5BB5mOvAZC+UB5kJk6Flp8mCAmJ6ssz12Vj/NIZ1nu/6IVWaAVNWWn8zjBSbcDGLHOdFE5CE8/0a5Fqw/O45t6rK6UKpdpS6AJCs4d3nz3g4THzr80fKsojrtm1JiDLClBJeiRrDE1gvJIe4UCYx0ay5EOeJ0G9JKRI6T8mCDngr8LEfhCTUbfeSrJZIcpaAsGxLqTiVKErzomMoqsyCoVbpa1WU5ZqjpDTWQcqcTiNnF9f77/7hSF4mSkmSCPUbhs4Km9YYcq0Mfa+KGR7fD9xte4ZeEsZq4Ga/5dnNRiDZlJnjLDCzMTgj4q5zWRTGFaZiMonmuCyJIeKPtkRCkKHtkEUwO6VEqohBoZE1U5L0QmuFJS7q71axVu6rZRabeGed9DlNIC4LXRfECy1mJRWJrNg4n9gMA8+e7umD4Xt5/P88zFtKeatfdP342Z/9WQA+/PBDAH7iJ36Cv/JX/govXrzgvffeA+Bv/+2/ze3t7QoZ/o4+Oy2ix6YbxiX71gpH1ROskwG25fzA/PoFpt/id88ks0oZY7XH4jWw6eQ5RTyfcBa3uQXF7mVjj5S4YJxl8/Q5aT4zvvy2MIU2N5ggJXQeH7HN0sNajPZFcsrk6UAIhlQsBC8Vs+354N3MZ59PPNwD+YTxFtdvCJ0QMuZxYrvdMQyOnI7gdqQc2AyFMi/04YExgbMDz24cD85xfD3hV0mXonbxQYOWwCkubLQfJoQK64KgTWmBsuBMYf/0FnM+iWq23WBUu1AgM+kFlVIEp2+U1VpkAy4qIro2duX5zQxP5oQusJ+S9EQ09S2+qllf2zbia5maFsQuMj5S3Sw66b7te0oVGrbcM5VlPmKdFcZn0yGUN5TPqlVmWhTyWWHMFjhUKFWuc0eKRywdvjOkdFIpG8Px9EgcT2Adfe+4uXuHeTkTwp5pmvF9L4KuCm02zbmmLtCkoZooqTUoOCiNaOfkzBiDVjuikVZpPaUW3KVv1pTgW5+nFXECMwk8GrxdFUBaJ1FUUzShMVayZh8ubcirhOM6RjYIOJdK570knyWx3fR89ME7PJwXXpcss3RxFl1B32NypGS5b4x+/zg9QinM41khXem1LcsIpTJxD9Zwrqh6+J5SFp1plKQljhO+C+Q0rVWQC4Gg/muVLIowviOOZ6oJeN+LU0DJ+plSKaRloRjwvsfUhKj1VsBfEmU/aMAunEcRmLbWM8eJ48lhjdfEAV56jzUO1w0K0UZBjDCg85/v3Xb0ocf1A8Z63rnbcLvbYihsd1um8YwLHQZh+MYcV1r8sgi1//b2VoxCrcU7CczGVIL3OqxrVBGk0LnAlDP9MDAvC33fs8RZDM+t+mBp3877wLScZa5MRYO9d0zzSCiZefnN48Z3P35HQeov/aW/xJ/8k3+S7//+7+dwOPA3/sbf4O/+3b/L3/ybf5Ovfe1r/I2/8Tf4U3/qT/H8+XN+7ud+jj//5/88//K//C/z4z/+4wD8a//av8aP/MiP8G//2/82/9l/9p/x6aef8pf/8l/m3/13/93ftFL67R4SR6TfYEOPVT+e1oOoJeO2O0qciA8vySkS7t4TVl7O2ogtYAPGyo0rMyeRVCbKMmNCJ9lwShjfyaS1NeRpod/fEbZbpoeXxMdX2GEvihFJA5j34iFl0GG9iEWUC0pccF3P0ycdps48Hs5MU2HYZ06HxONx4nYP4xzJOVDcQE6ZgGWcOvqw4F3imD3OZbZ9pKbIbus5nY6EYU8u8I1vzYznSNjsaVPlxtiVjVVKXgkPcXzQM3uBfawLkBOdSWxvdqSHN2IBUaGx5wQObGKWl/5Tg/sqUjUKFJak2rJ53WTls7JCq4qeGgPIQGpB5qha0GmFbCmFXKoqf1dSSZjrHRE4Hw+M04Gu90pn3qrZYcZYeHz4BGrEdTusMQzbJ9L3yZcgldUWhUbdb4HQKPGhCoNupQKT8Qaq8cT5TK6GnBd2tzfstnuWMDCnCaxn0/cYrDbX0WxdqIDOeemJNdjWmJVub6tbZ9hSTiLMGmQswOnv10rMNPFkDUQawESWSy1k1rk5jSn6HuKEfKmKmhJ2swjJxXKzHS6sztaHbI+rvyqgK83zKm61znu8DexvbjEmcBwj05IYExjdTI0B+i0OSRxrEnKCqztq6zeWhOs2pEVm0IxClo3ElFNkPN7r/W903r5S8gPd/gnkTMkLOS6EYYsxDt93iCiAw4aM7zqsU1i868njEWwQqabQMdzekuZJ2gnLQokLjawjcTHrGbD4fqCNV+SccWGgVqX4G2EVzkvEOCFIWWNJcdahaANxJNfIt1+cqFkG5Ksx/FKU6p2ayRj224H9rpPnuI6u73jnyQ3B6eyggYfHB0kwrMMHcaeGQsyJTT8InT4lusExnUWZfVpm5lFgyC70ZJelz2Yc/SBGpSklrLVM0yReabUyL9M6hJ3+WbD7Xrx4wZ/5M3+GTz75hLu7O378x3+cv/k3/yb/6r/6r/LNb36Tv/N3/g7/+X/+n3M6nfj444/5N//Nf5O//Jf/8vp65xz/4//4P/JTP/VT/MRP/AS73Y6f/MmffGuu6nfyMKpMbn0Qk8DGFrEi619KJj6+Jp4esN2Gbn8DapBoQpAeVI5aUaliQK1qH2Dw2xtZkL4TY8K0SE/Ce6y7odbE/Td+GesD4ea9tSEvi1hICcZ10kspSao1FtJc1KyvcHcbWLKw17bbCVsOTGnPzX7HwyGy6T3T4UzYe2paWGzlZluUndNRM8zZQXzD7d2O3d4To2oR5oKvkdB3koEao8fjsVmawnWVR2qQSgJbdJA4YZYTziR2+y358ABJ3XprXTeQWpFGKEU2aW34SwKBNlTlhsy5SAba+lLy6ZjCmkHKbIq+nvwboSNd3EUrvqKbdwP6VnuGWpjHB21YBzp/QymJGBMpR8bTPYbCzX7Pkgzb23doKhWtrKi0Kk4YSa5CXf2ZCrW0QGBVfudErZHNsOE8nsV6HcNme8Pp8UzmzND35HnkOB1Jmx19vyWEnpySDA6bFhykkmmViTE6WFwqtsnRrH1NObcp5wYUXq5TKavwqtVh9xUUbIG/yRVVhVa137KOaSojsbW2WmVrjOE7n37Klz/+/rWabRWxAg/y90aIkBdrgimfH5co/kgGvvTBO4zTzC//2rcBqfqNjpm40FOtBNVmD2Oq9qZMIMdFoHe9HtQqEHVROx4XNIG9CDo3eTB0ZtL5gQrEeWJZJq0MZirS5/LbvbDwMGA80+FRhvZrZTkfV1UKN2zEKVorYVvBugELpDRT0kxJeR0ats6LeLORMZp2fi2BmBobGXKMaxWI3hsVGf5eHzbjcFgM07wwLjPxfFzR368auZcxonZxs+0Z+o5uf0eMkbubLXe7gb7f8OiF12pRKNkYYoo4o4rttXI6H6VfBSxxxiSrg+liluqDngMsznh8CITQscz/DLT7/sv/8r/8p/7bxx9//BvUJn6zx5e//GX+p//pf/qdfOw/9eH8gAsqOZ8TpRZ8J6X49PA5aTph/UC4fU7zc2oqzNKSkKy1RJEHqjojZH3AdjJdbkOvGVfCWOi2W7CG4ye/Ti2ZsHsiw75WpIKEbSiLgQppOmItDL3l7pnheDJ0w8A0K+3ZZF58PrLfWMYlcLc3BFtZZqmK0nSmFFgmEa40eeQ0BcbzxA/+8AecpkeMyaTUUVLmcJiYYuGD9zZ89P5TvvnJgU9eTDQNLWsMWN0uNCOV2YWFi/GZwGN1PnOz7fDWMj+8ocREcEJiaIRsYywpF3zQPoRtMN6F3VdhnZeJSdQQJOv2ArGBbJTXqbz2ZQQidCsbEoDa3jOvG2NOkZptQwJp8jn95o6URuKSWZZH7m63TGMipVk2UBuobkewdfX6YdVelIMpVYVUq8zA6UFoTtPm5grzMtKFLafxgYfHo0Bv6rUzaRM754VxVPuCrpPgVsBpcrTMM97J8GrRexWF5NrorVjLazKACqMiskJyPZU2TtWKQRTAra1Yo95atZLjgus6HEYgVmfW9xX7iCpoRNcqyCsxKe09Ucs6lNyCokY6Ls9+uzVWNMER+STHeTrw+PiAdR7vPO89u+Xz1/e8OcxCuMlCrinLJAHJOak4Ech/fWMVZ60N7m+9RLWsqM0FWuHaSsWFDc3PCucVwrOEfofRSszkgbScyaUQrGO4vWV7c4ep8O1f/D+Zx/N6fkoUKxtXzjLKUcsaMLM6cAu2YKnqgm2cxXeD2vVIT1SCuV1tP6QfWPCho6SFFKMmgZJ0NA1Say15MSTXlCpEFqnNmIFC3LVg9Z4/njKHwwnz+gGM5cWnmkwaISuBYdd7ttsNGEuKkb7zbHup3nKOdN3AzW6LsC9Fjs7bys120AClhI6SZbi9ZPKVXNlv9fhiC8w6HXx1ooNXpxPnly8pccb1W8L+uahdN6YeUJazLEidmiYl0nLCdVtV/LbaR5HnFKQCckNPt79lfHhJPB+xYUPYyfyXDOLJ4pRJ8awLsND1hV3vsDVxPBve/2BH1jmdly8X4nxkcInzsieYez799kkyFCe6Z+fjLHL+CKXcOUuMmeAsx+NZJHYQu/ZlKSypstndsd3cst8OlJrIREqpbDvYbB2nc34riAjjr6mQF3ENjSd2m4AlEU8TpmacbjzWXA3dYug6gQubXltl3Zqususik/e5qOBrodSELUJDthjpw7QAUQuxZqFrc5FXagrzjdyxPlp/qD2qSBrNcaGUSvCZimOaIhhp/jvnGE9HhkFU4VNzY4aVid5S1VKlGW9dEOqvkd8dD/fUUui3e1KaoYifUEozRbXYVI6OVAt5WYRBZZ0KbArjcBzP2odrWnDNEVpmcDwitWWuvrL0koyeZ82qq2xGjaaO+mlxRbRo1b7kI5IILMrGWl1US1EnAENUQdtWJYBkxpIoVB1TrOvxtyy/BTKhh+u9VmXoeVWswDLPC7lkQtezxEgfHO8+uyXXM49FbDuMsVRTRF/TBWqKYrqZ4sqqg4qpwqATf6Qqs4DWyHB+FdKQVcNTF/pL5axqI0Ulw2gq/DUBHjfsSfOZOJ1J6UZmkULP0y//EK+++TVa1eddEFaia0jNjOsGSaJU9kyqNqOqLUJsmBvJJiUdFRHozASPqZmmU1lyWV2r+yD7VcmLDBXnBKXi+iAs5iJiuMSKCRaj7EaZTMkYu6HB2TUlbPACAZck67HN86XIOVqmcRTG4zJjrBw7CrVa6xk2g4xoaAVpasI7GXa2Op7w7Okd3iI9R/u9hZ8vdJDK84Tb7THWMN2/kL5Q2NDdvoO1ATdsyNNILYvMPWEJ+yfUkknjSXtDkxAIrF89nuBqky0RnFQaD1//x7jNnm5zi+23snkloaLWLDTSWp3eNJWcZnoXuHsy0Dn4xrcTX/tGwoaANZXOLLy5n8hp4bh0dH7A+IV5PLN5suXN6yPeLFg/UMpMtb1YTpRMziO//i1D1/fYujBse05TpLeV4+nM6+MdX/8/Hxi6mR/5fRuWSVxm+6Hy2YvM40GYUawbli5kCiZP7LY9jkx8PIh6uJX+kV0DgQGdB7JKCpHhvNqKGYWPCs2nB9Ab22CrXZv4lIJx+pO15LQQQo93ndJ824ZR1iqhVgQ+uiJMyC4pm2XFsMQTT+46Hh8gpYkUI4+vD2xunlCVhWUwlDzjXIOLK+N4YLu7ayNK1CzJR4qJeZp0UNKJdJPxxHRiOdyT4sxmI/NK/bDn8PA5IgNlhCWZNYvVjD1TmfPMsoySJfsgrr79hhB62ZQrot+mEFwxhVIkYJhiLt8bSRKsvZKikl9qJVpWCE6sKipk0aEDPW0NMdAExCllvyC0frL0/dr1zKXgnVSacVlIMa2KCSIxJCzP0HVXlVddIUghchSePH1KijPj8cTNfkeMmY8/fIf95sRXfz3xcDhrtVCpcaENVcucTVX75gKlqq6kus6auhJGGrJREKftMGxI4wlKwfaDrmEJhkUhU4xU2sZphZoLaZoYHx+ota7fq799yjLNOBOk5+W83rcGGwZSnGWNuYDvtlrtar8NQ0WUM0oLtsZJUhMXnBMVHmHayp5nTcV1G0zYUGohnU9yfb3HDU2LtOC7QQQHrKHMEesMvpcxgFwqfhioKeG6QElZjBinWXrOBmlz1AxWR0rSJLDkqrNqMLUosWlhOme5/1RJBmPWgXsbenCO169eQ5U1kttw/W/z+EIHKTv05OXM+OpTDIbu2ZfEdrqT4dWay+UGNsJii+dHGfaNkzDxhr0w3HQQd1X9pdLf7PF9z+nFdxiPj2ze/ZLOF1XSeJZMLEXR6guDsOCwkC+b8bg4fu2bkyzcuRC2apeQomw+MbPkPd3+qVgrVCjZcHyIWN+TEzjXQ004ZkgFWww5Jow/s1QHMTKNBWshdYkf/oGn/Oo378H0nLLn176Veecu0neFXFTx3VRZBNowFch0Ic8Hbm63eJOZ7x/XGakWnESBXOdyDLp5FK2uLnBLqUaVJ6SZnlPBesn8c85Up4KnVkJaLlBrWokIOQte3w0bcREFxH5Cqrk4LzjbUcpIrVk2V6+bas66iRoeHkZSqsQk7Kbd3XvktBDjiKEShg3GDTpMKhh9128ueooKD7X5slLMWjkL88kxbO4ke65wPh1x1nKKb7RFroacuRJ8R1wKaTpjnCOfIvF4EgglJbw3dN1WIdSEN4GUhaY99BvyKvmkslI629QSAdBelhJQrDWAQJUtOMh5ZIVSc8oKH170HNdirSImnwo3ghRutbQZN62gdN7GODEPLBVBOWohlkoaZbSjloTzjhiTCvcKFdo6URQXO/qK8z15nAgOvvLxe9w/HnH9ljcPRw4ngday9aRsoWTSMgLi9SZK5B6pQj1ChhLF8JRmEVJdhI4ug/gy+mFqxXQb8VgjqksCK1sY52UGMs9Mhwd2z9/DD2IJtH3qSC8+FzjdyZybU+JPTjNGK/daKiUugtho4d/6iQZxFBCBgkimYu2g/TQVpw69sB27rZy7w4P0qcZRKmgnun1+u6VzA36zIx8P5GmBWliWRfI9Y/H9hrREURaZZoE+ncNtBkxV8kQtpHnC4LGd+OgZLKYkmt2RiN0m4jRpYFKbmK6TwGoNNWVKHHGIuK/3HdREvEZCfovHFzpInT//tohP7p5gfcD3O7kpo1A1q5Wp8trK0jSDceR51F63l+ar2nLUWvF9j+ulyTo9vub04jvgAv3T9ykxin6fDqaVNGN9EAIHUGIljQcZ7gy9lOtW70br8NteFrdaZJxjj7fP8fs93llOLz8jjweGjaNUL7NcvqfWLZWj9HRm0d6CRIwFVyreBfreMC+Z29uBw/HM09vA4+HEk/0gNgbLhMXxyUuYp4gx8M7zHW8eJdiU5YjNZ7Y3G0ycGR8mgS6xOLOi/poFXgyxVyq57HBrT8RoY7youre0zVWQ1QqOLRwifV1tC1Mq0aSePCnO5JzxOkUvlt4XgV/jHD4MYmo3j9IbtBZKwYee6TyTlZ5cKcQ44lwgEEhKx52XE6Y4xvgowaAkhs1eP6EoZOVotuJgqMaisR1jwHnPEmFZjvTDDmOsYPVhwzKPxBrJuRCXEescwfdURMlCYJyEMV6GOHPmPL7hZn8nmfpms8JpGB2wtk4TBi4EiFrJVejDzbqj9SXkqFtPT7DMkotKM7Him0Zhw6b2oVdHu0tasTkrosBVNqntbqMjC0JyaUPYVS03pMVowPQqkZPJpVJSZBrP+M4yTSPeOiiJnCB4j93u2CKu0xjHrr/ldO4J/cDj45HH05ncOd48RJY4CYmlNmJGghL13tSg3omSg2tO3e3sZSFnGGuFvTuP2ltWMpGRjRZTpTKazzy++IQnX/oyu9s9OSPfOUu1Y7zsKzVlXatyv1cdRE5R1HCMtYLiGCcVHlINmzDgvIyDyHsK0YgkVWydz0IO2z+h5ITvtuRlhLRAjrJGLOQ0Y/sec7bEmCSAANU4plElsaxV52Krc5sIFK0zYUI0FdRE2mSGqomRRbQCu156VXmZpXotWUZ7jMUGGfRtww8+yIhHLumfnSzS/z89jPV0u1u5sM5T5klxeVnQQgGtOoCng3VFGSXWqyOuMIdKKfS3t/T7W8Y3n3N8/U2M8/jtnSgLNG8ZWzHOKVNIbvK8LDKzNY+rOaLcfMqo0qnrrP44aNUWNjuMtaTzp5SaieNMGDYseaHW9toeygHrisg01YqrYgNuasbUgDWG8ygyKyEElikxx8o4VmKyfPi+5fd86TnDsGG3W/jOp6+Zouf2xvPqfoLlgKuRuyd74mlkOZ1VTcEQjFQDmLYhW1wtpNagrmgF2MJG60HVtbktPQzVC6yikm6MEcPeLLDQitqpWHDTRrS+05vfYHCoSS9t27TWyyBny+iWRbPWQj/shQhTJYtNy4L3AWcDUQOD9wGKQJXTeML6QD/smOcJ792qHSifZlTyx6nqRQOe0ONd2O+fc3h8LawmH5iXUZKAnHAGMVZMiXE8EoaNVO8p0W82GBzzPDHPE+N0kl6ZMTBJf8d7T6lFlSJE7y/FJJu7ucCscv41qOg1ajYQxqqFQyNGNPiNCkUCk111FRt0WleYFSNDuWVVpcjM88R+u1v7UK0/aIzjQrCRxCJ4Ryky8OmcpxsGnKv4rmMZJ7zrMDWyLDPWOrGtoOJM5e7ZHe88laHSp/uex0NPzJXT6ZG4qFCVkQ1VjrkFYA1HpUgvJUe8McIAjiKsa52ToXofhAFbZj2HyvS0Bus3wIzziXg6iYVIqTjvCEPPcljIVfQ8jVYi3fYpxiVIC3U8KblrWMcMhMWq0m5tr9LrSVXh7OZt55S3aR01zmT1wkM96qqVKqwsiYVJgjKV4dl7hCx6g80mx9YqiJPKhsk1c9R5JC9pvdbGdWuVnaaEMQlootBJxKqZZC26QM2L3GO16r3moBevrK4fWKaDoBTWYUP4nvb5L3SQct1WNu6SMEqNbuOGpYi9RSlJFNCdFxzXs85ICeZaMd6xff4OJS28/tovUkqm29xIhaQaYs2nyriG+deVyZbnk5TL/WaVt7dBhv5WrT9zWaiiGdZJI/b4CsMB60Tvz/V7USrIZ9H4W0ZyHHn6bM+0REwwxCWKt87mKaR7lhjoukotC8dDZbftKJPMzrhux81u4Od/5QU//Hues904vv+jDd/8bOYb3zpjliPeJJ48vWV8/YplnOTGUuFVEKlVU+Q7y8PoPFn7+yVsaF5Pm60xXHpILRloG2aKs7LotCmvahFWG98udNRqsL7XuR7J7FZ2VM0y70QhEdVFtwcq8zxRyhtyjKQc6fqd+APlTM2ntUFeSmUez4TNjmF7Q7e55fDmE4x1hNCxv3tX4N3SqnLZdq2tK1FEFLEKXRjY7G4BmKczVKMElwN935ErdK6jVGkcp1Lp+55UMrlAyjM1yrzTZrNTsVZxcQ1dIGeRCEpRRFi7ftAqFbzXDV1pyV3oqdYrk0sV6PWaGoOoC2Rp0hcNXnLu1zCniQZg6qqEjtHrpMzKQhWJoKpyWBeCpQTIFiBqq9Q0vdBjqrXIWIcxnE9nbve3jOOIVyNJ1w/KihQJoC54dttbvA/sho5pXjh+9BHf+eTbpBhZUqFoYDEVvLoh1BWS7GUIuGbZSJU1WSmioVgzw3bD4XHR4FBwXS/09lLW6sc5z/Gzb7G72bENHv/uu7zKifl4kKoMo30cgcZCv8Uax3y8FzFb30vfqhptN9gVki2lXFoQCn9jlAhjlIGoag0tERckuEIYZLYuLxhkDeUcKUUgW0EVpBct0nFKFCuZ6oNcu7hQ46LVtMwqts8oGDABWyq1Xqxqas2kUjCmU1ZkpkRhONZSqFHIGXGasV5EDapC2b/d4wsdpMReWcpoaz22E8mQsghGm6PQN13oZdg3dJdNElk8rvdsnrzL8dNvML55QXfzjgw25kSNKpNUpS8klZRd8Xyj7r8iaGkpacH6DtdvBLYpWdlHWWaOkPLXDRuWwwPL/WfU5SB2VsOAHwpmecVymul7Kw3fcsKawJuXD4TNjrJE4ijeVXl5we62x3eF0ynhbaFmQ80O74XmmZZHvvqNzNObhW9/fs/LV4bcWhvTAW8z++2W48vPyUvSakX7UKCeSI5SIs6Z1eZjJdOZdia5skDjkp3T9jYj1tu6mNoAsMGS84KtFud3lJLw1mJNJ72v2kgBqvqt0E1KkwaoBiUprFOSNvEniJWSRPC35KZ5Jo11r35BuWY2mxviMlEMnB4+hwqbm6eYymrT3bLzgjDfTJVzkJaRcXokxcR2s+X+m1+V/pCxdF3PsiQ2272oBZTC+fTAsN2LsGcYmMYzwXsiIi0TjWjXOWeJpWAVTlyWSi4jQzcolBM1YHgy0nfxquZRa5GxABeuEgbVRzTCpBStQsmYiwVTHaZAtRVXqvamjGYnSmUH3ahUl7FkUbzI4umVXV5p8hcdwFZLV6lo9TqWkvFVVDW889ze3XE+Hnn95g1PnzwlY5iWxJIKN7d3TNNEEz6lFB7uX9P3G1JJ/N6P3+f+/gXRwQYkS3dSldYisKPrNyIYYC0nRuJyou87itO5HStkjpSEpv/xh+/y5nAmzgrVqco8FWw3UJYz3jo+2lQ2z56SsXz5w2f8yj/+Zd7ci6mqVWkwXKXMo5iBGqT1UIoM9BpDSYvcS/OE67fYWi9zi8bpvQPUjA09uYgsU80Z022wNUuSYAymFGroqNlRTkfcs3fwmx3ddsd0OJDmWa7dIhZD1nXgLGUZZWjYdeQ6SWVXZIwhF+3TV+n7taQHAO9wfkscj1q9Zh3rMBh7q4u/UM1CwpIRmbMynsnldwEFPS8Lpgu4sBE6Z0rUvFwo4N4J1dEIbFZLpsyjsGyGgf72jvn4wGf/1z9Qls57wjpZJsn8rGwCtI1VYbqcE9YF8jLhGm29KuPGWqxadQtMpb4ugOulQpnevGB+eIUL0owkR/z2DuxAXE4YNzONIyUnQnCE3rCUjrQ4yhTFxsDJxZ6milmE3mo3PYfDQiFwOCY224FSO9I88iYLw21JQM24NNP3nk3fcXz9SvDusMEibB2q6IXZkjGIxNTKHGsQUV1/FMJEuTLDo4Fk0iCfxrO4EmsPpBTxdaq2eUp1gMXZQM6S9dW1iS8MrZaV1qbcLenhSocWqw5HZSH0e0lgyoJ1ncygKHRnvaOgpo4pMp4POBfo+oE4nrG+Yz4fCdsbbGkuwkJCMM0zyoBB5HuG4QazEXZkdQFnROtums5strfSWxtnOe++ExisRMbzkW7YEJV5F3NUll9HSpGCg6au4AU+WoKnnKWniHXSlK8qkJojne/o+4GUM1X901o2LoFDgo4xklWXUiBmljLTdR3Bd0JXvyJe1bVzKOaMZKWSC3N7HQKWjNqsPlKCHugQ+dU8jyiR6Oycnt9liZzOZ5ztOJ1ObHZ7jLIIlyUyz7KuN4P0WHe7Gx2CtSzLwkfvf8DxdA9VLVBwpKETgdXNDmetqLSHwHi74XQeGXZ3bIdAcI5Umlp7JeVEMIZ37nYczxNTzJynhSVJLy2lzGIN8+me5fTIV778vmgBlsr3v/9H+dt/63/l9XEWhQyK+MxZ8P1GnIanE8YUBiJYx+Z2h3GeaexxTjyeYowsiIzQItg61hSm8YTfPmOZz6CGjWVeZN8ZttIHnM9iHpkd84OgCTkluv0dbnvDdP8KfMAZaA6/Nmyo80mGwa3YGsXzI84NMqi/TNKrSknIVmrbIo7kKrFWq7JYF4IXl+ViClSHtUIW8TtZi1ZFsHl9+G33+S90kLK+EzmQUhAfGu03qZK3sE/EIbbRXiXzz5Qyc/jOr5HmERsGIV1o888gsJ5kQjpT42WiveqAYy5q6JVmaM83ZpVjYc2G8gorzvcvyDFSlomwvRU16xKoFeLpDSbslGwR2N32nA8n2vS+ZSZOo0jf5Ky23gEXDGlJGG/xrrDdbjguPbv9IBl1yqQSiLPQyykZVxKbbcfQdaTjAVJS+Z2M0XkPTJWSXg0Gm+o0XA1jNggIsfZG4cy22NdKKgsEGpMYuOUcca1RjcW6XnoFtajywoQLA7kNahqZqK/onyWCkV6FXJsOYwI5jZQksGJVZ+MYZ3JJ2h8UaCVGgTRbYDUYCpVlPlNrYej20hdLleylgWybll7rUaBq7GpzIfJPELqNiuImfL+VDVP7DBXIxpAV4un6Ae8DcR4lA9bPEUUFkTJKtepMX8E6Q446DGoqOcmAeY4J60Vg1FRL16NeTUWTJrlutlmJKPRaldgiIwRoBbaI5lyDaw2AqlGox1ZFegzNdLQfxJAwF1H9WOkWSvSQW8colNUs1UWNvCKMtDnBFCs3m8o77zzn8XCiH7a8fvOKuhFPKmssyzJf4OPaVE8MX/mB38uvfuNX2QyD1Ly1ErqeLnQy51Vlrm1ZFja3WyiJ261nv9+qZQyXc6NJUXCe2/3AEjPncSblwhQTh9OZJVqiqzw+HvF54cN3PsJYy+PhyL/0x/4g//P/+jMSiGvG5hlrJfiYUvE3W5yRHmcXAt4W7u62xJ2It/bDwOl01D2LdQ/IOWKe7Hk8jkxDYJlmppjVR6+XPrux5CxzZLbbUpaR+XAUI0IVUrahIy0n6QerwrlIJAk7N8cESaSWSs64LmC6Xuj6ChFrk1aQkJLBB0xKoqSj6Eip6uAN4gpdRXTBYMFmKNP3tM9/oYNURbXgkkB+rtvIrE/zRWrqEqWS5hFjC5VMGo+k+wnbDfiNEi+qTK9bY1d2WI4LVofustLWTcOGa2se1rVP1Vw0a8rK5LE6a5lJ5xNpnDG+o7t5rtPfFtvvKfEoQ3nLIxVHFwrj2WL9DphYkjZi1dPFOAdZ6KR5CXKDGlmE59gzdMKAW6JQu6kZZxPkgk2Jm9sdNSeWxwN5HrGaDWfjqcaQcNiaZR7DCC5dtEneAlEthbhEmiJ3g0VZg1NdN0WBgxYRdVXICbVeXweAhVYkQpd4Fp20r7YK5T63hSF6fc5VcJ2QjqpcV4FRFrw1xJzJFcKwJc5nfJBZOJCF5bzYt+QiBnBtSBXvdU7rVpFM+TYN3mhQpkDAzXjQrD2ZEAJiTm4x3iphJgn8N2yZx+PKbjKLZKGNXuBcENkbgzjR5kQL0s47VVOJWGQWKZeqpoB1FTP1XpxknRWtQlknVXq3lLX3UWiVjJzjVhWLyoUmICiU2mopDVjGiPisuCLLgLbotMkIgHMXGKeRh4z2PooO5zYLcgluIvOVswTNVAq5yv01TxO1wma7E7USk0n5hPcdORv6fgAvTXrnOl6+fMF2s+Xu7glDP9AHUT4PIWAwnMczUPHuKQCbXkkktdKrKvg0T4Re3He7zhFTIhhBVkqFfW9JuTItW+bTG6wNvPP0GVNUV2vj+eGvfInvfOcF3bCjpIVcCkMXCF6utq0FH4IQd6jc7LcYuwcqS1zYD0+gVlKMxKzDtWbLPE1swo7D6QS7O8ZlYZx75lRY4iQzbVZm8ZqNkKmVdHykHzY8f/ddxmnmRGU5aiWbIzU1KSYhO9RSsP2OGqUvbkNHdeK7Zl0zUVWCRSnrrCm1iHZpFTmlasVA0SBuD9SCNZ6EEDW+l8cXOkilOFKiULCNmvQVKiWOYCzeD9KbcFaUjpeR6f4VxgfCzTsI+KODjjpgqStHWEI5Uaw06PMyUlIk9BtNEJVi6zvtjRhpxiJMrlJEBdlYS3x8TZpHXL/BdxsZ3IsTJR9h9pSyiOOt3RDsQpxGUjLqgiueV94hwS4pi8b2pGUihEJxPaYUlmihJtJicN6wpAoIQy7NIpy73XSiiDCesAWxj8aItlithFpU0FSOveJonaba4hBIUNSMuBZksLUKjGOdVp3IBpZVKbvkqmNHHWtTqzWHdSOTDFv7caj0kZPGt+yRol5QQIYOi6io1+DBOLzr8TURDGQfmBSeEBagKJEUK1WWL/LtTM0EY2UuzXbrcUiqaFYat2DurQeGVgSWaipN4qcqWSCTJSsthZwXUWVgIs4T3op7qjGGbtjL/JDznA9HpTIXUjxSq8jg5JywCWKeZGE7pNKyjuV8uiiAVMu8JGI2GJJ4TxnpA7Vw5azI0zjfdOUKl/gv16dopbj2s9BrVVU2SbtzUnEUtht1a9bAtkShSrcKzljxR5LM26xVWFwWxrMOf2IZl8KH727JWbyO+t0Oaw2pCNSaYhbqcpGh7i70FDXszCmx3eyIy8zt7a0EHOdYFBnJKdP3PdvdHmtgXhamObLZ7Cm18vj4hm63E1p+jEznkZgTu+0eAwxDR0wLvQvs3nlKLpXzNPPGRB4OI6VUnj59hjudqVh+9Ee+wnQWlqxlS/CW29sbVZOX/pbXhHeJcWWSzsvM4Cw+iCPDOBZ8FlWW/f6ON2/eELxjvwkU03E4T8RceHg8sASByMcpMlVhw0IQLUAc6fjA7eb38P0fvk8umRcvXvHi0+8wntVKyENdhPLuQoAScSRCHzCmqJniBusMqVQMvQjJZoMxIlJQiuhxLjWrOkpaveVqSw6x2OpI/G4gTqSE6XpxEU3S3JTZJ6k4qq30T57IxT8+cn75guHuPRnC1aZdqcL0KzqP0FTCfS+ZrFA6Rdqk2+7QlUaTjylxxlgvTUzvyHGmu7kVSvn5wPjqU6HSDpt1ZmqZX0AGg6cfEtM8kxapdOg6fFAWmolsNjek+SRDep2hxKoZtqPkSHYddX7A+oFsPXWOFNdD1oqvVIgTnTf4IBXY4Xhma63IHOkG1+jCFQ1SrsdYUUWwWJkOrwVjVWi0VJKqDogyQdukhM47T4lWISUd3nShkyYsAh96pVjXrIaMjQlbhZolDKlMXc64sNFCLYvUTLjBlwWnxu5z7WnvHI1kpxVwXqC41CC3JH4+JU0YP2Bqxnc3CAghquOtemibiQwkSxACZbopRUCYZLIZ15KozkNOOKNeQ6YwLzNdt8FQGbqBuJxxfqNNdMMynnBdL29TCst0JvQbvA/SbK8Fmm+Xd5SUycmIhUwIzOcjm+GZKIhYe4HTspwP3wWWIue163vmKZGzKBdY7T9ZYyiuCg1dmXvSTr3IMRmFqIxWjW2wu8HAtV0Bw2rHIl/x0stcG+5I70o258oyT6SUOY8nvPXEArtdx3Z3w9e//qt86Usfc4gCgfV9jzWGaT6TU0foOuZ54W4/kPMTggt6h1n67U4qtJxWF+fTeaRWODw+4Ezl2bPndEH6gLUYEWS2liebW4GfswyL3x+kyk0picaihdubLZ99/jn/+z/6P/hD/7c/TOgH+n6g3/Tc3O2ZxjOb4Lnb70TIOIoyeEqJeRbo0mrCJy3vJL5xmhBstjtyyjw8PFBSpguBaTpjvWMeT3S2crO7obeiOJFxTNPM6XRmioUxZqZTohSZjzx89i1+6OPn9JtbfvgrH/Nrv3rHL/3iL/PGWdL9G0Dmw0LnCc4xhCCCuRS8taSS8c4xbG6IJVPrQEmirXiaJqiZMnjgCZTCvERqmZmixW225GmU/bPWdb70t3t8oYOUDVuhhVur809q9YBIEoVuz3z/ini4B9+xefaRmJe1HkwpK81TiAKysCyFNJ8FOrQWp2ZkRXsb6yLWjUs2WbGxDtuBeTyQjgfidMR1G8KwlQZjnYnzA8YMUCdyOWHNBlMsvctE4/A2YVyg3xvilBjPB3IuBG/wTrIkGzS4hD15OeGGLdiAqECoJXzOWmUkrCnS/EyJsszyeyuqEY5mxSDfJ5dEtQ6nInG5yg2KUohLNcICK4ga+NprkEFAEf9MUo1aWJZJsHTjSaXZo4DrOjbbPcs8kuKyMi51n1v7RBaPCRcnWqObMDVRXAcMetPTGgpvPWKa8bajlklEZZWm7a2XXmHxVKvag81YUUkDojFrRbF5UUpuO0A0aKmZZeuxtNmWmvVnI0QIFwYRBk0RFwbRlKSqjbgwqRrxBGtJecGZQftcvQQDWylJ55yqVWWEShh2wmIrUarmXFaGZikFk3VouoirrDUyDyXyOALVhRCISSjZBmVyWWUyIgw85z3GynFmKWJF36820WE9cUaFlXR9NAZmbjJFeq1KuUhygQx6Pp4LvV949s57zPMCxvLRlz4GKsFb3tzf895779IPG5ZlYZxOTPOEsY5+6Bj6jvPxwJO7W/VAFd1Lqz1jax1DB/M8st10nKeF4XwSt9osN7ZzTnvMAleH0EG/4anrWJaZaR65e3JHipHgOmKJLEvE1MKmC4yTZTsM/IHf/wP8v/7+z7Df7bDBMs8jm82G3neMsyqUjBPLPIvEkvcaAE+ErmO72ZKKwIKb7ZZaMvM0sszi4u2MIZdESTN937G/2ZFyYe4cm2CxLpCq4fX9VtyEY+LFZ6/45q9+lX/un/v9bF3Pj//oD/LxB8/5ha99i1/+x18jz6N4lpXCkyd7CUznI/vdHu8tffB0w0asYbz2nzBQCilF5hg5nQ5YKwo/KWVy2TBPE8kHHp1hUTHokn4XDPO2HamoW6Z1Vkr2FEnzkeNn3xJc+fYd8B0+CBXZqUClNUab86JTZhTeEKViCXbtZAu7xskmVQ0t7W+SNH4QY7SSIuPLz6ilEHa3+DBQ8kypMgRnTWssJnzXMY1S5aRUNFMVBtl0Slgrc+jGOSmIFt0AsYo3e/ywVUmeIuZo1lCybKKUhKmZ7e1OMsll0QaynL2iEFbzY6plASuOo6ZWkgIGLUeWPpMlZrGKlt5Updi3YbBKXYNK1r5KVN57QWSd4jJzPtyTk1S0oh9rV708q/z22jq0tLk0sGGDIVHrasF3fTtw6XEZvB/kV0aYnr7bilKIlb6YC0HPh1m/QzMVbBz7Jaa16lmVxksho9AkwiYTSLKqioP0uIwLdNunsvl1Ht9vlawhYFpKC9VYCoYw7EhxWuGsxkAMGyHBLHPBOWUIWoH38BLQqyZasYhNTCOwSGJxuX5m/b/0gzTcUqNUySjduClqt/ORSsGVLH1dJS3kknHZ6jxQJpcoGo+NHWgMVlUxmi9VNVYTtqpQqLD9sg5vP6TKO7cbjDIPrYXjSfUjnWXoe5rSxrDZitWFE9ZZSYl5HElJjFhTjOz34sprDAL5q/FjNTKa8vj6NV/66APmaabvxKI9p0y1or5fasHi6INnHM8M2x3WWVLOnMeRzTDQuY7j8ZFf/L9+kT/0h/459pueOG84nc/82I/9Pn7m//1/4T/+iG3vtb8J1khvZ7/fMVrLw8MDaUhsh0H6rjmLOLL2GnNM1JrZbrf0/cDhcGBeJvb7G948vGG72TOeJ4Z+4Ha/Y7/dENXP6W7bcZoWHh4eOc+Rb3z927z39IY/8kffJxbL/sN3+fCD99hvN/z8z/wclkIXOnIUrT5nLfvdhie3e7xzhK4T2S7nyKlwPp/otwOVnloN513PolT3RkSJu54YE/vgmUpHTJVHd0Uh/S0eX+ggVSmiKFxFloa8EM9H8nQmLwtuc0PYbLFeMHNRfKja7I1SHTWNrpJZLd1zkg3f+HVYtJYiwU0hLSFPZJXZ34CF6eE1cZTB3m57IzTqFKUPUy3O34iTrjeQDCUV4pI4zQvdrldlZyNKBC5Q1M7e2KI6aZINpiVhKGAS2VlJFmuhFNhuA9NkZObBirxMXKTPZdbNSjaqxo4rtawZs8GK7p5df5IZGVPJFUoWuw2oSgpRKrLi6xefIYtBnHhjltkarmG0UlnmZaUotw2JigblqpsachwrSiQ3dtZ5rtWl1hpyzE12QKse2ewNqqnmOnlfdUdt1iIa0mliT0iPnFIlTGKgNjXxq9mfRqqQ49SEqbb0pgVbtYHQ7wmArWtyA5ZaFny/I8VRqru0aN9RtPliVJNG43XOzIpIgPWUJPJRjV7vdEaoaSBKhWtYvxj2aqBa1MiNFbJQxQjkbCogQrZWh3yTGhDiAqVE7btmit4DMWcKohfYwD9r1XjUSUXSBeltSBCGsszMS5BBW11Ty5K4uZHMv+oYxHYYOJ6ODH6H856XL19xd5eJcaHvxJQv9D0lFbrgOZ/PTNOED44+dVL1Y5ij9O9ub28IwXMeR25u9hwPj6RU6DrPdrsDWGnvuRSGYRAX2yK9WpnfS2w2G6x1nM8nDIZf/bVf5+mTG37v7/v93N7cUo3ldn/DeDrxrW+/YNxs+PzzN/QKoTVH5OA9hSooRvUEH7A6t+XUSNKFQN/t6Dqh6N/e3TGPHbEm+n5QX6pC8I7zeKbrOpy17LYbfOjYTzN9sBweHqlm4Btf/5Sb3c/zQ7//DzCPC8P2lj/2z/8wHZlf+oVfgiJebSkn9ruBUivH45G7uxseD4/iulumFXmIMa6jJ9thQx8CMSadFU14axh6z1PfcT6PPJ4mws7z1e9hn/9CB6lSM7U4XD+QpiPx+EhNC2bY0u3uMNaLIGxphIZFGF1JApP4mehu5Mw6eyN0SQTTQrZqtD/SNjcRQwWcIc5nUcGeRvr9nQY4RzGiHVbyGet6ap2leltmpadK4Bl2on21uRk4Hg4wSeWQcxZILhuZXQkOSsTUuEJcOas+oO0oGc7HiDPSCwne6YyEUPOvhyuLkgWKZvXyVRylbd4VkrEkHH2dsQgBOc8Rbxv12ugmJ5RknCzhov4/4ulUiVE2SufekiNYgbNW9ZTS1NiLMiblJBlr183QaGbW4EA0qy9VgqZt72egyotoRA+JMa1C08ptxQq1jr6u4GojDzjtVQoMUtt30HtEKjynfRr5vbGSOOWc1U0V7cm0GS+EqGMdnQmAwn7GYAN4v6HWImKreaEixBBqhiIuq4VKv9lK1VGFfFIQ36ELyeQyftECd1Onb4EKoKRMyZFuM5CjasU5s+oeghECjNKVRU6n4pwV2rPOx8n9JK8pGGquyDCnYZyFLCJIRAYXOE0L2TgJhjVBrXz+uLD3hmHYEGNcafnLMhJTkoCpauwxzVjNM9OSlHGZeTiMPLm74/7hnr7bMGy2nO7fcHv3lPP5TC1Fe0KFr//6t/kDP/xDjNOZ169fcbO/kZ7XMuG8Zzyf2W4GTKmcjkdAYG28sDlPR503M56vfu3rjNPM7/nKD/Ls7oZ0c4uxjvuHM4fDCYvlfD4LDO8CzsLHH71P171HTAvjeGa3vyG4QEyJ8/lIyokudJI82cA4zRgD+5sbYoz0IfL4+EDJiWHYkCss88Ruu+N0mjAcRf/SVJ7c3WBM5f7xkW9/+yU3+2/y0Zd/gGpg2G35F//Ff57bmz2/+itfJZjKs6dPJNlEVFym8azJRxJRZB2lEIcAUZUPXeDu9gmn85k8Jba7nQzO58wSF25vdmw3Pa/f/PYzUvAFD1Ku22A76ReJ7H4Vg0OnckdUlvOjzlLJVLZDmro5LlDSCtvlKhRgP2yw1qtWn1RXq9x8lZmeWiJ+GADLcnxkPj1grWW4eyYmZkaGfk3xVLdI2wLEBdg4al3AZMhFZxwCJVXmcaQfbpjHSfs8ohP3/yHvz2JtTdO7TvD3Tt+wpj2dKcbMjMhMZ6adtrGhcBq66ALKbrWvGrdaaiFAiCtkEGAJWUhcMIO44QYhIYS4aAkhIfUVXBTGVNnYpCGdTuycMyMyIk5MZ9zDGr7pnfrieb91IqvocpjqkirUS0pFnn32WXvttb7vfZ7n//wHXTtyjIRhLLsjOQwNCVW3gDlOlLJ/ylijiV480EzRu2TBGeQAyYAWOE+VohHRhFxhi93lpCuMyqg0MmtqFDLVxQRJ65IPJfBX0lKEpjEwFtq10iUEzlVCnzZS8KVqSKGZM5SyohxWoqeQQqKeFRf1rLTlIwMNlNggCI1//nouv1jJxMnAnCw72y9lpZ65hpcpqbxFHyhihVJfyBy5wJhQimEuxrnyFdljaaHMpyQCYpnaZcLReS6iYtNjVcamTEBL1IJ1kEc5yFUtwspcyZRZ4mZyeV0xZuLUUdV1+Vyl6UBxjJCPKR8bARmONTFTdnv+OOVEP2AXa0IR6OYUyd7Lzte44yCWeWYHlbIQEoRVKtZM8r7I65vhQm3Fc9GHJBCUUiJwzZmYFM5a+nEqWqgg11Qt+V6pxG8sF4vikpGoK9E+1XWN954QAm27oLKV5HIpQwgwjpO4SsTANA6M3rPbbVmu1yJGjWB1xel6yXsPHnOyXrBeb5jG8SjKH7oBWxmSMoQ4Ya1GGcPQDxSPLtabDdM0Ym3g4cMHrJdLSEKf17Yio3jhpRf46te/w7LS4COLZYvRmqqypBjZ7vb0w4SxmhNniUGaiBQFdt3v97SLBd0gkN4wSJacvO+O05MzbvY7nj59wsnJOUaLnEOpQLtccXN1BeRiVqxYL0VD+ZWvfIOmbvjc53+ULiS6wXPv+XsEP8E44FRivVrj/YgPC1SGYRwBzeg9zjqxnLMRSCWY0dGPHc5ZtBYfzGEcMIUlezgcgIwz6UOd8x/pIlW1K9Kw43D1EO0aqovnJAZh7hKTuEzHMEhTnmbb/lQ8fIp3lzIY6zBOWD0pednnqNkCqSTAGoOyiqo5IaXIeHNJGDpc3eDaNUrrEno2EwfEa04h+oFIhCAHl9WWsT/ghwmdI1Mvy090sbtHS+JpTsQpyWL9yK5CVk62RZX9k8oehdBEXW0ZDz3B+yNbzSlFLPRigWQKLEcWOAhF0BU6B9JsKKktbdyXiTUWJE2gq1QMR72fcErggBzlUPEZMkJI0SUPJ4ap/DsKdJePdGahTwuMGsvnoo1AeDnKn7MqRWYuFiW2fX4GgWxn756ZZCGF6LhrUqrE3JfCnJBJQc8+g/IQmG6exsr7pM0HeBkzQDgv/fVRHCu/mhwsR8gyetEvRSkOR26G0miVWVjNNrmyiFagZvsumXyOav7y+ZclokRxKEtGY4owWmkhJIQy4YmeSuLLU5mKdKnCc1q11grqpcSl+KnAoFZgSblxyrSbjpDxUbCuFCHOnooF0tTFnSRngYFiLpZGxT3bVcRJ9r7GGoxW+CBwYsrgKkdVVcSQyn4miYe+sdSVMPt2uxvappU/a800jGWyz5yfrOmaGj+Nsp9GYiiWi7WwCCfZ9bjaYa0hkbm6vuHW+RkxZPp+4ORkTdu2mIPIClKUAhJTZNks6A59EU/LtWVdxTh6Tk7OefTkiofvP+K5l15g7DuWreXVV16k6/a8e/9tnn/+NifrFdYItCfXJuS8JYTI4wePaRcNRjuWyxXD0LHebOi6jnEYWC5XGOvohx5nJcNqGHvqqubm5prt/gZjLE1TEyN03UBSGqefhb8666htyyElvvPt1zg9v2Bxes6TJ5dUznB+65SnDx8TJk/b1Ny+dc5UcrG22wNdJzE/KE3Xy+uq64rgxXBYa0GS2ralqmqcc9xsd9TOUtc1XddJHMiHeHyki9Rw+YDkR3S9QWuFHwRzFgV1wNqmgFSlcy2VfraaUSi0c1TNGkiy0PUeUzUF+y/BZEpjDLhFi25WpGmkv3xEHHqq9Ym4P9gKpcAPYquDNhAjKYfiWVaaYyDngB8jOYluJcWEc4XGXTKZUpCuLUZhbdk5Qn3esZQgMp0Liw9DVVdYpxm7Hj9NR7NRncUrL5SlsXTbApjJIaWJOWMIaJ0JiIamDR0mF8cG5lgIyiI9MHvrpZmplTLDOInN/0yAyLOFkrDFBDbNHEtCzmQDcsSJ8FcpTY6qhPpRIhNSKchzocjfV1SAOe9wRrDmbyyw1gf/rTpCgHOhpMB085OmpMvkMk9UlNc8M/kKfmicGPCSyqQ378OO3w3GEhB6uBBVSmnW0qEfkjjly/WWiuNELPRC80y7pOZ8JCkYEoCp0MYem48ZajValv6SmjrnfFH2Y7a8Z/I+CFMvAyUKIiNmvSVo8QObt+MkNUu254TklDWusoyjByKuMDL9FImaglZQ3B1m/8gozvgoJu+P+7GYoG5qdjd7TFnUD8NEdzjQNu0xuiUhm9WYUnFXF3q60orL3UDrKkA0PyGEsqPL7HaSk2atLcGNlkVdc3V1ycnmhKpyhBjRJtEuF+QsKdkKJRAhmeVyiVKZcRiFJOUqFkvIKTGMPe++/5DnnnuOw821fOZ1w52LEx69+z6ubQhk/DTiQ8CHwKHrUUpR11WBlTP1QiZFMUYOVM5CEg/RVJKUU05opamrmmEaRQ84DeBqpknCOZ0x6EYkEDFEVqs1saqPCEE3jvz7X/41PvP5z7LcnNOPnpOTDV0/MFwn3n73PS7OTlgsFsSU2e33bLd72kUjqFMp1KvVinGY8KHkh6EYxhEfBOYDitWcpm7a0hz/zo+PdJEK3uNKdo8iY42IJHURD6YwlZtuzn6ypVMUerBbLIsrQokp1445ByYniZNIMWCdoTm7RUqZ4eYp0+4alTPNyTnwTJwXj8tVf9RhWVURck/OgTzmIx4fwkTVNGgC9UJjcBx6OSlzkGUzuqaqI3Hs5AbOipw0pnI0VRKdUjm461oWpf3hQPSxCDwLEJUL/FRgprnjT1kOHF32L1Z6TiBjcsCkCR+nQiKIhXE3OxaIHkqo+aIjGUOkH2YrI42xEt53pGCkLAyyGTbScvTFMvGGMgE/Y9lxhOxSKkVOq7IqnHVUea6cR/PfudIIuUA/y0U6InX5WJDknxcCRrlnZmrGUTOlyo6q1KXjc83vYalwgqCq45SRi5GqMlKMZhupzKxFkt1hLgnJAqmVF6aElZZVKLoxIYoYJTEOOasjhTvMTiDFBFUbWxwl5IUqJWLUrhueFTx5k8v7UeIbtJnTs0oxnD3RVZlSPrjX0mBc+cwsWMM4xeP7EULA1Y2kWqu5YMuknCZxnFAZQpA3tHK2FGeonVhk1Y0lBiWuC2US7/qSjKy1TBWrdUGP1VGonHNm2TZYo9EaVkuJSc85cth39EOHsxUxBTngazEbHoaRyvXHa0Ar0QvlDPv9XvZCShWKtkJbxf7QYbXAWEppxmmgchX7fuI7332Nj738shAz/I7T1vDjP/o5fu2LX+GzP/hpOt8xxYn9/kDIEWUUlbVYWwuVe7+lms2RUyrmwbP/o6I77ElZXo+zjjqDXhq8H0QbOE3gKoY0sVqvmaYBUAzjwG6/Z71aUjcCFacQ+M43vsurP/AJTm7dYbvvqKwhb1Y8PhzoHjxm2bSsFgtiTFS1ECOmSVCqaZq4vt7StgtWyw373ZaskrjNFKq5ENUSgxdGZtPUH+qc/0gXqZQyKUwYV2FdUw400T6lacS4WtI4CxQUhgOqatAk6sXq6Bgty/C5Qxa4LxcfQFdVqGbJ2HcM108I3YF6tUZpQ5jGYm8Eau4U8jPWWyrUZB1FIxKmocCQQFbFqcExTBZ8QNdWFu61Y9yNOJ3xMQEVIqwvnm0x0fUe68Q7zbkalRNDP5ZOWQ5eTcZmRSSXKQpAcp6UE4W7LjoWymsFisdYJKTwbExBCcSXUoGLdNm3SIRCSJFxCsVxQhT+M4FBHAeKWDhR8L5nHblW9sicmpf9M0tuFhjPExiz407OpJndp3IhyQglVgHWVXjvpVtLUoCU0cfuUV6Y/O7i6ajLmJUp9Auhhudi8FCcDY6U7OCPcJkQF4q+qExn8o5CvVwxTh6V5ylYlV2nLRBnJsRJXPxJuFpcpnMUav9R/Kwo16bIjlOZ5qp2SWXtMT7Da3H28F5iPsiZkBNNcwoY9vsDxihC9Dht5PmVRiuK8W4qu8PCzNNyTeY070hK86aL955xuKpmnLw4Y1AmfFsxThPB+2N+ktKJGGfnEGEUhiwNgKuk4ZHAx1F0g8NIXdUScZ8lRyrGyGZzgtKG/e5GbJEAVMZoyziMWOu4d/uUb7/xPhcnS6ZxwlWWEOSau3VxG60t0zTQNC3X2xvqpmV/eMowDpyenBCCp+sOLNUSlMFPEzEEmrYhRZluh77HGEVVVeK4nhV1JQ40Wilubm548O4bbE7POAye81u3uHd6xvuPb3jjjXe4ffcOfhhIUdNUC8hCsjGuYlnVdIcD4zRQVxXjILvl1XIBSnOYJurFkocP3ycT6CiOMElSjq2zaCMWT1YbQpiom5rJewmYLNBy148oKNOp46tf+Tof/+QO3axwdcum2eCniccPHrG/vGLfiY5KCr1j7HuatqKpa/k5MWKto1kuix1aJsQBqxRV49BabKbCNBYLtN/58ZEuUsIsksM4xIlURmOxAZHpKadUvP3EOdpVVrrRnAlhwpTDIicKo0y6xGwrtLWYtmXq9ow3l2QStiweyQiUN0Nnpma28p9FnDP9OJMhCO16TmN1tQHK4a0M2RZasQG/n1BYwhz2lyLGQMKS0ojSGaMzKtcYpTE60x/kdz5qVJDJK+YkYrtc9hsSfiQworHHrlxRYmbJUqRTQOVU/r7sfcr4MU86skNKGKXp+4nRSwHzUyjwZC6TjySlzi7cOcluKMd09FksAx8kCWQz2pTGATncj1NMKXBlalAFIgUIPj4rItOEMVqKVmEi5vJZzVOU/Lh8PMznoqp1khJfJqJYKqNSz2BSozSJklBbnnCeduXatGQliahieDqPaQplBE7VpkAl2sj1VKyBbAmN08binLh8pxjJKmK0wtUWhcQ9JD8Skmj/UDCOI4tWHKilN1NY53h6eXmcMkKKjIc93lpcuznCeFMor7/oAmeY8xjQlwvhJicq5+QD0Yaun2NTRLqQYmTVNnS9BAcmYWrIc+cj8orOGcw8ERZCT8oYDTfbGwiJpm6EYBEmVq2Im+um5rDvsFZcOFLKWCNoQb1oGfue/eWe2orGKoSKZW7Q1tC2i7KbnqQQK9Feif+gZ/CJ0UfausFZQ1WXTLjs8F6u0xgjQ9nBKFWJ/6OeZRMaHzx919HtI/vtjp/8Q68QqwO2bfneW++yPlly+G5Hu72hsjUxeHEdsQ5jxanFasfZySk32+sSzinQnvcJ7wNd3+Eqx53bd9gfdtRVQ0yRKSYRXaME5jeGKUSGoS/Mug1aGaaxE9/T4jeZkySYK225fPSUj39yBU7E8Dll2tWSw37P/umB0/VGXk8qMUglKcLHwNR1xBi5d+c2ITds9zuxk3JiTWZMiSlpFuwLU/J3enyki5QyttjmSBig1o4cJQE3zQWDIkq0TiALPx1ND9EKP/VlIS/L8pQi2lrIgRjBX1/i+z0kCTVUZu64JcYjowtFNkKOZQqIaKTrtDX4TqAdV7fkFCTLJThsNcM24RmskuRgUarYBGlR8ISQ0baAJiliTSUsxRRI4zwFlueYd2BwpDvPBAWdBdAzWpOUEhcIhBmWlcSPJ7ESL/8mH6G3mbrMLGpGGH/T6Dl0A8YVHZIuDDKlylyijiXuCMWRj6au+Tjlle/LIu6UL8kucbYeEhjmKLsuGhvEque4eyqFahwxTUsIEfOBCXfG+VSOR8gPnh2emaLbUjN0qMvPUs92bEZ+biQLnRqK1k6Xoii/fwgJZ2eoU5ciN4ODpaHIGowuxSDjg/xX50jlJM1Wa0UoLvIZJdyJlKiaFdM0MfU9WivathE/vhjEXy0DKZRDPAhJBGhXG0LM5Oif7eV4BgEzX0vqWZaUkFFE8hCjFP8QxF/QkJiGEVP82QRanAklsTRJHJEHsuyltC3svvmeBvpp4t7ZCf3+gDGGqnK4yjGOIzEmYc2Vibvvetq2kWm92DA1bUNV1eS842rXY6MY2NZ1gw+BcZhwzhJ8xLnEcrFkmibu3L7New8ecO/2uZAxvBi0WidrgJgnxmksuyOZeLUyRYkOTsm0X+VEahLBe4Yw8sbrb/DCx17iZrsn+Im+P/ADn32Fr//WN/nExz/GcrEkRcv5yQlTiIxebJdiDAzDQFU7mqah70d8lIh2ZwWmt8bSVA3jNOBcTV1VLOpayCw5c+g7rHEY00o0jJP4EmMEriNnJi+aPT9O1FXNNMF3v/UmP/bjnye2NWQl+8ah5+E777Pd7TEa1qsFTV3TVBVaK8ZhJGphG273e4ZR1h85JvaTuFb0fY9SRuQo+v8PdlI5Rrk+yoGR4kQOkRgmZgqsruqjU8TsU5dykHwhXOmsxTVgjvhWORBSIk0H4jRiKoerFgXHL4dq0fJIh1/o7doyL8xjCkQ/oipTip45dpu2WQgtHiVuFEEMRpWpCJPQ3XOhxsteTP5dDkHcsI0TKmzp1FUu4lrUMdY8JTn7SGDKYZjyM51RSDAeBhpnaCuLFBxNSEkO2+MEVXYvALk4FKREzIocIn03MMaEraoCN4iaH0WZb4S5dET5Zk1S2YmIQ/izXZfseUCpwtAs1HDKLKcUQsGeHT+Ozh8UMXBJ9VUKtCUEYSWm+UfP25HCqHoGZz7bTc1iVzlUS9HDlqmqTE0xgxKBjjaO4Ec5xBGoUaypPFpDVgYIx+efi/E8vemi15JmQN64HCIhjMSgqYplDoRC2MhEFFk7usNO0AQlcOyhK3KBKFOXKteCLp6QkwSKiWyjGL2itTiWqOL4n9Kx4ZFradZKlfuu7F9mr6UYS8qxMsIETInKOipX0dOjUkZyrAR6/QBthhSFfDHvK8iJtqllST9NLNqW/eEASmNaK0JS40hEhiyOJiklcgiEyROdxRUfvrZpuOlC2dFpfEhY66hrCsFE9tpif2ZYrNacnozsdntOT09JOTOOk8g4nHz+zliZjiuhEkl0jzxftVjSdQeaRYtSCrNc8PTymu+98RZVU/HSxz/BoRs5P7vg6vqauq15cnnJxdmp2B6VgEOrFTjLGGRP5YMnpsQ0eSpnjxD9oe/p+566aXBVRd8dCioi15gPEvTZdXuMraiqmmGU2BCrxfFiLrqVa6ibVmBfpfHR851vvcbLr7zM2cmamBKbkw1KKR6//0gcM6xhuVhgjGLoBzKJmCPd7oA1hsOhn28srJ09E8UUIUQt0/+HeHyki5SMSprkRwkUNJroR3IWKx5tG9Dm6HCeU5QU3Vg67hI/rgFllCR35iAFpu8J/YRpaoyrn3XcWRWD0fL/Z6q6MkJ3DoGs5XUopQiDLJaVLjoVY8t4nBj2l+VDq0pBkcMx+gnj7DHFVFe1xGxoxTG9Hs00RbF8KRfl7NhQcvlICaR+p2MHD0hAXkqS3oscmRGElVeW+zNFnQRJiQ3SbDiaycQsrMQwjEWfNJMMZDOvrDynLgd3ToXFNxenJLumXMY+cb94tv8qc1qB4tSs0kUVmCFn2QUJ7MfxEEyp7GFKp61mGBGOE/Px8I3PGIJKCTRqjLDLtBEJdy4H8dE5Yt5ppQi2Io4HshI4rm2cBFlaxzCMpJJ5FT4wVZJFRC6TgMRYlOouBQ/xy5sdXdM00A8d1fqcZn2baXeF0kISSKXIhZTnpA5U8QQ0xWPSWMtquWScJvopig5qNqDVFqNysQcTwXtdyW53msTiSGWZhZ+9U+WyiAGj5fMO3uNchTVCg9dOCEdatxgj+xChvutiPFs8AdVsSyaRFDGFoi+TvWokc7O9oet66mYhomgFU5B9m7hhFLF3FDbk5H1pWAwxB6axp62WXF9dc7JZoKlLTyQ6qX6SWHhXFcLFcsn9d9/h9u1bGGOliKlcPg5N14mvnjaWaRzpDgfquiFnEdDmlNjv91hjUNpy5/YdvvOdb/LowUMymXpxyp0XX2Tygbv37vCdb7/Oar3CaE0MPUZn9odO/BpzpKpqmYqj/P+2qfEhYm3FanNC9KHsoGbITpAjHyJzAnLtLF2/p2qWVNbh/YSpLb6QGqyt8F7WCGhLyJ6s4Pqm451//0X+2z/8B6kq0RJuTtYsmoanT66YQiIqzd3zc1KK7A8HvPc8fvyUfpiO17HRhnGc6PuezXrDNB1o25YnT7cf6pT/SBep6AM5ZLQT2E+izTWmXgAJ7eoyEQiEpG0lb1yebzmNNU1hzGi8H8kpMm53gpu2i6Kmh+Cn4usVCrznj1ZJFHjIaEdMAyoJfGY+6PKbEfagKnY9MeHqlWDqQYSrEncvJphKG+IkAsd58W8N5JwICfbdAWMsRoNmZsUp0szDRhhxIQs0dESujAgnWw1z3lPKCZ9gipFKK3KWLCbFs6W6Of4amSlDsNUzf73SuWttUabsiELCVcJQi4WZlHKWeqmlyKckNNp5eiJ94HXm2RapdIZJWGKhZGvNQuv8gd9VrIM+sPs57lUKOBjnafoDH0uBpLTOcqOXKS0FSSOeqfe5mB4qJb9rbQ1D35GysLyMMQzDxGnTQvSF8BBJ2hbUbIbUnk2SahYCl4Kt5+RTpfABIWY4g9awPDmlXW4YSVxePpT3Mwqh4JgbVLWYnCBMEhcSAsZomqYh5kTfl96ErpcAAJnGSURBVGu2aLW0hhCA7KWYx4TvBGLTpuwSyyRvjC57OqHAz7ZReZ6uozC4YtZlclJcX18dpRPKuFLb07OJOEzoZoHRBmutSDJMWeYrzX7fc+e8ZQqBPPTMruqmMFSXiyXb3Q4/Bqq6wpU9ZUbu17ZZcnG64en1jrsXp4Bht+9o2pppkniM7GWvOXSHQvNXLJuaN966z4vPPy+ZXEozjT1V5ehDwFrHbncj8FpTMw6D3J92yRQmxNdRYbWiGw8899yLvH3/HawxVM2O89M1m/Wa7cmGi1tnPHz0hLpuWLeLI5pjnSmxIwsq59jtd3TdnmkaWK02R1F80jKF5pxpmwWzA0rTGqyxjMNA1x9YtBdcbvfSLBh5H6dxonJifGCNo6laOXeyTOzTNLLZnPMff+2L3Lp7j/X5Heqq4emTJ9y5e4v333ufR08vOV2vOdksudwesK7mxRdf4OrqirrEm2xvdsQg7Ovt9hpbNcB4hNd/p8dHukgpY7DWEcNEzGNRyIs+w1UtIQxll9QAgskLucLOcwKRjGtbTLNgOuwY91u0q7BKXIRBDms1HwpaEaMnF8FmnIbilabx3VZufituAjNbMMapMMEyKmXJuMqyd4pFs5Wj0ICttShjSqKwKzu1skMqRrpDP4iuxhqwFsoCOMWESUPZScnRnBDo10eZOnySKTNnEd0unWYIiSln2dukZ5EZIr4txQIpfj7DYCRzKWV1DHy01kkHnBVHp+yQyw5kBv7KFFqmriM7UM2mffJdIFsgEenKOKjmYpRBpSiaoDyPDzKlGAVJfmPZIqX0AbJDEbOSj/Cg0prsZSLwPpZcpYytLCnko1uDygmsLkFy0qlHW5F8kCk7RZnCXMW+G2QRPcN3KRaIVaGO76RU4uADqhiZqiyf37zP08cGR6rJ9dMn3Dx5hB96eYY8O3UAtinQc4ETC+RauUoalRQJIZWcJoEUc4poW2OVwGXaSsMzmxmHEAuUKUa88kqkzJri4JGYF5/iim5MITFNIzFMrE9OsQbqes1hd0BXjhhFAyghnhaTs/huIm7jQz9htexzN5slh6GjrSuGYWS52uCqinffe5/FYoGTkDVi9gxDZrVaQvHbDL7nsnsC2uCMohsGUI3sl7L45W33W9qqYn16xtiPpGLbs1wueOudd3nx+echZWxtQFU0VUMMke3uBpIi+Dm4MVJXDdvdlqapSElJKjRyMLvacnp+i0ePLvnsD7zK0/fepV2t+MTLz+Oc5T/++pc5PbtF0zbE4KkK8aGtW/peRPkA++0WY2uxInLClBvHgUW7pDscmKaJkBJ1U1Ebhw8eH2ORKIAzYuy8Wq3ZH3ain0JMjCOZ3WGLNbZM+LawjzPOrMjek/sdr732Os9/7GVSgvOLM64vr7n/7tu8EG9z99aZ7B9REvNR75mCZ9kuub6+xodEzg3D0KN1ZhjGD3XOf6SLFIAfD9JhZYH3cjkEp/4gxapZkHw43tjaiUo6p0C9WGJcRRg7ht0V4/YK4yq0E/5+CrEwsBTkgLKu5BEpJM8pCm23YPjKVhJ1MPu5ZYlBQMmNTYlVJovGKBd2TSpxDxKnrSSbCsQxwwq0o4xiColxjJi6RlkrHZEy4lxuKnRjSYeIjr4c8nLQpiz7ClUcvHXp2pdW4WPCx5kgIWd+zFKQ5rwheSimmOgLOeEDChrpXEM47jFUljiO+QzLOeOKA4EuS+Z57ybFQlhRz2rU7Ms3Qzn5uGOdd4uzmeWcknvcuRUixUxbP0ZvzzAd8/SFvB6jwFbksZcDOSfCKEzEOefKtQshD0QvOxcl+w3jWsixTF9lP2Lskecxu1VI6Zuhy/K6kIJg9Jzuq4+/i7w/866tvA9lP2frpsBh8gYLBFamzSy7GZQW0oQRdtduuycjN3uIEeeEYTiOYg1mys/xMTMcOkEdtEVbh8rgNDIdF3JOLL9XJh0bMXIipMKz1BpXNXKNk/Eh0C4bxsHLJMx8HcrHLYLPZymyMcnrvn37Nm+88Qa3T89xTsgAXdcJaUBlXNWw2x0IYc/5+a1ikiwi3dV6Q9cd5H1cLQghSnqwykypkEiyKgUyE7Nko+XC/rx764K33n6bu7dvYyZPXcv7VVU1OWX67oD3R1UZ+4NAfKk0XcY4nBOfvYWzNHXFzfVTvvfm23zspZcJcYttalbLJZ/97Kt865tv8olXXsEaTVNVxSDWcHV9JQ2F0pydXQjFu6RMpwzTFKjryGK5LL+LYpoGrDWF3KKOtG+jFSEH/DTR1i2Vc8ScGMehKDCURL9UDiHsKXTWxJR5+Oiapqn5Q//dT/Lr/+m32d1s2ZydUC9ahnHkzbff5ZMfd6wXC5qmpbJipbU/HKSoNgu2N9dE72kqxzhNxcDgd37o3/lb/o/7iIOEoM2HtFCstTD4CuYdhp7kBeag/J1Wiro2bM4usMYwHvaM22ts1WKqFpCVgKmKJ5oGZZwYQtqqwHHI883ptDmhjdgq5bJHSZkjRTNlobwHL5NTmn3JEkehnrJWxMQ5FShHaODail5nHD3GWbSzGCevR5sKrR0qReJhWw5IQzYVucSuh5COBqxKUbrrfCxQpTSWqWSO4XhGKEgp41OmT8hyXBz/pOsvWod5H6WLa/Nxh4c62uHE4pSdCuNr3j3MzMQ8T1PlrM7IQa/I378PKgVyPiq1Fuqy/JtnlPmUPvDzUiqTpfxuOZXk3CywRkYRfSDFVMgLxY9Plaj2cSDFZwdZjkEKVNlPyaQmpA1fxMepTMfzyimGyMwczAUqy7NEAPlzYnbwePb+k1NxUclk49DGyr7NGCHNRCk2M7wpxk+yY/TTRD8MDONIVYm9UvCRyftiCiv7oX4Y6Ud/vMattcf51yfFOAWmaRLt0xwbDs/o8+n4WxR4VDGMsm+KKYtl0NkGq9Xxc5vJMzMAq7Uu16ii74djka5KhEZdNzjnSFl8C8UvTzP7+x32YuHl/YQQWJx8VgWyTyniqpqqEruhuq6YxoFpGHHWUlUWrcHVUmDIWZy8Y6LrOvruwDgMADSLBRkYpomcJW2gaZpjU6SNvGdd37M/bIW8oSwPHz9lnEYO3cD2+oo4dFzcus3dexc8fP99lusFTW2JfqCqNGcnKxaLVgxjV2u0cYzjUO4/xXK1AmXwwR/vn6pZyL66wK6uqtBK42yFsxWHw44pCPsTMlUtpIoc5b7w00j0InSWNYalrlruv/WA//yl3+DTn3qJVz75cXLwXD58hDWawzDwvfv3ud5uOXR7Ru/pp4AptlV+GiQfK0Ta5ZLlas1mffqhzvmPdJFCOdQHaOdQumkjkdQw76IsFHFpVdUsFhWbW3fBGLaP3iNPk0Qc2EoSVUMgplyMZQUmkQMBZiB1JksIZb2CrAh+kA865sJamyEYRZgm4iS+fSEEgg8l8K5AO1oOfgrkZpWklpqqwk+R7jCgrENX4jGoy2GFyoShI4y92PO0K4J1sDxDnd9DXzyPufU81e2XUPUKiWoQQkXM4BCYb9b3pFJYdKEllzUSU4aoLZQY8Bi9HLbIgYRSR83KcbGknu0IYkyiD4rlgE5l51FcBtLxkBVIMKcPhgmqY9pszuWwT+m4h5rziWQ3mEsBFFhznrZK9m+BJKXwV22Ln0b07PZAgcIUJVhRGojpcJD9URQrK2KQgjUXIbnQZLmurQhxSwLwXDjTB2DJ4x4vZUIQa6BQcpWELfbMeQNmfZ3sBwnFV5IsGq2smO2pckokZYgonHOSvZSEDOLHkZQCdVPhnMEoxdTvATEWVlbIAPPCPypXyHtzMKjowhJGJAe7rWQGRV/gb/lMFGALBOz9xBQjY7eVXerk8d5DflbQYpJ9V105QvTSlMwTudLy/SmjrcY6x2LRcvfOXR48fMC7Dx4xTRPDMNB3B9pWPOKUscScmKaBw6En+BHrpOl4/9238dOAIrPebGgXKzIwTgPdYV+0fJpFu8BoRd93jNMgDEmKu4OpSCFRF5HyMHYMY8/11RV+8iijiTEzjiNGK4yt2O72XJydoZTm69/8FuRIf+jIvufO+Ql3nr8HyvPew0eY2rHerIhx4vR0w6KtcM4yDT3OGhSartsVP8IFlVVwlEzI9d8dtuQk+61F27LZnFA3jTTDOdMd9gxjj3M1y9WautDI+6FnnEa6vuPy8jHjEZKTbLbHj7a89dp3eem5W3ziEx/n//SH/gDn52ekEGgWC+6/+y7vPXjA48dPickzTQNVXdE2lRgaW3HNkBihD1d+/jcVqb/39/4eSin+4l/8i8evDcPAz/3cz3FxccFqteJnf/Znefjw4ff9u/v37/MzP/MzLBYL7ty5w1/+y39ZYLHf5UMyWSS4TlsDSCJtCl6mqSyCyOgHUJlFbVidr6k2GyafePS9bxNDICuLsjXJh2JKGco0U+i12qDRDPstfuyJ0ROmgTgNUAqVqhrQgp4qozGFhgyizTLaYquaVAST2pjiuSZmnsqUxF8/SlSzEy+04XCgHya0c9i6EmZgMTSNYSROHXEaCCmiq4aYI649kR2YsRIb4mqStqRqQVpfYG7dJTQn6CLcTKWgp3LIq5yPtOaYoQuZMWWyES2KOG5LN18vNxjbCLw575EUzB31DNeljHwu5TB7RiKY/59EU0tkRIFUlQB1KWuMrQp0KdOXj8LWBIhxnlaiTB3lWWOOxLmYpHkrJB11SuB9lOV5KcqpMEBnuHXuTHPOTDHIIVqYabNXoUxEZToqJAyxvS8M0DRngcnUdDSiLZOh1HR1/P5c/CJjDKQcmeNhjgWdEvVRip4tgvacICkF2ZODJ0w9h24vzYPSnJ6esjk5QTnL9kYgpBTFaSMXGNZozZQlYkPQaVME1gIVqSIUN3WNbZYEPzEcDmWvWObU0okbp3FVxRTANCuS0jx5eiUaRSdxEpJXJfvXEHwRYCs2JycSIKk1L774ItuuY7NakWJkt9+jteH87JyzVSsTn4Jh6pn8SNcfCH7AWM365KRYKMn7P/nE5uwcZRzTNHHY7djutoWVFhknz/XlJX70VHVNU7fEQpt0VUNCwlExsNqsSAROT0/YrE6oq5qqbjDWMIwjDx++z257hVaKbr8jBs8wDKyWa4ah5/5bb3J2uiGi6ceRpmm499w9nj58xOOnl1ztD+zHifefPGHbdRinqdoGoxVVJdqxvj+wP+zo+pFhGpmmCR/EkcRah9EabRSVM4zTSEoJHwPtomWxqOm7HdM4oLBoXbPZnHLv7j3qqpFEa2sJ0bPfX7PdXuP9gPeBy8cdX/va1zg7XXJ509MuFvy+P/AFTs83PLne8t3X3+T9hw95/OSSx48fcej2dGM4NhkkhTXmuIv8nR7/1TupL33pS/zjf/yP+eEf/uHv+/pf+kt/iX/9r/81//Jf/ktOTk74c3/uz/HH/tgf49d+7dfKgRL5mZ/5Ge7du8d/+A//gffff58/+Sf/JM45/s7f+Tu/q9eQlRx82lbESbz5SBFV4IoUgrgXG42pLW69JivD7ukTxsOhTF2VTEtBhI5aidlnGEYRzyrJ4xmG/cznJodikTO/yUlEkcl77GJZJqskrLlxAOuOERn1clWgQVMKjUyARI9TkLUqGii4ud6JDX5doawIkLVxcghH0XcoQNcNpq4hZ4EsXXM8rGNGcH7fYeum6H40ujUc8rns7eKEKpYzejygK00ouzFPJBT9jNIatJA5ZhadH+TQoDi2a2OYgwZlKkRaoZSOAYYzvboIeBD9lbzXIQbynH9VYMUc53BECuKXihuGIoaEsaoQOcTtOuV0ZLOLHkrKVoxSQKqmIaPxQ48pnWkqSaPGaBG55lzMOwscm7PonbK8rnnXlrzsJQXhLLqtlOV31PLLh1iCM/MHpswsE+isg5P3bs5myrLrjMJgFM88U9ZVlhhFSzSOk7iDay1u/1Hyy2b2Y103ooEyTqCtaWIaBlbLFQlD1bTMOVMaZC+kDUqlZ/sxJEdNoisKWSWV3WKzEs/Gbo93lUz4Qtuj0g1N09Btd4xR4ceRPPW061PmVAGF7DJDDEW4bsSvsDQNMQSss6xXTdn1iHt33+1BZ9pqweQnFsslXX/AVQ6FwVhD1/U4Y1g0Df3QE6aRjObq8oZ7d59DaY21mpXVssOeRplStCPEievrK4y23GxvaJtbaJVI5VpQZSdrrUTouMrRGHmNu/2WDJLrFGVPWy8WaD+hcqZ2LZdXV+y7kcVmw6pesOsGxr7Hx0RUmTfvv8O9O7dJ04QiCUnEVVxd3bBcLmlbKXQ5xRLj7mjLvT15+ZnOVcQwEULi5nrHFEaW7UoEtV1H8Im2XR5f77IVHz+lNdXkiwehY45bqSppXo3NjMPA1eMtX/+t/8zZxQWf/MwP8c6DJ9x5/kWWZ7f51le/wYN336FtWpZNzZPHT0g5yXRqLCFqDodexMQf4vFfVaT2+z1//I//cf7JP/kn/K2/9beOX7+5ueGf/tN/yj//5/+cP/yH/zAA/+yf/TM++9nP8uu//uv8xE/8BP/m3/wbvvGNb/Bv/+2/5e7du/zoj/4of/Nv/k1+4Rd+gb/21/4aVVV96NehrJXO2E9laSyddQ6e4Cesc7QnJ7imJqXE4fKSMEmssba1TGDK4IeD/LsoKbTaKiFAzPToGEvIm+iiJCOGIhIW6jVaoayT6St0ouFQSICibJsFGgkeW/zGlNIyXU1DWfQnXG1Eob09CEfYWMkZKjAM2qBiIJUPWDetTHPRY11ToBmZFmL0oDR1s8BUVaFtl3W1NjgtLKRoHKpeQFb4aSMEEG2J3RZFkD1c6aiJkRQGjBNGozTjurDoSlGZQa2yZ1KUA3k265iLT5YLn5wRt3qBr4QtKdqZOTBQz96KGtI0kpUhKiOHf8gYFZl8oCoHM6roaDIyAZQ9W4gBFYJohMlFH5SOxIvoRff2jAtfHBMoHofKHHU5KstnFn0sLEZz3OvJdUOJ/ChTnJ6dLOT6nfekFMhQzfu2efXG/N95Z/eMSDF5X3ZrhWRRYjtUiRCJCCkmxUwaA8PYc7JZ0lZOuvt+YhwGqqYwXwtxRystkSsIkcHM7iwUCBSZ9oytRNCuLKZZkvwk/9MaW1XsdwM6Z6YSeplSpGrXiC5wFrdnmqaRxrDAbFrJtHSxvsAYQ103PLy85PZZjfcTMURCirzw/Is8evCQ1WrFMPR4H/FjxFopcHNOlkxa6shIrFzNYb9jsVignaWyNSlGhrIXXjQVIQTGYSClwHLRMI4yVchHJWGkzlkWTSvu6kAsO8Pbt24RYmB/6OVz0yKYDSHiCjx/fnbOO+/d59GTG577+C366UBVy657vV7x7lvv09QLwjjRVpZh2BaWpebQDQx9j7VaoOKZiJMTKisW7YJ+FEp81w8iUTFgk8EakcU4K83g1fUN1liGYWC5XLMr+q4YA8vlimkSSYw1GlcmxGkU9mpKhu31wN3zwGF7xcMHD6kqy+rkhM/+0GdoK8v9N9/CGkVrRLs3jiNaC0qltaKqP9xZ/18F9/3cz/0cP/MzP8Mf/aN/9Pu+/uUvfxnv/fd9/TOf+Qwvv/wyX/ziFwH44he/yOc//3nu3r17/J6f/umfZrvd8vWvf/2/+PPGcWS73X7f/+TVq7KbECEkZXkPClM5lmdr3HKFj5nu5pphL67Btl4Wi6JInIZjN4nSxWopo6zYJklgImU5W0gPMZGjQCo5CWPQFGZfikHc10srH2OQm74QB7RxaO0kKpokB26cJHOorgg+cNgfpDCmRJoGYt/hh5E4jow3l0z7LZmMqWuMa7HNEm1rge5iIE4dfpLCa4rxKOXMFcfy+OwgLFb7OcruLSvRa+UUUK4iaYkxt82CT3/6Vf7Af/NDvPrxFzjZrIWiXTlZjPtAiDK9WaOwThb7ujg2zCxBUwSZSiuUtUfILhdXDSi05wKDKTN7CkqRT0ULN1PfU0YW4wiBZnZRCH5imiZh0DmBU7WGqm4J0ySwXpmWVHERkfWYOr4fQBHKqiPJA0QgKU72oeh+UnEqB5BFfVazoW5CJSlm8/4qhnCcJmSalh2XjxEfgsCdMR4bpJSeWVRRpA8wv9YkDhUFRvQ+4EMsU2aUg0ll2UkVwkMm4yqDraqj88LM3NNaF+mDKgbM4mhOThjNkSgk00Qmx0n+jauE/ZoyYRzISrHddRImqjVV08r9WgptLPvGyXu01lSVKy4YQdJ4jRzClAl7mCbatqFpaxZtyzj05bqSDLfKOXbbLVNpQp21uKoSIa4SeCkEj3MygXpfss+8xzU1TdtS1zVWO1bLNW27kgmprnjvwUNijFxfb7m52eK9p+97+qEvuktF3/Ucdrvy9QFXORbLlVgrRdGHDcPAzc01i3ZBVTV8/atf5+03X0ORcJW8hqquuXPvnLfv36ebJg6TZ98PdP1ACJEpRq52e6bwzB8zJUkTV9pwc3NF33ekHKnrqois5f3xwdMPPT54UoLKOgRhiOx2O8bJM06FdGJs8TWdt6hwsj5htVoXgpQ0Ou8/uOa9N15jUTmePniASzKNf/xzn+PFVz5BP45cXu84HOQ9j2WVMk0jQzebYf2vP37Xk9S/+Bf/gt/8zd/kS1/60v/i7x48eEBVVZyenn7f1+/evcuDBw+O3/PBAjX//fx3/6XH3/27f5e//tf/+v/i66nvJcdJK2bJfVaKqrYsL26BMVw/fI9wOAiWbhtUNqgSFJe8GE3ORqUi0pWiMsNboXSIxtWkPElRmoNcjXiuhRJymPwgepNaogHEjiUSxk68xaq6RIIoVDJMh11xjQ4sFwuGQyespiydfZ6NV/OEiZnIiIiU5aCfdS9zoY2xEDP8QL08oVqs0doQ/IDK+UiPlQ5edg8pJrRbSjjcsMPWLQlZ4rtmCWQaCz/wsVv8dz/54/TdlpdeuINWmtVyycXt2ywW6+MOp+snfvOr3+B//JVfgwyVc1LgPzAamBKfUXJ5mYPyQizprjnJnqzsiWTBrkDbIwNMazEzFVadPM/RjSPP8eWIXVFhsTXtgmkKz9zvURIGmDJZ62MYY4gTm5MNh/0B8FgTyUmCHdXMZkR2MGHqcc1ChKhaIuZjCdOSPc0zSv9MzngWW1+KYY4k7SCJca0QRQrx4wNZUForjBU4U0IVCyElic4spczm4oLt1aWIbVPEKIlRWK2XEvCXxGlC50Rd1yUPSViH2hgmP4mnYp5hbXnhoUxl82eYc2Z9esLuZkuYSiw8CmPFIsrZSpxdcpE3oNDKEHMi+zi/GaSSTu1DIATJIjtdr6icE7JF8FhjOXQHbl3cZtruJblXSyyPQtG0LZnM1fUVK7OWvVA/0DQNKivquqE7HNAGobA7yzBN2MrR93tsZdHOEKbAskxHdVMTdhOucty6dcab999mtWxQ1EzTSNU0+OBZrddYnYs/oyp8IY2fJqZhxGpN1EICGscRYyzdYU/tGrbbHQ/ffY/P/Z4fZYqZxWrBRbqFMYZ33nvMtheEaFm3OFex3d1wdn7Bzb5Hkbk4OyVlgWldVdH1HWQlNPC2ZfITQynmrhGEIZSU8ZwFBRr6kZQjNzdXaOOK7ZISF30FxlqmcaKpa0JMtIsl7XLF0HfEEBjGzLvvXrFcXfN/+amf4o233ucrv/EVnn/xOT79uR8gJfju17/J6Yniot2gtGF/OIgj+/i/g07q7bff5i/8hb/AL/7iL9I0ze/mn/5vevyVv/JX+Pmf//njn7fbLS+99NJxAa2UAlOJy/HJmnq9YegO7N67Txw6XLVEWyci3bqVrnXogITSrqS1FpFpBmVlbxPHEUpxySmKfkohRSErrHJFl5PAKLRuESJUIRGkTPJenBRcVXzSIAwTeeohRVxTo4D9zSUhzJDWTEAQzZVWVWGkOfE68xJ7gNHEqS82TXL4yO8hDgDJD2RjidNIMqlAUUn2bLPWJQVylt/DVK3s05T8LGsNF5sln3rpFp/6+B1OTs5J0dPUntPTDRdnJ1xcPEdV1VgnBThEz73bt/j0x+5Cht/+1lu8cf9tDn0nPy8mxklsXuYdYIzhOF1lRGSqi5dcSolUdjdkiT/RiLsGhaygi/2BsVaeq0xhBvEXVEpjjWYoMQNH0kYuaiptjlNJLv6K26trQKEteC+Gw9o6oa2HQAxCfxZCh8BJkw9gFGHYUzUrZnBTCDzPbHaFcTizBWfZhBfTzTKNaWsJU3Gin53crSLkJMSNUV6nTDdB5BBKU5UI9zEKE1CPA7O7uC9DUxhHxtEzeZm4QsrPXOsLOywX8kyOAknmwtR0dXUsoPubfYEbESj4gzu2UIIys0zzwXte+uSrvPf2fVIqMKuCyXuOT6JE4zR5X3z2NNpYFssGk0T8OXsdaqNxdcWb99/i1sVFIUgYhq5j6AZW65UE6yWEoabgZLnhwXCFtZa2aQjBc+/Oc4yjxFXkmBjHkXHytMWkth8HqqrCTyPtrXNOT05k74PYi9WulhWkTahJcuSaasGT/RP8NLJcbhgGgQtXixXDMDCOPYu25nonCb7LzRuc3b6DAfpJPpfnnr/NG28+wLg73FpWaODl559jCiMvP3eOs4aTEwle3G73AlH6kcbVBB94vH/CcrnA2oar64c0dYM15li0hmFgvV7QIyzmSsPN/gZfNbhKGibrbJn4E/0owY7j9URTL3BVxWppBbnRlu3e88v/07+nPrngBz71ca5vLlk1DfdeuMuh67j/vTexboG1hv1hZFkLmePDPH5XRerLX/4yjx494sd+7MeOX4sx8iu/8iv8w3/4D/kf/of/oYRfXX/fNPXw4UPu3bsHwL179/hP/+k/fd/zzuy/+Xv+54+6rsVX73/+KCLClBLVYsXybENGcfP4EcPNU4gRt9hgq7bAeUBWEoGRZ5pvyX2anZ8Li0rpjHYlJbMs3xVyIMyecDF6VNZC2CjwnlZNgXECoevlMGuWAgkZK/BeCCidcXVN1dbsL58KvTcNgIFs5KYX1IvgJ1lcZ4knSTERu1685XxAWU0iS8SEscVhg2JW60XPNI1S9LQsllMQvzk1i4qzsCKrdoM2ghm3VnFxuuCFOycopfiVX/llnr93wRQTXAcJihsjm80GbQxdNzJNI2++9Q7nZyf83t/74/zY7/kxtDa89tZ97r/9Hj4EHj1+wuMnT5kmz83uQE6Rru/phwnnGkIQ6uzRvicfPzqZWKpSjGYIrFC0c5SIDTV7uimEWl8cFwQmmwWoomOzRiBCY4TKLcsp5PuQ7ljEmaZ42Ykf2RQCzi0Yhg7lEAusLM4YphaRbwIqVxFDEWsbOcBjTljjZFdlJCNq9mRLM4kk5Xl1KHZOGqZiBjpnQGUSPqRioCvC8/cfXopdWAronDkUga0aR5KSHU2OXrrjtuFwOBDGCd0smUktKRdXiUxxLClRKUoCCDOZse/Q2hwDA8XfL+PHQeDCohlTSLx8TOJKb62T6Q0kNiMXF/UpiHGqyhKWmSJxCjgt93+33ZFTZBx6YhSZiVaK5XJRwj9FzhFTpKkr+k5EyXXdsDk5YRjFueHidMOh65imkbpuOHQ9XbfHWivwl5J8qBgjVd2QEuz3O1ZrMYtt21agu3EsqQDQ9x2QqeuWyScmf6B2NTkm+r4r7vOayjnqypFzIObE8/fu0vcD3/v2d/jvX/k4D2922BLcmJJis2oYuwM+rVjVDmsUJ+tzKfIp4MeRRdOwXCy5ur5BIYzEcRqorGGaRg5dx2qxQIJgNSFYvPeslhJZUlkD2TGNkxTg0SOuK4455BLkug2ImDmEEaUSwzhQuwpnHJfbHTEmblcGVV9wevt59ocDGrj3wl222z2PnzxhvW7ZLBekmGn/S2f6f+HxuypSf+SP/BG++tWvft/X/vSf/tN85jOf4Rd+4Rd46aWXcM7xS7/0S/zsz/4sAN/+9re5f/8+X/jCFwD4whe+wN/+23+bR48ecefOHQB+8Rd/kc1mw+c+97nfzctBO4dWmXqxwK02UDUMNzf0l49BKZrVmeibtJMd0tAT1QhaYZtW1Pl57hzT8XmFx2/FmDYLHKOVI0VJB1WFlizLcGEYonVhrkyQM3EYyDEVc9qikQnhmAzsnGOxWnLY7oizOWvRu8h+QyAcyaYqZ2f05FRcJlIgeo9SkezFZVjZwsaRFQghiWbDVML8i74nRS+HlpK8JlsvUFo6GtOsnmHQWfYZOU08vb5hGAeWy5oQPA+fXHHr/AwfFaNP+ODp+oGbXUddOX7kh3+Q87MLBP6RCfJTn/gEr778Mq4YZj54+C5geO2NNzHacL3dc3V9LVECrubq6oqHjx7x9vsPUUZIDZI/pWQ3VSanFIqGjQJ/WtGmhTC7Msj7mcgYJXsJRS7O+QXWSomsZd8TYxTSDIacJK7FWkdSmRzEomrOatKm2DsV8oPK5aiehWhZsrlS8aaKXlKjo/dSULVBItQDXkFEpsKYBJIUhuQz/zxx7qdcg/L8trAqrZpfiyIbMVvOXjLWkoL9fqLJYE3Aj3KA764PTCFjbXW0q3JanPBz4qhZmu2Wjs4qZSemtJH9ITL9p5hE9F7gVKHOS8OmlOKdd96lclam9wSjj5j5ucrrzyAeicjP11Y87LIy7A87tDGEFITNqy3WiUVXDIEUEoGMXsx2aQGvJ7J1sl+xImhv6gU+eMZxJASJxcgpFj9EQSJiDFib6cceozSb5Zrr7Y7JB6xWEh9iLEqr4msox3l36IQlqDTOVUzBC8U+9gQ/UbkaY5w4nReyjrGK3/rN/8yrn/sc4fSUnKXgD8NI9/gJXX/CyWrBcrVk3bbl2paCLGQEI6YEw8gh7IR+7iz9II7nzgp5S3Z/NXXV0A9iBhtCwGhD07RFNyUGANPkWS7a8rkL+xIEBpR9pxebtRjZ7Q9orei6iTe/9x4/8ZN36caRyq24uDijbmrWP/6DfOU3v8n1k8e0lUOhqT6k48Tvqkit12t+6Id+6Pu+tlwuubi4OH79z/yZP8PP//zPc35+zmaz4c//+T/PF77wBX7iJ34CgJ/6qZ/ic5/7HH/iT/wJ/v7f//s8ePCAv/pX/yo/93M/91+elv5XHkpBc7LG1BUxeA5PZMQ2tpHOtsQJRN8Xdl4uB74SlprkBIB15LlLjaHsuQypGL7mGZYrRo45eGH+pVnzc0RpRGPlJ3IW7z/tLLZqZGntJ1BCV28Xa4a+L4apTkgZGeSYmynehXOtSvhcOXCFSVgzU7Y1ihADJiT8INCFsYayCUfFgHHC7iOJgJIC/wV/fSzIDlUYfZmmtlTNhoWqwXdEE1kuGowxbBYNISS6TpTv5Mj9d+/z3N3n+YFPvsKtW3cKg8cwx5I7W4ETyOhwuEFrERn+4A+8wuFw4Pl7Fxj9MU5PL8peRzP5yOuvf4tf+tUv8fqbb9NUoi1TKZF8gcrMM4MmbZRY32hbDFBn53jLFIKwsqqKaegF4o2BoET7kstkrY0lp2dxKaoY7ArspcrCXbrsrutB2SMsqQAtQVrHuBDvi8iy/HuROoj+yGiFTgoqS8RIzEwSqDcG2QlQ5A7kLEGK5f2EXAqf+OAZLUaocRoLu180UKauisbKy8QxDYwloVYVLoiejVmzKeLiQFACZQY/yq5OC6liZkkqLUal0yQ73WQqgZnDSECmKPEwTMeiFoI4q4coEfdhGjBNIwnKFBF3FoH2NE0iLEbey2EcCD6wqltSUhwOl5yenDF6T8wRH6bCupSl/HKxpmlb0V/5YnOVJP/Jh158AoeOPGYokJa1VbFtEjg2eF9E3eJw4Zzj6ZMnvPDCczjjWK1W7A+HAidLsnBd1cxFe7XeCDFEgbaWw6FjCkIKSUnILHLmKK6eXnL9+CG3n38JP03sd3uWq5bd1vLuO++zbFtOlkuuttesVht5nUozBXh69ZjT9QrvA8M40PcHYqqlaQ6KQ9dhrPj9VXUFKZOyFLvZwNaHiOsth/2BpnYc+oH9bs9i2Uoz6MXYIBX7r6ZtWS5W4lofBboNOtH1gS9/6Wvcunubu8/fZZgm0IYxaX7oRz7LV35j4Ga3Z72Sn/thHv8/9+77B//gH6C15md/9mcZx5Gf/umf5h/9o390/HtjDP/qX/0r/uyf/bN84QtfYLlc8qf+1J/ib/yNv/G7/lmLszPcomXY7zk8eB9lDcbWR3w7DgNkoWorJd2NrmpS8kQvuVPaOPLYyX4gK1y7kHygaRTGmZGoj1gW+NkLNCZEr7IATgCZMHpUcV9PIZLLwRHCBGOPKgw1ZzWH/Y4YxT0BhKGWVIlGyEooxRQKdYkul58COXoRC5NpFiuCnyB6yY/JULdLgTCT3IDTdMBV4iztjKFuFlJwp4FhnIRlSMAfbkTZr8A2S4QXIgeYUaJpSSGgFcSpp/MJqyPLBp5/7gWev/c8h8NWOsuyB2malpwTy+UJtlhK7Q4dztVcXj1m2a4YxoHFYkXbLri+fgJoFosVJ+s1F6cL/u8/89+Cqnjnvcd887XX+NZ3XsOHSF07XNlFzF2hdZWIUqfCqJwy9cKgnWMYJ6JC4ikQ/7oZOpEbWnY7OkWMhsP+huXpLUKIVE7saFQRx0YsthKHihRlfxaTRGHUTXO0G5IPrBjHBi8C2RCwRpNykt2ckR0LJWtFK8kJQytx1CeBMfI7VxU+xLKHEwjTKPDThLiUx9kuX4ps9qXAOcZuIIwdbrmRVkhbacSUaNuE6SVdtLKaRWVRtqKqK6axl67bunLIRYyJ5T0x5GlgsajZ9h5jhTgU50YlSjKzMRY/STS9+F7qY6MnxVKLgeth4OxkiS1ZSs5KQRi7XgrWMFBZx263w1bS2C7aht31DSjN0PdFU2XRRuHL/arnwMbk8Z34+MXgaduWpmlxxftud9iJ08g0YTScn9/i0O1JZIHvElTOELIqydqabuhp6lYgsKpi1a4Y+gFra7aHjso5jDb03QHnamLyrJYr9oc9J+sTvvPa97hzeYVP8HTbsVy1+OhZLFc82T/m29/+Lhena5KPhNTJBDgFbg49lzcHrncDd842JaVBmrXJd8y2xtc315yfnxOTQK+rxQLnxOXDh8R+39G2Nb72EugI7PY7Dp1is1odgxW1MfgAQ9cTfMC5Gq2K9ZKfMIuWfhx468332PcHKtfy+d/zeR688w5vvvY9losFD3cH4laa4Q/zUHnGdz5Cj+12y8nJCa/86OcIuxvSMGBXa8xsTqcAjER36JlNBZAKjiwjrCox8mIc66F0bkKoMCUCwZSu0R7Fc8QguVAlXkBQpVkbJIt5XeLPNRnlx8JAixgz6y0Uwcdj9AcKwiDU77L5F+2RtgXGKZ55ucQtOAlNJEesawChUaM1zepMCB9KQRwIZU8QcyT4SN0uiXEkTpP46qWMW57gxwPG1eQsFN7Nesn52YmwwEKkriy3TlusNuKI4Rx9P3Bxfsqrr36SkBLXNztS9JyfndG2NW3dgtJsNmfs9jtSjHTDyKJtuLl5irOO5XKJtY715pTlYiOQpJYD4MmTxygVWSxWOFezPwxoDVdXT7nZ7nn09MDFxQW/8ZUv8/a7D7jebqkrRz94/q9/+Pdz5+KEr337Lbb7ngePr4oiPzH0g9Dvy/tm1CzQjeVzh6QEwnXWFTJKETwbcSiJ457NesXNoccog1Hi6aiNEoYf4npvq7lDFwbeMUMqhWKkC8v1ksPgMaZkYjGLfCPRe1zTYIx07NGLI4JkBsk1JXCoNCmipUrlupJ4k3a1ZAiZNBxQFKhUWxEppygOKMoQpx7bLokxHjUz1rjiFCIOHTFJnEtV1UeH7liQiRzl+gKxvQmFBp+y6N4Enpu5oGIu/7lPv4zOiv/05d9muz/w0ovP8fJzFywXDbv9jraSXc40TOSImCw7YfBd73bFi1MIA8F72kWDMY7tfstqtWC9OSHHLMmxMTBFz8MHT8RFPSVOT08kX8052emMI/3Qk2Lk/PQMYw0xeqZpYrvbYmxFu1jIBB7F426aJpaLVhIMQqBdLjjsOyrrGKaRGAKLpbyv4zQy9gO2qjh0Bw6HPa6u2e8OfOZzr3B+7zkeP7liHCeePnnK1dNLHr//kJdeeJmPf+JFukNPU9ccDnuGYcS4ljD1LBYVi6Zhv+9Am9JY9VTO0U+BcTgwjuJd2tQNTStEhsl7rNYcuoOwlpUqyb7iSnI49JydnkoOXRbmL8UEeF71a2OK/k3O6JvdNUbDpz/1Cps7d3BVy/nZOU9ubnj9tdf5rd/8bYbDga//9ve4ublhs9n8fz3vP9Iu6MPlY2GBVRWERCqhaqIZKQaJQYgDcuhLRHqOonNJFC+24J/BYUVrZJw+Mu1A4ftObi6lUCVDilkoSjHYVB/wUCPLDip5rNVUlSUrxzT04Jqif0EOv2Klk1Mouh0ginOGrAqymIaWrKicC8NQaTGwrWqIgZCFVeX7vcCRVqyYnGvxw14uRtfgFisavWY83BD8KHPU2GG1LVEiEwnFftex3e5pFwsO+x3W1Tw83bBcNOjsiz9cxfVNx3sPntC2C8Byftoy9D1ZKc5ONrRNy4MHD0rQIbSLJYduT+UsKM2iXVNVjsrVdN2eRbtkGPZMfuSd997h1vnJUVvUjwPdYaBpF9y7e4vPfPozaFPx+37P5/nKV/4z/+aXfonnXriH95kfePVlcvT8xI98snTQCasNX/nW2zy5vGEYJ548vaEfR1KZaKMfC1RoIIkGSPYTlpyNTGBk0cJpy9X2wHq9IhTqXAhedlcF/gHZb1Bo/7OfX8qzMFbWV/0UjiaoquyjIqJXkWlJk0IklF3oOHppbIqreNZWGiqy7O3CnCEsgtLD/oB1EsOwaCtGHwrMJZIAa+VwXZ1s2G17GdyLg3YmYawhTBHv4zGaJoTwTD+WJaI9ZjGvlQtVjpcpiD5mziiyTr5ulRayCR8QCsfAonEYDcPkqasWY2VPkku2Vz/2VMlhrOH09ITrq2uBW7XCx4AaehYLw7JtaZsl++2OavbZ63uMc7Rty36/4/RkUyCsiLUW70UIKwy8Bd0wlEZAdk/rzQk32z10B1bLFdvtjlmgvFwtColEcXl1LXlQ601hGcbvC2TUzpJSonEN3sg1Z43l5mrL+cUtTlZr0jKyWJ1wenZOXVe8+fobPP/SXWwl2Vyr1ZK6rvAh09ZLIZVUUiWMlmJjXUVCtGrLdklK0Da1NDNEmqYUznGkLlT3nCO73YEUZE8ZU8CnwHqx5rDvQFH270FiRbRhGAacTcV8GHLM+JC4f/9dfuh0w/feep+vDd+iXi8Zx5HnX7zH/e+9/aHO+Y90kSKLc4RSEhKolDgo5BhA22MRmhNZU/aoOLtii4hQXBwEdtBVDSnIhDSr/8kF4lJgyp6HObE0F9Gn+O9xnMKUECQKRGicLKYP2xvxGFTpSO3MSiCh7MNRVJxIGGXKQVZcAMohJ6GBCmUq+bnOMoUBQkRnhalaCbuLnpjFld3YiiynjoiOtUx7tmoYDjvqdiXx9WWvk0kQA/0gUQe+F7t9lWF7dcU4rBi7HVoblusVVV1T6Uy1WLBsa3Z7Q9s0rFYNbSWQ3NB1GFuxOT0j5UxVi8CwHyeudzs2qxU+SGzA2+89oLbicj0OPX1nCXbi6uqShKZdrMkp0zZLbrZCtri+9vzHX/1lPnV3zfntM1755CugMjfXw9F9QCnp+P6bH35FDnfbcrmd+He//Ktcb3c8vdpiSSSjqStDSlr8xZQmhlQmPBGcKmMxSuNqS9f1sgfTQqIw2hAT+BDFW6OwCUNIwqYkl5DHxJwtpRMCOSslLhU5Y8p/y8VedkfiFyiee2J9JEUwlKleMQ2D5JIV6rfcG8VyKGcSmlzCXKT4JmIGHzNhfxATUCTWI5f7rNHC2JuZrVVlGAZf9nQjVltiiDhr6HykbuojCWcuILoIDHPR7FmbiFEau8mPBD8JyULr4pw+0laOxtmjHih5MdeNMZZQR1OKitDTfZiYfKJdLsnI11NKjIM0YVUlbjHr1apAX0LwqOoKbcTEtqpqrq4vCTEyjCNNUzOMgc1qTTf0XD19TF3XBZUpkwXC2NsV+E4VAtQwDCg1PduFA1VdkTN4P5J0pm7rUhw0jx4+4bDf8dkf/CxJKYa+E+3p+QXBe77z3de5ffcFFpWjtqCUpq1lMp/Gke3NDc5ZQoBx6qmcwVYOaxtCTCxyFibpFNBGMQwjddMyjJLQIOeS7A2nyWMM3L64YLfvMMawWC2JPnDoDgUuFBbmNI5Ua4cxtkTUa6ytuNl2fOPr3+YHP/9ZMo53nzyh3SzRZFY/+Cl+68vf+h2P+Y90kZpjMBSFGfQBRT0xkFRAq2IHZAzFwwcKMSFnVZTypuhVTMHdNcpUxah2BKXQzULgQ5CDQyvRQBn9gaKGFJwwQY5AlOXy0DP2XaGrS8xzKhov2X+LQBWliOJJTS6FVTgekxSXqpLfTUtKqqkbdBiIxZ5n9skzthbKu63wY0/K4KqF7B0K40pphR97UEJGMLbGTx22WdA4ybIZ+wN+Gpm6DlXJTaCNgRAxzhL8wGGf8VNgu72kXi64rBfoqiWlRLtsWS6fsF7WVNZw59YFu1GcC5Ztg1JwdXMgpfdRZM5OTwUOM5rKCInFOc3hIA4cIiZcMAwjJycnXF1fE2Li9NTx7/7dv8fkEU/L+a1zyAFj3NFah0KiiEnsaarKsNqcslgMpO6aL/zIp2gXLa+9+Yg37r/P9rCnbVqRHBgrQX1GqO9Ga3Fln4kaSh9zoVKSBXwq0zBaFe++AkVHT1IlYbbAdDLMj+gstlxGu9Lp5mPwpi8R4UIkAIVci7PRrdbgU0DlQlAwhuyDCMqjxzVLpr47UtBT0SHFMgmlMeDqCmIogZtGXmeUvdnkC60/R2JIhCCQtvzXHifEYZxIUUHlpPkrk1zOGT+JOHbOw8rAsjFYA0OJL/FBtGqpGAI7J9ZkrnL4UDGFRFWJaHgaBd6zRvKbYoz4GOj7jq7vcOVraKTpUxBylMIWE3VVFb/DxDQEnLNFML1ktT5hHHrW67U0F0qmPaO1TG/bAyhDsxAvvBgD+92eprJ4PzEOI9pqvJf0W61l8ui6jrXeiM2SafHjhKo45mQ1dcN2e+C9t+/jlmsWbQvakdYbwjTy8P33efrkCVxcEAMs2gW7Q0dTi8PFzc01680ZTx4/ksY2GRaLBf0Y8SV+I8RIu2zZ3myJMWGtRP6kMKJNhZ+GQtGvmF1SVqsll9c3DINnNkquKoc1NcO0p100bNabo6vEftcxaqjrhr4PfPPrX+fjn/okNnlOTs9Yr9Z857tvfqhz/iNdpBRiBaKVxA5oLTTsFOTmdKYSGGQmHmTEyqhMEanYEYXkcVUrVE5XC+RCYnYuEA0JYKwY2paUXmXdscAdmX5+Eg1VGFifbui7A1M/UFxWRX2T5z/NURbFwy0ldBZGHHNcg7OYqhQdjbD6KAv7EI/R81oJhJCDJxnQVlI3KSytmIUynEonnsrzG20IMWHrTN0uyAUmSggLLcRItVrjTIWaBiASQpQAtZA47K5YnSsWF3eZpoGw32MqL27y04rDVeayWeDDyHffeoJpWlaLho/fO2PVOm62AvsZqwVfNwKDBC/7stOTFasirKyc4+nVDT/4uc+jDbI4N5oH793nB3/gY4yvvMiTm2v6oef0dM00jhijGYaOuq5QytK0C4L31FXFYb/l//XP/9+8+om7WAN3b59x62zNz/z3v599N/LFL32Ndx484cnTG7Qx1JUhhkyIEh1BCAWSDXgvkRjWWfphQGtXzHbLZJ01KgUSCltpoaM7mSwUEP3A7dtnxAg3u16gXG0I00RZssp+aZqw5fBIPpKyTFg+zsGZmrpqiSGKzVXwNO1CEAIF5MgwFqf1IFBfysUFPgi1P6VEpSu67sBFq9C147oPpaESVl8uImttZj9CYaxl22J0YBom2kUj3XgxYlZK2I3GVSKRGAc+/erzbNqKoRf42BjNvpu4c67wKZcJX0L/lBEjX23kOq6aitBnlquGN978Lndu36OpaqZRPP6sEng2ZwjZY5W4+PtJdp5WK0iafYnokMh2z/XVJU3d0O3F3YIUOT9dk5QmdB2r9YanVztSThgs6/UJNzcS01FZx/pkiaucRP0gMe1WK5xyrJYrhm4g50y7bMEoLI71es1YXNJjinzzW6/xUz/1fyZh2R4OrNc19eJ5nDV8+5uvsTv0NNbgrOL89EzE7CaSYuaw2+O9Z7FcgtLcXIuN2snpKdZZrq9uGMcJ6xq876icxQfRKmYfsJVjtVoK9R/F5eUVVd3IlNyJMfd6Kbq6UHaXrm643u9RaHwIPP/CC2hr2O5uWC5XDF3Hr//Kr/P/+H/+31BuxXdef4vNZvGhzvmPdJEKYZT6Q8LYplgaRYy2JXwPUhxL5ms+wjWmXSOZNtLpOVcJU8/UIgwNI34axLC1XkhUu4I0SYFSSh0d1zVa8nRihOBRKqGNWPsfdjvCGCDLpJRzxmYKDClQIFAIEJQdgJW49Eo0YKDJlT1qgciy6yIEgYZQqBDBFM85QOs50VZsep5lKNmi8ZKfnbJicfG8EAL8IDBQCkdPt+RHmnZJ1bYYVzEeLDlH/DjgJ/mdTy5uUy9XIpBWhma1wfsRlYUJpXLGxoQfO6zS5LHjyeORq0dLnJLohNVywWrZMoxBxMop4TSQDbt9z+HgufvckpvHTzjZnJNz5vHTax4+fJ/nbt1mGD3Z1lzvHnK+abl1cUbOohlyzrJcLmWpC8W5OrHdbfnmd9/gwaPHvPrxu7SLBV03cLJZ0dY1fhz5I3/wR9lszsRiZvL821/9Mjc3N7x5/z20hsvLa0wSU1fJEBKoyhYndpDGI2fQhCPRJk6T6H982XmNA01tefL+I5Jx6KqWvVcMJW1Y9FBD32ONxQ8TxhphBJIlSdiKEFa0LJP41lEow9NETFFAPiMQa13V0iBpQ2UdGo33A9bqEtZ34OzkhMurp9w7ARU8SVl03cihaw0pBGJKUkyzJAKn4KmtxfNs+guTMAxdVZX7UDrxpw+fYD//SpkoUzFpVdQGfEw0xdkfYwp6ILZZzhgur3ZUdSNO/TFysjmRz1tZNqslKCGoOFeXKdzjo1gs6axKlpsWyC9EbEnebRvxBaxdxXojMpGqqoWRWkwBYk7cujjjyZMrNpuWlJBsrWRFNLsTT7+6qri+vuLFl15gmgLD0BWxuryeHDLT5GmbmrpZlSNAoQ8W51q+863v8EM//HmutwnywL3bd5iGwK27N7z+5gPUeoXTlsurSypXUVWWGOFw6AjFTHq9XqOKb+HQD6RDpLKaQ9dLbEaOPHnyhJQSJycnwjgNIocJPtDWDb0xkIVAc/B71pszXNUwlUy8TOKsbrm5uWYaR5bLBe8/eJ/1ak1WipurLevNCbdvv8A3vvYt6vWK9eaUun7hQ53zH+kiJRERovJXxgIzrFJ8tI4sLUVOHpgDCvPRbUGRieWwCF13jE1Q1qGcFeNWIA6dOEWo4jtnxEonjiM5B3L0KJXRWuKX+65nGqayjwASZK1L+F2xcyp6l6wSuq6ORQRTmGGVO9JzVaHRSkhgwQEzhWaeC/V43mGIlksSizUpeomw8GPRjwEobL0gTp2wHLU4EiutOGxvZHfgA8pZquWKaeiFeq8Mrl2Qg6etNGnYwmJB1bYCixZhZb3YkFIoWiyP1hXbx+8LE8gaGhI3/cBht5V4eNewbBusVbjlBjV1tLVg3quz2+yjYbp5jLUL7r/7Nm++dZ+Pv/Qcow90Y+KNb32VOxcntM2Gvuuo68hqvUErVVyyPVUlfmH7/Z4377/Nr/7qF6mqikdPb7i4dYvLy2uGYaRtF3zj29/m4vyMcZw4O78A4Cd/7FM469juOt5/+IRvvX4fPw08vdrx5OnlcZqSzyuTg8Q4eC/Trmi4ykSQJFYk+omUA2MoEd+2xhnpbE1xl58JPEap4kghz6WK6wRZHQ8WlcV5YfIjFHGtvCCNs4raWYYploBKMRv2+Zm2y+YsxUEp9oeO0/PbPN4dnt0rUQgSgl5qbNnnzntObQQmTLm4UORnDVPWRlwnnOjEspbDT8gqgioI/d4TQ2TRGqyzxJTw3ot/3DDS9ZLp5r2eZYQSpT5MR3hwv9uxWLTkXFw2ypkxN3KVqwgpoZURSK+QPYZxoKpmA+hcimdg0a4wSjOSqV1FdWJ5+Ogx5+dnWKNZtG3ZT8Gjx49wTlihxhh2WzGENcagUiqNmCm6LYERh2FEa4fRisWi5fIy8eTxDd/81rep6wUpRDSSvfXCC89xve95/HgH6wXrZQvGMUbNMA5CssoRYyWiJQYxKpjGHm0M+34g5sjTy6dSoG2FioJ+KGNFC5gT/TSwXCw4O7tAa+i6nrqq6Q9bafaNpV3UTH7i6dUNxloWqwofJ0KW5t/WDeRACJ5D13F5aUlPb3ju5cT9dy8/1Dn/kS5SkjpqxX0hT8LKK9YmkrVUnMuNfM2amlR0JRTqrZAQ7BFiI2V0VWNq2Xfl4gye/ESOEdssZO8UIykk2Q2k4uKgI6aI9sI4ARQL1ZKFpHVhKAlvUxklVHZTRLeFPi8NcRENI8vZEOaIB406BuAV1mLRnQjpwxxDfiEXdwFwRiJJjGsK88wid7jowFRxOyAH6tWmRDRosAI3GlcTJ7FSMk4g1Dwc0CrR3VzSbE4x1pFUktwq9cwFQqlRDot2RZqmkkTsaJaWbnuNKuyjccgMgOlHpv4A2jL2Pae3B95/8D7TYc+7D29Yb5a0bcVyteadd79H20q8wsXFBTln+r4n58xisSIrOaTmZN9pGrm+uebtd9+nnwKVs4SYZJeSPHW1JgTRsCyXa5qmOS7fc474aWKxqPnMpz/Gp199mUN34MHDp2x3AoN89etv0I09b739HstFhco1quhxtK4wriFMIsDNH9BnTT6ALYLx45VTSBI5EUIU7Zu2M8lTDGEnYdg5a0lIQ+BqVwxLFItlTd8JU81PY5nWZ5o6Ihp2DusqsVNS0HejeA1qw2G/kwV5kMZOKyGTpFI4VIH/ZpGn1RCVpEpra0sxpejEJpQWTZcu98Jr99/j06+8jBCUpMAaa4oZbqQfxLx1CuKCnhX040AGmeCIhBi4OD/n/ffe4/btu+RxRGXNMI6SeuDtkVGojcYiRchZQ1VX4iJuLc4K1O6cYxhH6qbBVg5nHYtly9iJrZNSMHrPxcUZj5885d6dWzjruLk50DQ1deUwVtM2NYvlWqywvGcaBuZ4FWvEo9BYeT/9JDIV5SqMsZzfuuDJo0dcPbnk1VfP8CHz+NET2sWCpq74+Au3ePjgisubPXUlGWMxwTR23Lp1zpOnlzx8eg1Kcev0hDGlQgKpWK0X7PYH/ORpmkaYk0rkmXVTk7LYW1XWip9k2acuFksm75lGxdAfiCmzXKwYpkHgWGAwoo902uDDyDhNEupYSfKzczVPn+x5+3v3+b2/70f5lx/inP9oF6kYSIqiaRKcPeWMEcGLsOMygOTVZG2OehilNKZpZQejEcfnXCx2yv4qThK5TSh4vKkK8SCitEVXgVQgLVSWsX93YPLz1JMwTU1mtotRZGvIWgmhQx81u8cl++w5J623OE/n4MEalLNSjEKSPzMn1SqxzgkTZCeOCFUljK9pLAFyGlc3aGsZ+wNVs8SUqTLOxR0+QJGtcZUVokdhguWU0MZhKie7LTTT5KnbFcSIH3ppa624bLiqIaNQjTlqfdRKFTqz5H2hpUuv16eEsadebBj3NxjbCJTkGrpdh9KJoevYXl1jraFqW772299kigHbNrz6sRcIvqcPUujF0dtTVRXO1RibJPsnw3bfcf/dxyyWa156/g6vvnyPpqkIVrFarxnGkRdffKEECSaGqcdVlfjWpXTM3ambFldVPHf3gheeE/fqVz7+Eiknuq7nt7/xGlfXN2yvb3j9e4+p6grX1EVIXNG0DqUUbWPxUXidVWUZxoEYgnyv1ljTyGSkDFYZfBLyhh8HgZesxRo5/E1lCV4kFTFKRLlzFd3+RkhCZfLZX1/RrE9Q2uATxFHsvJ6lFWehuE9iF6SKdi5kxCEierH8okz3JQY+hgDZo62jK27XMZY4idJdk4Xpd377Nq5dY40lhk6agIIAOKslciQnclJYowglhmS7O/CxF15ku93LvYqw+FxV40r2mtGGh08e4RzHezFEIbX4OAm8GbwEkxYnjMY2woYshsTr1YacoXEVtasILmCQglzlzHq54LA/sN/vOdlsWC1XAit6T1Ut8ZNncgJ5WmexRosjfmk+hr5nZRdi2eTAOcs4jnjv2azWTKNnu71GEbk4O6OtDOvlQnwN0ymf+dTzfOWr9xn7nrPTE8Zp5M75aZl0LTFm9vsDq7Z+dn8n+Yx9THJNR2l+ra1Lsu9edlkoIf9oI+Lt4ll6dnpC9IGr7Q390OOcUNe7rmOzWoqTyDjSjZ4U4TCMDP0BrQzjOAh5xjqGIfNL/+aXP9Q5/5EuUjiL0uLES44YUwn0liCqgEaSbBMSm6GritgPZC2kgTAOaEyBKuSwlyDFTOz2UkFKWikgVORpkiJCIvsBrTLWyRh+2O7FPsa54uVX9N5VI89hrBiUpoAiQEmwFREulExtZulJipJTlLWSfKsMeNlFyTinjgzlYwQIGWISYTCz958ihFHir5WmqmvieCCHQXzPYiRqh6trlK1AGeLYkyZk+jIWt1iJzZOxwhoqOxbUDHlGrKvQVYMymhwmxqHncHPJ6tY9qnYhHbUSQ1W0Yhx7mvVaPq/gqdql+NNZR5xGQpwI0bNY32U4bKlXa+Io4mTvD6APcoAeDvzHB0/53ne/xwsvPs+ybfnRH/o0qzEILp5lCppGz+gnvvntN7jcHmgWa567e5vVaknbNriqwhpLu5D05HEYGAZxWpibEwqTNFqZasSeRpFjJvYDztU0zQJnLZ/59CeIYWDR1Ny9+zzeew7doYQ5Or74pa/x1jtvE6OjdonJR3L0LBpLSIYQobJarHWywKQxRbnek+xbgh9QzklKb9Fc2aqR2A+txBk+iYP1NI7syPzwj/04v/Xl3yzEIMjRH8Mrtc7EqEArnNFMMTCNCWKS1OiqlhwxZQWCspItFHwAZPpu2pbd1SWL04tiC6SwlSX7gWkYxc8PmXCtqyTdtx+kQUoJZyvapuVyKz54xhhymnBtg1aZyQcePX5EDJGmXaLQ9OMEJAl6zIluFEKARhxAcqH7d4c9682Gvu/RxtJWArtVVcWhH3BG0w8jTdtwdX0l7vDGMnov9lqT5+nlpUzbqxV12xb9ofxd1w/Fjczip4HDfk+MkbPTU5Qy+DBx6Dq6vsdqzX6/Z5oSVW3p+57tbsuybfGTl8Rl63jrrXf4xMcUbdvw/uU1EU3SirOzU166d82TJ3uatuHOrXNWbV2slgZqI+jINI3cXm+wt+7w5PIpiYnNouF6Kwm8m9WGlGUVYq1mGvZUVcvDx3u8D5ysT7C2PrI+Q1K07ZIYPNuba27dvlvem4n9/oqmMDhDsDiria4ixokwTcTg6QGMw4//Oybz/h/lkYu7ck5BMLIoRqlRCVCtivWMsU7cIsaBTBDD2Sw3MCmSZst4VUIUS8dMFgGwQlJ3Z1PSPA2omEnB0yxbrHN011fo2kJx4UZLom45mWUHFcZiiKGe7Y6iLLvjFCT7tRhPUhhX2SqMk4V78qJhyIUhWN4F+dVzxiBWPHMgnfwYWdxXdSvsvpQIY4+ra0xxRnZWgzFCnhh7tDUC/3TX5HFkSomp2+Jcg6z6PFXTkLxMJn4cpWMee0J/kCW+Fci0Xa3JKXLY3tC0Dda5Qh4ITPstpmowlVywsZjFitN5iV7RCq0Tpip6JSXWVd77spjXqKRoLUyHnte/8R28D/zHL34FmobPvPoSrt1wftIShwMP3n3Imw8eszk94fbpgraxxWhUUoxv33mObghonbi+2bLdXh/Top2zcrBqy+QDKffUlROoJUbZawYhBfTjyKKp0crSNu0RRnKuoq5qhnHi9/7YZzk7abg4PWcYI7/51a+WuA7Nvh/wo5fpSCuM00xRipjVYmwco+wYjNZErVGpmOMq0WtpJcSNkMBPB6pKZBW//Vu/zW6/Y7k+JUxjIV2URIAoqEAcfQkdlAvNF5KQn0a0EpNXgakCq/WS2jbsey8ZQ4cdd+/dph88yirGUQpdXVWyqyr3hHWW957e8NymOv78cQzi91Y8E70PrNqarCT1WmmB0e7cvsWDh0+lwYqJ2lkqs2K3u8FVFZV1qFqJBVqahf2hNGzhCPMFL7ExJsmUp1JkuVqgNFSV3M+LpqbrBkY/URnNrYtzDgcpPkN/QClL13UMxdGibSUJwdUL2naBn3q22z2bzQlai1t+48SIN6VE21a0i5ZhlF1cioHNek3lGurKcdhvee/9h1x3njt3zzk93aCd4+z0hN3+wOOnO3b7A7VTDH3NnYsznrt9RxxCjGK724kDhKlZrzcCgyZomiVKKQ6dpAgbnYmxKtRyy4vPPc/QdygyrnbUWjKwgp+kqLmazcZwfX3DarUkK0O7XGAUqFh0dqpEx4ye0/NTgd1TZr1e8sb9dz/UOf+RLlKp2PNrW0l3DgJhKVkkp+CFIpzlps1xkkmhEA3iVExnC7tOGUWexmIsqsouSRd4UJXI8CBalxxZrlcoq7l6+lQo3QVbmOPHhW1VsnkoVPWZTUw+WiqlWedVgpKVDEmoShJlc8wyZR0XVuUlC74pGVIojnlAUHzg5m9VR61JLM4Iw26HseJmoK2hXqypFysymvFwzdSPVEr+TmVxP9B5wnsp3vvLS7mYK9kH5VQRkrhuK69QHMgHg7IVLklyaJwG0jRIx+YseVGo/YkiUhXfuuB7vBc6etQazyQuB8aw2JzKhNgdAKE/xxDIKku4XJQdiCWh/cBbr71RDEonchxZL5cYMsNuy0MlMG/MkYXTLJdLspboCe8nDocDruCxMSYRPtZVie0oCdBFAzSLQlMKXG97xingi6HrenNK3U80TcMw9Gw2a9SkuLq8JiXNj/zoD1NZ+L0/9lmeXN5weX3FMEi89zAOXF7dEGJkvxvoh0Dx3ycribTQONE8hUBtjSQVh0DOmhgn6romYolk+n4Ek6isxWnNkEQEroyVSJhiG2atkw+mCJRtEUTrkgKgtFyzxlq6bpRGpRb7JFXc5lMYaWoLMTB2IxPim2ispMT6IMxXFHg/Fdg6lUtXZM6LtilOEKmQTzy3bp3THQ60Tc0wTPgojggkuaeq4ryPUnTdUJqMYm02DuK8oTSHwx6lFZv1hptipzU3GsYYQvQoZZimG7wX4oNPon0Ulq/m4uyCx0+eooBb52d0w0DwYqGkjSnBfkKU2u1vqOsGbWAaE9ZoRu/JuiNkSQm2TpON43p7Q1UvqesFh0PPfj/wyide4vJmy2uv3efWxSm5WbI+OeGF5055ctmRMtSVYbls0EoCLGOKLJYL9vse50qwawhsDzt8iDRNjTWSnH3oOmLoqetaQiijEGymEEhdj3OyspAsQUFpprFH5ZGu61ksl2gt2rDNak1MItyu3YIYI9MoJsBN3ZCVEXbhh3h8pIuUGE1J551jOhakVILrKHZIIQ7oaGSyKRfePM3MBYhC+QXEhshIF5WLfinHQPITSknW0fJEXA8un16RUJKWC0e6uwaJJEAJrg5StNLcm0q1mh0HZssmeR2gK6HdEsW5XB5pJvUJa0p4PMLSVeK0nHIqBqDPIEBKhxx8EG+4mHBNfSzGkJmGToSPSZbjbrHEWMP1e2+xaS05S+RHbaLk+dgVOomzuzWaaTgwW/zEOSYjA7FDqUjoheQSp5GkNNZVVIs1xuhCcoEYimi55EilJLlLWcn7JDZT8l4aV9EUw04VFdo6+sMBo4SmbI0cfFPwOCfwkcoVGMvUXRMOPf3hwHvvvEdKifOTNRr47vfeY7FY4JzQgW/fPme5aDElnkEIB6Lf8UFMSMUyUWHL4RWClyyfYeL66gpta4ZJNFJ93xNwfOv1d1Bx5A/+/t/P+dk549Dhqob1+pSXX3oBV3ZKj588YBg9bbPi5mYLSuGqhuurG9578JCbmy2XNzsePHrEVJy1bWWwCkKx+znZrBgGeR+7wwQx0a7X+Mljq0pExD6Ke8rR9FWX/SyEaSqQW8JP4gNpjBGigxG42DnZOxotQZ3bfYd1lm6MjCFhG0PUCquM2D1ZmSKingvevKA3NLUTbRngrJHLX4ktERlsZTl0A5WrOHTF0T5nur7HOUnxPZKQlFj2GCMhnvPrhSixMKUYtU0jItzJS6SJFVFujIG2WbDfbznZnJBQ1LZi6keU1dRNzWazYhg9y6XsW0F2ydM4cuj2LNulkJ+8kKmGceDs/Iynl1dM3hOTNDnLxQKjJDyzaVpudte0TctyteL68pKvfe27/MiPfZ4Hj77N66+9RdUseeGl5zi7cwcfn7A7RM5OHN1QSA/aYK3GWks/TEIgSpnFYsEwDdy5c8Ewiku8nybW6w0aLZN5EgnAFESnF4OkBFtj2XUHbPmcrTO0i4rDoedmG1kul8SUiDnhQ6BtW1CGWiuCn4hZGtaryyus+XDl5yNdpBS6mHQmtBO7kxyFOqoVZGWEdKBED2+MWLcYCgyGMITI8qamclga61CuRmlLHHu5aX0vsItSrE6WDOPAoetKI1jYD6qw+VIioIoHnJaCpfJxaBN1S2GSUwL4Cj0hpYyyc16Q1OEyNh3Fv1qVwpoS87/M5cIw1pEoWK+exY8FIrRCBQahBcfoGfsDtqqo6obYR5SZ2YJy0FbrE1IWOxqSEEDa5YIYJvyhI6PFoUNLIJ6tRK829AP1YsVitZFl8nZLShpsjbMG7SoWm1P8cGAaDlTtWhhqKWIqSTvFj4RxT8bgFiuZVq1F5Sx04P6KqnJMZFIYWW3OiWEgebHIcdbS9R1hGmmXJ1SVI4QJlTJVJSytqlmQUmYYR8HUe4FCtTZUixVvvv2Y2sFqseRzP/gKdpSb3drEFCNGy0FurSmx5rJjDDEydj1N0xISmJzpup5D1zP0PR+711C7Mz796c/QHa4Fgmpa0Jm2EthKa8X52S1ubi65fecOr77ySW5unmCMIzx/j1c+8TJPnz5GG8XJ5oIQI999/Xt85/XX+dZrb7BaNORmRX84QDHLXa8XjCFLw6Ulido4uS+sFkRCeqIk7FUtu9AZ+qvblr7rsHaBrVwpABKRYckyQRrD1G3JxSTYVZZoW6yWcM5YosmV0uikee29a85PlgX6aiELzGeNwNHb3R5FZNmeY60jhMCDBw947t49mZgQIoZzLTGOjNOWxWItrinjKLurpqWqaow1JalXFf2gZLG1TSUuFl7MZZUSS6nTk42QKNYrcfKw4lxhq4bRFxZp2/DW2+9zcX5GU9XEEp2y3e9Zr9esl0u8DxwOYu7rrNC8BfI0NHWN1orr6yuaui2JuAGVEnUlrvPX+wFL5PXvfJe2tpxubvHowVP2uy3P37tHReLbr73LzX5EkYS5WDnWq7WkERkjwvmqoq4N/TDifURkAnC93XH79i2UUkdXCWsk1FLifWB72EGS0If16Yb9TsTOlWtxp438jl3Hom2prLyf+0MPOVJXTpIBckbrieXqhK7bfahz/iNdpLKWQx0j04rKcrinLLZDKgXx9ivQVy4Ei1Qib7WCmAL4SFICmRnj0FpCudIo2qicJ7SSFNiqWbA/7GVRmyQATKGIMR/dzIGyh6IIco8Yn7wOJd5/uXR6QjUWDYqwysXRGqDwhcnIPoqchTiRFVlndJLOLadCtFARbaoS2JiPN2OzaITiWhwdUky0TUPbLBmHDtAoa6S4p4wfeurVmqo9wxoRnvpeIDbdbFDRCy0+JXQW53ZrnXgTlgydYXeNtZb1+R1Wp7c4XD2SnZUx5DDhu5sC/dVM+ytM3Rb/NpmQTdUcJ90cI7oSqFaVzlm7OcqcMvl6ohd4JRZ4tGkXZGAcOpI3NMslnQ/4QRwOakSeABQYz5KjOIPsLp/SDz3tcknE8T/+yleoKstm1fLqKy/TLBrRfSnFatkcD0xjCuuxsjx68hTrKg4onDMC8QTPrvPcu93w8MF9mbBzYuj3GCNLZ60VRhu6w56+7+i7HUaLJ9vjx+8yThOHbqCuK6y2pDiwbBd84uXnePXjL/ADr7zIb3zla+y6gZvrG9rFAltMUpdW45xht+sYxpGca2GupgnQWAshJFKYsLXQsKdBBMjd4SAstGmibQ1VVUsab+WEQNC0+KxY3D4R/ZNxBO+pjKRoi8BeHGFinEh+4rvffchqJjekTF05lNLUtdhDeT+xaCSnSRuDqyruPv88pCxi4eAxRqO9Pwrvp8mjdWK1WkPOrNcrxmkkxUwMIlhvF43AUMMghICy32ralsZVOGepa4lT3223+GkkIvZOk/fUVY11mv2+4/atM15/6y2eu3sLshGm3FQo2N2edrGkXbS0bUvOit3hwGohIvGmbRlHX+yTNM5WeJ9Zb055+PiKprZ84mPP8+DBQ4pugEePHhKB177zXd58810++ZlPc3a+4a33HnH+2Vfouh2nmw2ZxNX1nt1uB1nRBc9y2XC6OeHqaivu9lmxXC457A+yw9caV9WknKhMhakrsZlSBlVlNEL4qCoJcLzZXdG0NYtFy/7QkRKMkyekiFWZqm2lKQ+Rfr/HKqhr0eV9mMdHukiREYp0lgKTiJDF10s8uUr8QpqTQwPW1hJAmCWsK5VJRildIsDlJkqhFzFwzkDC1pJe2XUdg58gP5t+cjGVfcYdL8miwDxnfd/LPhaaIuqdu7oy7Um9FOOkefxKwjlElc4nF++2GfdVuujAZuPaIIyjHGVc9+Monb4CW7eSOTN5KcAl/iEqiW+PfsQYhe8lM2axFhfyGAPDfkc1STxAe3LBtL8S5o8XK6ngPcknlusTUvSE/obto4mqXaKz6HlUiSOZtlekJO7TWlnwA3EYMdYw+UEcGYxDK9k1hnEQS52sxO0ga6JPEBUheQ79hEkR5zSuaqiaBpRouozuC0Tny4egpbCnLHEGVjwMU5AkW2caaRjKJNHtrokhEEbN0B1478Fj1qenNFXNclHz3HO3JHsrFWNYEkoZDr3HbPf0vadpLE2tWS0a1stzTk/vcHn1GGeLhVL5LOeprK7FFHS1PuPp0yt8UFxdP6bvDmw2J1gjGWGjj4z+mq7vePLkEavVKaeblp/8fZ+naRt+4yvfYtfJAvzibF2cKuD8ZMWh62iXSy4vt1Ruw263J+mKPExCXiERw4RzYkXkrIjwtMp4P7FcLkhBLLq0MgVSNqSxp6qEeevIwhScYskekoRn52qSD9x97h7d9or9bkcCJp9lB6YV19s9/5/23izW1uy66/3N5mtXs9duTlOnXGUXsYmvr2OT2MSpBBGQSyQQEUA8RXmIAIECjpRICCmAgEdHQkIChPKCCG9YAuGASCMsOxhyr7s4VXGbKju2qzv93nt1Xz+b+zC+taoqMeAEX9c59hpSlc7Za521vzX3Xt+Yc4z/+P19iKJI9X4P2R36njAE8ixn1XT4ID3Mru9o2w5rDGmes7zckOc5ZSkigTRNx9GCgaELUkGw4mqQpiKwCtHT9h1JmtK0HS4E8bPqJREPfY8xMlB9cbmhKHKKouTWnftsNlsArElRCh555FHW6zWg2FYNeSGW9WVRUJYTliuhpe/MNAVdFgCP85Gz07nMo6GYlDM26xWLhRBaLi5XZHlK21R8+uOfYnF2SoyBZ5+/w9WjjPPViqP5XP7tdELX9XvhwtFchu3TLCGOSWU2mTIMA03b4GMgy0uMTVmPJ7DZbE4InrqpmUymgp/yPWVZMJ1MWK+35GlCtV1RbYUIgoLMeWxiyZKELMuo6pZh8PRt9w3d5h/qJKVHVEqIr1hb7wjeSunxBBXHuVbhmvmx/MeuROc9Ksn2rqdSsBMW3y41mNRSzKasLi7o+2GPaIlIE0btSADRwyj5lieMp6Wo9t8OYGQkMV6WJEqtRBwQFTtbLNB7MYTa9Zd2+nQARio2SEZU44yVUuPwsIIonjkqQFoIRibNUoa+QWkt16YFkKqUkp7DKLmPRELX0o2W7EmW0Te1MMmUQbfjOnnQ9AxtK6crbXB9i1ZKWGldRxwROT7IAC0hYLV4NslmQIaud8Or3eAIbSvXhSa6AZ0Ksy5JM1kvZdHFRLA7vcdHQ6oT+ZklCW2zJSuOhHYQHC443Jj00xE1pa1hms3xbhCb+KGnqSqiUswWC6YzjY+Btm5I8myUbWt0jAxNTeh76rrm/qWoH89OjohBsDeJgbau2Ww2MqGfJhwvJlxeXPAn3nGFqrqkQlHkKXfvn3P17FQStjZ0bYNNiz0g94WXX+at0wXbqhUFapDfibZtSdOcvJiilGZ2dEpdbzlZLIhs2G4r3vrHn6AfBsLQkmXi2xXGwebBeZrOs1zXXFxcUuZG/u46CANKW6xWxOiwWpKn856kKPDe0bQt5aRgvZSSosjThaYhpngJAREd+Yj0d0eF604R2Q9y4+x6Yd1lqRX/qGHsEccoKCGjxv5XQpanrKo18/mcLM8widDo8zwXSr0SfyNrxY8tBsExdW0DSE9aSv2CnCIqmqpi8IHZbEL0cjMui5IyL2QTmwRw44yRNVhtmM/EndbFgatnJ5xfrLhx/YrwD4uCzXpJ29QkifTZBufo2gYV477VbGxCaFsm5YS+72nqCmsTqrbluDyiajqiG8hSwwbD5XLL2dkJ2bWEl16+w9F8yvGxpW07plng7vk5yk+x4+RMVfVkiaLrhTxzuVwznc1ZLI5p2pbeSXm8Hy3hrUlIDXS9w7ODGDtUkmOtYZqISaZKIjpGZmXJcr1Cm5TpzJJmGevNZiTFC/1kGFqGJMOPNItgxJzyG4mHOklFxAxwd5qJYSz7aD0mpA6b5IQgYglrkpGZ5cZ7urDMlFbC32NHdWBkrgXSPMNkKZcXl6JAGmeRRskFuwOrqPNeOTXtqBKvOlKNieRVCr2dwEFLAorjjQdkSFfHsXsV5Ygdd+enGNGv+k77GB1TVQCTpgTnZYCTEa2khALe1Vs0Cq/inpWnIphMyg1oRQBc25Kmlr6pRWjhI5PF6fhhr4gkRJNiphOsUjh3F4Z6XJ+Ad9IrVGosQyovK6dTsumUfnOOGY3zgvckWcnE9vQhcHr9jGa7Ajfg3SDX3MpOePAKnVlUkpGUMwG8tg3BAVlCRECsPgQ5XWuDTkoUsLm8hzWgR5ad8mIRHkEQLkkifc3gqNcr8smMrJxIWeP+XSEpaIO1wtLLJyXtZisjD8D24j4mtZTTGSdnV7h7fpvpAMEPxOioqiO6IZDmXwFjOVsI1eLmzXs4p7h3ccHV0wUxBmbTmZRh6h4inF/cI88LLi5qhuGccmQS6pGYL0OpFjBcrtZcXCyptlumsylWbJYFRjsMaKVFwRchmaTMpyWLac5zz32ZH/z+d/Llr95kebnizr0Lmlb6sVoHooZJKr5RKgaC6+iDI8uM9EajDM43bU+ap/uRiME5oY73gm+SfOVBa9KswPTyM4tKYLmDk5uZMZqT49FPLIb973s5KceKg5DN86RgcZSRZQVd7ykm5f7T2HUdy9Ulk4nMVJlx3gxl9mX6ru9I04QkSkJNkmwkfES6vhvFFpG2riiLgulkyvnFBd4HedxJQiaKY661ahxsDkwmJUpFKY8pQ5qkWCvkj8V8RtcPNKNKNAJKa87PV0wnBcvLFd4P5IkBLDeuX+XmrZtsNhWPPHrGxWqLCmJOGEKgyDRHhefO5YbUarwPYwtE5t7msykxQl1XUJbymA/kmbQIXN/vWxVNUzMxU4y1bOsGhQyPl1NR5RZZSu0Hhn6AoKT0WdW4fhBYLVDk5QhbgKauOJrN8SHQdgOpfUWB/L+KhzxJBfkhxFHZ5saG7CgPNcaONw+phw9DN0Il5YQkNIUAHvm3xo7ChkAIA0mRYTPLZrUcNf+7Q4waTy17/tBONzFe1ytzUCqovfvqTt4rJzv5CBmj92o9AOHjyTWH10BoA3pMVWPKGdWAvPLaKorNQwj4dosZLSO0sSR5TtdIQzjJclzbyqxN26OSBJ0lkvysFSVUJio7P4iyazyyElwvGJ5siklTYtuwuXdXTm7eiRdRCITWY8cPQXQ9rfekVnyN6rZls62ASK5TJourDNsVwXdjX0jh2xqcE0m7giRJSLOEuuml39h48gi9UvRNzWq1ZDo7QWtFXVeowcrJr2tJiwkmLXAjFT2O5ompsYSuw4eIzTM2jXjmDMMgzXUi9XKNLQtMmotn1FiGFQl6ENAu4jk2WxzTVBtMUKzu3WZ9fou+cxirKCZzinxGVXfU24qvJbfYVi0WWMwmBAVfeeFlysmUl26fs5iVPPfSc3zPdz3CuupZzCxHiyOcg9VmS3QDbyimaGPpB0+gRwFZmpAkCZtNS1U3wr5zjsFFCI6m6ZhMxVVZBqtl0DnGwFe+9hKL+Zw/9vibuHH12t5Ftm0b7l2suXP3khACn3r6i6SpqMCSceA0hIF+EMffSKAoLEkqRor9ELAjGsoHGQiNg4CgjR77s94RvMNHufkJWV1hrSXLUhovIFjvPFrJjJYxBhU9iRYZez/0hKgoikyo42mGUkLISLNkXIvRlXgQkYs2hmq7lRlIJf5KeWqZznK2TQMouq7n3v37LOZT5rM5PkRBnznH0Df7Hl0YHIujGavNmqunx3saTD+MYGoNm+2SPEsYYsrlvUuMkfeY2pQ0yzBJQlVVLI7nGB3oB0WZS6mzbgRrlqQ56/WKk+MpP/Cut/PJpz+Pax3TSY5C0bQdSey5t6zIUsvJ8TFpomnbnvW2ZvByKs6SnslsDjGyqWqMCeRZQtuKkm82m7NcbZjNp7KJ9oHluqIoMrZbIUwMTuG1DPc37fj7VRScLiZCwfGe05Pj0R9swMcBN55EVfodIUGPIwjSYJwbd8ABbf0e72O0GwGXMgjo+0ZAmtoIdkeJySBGE/0gxAhjSCYFNk3YrjejEof9bMw+L+1mRqS2RlAy8LjrS0k5bqy6jZesRllfjIFo9CgiH5+OqJ92YFytLDv5upyixE6cEQWj0Hv6hHe796xBR4ySklpXb6X8NvTYLCN6jxsZfDYpULnYe/iuJ4xIKGWkaZ6kGV1TE6wZ7RYUOEVxfBW0GbmICp2IM7BC1G5Yi8ehtMWkOSkR17U4NMlkztn8RMwMNyshdawuMEoR+x4X2cN7k3KGTjIBkzZbjIqUeUkMina7wXUdrq5p+4EkzamrFXWtSY2hyAuazZbjk2PoOwa8MBpHwGeaZZio6IeWNEmEYk8kBEcSIw2BozLHh4hrBcx7fOUazWZFV21pugGs3OiPjhb0XYvvxao7RLGM79qWLC/o6obNxRKbGLI8w7lIs5mQGLE+UKN313w+5fzOTdLEcvOm4WiS8dWvfIkYItVqTmoU5aSkqSvSNKGuK5J0glLQdhVKwcu3Nty73HA2z5hMZpzfv8cbHrnC8y+/vGeo9T4wnx2BEqsOpRNWVY3znj/7wz8kp0UjJ+pMG6azOY8++hjee9brS/7sn/4+lDK8dOuSy+WK08UpL7z8El/6yvNiz+6kLxeix1o9qi0hsxl9hL4V76SoLF3b4grDpJhgNfR1z3rb8sjVY4bBkyQiANrWLfNJQZpldG1LUU4Y/ECRyteKPCfPFNW2IkkMVbVlffs+V8+OUUbRtR1FXtL1FU1Tk+UZ2hhcW1PmE1AiDY8MRJ1x92Ip1Yw2cjSbk2ihaoQYWS9XNF1DUeR7O4ywqumHwKQsWK4rVlXD6fERSV7SVdt93SXPU2IMuHbDdJqRZ7kIjrTh4uISUSELnzNEkbt3o6edcBA75vMJx0cFz79wi3f/if+LH//RP83zN8/58pd/j/NlS4yaR64tuFz1tH3AuZYsKZjNCiZ5xuVmS1V1tL2juX9Onsvwcd+3DMNAliU0rYO+J00teWIhL4DIdDKhrmrc0HN+3jGdzdBJQlVtmU2mI8PwgrLMQRk2m4rb9+4zmc64ffs+V0/nUsnQmu22/4Zu8w91kopRYUwGKoray9rxaCtzSsq8Sg2nIATZ9SZpLicWpKylxtON3qGMtLiAVvVW1GNKdmq7IcpdwU+9OvkQXynPqVFMMYojQlQ7ARnBi0pQGTlVhbhLcqOqb1c0jGLpsYPNvvJddt99rCS6MFIGpBcgA74QjABktZHXjiGAH3E24yv0bTv2paSHMwyOJDVy84Wxr8QoMhn/lbYMzQaUkfp1muFCRKkMY45QQbhuKg34weGHnogizTO6poO4kWs0ljSfEIInn833ydv1Lf12KcT2mMsgqU1IZgu2l/fR0ZOkKZP5nL6uxDMqKwhDh81zESGA9GqylKauZeB23ycMDE5gma4VNZuUahE5u3P0XjEtSxkQ9V6s2zdrLgY3voRDR2nuh6Fjc9mgtSYtJ0zmc5l5SlLK6Yx6uyW4SDGZjD9BRZooVvfvgIa8LLHG0ATYbDvyLKVqOhbHE2KEIpd5l8QGLu6fs1pvmE4ndNsaHy8ocvkZEj1t27Jar1BKsd46tEm5fVdMJ0+O5nzlhZuUeUnwu8HRlLrp6IYNq/WW00XJyekVLpf3GF5l5miNcPT6vhehxmgv8X9/91uotiuyouCtf/xN/KkfeDdN23Lz1k1Wmw1pIiKBy+WKu+eXrFZLUqMwuR1bq51AmYE3PPoI26bjuS9/jeA6yiLnXr0Wv6oo3Mgsz3AD43UgKKOqxgXH4AYUBpsk9L2c2E5OjghKkWU520HkztPJjLre0rYtTdOQj/0TZQzGaqbTI/rBMTjZvLRtT5v2eBK6fsCvNnKPiJGL8/vMj45RWjGdTmgaRVkUPHrjujzXewodub+tMEaTZRnOO/Isoxs8iYJh8GzrTnrRYXQWRpGniVjdjOpe7z1FWZIlCZ0Tx+DJbMoXnvsyb/2ed/Bdf/y7Obn6CF/66gt89QvP4lUkLwydG0hTUZ5OJ3O6tsegSVLD6cmce+dLiiJFoXnhxReZTHOaZkueZkyLnGbwXK7WKCUKwL4Xl+Gjozl1XVHVK6zJsEbQcJOyAI4IATbbDSF4+q6mzDOuXz0Z5zBFAv9Kb+V/HQ91ktKjzTVhZNzB6MDriOMw4M54DMYyoN55KkkCMSaBIJbz2ip0kuCHgbapGdHm7CCWUmgTNJJSgtgXY7s4StEZExSA5pVMEiFK01dFxCjx98svFfvXkfkp+Y4iihj/9iqxBVGm64Nib0+uXnXDjcG9ZqAxIs1nbRX4gNZSDvODJ7oeneaYoceOrrqM1uNmtK53w2jDbjV905AUBXgZdE6KkjD0QsN2kmajttjZlDh0KBK00YJhiWpU/UmTenp8RndxB5QSc8esJJ0tCNWKtlrj1ys0YNMUnEcXBWpUMPo4nuJiINHiwJwS6UIgT4QsPURRbSVJst+NhqjpqvoVKKrSRCeliqzIKMoE3/UoawlBNj2SRD0uSDKLrsf3rQw9Z7lYd19cUkynFKUMNKZJgrFWGvJtAwqSbDK2GSP5ZIIG7ty8SZ5n+KEHLzfZaisw4aHPmS9OWF5sOZoFptqw3WzZVA31i3dRSlEWGUfzKSF4tps1yqS4SYlJ5IZS1Q0nixlXT45wPlI342xT04CKbDYbjmYl9+5fcO/+Hfq+Ezq6HsHMbRD8GGBMQtPWBLfm9PQKxqbcv3+PYXBstwJXjtFzMis5PjkjzTIUcPP2Pc7Pz3n+xZu88PLtfUFCKSnDd530P22S0NaS9Heg5Lpp92MTREWWidBJSn4DaVaO8GCHQiwy8iwXCX9TE6JYzfd9R5ZmlOWUruvoh26Uqmvw7Ikn0Q+cHp/IhtBU3L13G2sTZrP5WBaJHB8fC69v6JmUhdi/B/HMOr9Y0zuB4fbD6JxsxS4+RsV6tZGZRZdQd1s5uY6fW6XNXv1rRsdvY2VAXDbAGqJjUhR0XcP9+2tefPE23/XWI7TNKIoJk/mEto+4YU3d97x89z6PXl1Q1ULp8EHhXKSq1synBV3bEYLnaDbFBScGqspwudpgR8qE1Zq+a0mSVEgdvVScUiX0mK7vidHhnAxCd4NnPpsQQ6CqG6qqZjqZURQlTdtijaFvq2/oPv9wJyltheoQISq9V/EYbfbzRT54SWI2QWs7WhiMlhxadsJaedI8EeO7zVpKXFHtO0CEEQ+zl0xIx1ZUfXGfUMRg0O+TWhhLeZqdrFSB3okuxlOYkjmbnf/C758c2D1Tct140lI7+V9AR7kauUy/f22tzT5pKxVRjAOCiNxZhUCSl2jdQZqiVSSZlKLCalvMdEY2OUJrRbM8R6epDGzaDKLH9z0mSUmSgmEER8agRuYhDNWKJB8wxURuHioh+GY09LOkNiEdKdree1QYAEU2XYilR1GSDGIPTvAM2yXWKNLJjHQyhaGnu/WiDH+aFNd3DK0My2qtSFJLE2AyyQlBLCwG5xCOsKLtOpSKlJMp5dGR9KZG/l3w46+I93glTfqmCxgVyWdzyumUbrsl+oGkzEmyCdPTFDd0uGEYQZpOpNDK4BGLcrynq2qSLMcYQ1vXDG2LD0AB3jmqJnB29Tr3bt8mSRR917JerqWvk74RF3u26wtOTo4hBK6cCIrGtdvxd00GdZfLDo9mkidMJgUqRvI0pek6lssVhoiPAkdOE03Xdlx/5DFW6zVukJuRbHZk1CGGOPaexMyx6x0vvfg1AqIwXC6XlEWJcz1JKvL9vm9JjBiEXj094mwx5fqVE554wxUu11su14LTuTi/h2bB0TQnT7Wo35Qmz6U31dQdSSL2696JyMbkUq5v+o5FWRL7gb4fSHMpS8+TY156+SWxKOlErHF+fp+T41OyvJQ5oODRicY56ffs7OOzNCPLcy4uZM7vDW94lBADcUCEHqlh6B1V3ZEkavRLs7je0VuhPKy3FdbO6JpKvMCs3Y0tYm2KMXr0u4pMypKmHRPzMMipuGvwg2MynTG4nixL0UqTZTldLyW5s9NTXnr5Jrdv3uLK9evMFwtOThakb30ry+UlN19WtHfPWdcV5dqyWMzIC7HimM9KhsHhnNwzWjdwcrLg3v0L3NBSecd0OpU+opexjKZpmM6OCG7AgZiLomhasbkZvHi2pSYhak9mFV03YAdHOZlw73xJ3bS0XcfJ8UK8zr6BeKiTVBz9nxQyca6NyHf9yO0KbhjVcxZtBCpLcIg5WcC7liRRhAjldIbvW1xdSYnPCu9L8EqvJAvGZDhmF2IMctrYn5oYd4njiSoiijsUysCOXC7iCfnAB+IrJ9+xVBmVXJfYX8fxMLWbmYqYKFL0APjgUVHJ18bXU1G+X2RHSndAIPYNqpzivBOigLG4vgVt6Lft3sG2265I88koS01QJsGmkoR0ltNvN+I74waB13qH87K7Ulphy9lYYhXaO2lCNpnj+kYwVsGjg+xwIxGdT1FpztCLmk8TpZybFWgF2XwxzrdFurYbE9ZUrFmsxSYFIM1dgmNbi/9QcH5UvUnpyseI0jBdHJNNJgi0pEcpMatUpqCva+x0JlYOQ0/XBxIGvMlJ84xoDMl0im82ZJMZ6+VSvMYSS5KkItFOLNM0E5l4taJvxXPn+NoVVheXsqv2AasjiQbVtVgUnXNsV2uaumJ29RrlrGSzXpNpy52Xv0bfiB2KMlIReO5rDeXYj5lkmvmsYBgCVduRGYXV0DQt2Xy6d/LNs0wAs2WBQZNlKUoZHr12hfVaylldP9D1snsvMtlMuLpmOj2ibVuKIuOFl2+zOD6jH4RrCFpoIqMAQWkDwYuKUMVRURg5OZ5xfDSjamquXnuMzXrN81/+EpNywuNvuA7Ko9SoHmt7QIZxg5eSo1FRZOfWcnG5IrEpeZ6LIV9d4SPjnFkq4w4xJSYpF5f3GVxPt+6YTKegZc4wy2RQWGlF37dsNiuyrECryGp5n+PTU8CyXl0yn81Y1oIAOzs9BqWpm1o2CrFDDYqyzFFqwXJbc/3KGU3dCCprcKRJyuA60iRhcD0hwHZ7XxJUDEzLgtSKMOFkccb55T1mM5mVClGzXJ5TFBOMtmyahutXr3Hv3m1+57ef4Q1veQtPvPGN/Mrv3eXGrOToeI53LefnS9oQqZ2nurzkZDGjbnpu37xFXuTkacFms2a9rclMSoemrjbkRUbbtig0VdVQFgltU3Pj0Rt03UDTOZbLJVfOTsjThL73NPWWPM/Gk6yl6rpRPe2ZTwsuVxuyNMeahH4HLPjfxEOdpIi78p5AXP3QEW1KHOnPMQR2IsedUk4Dzg/oKKIJoqKcTuQEtV2LLH3kiwn0lLHstyu9iTTdGIMPu4QiF7Mbqn1110j6XUqEGeOJKIxKPUaQpvz/VX2rnXh27AfJt5V+FGp8jRD3vSw9Km+E4ydOm4xKQnw/JlwQBEpgqLegFPX6gnw2H3ljIiF1w3jyxNO3lRiYZTnKJPgQ0GlOu11Lr0Z78qnMIakkxY4lUN935PMjGYr2EZuKXcpOxBGCH/2/oryOTfe9q+gcGlGDOR8wkwU6KkLXyibEiKqrWd0VS5IgA8TJ5EgS3PgDUxoKE2nHDUFiE3oXwAqlotlu8K6nmM3pm5ZEQ9hsyCZTYnB4LYw8oiebHrO5f4/prBQZfz+AMaTFjL7tyPMSAO8H6krWrFORIs2ZLhZk+VX8vKdZr2nrGmstxmrqqiafzYQaPQpzhss11XpJnqWslkuiikJ70IZiMiUgiKbV+d1RjdbjypKtsWzKKS/eq8hNwKYpJ/OSrpGeylD4kbAtxPA9YXxSkqU5fd/z7Bc/h9aak7Mr5EXBMDjS0XNod4K/WK5J0gTjoKpbTk41XdeTplJ27buBrEiwWkw4mz4SakGL9X1PQGYV27ZnOi2J0cumxBjKJOXGtSvcW65GEz/ZzNjE0ned/D5oTZaK/L8sC2YzOb3FmBKilJrkNBJYLtdwJOw613fkWTkSKwzNOKMzKSb0Qy+bC+dJTMbkeMqm7phPp6RZSpalfO1rL5HnGZtakvtkMuPWzdtC9tci1KiqlripMYnlytkJVdsRlWKxmFPVHan1NE1FOvpeRaWYlnJa7HoBYqeJZfCB3vXUQ0tUIlBq2obJdILVMgx76+59JmVGYlOOjuZiEtpVfPX3vkypHEalnB4fo5yjrTru37oPSvFdb3yEy+UKawzHZ8cMvWO1WQvthoFN25BYMXrcbipQMJ1klHmGcwHnHZv1mojQeebTktl0SpZP6FshmFTbivObd5mUGVmW430kK2Qk5uz4iOW6Yrle0my/A+akQnSigFNSljB29JNyo0FfmhH9SECPcYRkOgyizNMmkuYp1eWKoe1I0zjaXKcwlvVEHLHrL0lCEQ+mAGpkToxqvTAOMsqJKUIQWbgy5pVkgyRBkIPUmCf3db64f444eO4OaOxOUopRvj7+o9HEjqjAxxE348aZ4tErK6oRdyIvJPw/Ubr19ZasLBnadlQSSs3dJmJtL2IMj+8btM0IfYdNC7SWteqaLaBI81LWWEtZ0ztHs14K8boVgUUIA1le7ueQtEnxbrRGT3L8MBCV2HV4Argemi2k0ocKRME6uZ4QIn1Vg7UkWU5wPT44hr4jTWXaf9NJbyoYAXjucVkKAbA2FeumwpiEaC0myxjaliQraLdrQpphE5GuF4tjXPDU5+fYJCErS1Qicv9+cAxdRzmdUkxm0vvqGjF7SxIhNyiYLhZEkLkSkHk+a4VenecMfcv0eIE2lq7r6bpOfsRGsV2vicHLjcqmuEHI78fHU4a+Z7tZ049usreWSybTOffvXZIlirOrgc22wQ0DeWaZTEryopBRDC2zc0Zr8rwYL8sKhDgZgboo8ixFa0OeMaKEKk6OJtJX8B11Vck8k9ZYJaft4B1D3+K8lFg3my0hBrJigrZCDtlsNtInHJ1+k8QyyVOquiJEhfOBMs/YbjfS55jkMihrBFA7mc7YLJccH5+I2eg4ExRiz6OPPsLNl29zcnIszMDgWV5cMl8cjUaLgdV6BUqRGCGgd24YN3gDLpZ03YDznqJIWcwnTOdznA8sVxvSXKzUlU6E7zcpyNKEtutJkoTZfM5XvvI1HrtxDZTwEYtyhg+eum5IE0s7Qlq1USiEOK60oSwyVBCqfdc7rE3IbEJVtzg37L9X17tx7KTj9osvceOJN/HoaU7dSk9xsjjmtO+FS3m54fJojsYxdJtxRsqNVSDpvSZZziTPxPZ+u4EY2EY5bRZFwenslL7vGJvdZJMpykiPtmpa6bIoRWogsZb5ZMIqbMRHb+y7qxgIfuBoPvuG7vMPdZKKowouRtBJDruabmDEzHhJVnq0uB46gm9RQFaWGGuoNmthdxnDiIcApClvtZFEoSJqZ0zITozAmGFGRZ3SUnvTwpmLY88LM/r08MpArtrV+14R7Y3vhx2IYpyt2l2P/DuivL7Qkvy+AR/HORM1qrEUkgSDlwSAH0BHiHrvMyRNYjltuV78s8IoBEGLDYS81TBSAiKua8hnJyLpD44kySHuTnaBrtqMZHVQWpGWU4IPIghAYdKSJJ+Kb5Uf8E0jMl+sJHkVCU74bEFJCddXlwz1Wnoikzk2nxCVxuby4fBOfG1smkJ3h0lqsKnBxXE+jpGvqJTYbijoI0RjKKYzUT9GsbmPKIJJSPIc3bXjbr4nBkcIkeOzM6y19G1N31T4QSToRMFHDm0jf05TtE0waTYmpZ7oA70SQC9Kk6QJmS7RSo1mxonQsPsOHR1GQ5GnJKOwQ48EleADbWjR1pKmGavlJUkis207hFOSpNLH61qqdU/T9MQIZZFycnrK7bsrLi4ueOK73kSit5yeHZGl0oPSWnF5ecnp2TGGnSFggkaPc0FObBzcgHMOO4hLcFEWoEYDRO/pakH9xChIJGs1w9CRJBkKw7bakOjJ6HUl1I7deIAkpYrFYsFq4ynzTLyw4jAKKuL+cz+fT2nr7UhoH0YBRcRqu+8FGaOxwZKXhYgykMqKvA8RzzRDMw7sygbLGEPSyCxfXVVU1ZajoyOWqy1d11PkKdtNJ060I/XfJAk2zVC931O+J2XB+WrNyfyIGIPYr7c9bd9iTYkPimZTU05n9C5SlAkqek4XC9bbLUWR44NnGBx1UxFQcpJVWnqeSUKaJPgYWK823HA9J0cLfFxT1zILafOc0+tXefmFW9y5dY/ZvITQc/XsKlVd0TYtSSoJcLms6KcZs0nJdFYSB0fddHhjMTrh/GIpc2eJJkbZ8NZ1wzAMgkbarIk45otjsjQjSVOuXr3KZr3GhsjF6KzddC0m+Q7oSe3mkyIybY3z4h6pxThOo0ZKueB9JK0ZilmOMZrqckvXtTLMqx0Kg8LgR7zQLrmoMEqYo6iRIoJTEQHDblJcTh1SUhvVfnIYwY94mbAv96lROPiKBDMG+ep4UNor+kQtuLPeUGLjsftH4dVrYcQbKQyjcaLwCHWIRCUnreA8Ohl7ZePhMPQdoe9BG2yayYkvxH3yEzn8K0Z629UlxXQi1ig7TFGeE0PE5qLy293wtUlIMktbbeiHXhrrgwM0JsmJQWGtYahrObVaQ1YUkuS9g2KO7wVCaoopyqQMnQxYYmQQNJmk+GGgaxp0mtJWNUWIeBJR3Y1lUmMtKiq8ryWh24TeDQy1o5zOMbn0ZbTWtNut7Ddk2lOSdj+wXa8xiSUvS/qmIY6eO8F78csKgaHr0I3el4ez6YwsK/F9R1dX4Hucc3iXkSQpTVOLQMA7dj1QP8q/A5FquxFyhzIyU5NmNE2NyRKZNatrjh69IbzDpme1vESPc05939M2LTE6+nagLXM2m81o8hhRSYFyPc/97u/hsTzxxA2qpmExnwn1O3ZM84yh61BpitWaTSv25t4PKKXonCdNxaE4swJljUrjrbDousHh+4E0iPVNkEwo1PXEorSm2orlet/29K5nPptSbbecnV0hjIIgYy16kF6yONZakiiCmCzPxPG1qUdKuqcfGqaTGVlayEYzhNFZ1koysQl5rvHDwPlyydC3BB9FOJHN8TGw3VaURcZytUQrGZIlOOzoYHvtyiltP7BerWnbhqgNSolCcb1pyRLPJLecLyuSUyMuwyOKLM00k7JE2RQFbNZrrpyeSS8tz9AqQZuUbbXl+PiICEwmJffvn2PTTGarlKIe/cl8jDR1xZe/+CWe/DM/TLx/wdC1+MFhkgxlak5Pp9y9v8YFqXhEs6GrW7RytM6T2oTF8Xx0kFAMrXizlWWJj1BXFTZN0L6nj4JxK/OS7WaNtRo3WKyxdF2LGlsik0kpppJJhh4cJ4sZbdswm51w5+7FN3Sff8iTlCjWtNHgBlRiQSWjHTxYo7Fa0da1yFd1ZLKYQois7l/Sty1WjZ5RPhLMLukEYtBg4r5PtJu3UgiwdPzSKzW7EOX04TzRvkJGB4/SlnEgapSIS+lJKSFe7Meg/oC2D6E8KKFHi/duEAGIH09vSuC0OsaRVahfud7ocV7QQDuGmdgXqv0OUhPHt2BGldKYdMOAHnl+6IgeTwepjfvXDq5HJ1YYdjGMCTiK8KSH4GpsmqNtSnN+l3IyRacpCgF8Rm3o+04SoZfTakSIFjrNwHt0VqKTBFvOMMWUfrumbzbYrMBHjXaRMAxk5Yy+qXFhgw+aNItstmspaw09BIcb/N5fq+8arE2widA1ms0alMbm6ch8S8SmxQ0EH3BuoGnGHp0dbT4SS2YVOQHXe1Q2JaappBoF2WwmZVQfGPqO4AZsljGbH+P6gbbZin2F99TbLdOjY2yW0WwH/NCirVDGW9+R2MDm4i5JXtJ3HenxKdporj3yKH3XM2wrUiu9ptOza9TVRpA0yoh1d4RFMaEoMtq7d0Fr1sslwXUCxNWGz3z2i0ymOXfvXfCZz3+ZJEl54k1v4C1vfkxYhyjath130nZkMXraTojv3dCJNcrQs9xspe8C2NFLSI1Q2tT1IqhRUNXy888yKbEfFwv6viU1Mi5gtBotV/o9qVzM9+Q0uq3EKZY0x/UDeZpT9zVZVuC8nEhv3r7NtSunFLbg5ku3qKuGyaSgyAuMsRzNZ7StlOy6ToQaKoBSnu16w/HihOXynKaucN5DrMjza/RD4Pad+yhgPp1IoopiU6MBHyJJVrCYa6rGY3Tk+GjOerslz3PqzqNdT910TIqctqvJsxylDVVVcbKYMvQNVbUhySc4N3D16hW6tiPP8j3Mdrm8IE1yGVbuGv7fj/4//MCf+VO8fPs+Q7MlMYZw9YTNpuZi+Rm6fmB+PKceZwiTcXi+61oSYzFJynK54cb1U/q2p2568jwhMSmd68lmR2SJZeh6Ntstx0dzUHB+uWQ6nXKyOOX8/B59V3P/3JPmGb1rSaymaiJ161itarIk/QO3u68XD3WSEjFEwPU9SieYIP0hq7QcR4Oj2mwB2YlOFlP8MLBdbgheQJcB4fYlBlTUIz5e7U8cu76Q1pYYHSi5ye/04nLAkk6SioH4Kpaa2IIEsXpXEBGbEGEN6lcJ2l9N/RuVgWN/SKqPapTBh70UHS3Ov2EY0BiUkh2m79tRhLEr2wnf0I8zJjYqsFKKjN4RtABxFaCCF3GEHjmBg/xZHIc1rmuwWUldNbBLYlbKpMZYTGL3uBqUQucJQ1Ojk5S0LIkohq4HxGAvzafjydHjETRRDA7tFdH3BGVQ+RSrDe3yHikWnWSkSnxpYgDXO2yWMdQbwtBirZR56w6SLMVEJ9SDGNFGMwRZVz3Ov3nv6JuWtJhiUkvX1CJTB8JI1A90qKjJ0jlpatFRWHxJkuD6jjaKz1joKmnAj8rObrsRsUI6Cll8YOh6IprgBoxN0ET6Rm4WXVNh0oTJ/EgGhYOnaWqKWcnQdTTrjnq9IZ/O2G7WZNMSrTVZIX0a5wMnV67R9S3OB7S1zIuczeqS2TwnKMW2bvFBhquVhtnRgs1qSWotWZHS9z19t8EPPV2S8tXnb/G7zz2PUpHj0xOunB6hiVy/foVSJViTinDGyKnaRyFOpIn8LBnn2aazCVleUjUtbujZrleoR68zmZbU28h0NsM5z3q7xQ09Jsu5AizmE9bbLd4L623wYX/K995jxnLbnbt3KfKSSKTIc7HvUAl5kZJUlrbviAHOrp/heukZVXVNmiSkaUaRF3R9LyXTsQrigmMynTKdTLh39w7L7pxJOSXNElCG27dvoXDMJhMSmxDTSNsPKKDpOpHUFxOGrqeptpyeHrGptsznYmA5m03FVbhtiHlGkU/Fq8xI+VQnMhajlAinqm3N0q0xxtL0A33XMZlMKPKMru+wMWVdVWTWcX7nLseLI6rEcn7vHNdtuLhY8ta3Ps7zz99ks23Q0TOfFDivMUBiM5yP6BBIspSbt+9yNJsCHh1FWGIQostmW5GmKfP5jMEHrDVkaYrVhqarR6hwZIiO1XrN2fExy43AEYyCaAQX9Y3Ew52khrH0owVGZDWkeUaRGVzfsVw3oxJPPsiuHag2K/wQRyFDBAP4kZiu5Oau1Kumk0b5d4g7+OyomkNgsHEsjcF4ASpKzXwEjhIh7EhJYyra2b2La5H0wLRK9skuRPl+KsAOGBgZv6bFwVeNEnWFwUWPiQJJVUb4ciH4/feUnuX4vXfv240706GXG/Zof673swtqFIOA8p7QVJgklecbixs6oo9E56TMF6PMgzmP9/Ick0vj3bsBm0/EzNANdFVNGOSEsnvP2lq0zfDBohNF6Ft81+CXFww2EZCsQmCxaYZCYaM08YMb7UnGgU9nDcamo3WGWB6IeGYcHcAToxjPaStGiGhNuxK/LDP2ERWgrUabRMqTWriEzncj1VtYia5v8VoTfUDTo0yyLxdrFWnrjSQkZaR8qAxuqAm+p/cOjcZaMd8MAfohyAzQ+hJtLGlRcHQyI81yOfEGoc9bY8nKkq5txxurwfmI0RaUlF2d67BJhrZSivE+UJZTtNWikmxatEnouo4kK1Emsjg7pq9rmnrL8t5t6XtkOdv1hvO796mbmjf9sSco84yurjFaMTmac+XKKfP5hCTJ8FHRO09mLc71dIOjmCYUhaEOciK9XK45XhyjjRG1rHdMJwVNLSXPvuvEnwxGI8mwt3HflbPTNGM6nXCrqpla4S5Kb8zK5zZA8NKf3ZHZ1+u1yNPTjLrajNUIuScMQ0/bemE4ukjXylzW2dUruF7KkjEEzi/OUTjS0RJGxUjTDfR9y9FsSpKkGKPYbrd0w0AgUFUN/TAwP5pxdHJK17SURYE+UWy3azbbiumkJM9Tehfoh448z6T3lwrDsG4qYhgp7KQibKhqUax2nVD0TeBLzz3Hn3jX91FOShg37adXz+T99Y6bd9eslh2T3KO1ZTabsN405ImhGzqKPCMxM5yPIkXvesq8EDsbP4AP9G2NKURO3nWOummlVK0FZrvZrEch18Bmm5AlGYnSFEnKxWpNVW+/ofv8w52kvJekEj2JNRSpZj7LGXrHclXjfY/Soljpu5ZusyWi8CFixn6Q2IE7QrDEaIhB5MVyAtohlhQuBBkE1q/qDxFR0RNcGD9MYxkOQPl9bylGJTYeKGL04/xIJBo56cSg2blTiSpw9JHSYtuBUgJ4jDu1n6j15DAXxpOXKKEEUCvkY7Ub1Bp3hrtTISPwcmcVsLN+MKklhoEQxxMYwl9jCHKS6h1JOccPougLIVIcX0HKI9Kcd22Hd42IHvoBba14TRnD0HfgZfI/ek/cDTtrDcrQde2YEBKU9tgiQUUtw8CJWL8TwQ0DymhJiE4EAiDeYkr3MO6yu96jvROhhU2kVzJKm13XYG1BOhHVmkz4J+JTNSqezGiWKcnZjQPLnizP6astlpH4kWSYJMW7TpSJLsAI0fRB2JFxtKgwepTRJ4nsKLWRPsqOxB4jru/oXEez2VLM5YRRbbdoo7FJhoqBoZfEWm03NNst2VgmMkbTVGv6qkJbS9eK6lAZTdu0WJtSTqdEInme0Y+0jBiEZZcQ2SyX9G2339VnIx3fO0dWZLiu5uLuXV5uWtbLS0nGWnPt2nXyacHRfMHRLCfLDLOJQF7bpub+IMMX1iYcn5zy3LNf4d3v/l6cc/R9jw/gfKQoCnwMbLZb5vM5RhlkDykwZmPMWHeIe4M+bRR+cDTtQJrl9INQ12NwgrvqHdOJZeil5Ku1Zjqd44sS750MzCYpaTmh2lRYY1EIDHcYeureMZuUrFYbjInkpUFZQ9PWpJmIXk6Oj9EaVqsVaZaKSGIYmE3lNNh2HWUhZJFkMmHdNhRpirGWvJhSVxuquka6D4qmrplfmeKNQRvD/eUajSZNUiKRtu8wBso8o+3EWfx4NqVpaoIbuHvzJkfXbpBYQzeImOHunXtceeQRlssK5gXrbcuNs6MRnhw5ns/phh7vevI8HS3nPTEailyIFtu6xoeaPB97Y1rKpInVdENPnqVMpxMh14cgoh4V6YaWzXLJbDYjTQyL+fQbus8/lElqf3LRlsQqrFFkieLkqKBue+7ev8SNvYRiktP1HX1dicjNQlSBqC14xeB6rErwHpwWlluISnZgOOkJAVoHcfT140lHgVZSElNWGsLKBSJu1PGNlhsYNMP+DBUlwzGmmlFZJrgd+fCImlDUgnE/1Bq9GxuzY+1QASqifBSyc/QjDX5nVOf2JUQ/njoC0jtT2ozXr1E2E7UfMrTrh1bOeQqUSSEEei8gyKg1g1/JTI9J0SahurzElBN8dYnNSuHxdS1D36FtkMl+71DJBN/0KNehdULX9ri+RxuFTQp86Ol7AYcGVY2GeB0mF4CqQ8PgZETAe8ST3aKsJdEpwfXUdTWeLj1d49A6YZoZOheJaSkSGzfgByfDsNbSbGowhqFrybKMGCOpNeRHC/qmZrtekaTiHhyiw5qUppKBZNKUEITz2PYDSZKTJBk6B9829N6jVIIPA4kxQun2G7zSuKYhSROZ9XKB6WxO13csLy8x2hDaLYnWtJsVbduP/maRrCgpp0d7g8Ghb6k2FdvVinK+oOs6aWhPF9jEkk88CulbaC0bgd3JXBsr6+wDMRraroEQMVZjUs10PkPrBa7vaKpaKhbGEKMmTSz1pmfoWiIWbRznlxfoS8VLw/OkqeX4kRt4H4jDwPe9/Y+RpA3dEMZB3Iynf/uL3L13ybu+9x0MQ8ANjg6NM5YQB7bbLUobEUKMTrt911NVjUCSo4xBeO9p64ahdUSvaDopRbdtg1aGrmnAaNpW47wDZVhvKrp2wFgjSrRkJNUoQ1oI684FT9+IA/VydcnQlmRFRnAOC8yOTlivl9StKAZfXi45PTmj7T3tUNM1DZk1KGNom4GqqkmunBFsZLVa0XYDN2/f47HHZJ363lMUmq7tqbpeSp3LtWxubIIhYG3KersGoMhK+r4mRiUeV0lKOhoV/t5Xv8Zy9bt8T1aijELZBGPE/PBiueTRG6d89jO/RzN4zi9WqBPN0XzC5XqFioGj+ZQkMXJv0YYsiVxcXlA0Hb2PLFcV17OU+WzOy7duc3l5n8XRjKPpFGsN5xcXe9Vh1/UEAtPJnOl8LkpNpVkt7772fv4/CRX/d894AOOll17isccee70v4xCHOMQhDvF/GC+++CJveMMb/qePP5RJKoTAs88+y9ve9jZefPFF5vP5631JD22s12see+yxwzp+E+Kwlt+cOKzjNy8e5LWMUeDGN27cGG2Qvn48lOU+rTWPPvooAPP5/IFb/IcxDuv4zYvDWn5z4rCO37x4UNfy6Ojof/ucb8y/9xCHOMQhDnGI1yEOSeoQhzjEIQ7xwMZDm6SyLOOf/JN/MmL2D/FHjcM6fvPisJbfnDis4zcvvh3W8qEUThziEIc4xCG+M+KhPUkd4hCHOMQhvv3jkKQOcYhDHOIQD2wcktQhDnGIQxzigY1DkjrEIQ5xiEM8sPFQJql/9a/+FW9605vI85z3vOc9fPKTn3y9L+mBiv/+3/87f/Ev/kVu3LiBUopf/uVffs3jMUb+8T/+xzzyyCMURcFTTz3Fl770pdc85+Ligp/8yZ9kPp+zWCz4G3/jb7DdfmPU4m+XeP/738+f/JN/ktlsxtWrV/nLf/kv8+yzz77mOW3b8r73vY/T01Om0yl/9a/+Ve7cufOa57zwwgv82I/9GGVZcvXqVf7e3/t7OOe+lW/ldY9f/MVf5B3veMd+qPTJJ5/k137t1/aPH9bxjxa/8Au/gFKKn/u5n9t/7dtuLeNDFh/4wAdimqbx3/ybfxM///nPx7/5N/9mXCwW8c6dO6/3pT0w8au/+qvxH/7Dfxj/43/8jxGIH/zgB1/z+C/8wi/Eo6Oj+Mu//Mvxd37nd+KP//iPxyeeeCI2TbN/zo/+6I/Gd77znfHjH/94/B//43/EN7/5zfEnfuInvsXv5PWNH/mRH4m/9Eu/FD/3uc/FZ555Jv6Fv/AX4uOPPx632+3+OT/90z8dH3vssfjhD384/tZv/Vb8gR/4gfiDP/iD+8edc/Htb397fOqpp+LTTz8df/VXfzWenZ3Fv//3//7r8ZZet/jP//k/x1/5lV+Jzz33XHz22WfjP/gH/yAmSRI/97nPxRgP6/hHiU9+8pPxTW96U3zHO94Rf/Znf3b/9W+3tXzoktT3f//3x/e97337v3vv440bN+L73//+1/GqHtz4/UkqhBCvX78e/+k//af7ry2Xy5hlWfx3/+7fxRhj/MIXvhCB+KlPfWr/nF/7tV+LSqn48ssvf8uu/UGLu3fvRiB+9KMfjTHKuiVJEv/9v//3++d88YtfjED82Mc+FmOUDYPWOt6+fXv/nF/8xV+M8/k8dl33rX0DD1gcHx/Hf/2v//VhHf8Isdls4lve8pb4oQ99KP7wD//wPkl9O67lQ1Xu6/ueT3/60zz11FP7r2mteeqpp/jYxz72Ol7ZwxNf/epXuX379mvW8OjoiPe85z37NfzYxz7GYrHg3e9+9/45Tz31FFprPvGJT3zLr/lBidVqBcDJyQkAn/70pxmG4TVr+da3vpXHH3/8NWv5Pd/zPVy7dm3/nB/5kR9hvV7z+c9//lt49Q9OeO/5wAc+QFVVPPnkk4d1/CPE+973Pn7sx37sNWsG356/kw8VYPb+/ft471+zuADXrl3jd3/3d1+nq3q44vbt2wBfdw13j92+fZurV6++5nFrLScnJ/vnfKdFCIGf+7mf44d+6Id4+9vfDsg6pWnKYrF4zXN//1p+vbXePfadFJ/97Gd58sknaduW6XTKBz/4Qd72trfxzDPPHNbxDxEf+MAH+O3f/m0+9alP/YHHvh1/Jx+qJHWIQ7xe8b73vY/Pfe5z/OZv/ubrfSkPbXz3d383zzzzDKvViv/wH/4DP/VTP8VHP/rR1/uyHqp48cUX+dmf/Vk+9KEPkef5630535J4qMp9Z2dnGGP+gFLlzp07XL9+/XW6qocrduv0v1rD69evc/fu3dc87pzj4uLiO3Kdf+Znfob/8l/+C7/xG7/xGnO269ev0/c9y+XyNc///Wv59dZ699h3UqRpypvf/Gbe9a538f73v593vvOd/PN//s8P6/iHiE9/+tPcvXuX7/u+78Nai7WWj370o/yLf/EvsNZy7dq1b7u1fKiSVJqmvOtd7+LDH/7w/mshBD784Q/z5JNPvo5X9vDEE088wfXr11+zhuv1mk984hP7NXzyySdZLpd8+tOf3j/nIx/5CCEE3vOe93zLr/n1ihgjP/MzP8MHP/hBPvKRj/DEE0+85vF3vetdJEnymrV89tlneeGFF16zlp/97Gdfk/Q/9KEPMZ/Pedvb3vateSMPaIQQ6LrusI5/iHjve9/LZz/7WZ555pn9f+9+97v5yZ/8yf2fv+3W8vVWbvxh4wMf+EDMsiz+23/7b+MXvvCF+Lf+1t+Ki8XiNUqV7/TYbDbx6aefjk8//XQE4j/7Z/8sPv300/H555+PMYoEfbFYxP/0n/5T/MxnPhP/0l/6S19Xgv693/u98ROf+ET8zd/8zfiWt7zlO06C/rf/9t+OR0dH8b/9t/8Wb926tf+vruv9c376p386Pv744/EjH/lI/K3f+q345JNPxieffHL/+E7u++f+3J+LzzzzTPz1X//1eOXKlQdW7vv/V/z8z/98/OhHPxq/+tWvxs985jPx53/+56NSKv7X//pfY4yHdfw/iVer+2L89lvLhy5JxRjjv/yX/zI+/vjjMU3T+P3f//3x4x//+Ot9SQ9U/MZv/EYE/sB/P/VTPxVjFBn6P/pH/yheu3YtZlkW3/ve98Znn332Na9xfn4ef+InfiJOp9M4n8/jX/trfy1uNpvX4d28fvH11hCIv/RLv7R/TtM08e/8nb8Tj4+PY1mW8a/8lb8Sb9269ZrX+drXvhb//J//87Eoinh2dhb/7t/9u3EYhm/xu3l946//9b8e3/jGN8Y0TeOVK1fie9/73n2CivGwjv8n8fuT1LfbWh6sOg5xiEMc4hAPbDxUPalDHOIQhzjEd1YcktQhDnGIQxzigY1DkjrEIQ5xiEM8sHFIUoc4xCEOcYgHNg5J6hCHOMQhDvHAxiFJHeIQhzjEIR7YOCSpQxziEIc4xAMbhyR1iEMc4hCHeGDjkKQOcYhDHOIQD2wcktQhDnGIQxzigY1DkjrEIQ5xiEM8sHFIUoc4xCEOcYgHNv4/JniuQPeBHNYAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "images = []\n", + "\n", + "\n", + "import matplotlib.pyplot as plt\n", + "\n", + "path = f\"{path_to_directory}/{30}.png\"\n", + "image_current = Image.open(path)\n", + "images.append(image_current)\n", + "\n", + "plt.imshow(image_current)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e2e62033", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a3feec57", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "317ae428", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3ff0096b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "dff4ea74", + "metadata": {}, + "source": [ + "#Drafts" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "36ec1b91-415e-4b32-b4dd-198d2bcd7071", + "metadata": {}, + "outputs": [], + "source": [ + "# path1 = \"/nfs/ap/mnt/sxtn/AerialVLN/DATA/rgb_images/val_unseen/301KG0KXAKJZJRV104QUVPLUL5F2HR/0.npy\"\n", + "# path2 = \"/nfs/ap/mnt/sxtn/AerialVLN/DATA/rgb_images/val_unseen/301KG0KXAKJZJRV104QUVPLUL5F2HR/1.npy\"\n", + "\n", + "# url1 = \"https://github.com/haotian-liu/LLaVA/blob/1a91fc274d7c35a9b50b3cb29c4247ae5837ce39/images/llava_v1_5_radar.jpg?raw=true\"\n", + "# url2 = \"https://raw.githubusercontent.com/haotian-liu/LLaVA/main/images/llava_logo.png\"\n", + "\n", + "# # image1 = np.load(path1)\n", + "# # image2 = np.load(path2)\n", + "\n", + "# image1 = Image.open(requests.get(url1, stream=True).raw)\n", + "# image2 = Image.open(requests.get(url2, stream=True).raw)\n", + "\n", + "# # image1 = Image.fromarray(image1.astype('uint8'))\n", + "# # image2 = Image.fromarray(image2.astype('uint8'))\n", + "\n", + "# images = [image1, image2]\n", + "# image_tensors = process_images(images, image_processor, model.config)\n", + "\n", + "# image_tensors = [_image.to(dtype=torch.float16, device=device) for _image in image_tensors]\n", + "\n", + "# instruction = \"Take off, fly through the tower of cable bridge and down to the end of the road. Turn left, fly over the five-floor building with a yellow shop sign and down to the intersection on the left. Head to the park and turn right, fly along the edge of the park. March forward, at the intersection turn right, and finally land in front of the building with a red billboard on its rooftop\"\n", + "# description = \"You are navigating a flying drone based on visual input and instructions. Analyze the current and previous images to determine the correct action to take from the provided options. Use the instruction and the differences between the images to guide your choice.\"\n", + "# conv_template = \"qwen_1_5\"\n", + "\n", + "# question = f\"\"\"\n", + "# [Description] {description} [/Description]\n", + "# [INSTR] {instruction} [/INSTR]\n", + "# [ACTIONS] {DEFAULT_IMAGE_TOKEN} [/ACTIONS]\n", + "# [CurrentScene] {DEFAULT_IMAGE_TOKEN} [/CurrentScene]\n", + "\n", + "# [Choice]\n", + "# 0) STOP\n", + "# 1) MOVE_FORWARD\n", + "# 2) TURN_LEFT\n", + "# 3) TURN_RIGHT\n", + "# 4) GO_UP\n", + "# 5) GO_DOWN\n", + "# 6) MOVE_LEFT\n", + "# 7) MOVE_RIGHT\n", + "# [/Choice]\n", + "# \"\"\"" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "bf7144fd-d759-4861-94ff-a50f628f8138", + "metadata": {}, + "outputs": [], + "source": [ + "# conv = copy.deepcopy(conv_templates[conv_template])\n", + "# conv.append_message(conv.roles[0], question)\n", + "# conv.append_message(conv.roles[1], None)\n", + "# prompt_question = conv.get_prompt()" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "ec6a5d39-76d7-413f-9f3a-f2ab434e2782", + "metadata": {}, + "outputs": [], + "source": [ + "# input_ids = tokenizer_image_token(prompt_question, tokenizer, IMAGE_TOKEN_INDEX, return_tensors=\"pt\").unsqueeze(0).to(device)\n", + "# image_sizes = [image.size for image in images]" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "957a757a", + "metadata": {}, + "outputs": [], + "source": [ + "# cont = model.generate(\n", + "# input_ids,\n", + "# images=image_tensors,\n", + "# image_sizes=image_sizes,\n", + "# do_sample=False,\n", + "# temperature=0,\n", + "# max_new_tokens=4096,\n", + "# )\n", + "# text_outputs = tokenizer.batch_decode(cont, skip_special_tokens=True)\n", + "# print(text_outputs[0])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "502ff31b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "56a7991e", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "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": "3.10.15" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/LLaVA_NEXT_INTERLEAVED_DRAFT.ipynb b/notebooks/LLaVA_NEXT_INTERLEAVED_DRAFT.ipynb new file mode 100644 index 000000000..469cb9cd2 --- /dev/null +++ b/notebooks/LLaVA_NEXT_INTERLEAVED_DRAFT.ipynb @@ -0,0 +1,13057 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Arrival_Understanding\n", + ".\n", + ".\n", + ".\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/auto/home/nareknurijanyan/miniforge3/envs/llava/lib/python3.10/site-packages/tqdm/auto.py:21: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n", + " from .autonotebook import tqdm as notebook_tqdm\n", + "/auto/home/nareknurijanyan/miniforge3/envs/llava/lib/python3.10/site-packages/huggingface_hub/file_download.py:1142: FutureWarning: `resume_download` is deprecated and will be removed in version 1.0.0. Downloads always resume when possible. If you want to force a new download, use `force_download=True`.\n", + " warnings.warn(\n" + ] + } + ], + "source": [ + "import sys\n", + "sys.path.append('../')\n", + "\n", + "from llava.model.builder import load_pretrained_model\n", + "from llava.mm_utils import get_model_name_from_path, process_images, tokenizer_image_token\n", + "from llava.constants import IMAGE_TOKEN_INDEX, DEFAULT_IMAGE_TOKEN, DEFAULT_IM_START_TOKEN, DEFAULT_IM_END_TOKEN, IGNORE_INDEX\n", + "from llava.conversation import conv_templates, SeparatorStyle\n", + "\n", + "import os\n", + "from PIL import Image\n", + "import requests\n", + "import copy\n", + "import torch\n", + "import numpy as np" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "import warnings\n", + "warnings.filterwarnings(\"ignore\", category=UserWarning)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loaded LLaVA model: lmms-lab/llava-next-interleave-qwen-7b\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/auto/home/nareknurijanyan/miniforge3/envs/llava/lib/python3.10/site-packages/huggingface_hub/file_download.py:1142: FutureWarning: `resume_download` is deprecated and will be removed in version 1.0.0. Downloads always resume when possible. If you want to force a new download, use `force_download=True`.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Special tokens have been added in the vocabulary, make sure the associated word embeddings are fine-tuned or trained.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Overwriting config with {'image_aspect_ratio': 'pad'}\n", + "Loading vision tower: google/siglip-so400m-patch14-384\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Loading checkpoint shards: 100%|██████████| 4/4 [00:07<00:00, 1.84s/it]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model Class: LlavaQwenForCausalLM\n" + ] + }, + { + "data": { + "text/plain": [ + "LlavaQwenForCausalLM(\n", + " (model): LlavaQwenModel(\n", + " (embed_tokens): Embedding(151646, 4096)\n", + " (layers): ModuleList(\n", + " (0-31): 32 x Qwen2DecoderLayer(\n", + " (self_attn): Qwen2FlashAttention2(\n", + " (q_proj): Linear(in_features=4096, out_features=4096, bias=True)\n", + " (k_proj): Linear(in_features=4096, out_features=4096, bias=True)\n", + " (v_proj): Linear(in_features=4096, out_features=4096, bias=True)\n", + " (o_proj): Linear(in_features=4096, out_features=4096, bias=False)\n", + " (rotary_emb): Qwen2RotaryEmbedding()\n", + " )\n", + " (mlp): Qwen2MLP(\n", + " (gate_proj): Linear(in_features=4096, out_features=11008, bias=False)\n", + " (up_proj): Linear(in_features=4096, out_features=11008, bias=False)\n", + " (down_proj): Linear(in_features=11008, out_features=4096, bias=False)\n", + " (act_fn): SiLU()\n", + " )\n", + " (input_layernorm): Qwen2RMSNorm()\n", + " (post_attention_layernorm): Qwen2RMSNorm()\n", + " )\n", + " )\n", + " (norm): Qwen2RMSNorm()\n", + " (vision_tower): SigLipVisionTower(\n", + " (vision_tower): SigLipVisionModel(\n", + " (vision_model): SigLipVisionTransformer(\n", + " (embeddings): SigLipVisionEmbeddings(\n", + " (patch_embedding): Conv2d(3, 1152, kernel_size=(14, 14), stride=(14, 14), padding=valid)\n", + " (position_embedding): Embedding(729, 1152)\n", + " )\n", + " (encoder): SigLipEncoder(\n", + " (layers): ModuleList(\n", + " (0-25): 26 x SigLipEncoderLayer(\n", + " (self_attn): SigLipAttention(\n", + " (k_proj): Linear(in_features=1152, out_features=1152, bias=True)\n", + " (v_proj): Linear(in_features=1152, out_features=1152, bias=True)\n", + " (q_proj): Linear(in_features=1152, out_features=1152, bias=True)\n", + " (out_proj): Linear(in_features=1152, out_features=1152, bias=True)\n", + " )\n", + " (layer_norm1): LayerNorm((1152,), eps=1e-06, elementwise_affine=True)\n", + " (mlp): SigLipMLP(\n", + " (activation_fn): PytorchGELUTanh()\n", + " (fc1): Linear(in_features=1152, out_features=4304, bias=True)\n", + " (fc2): Linear(in_features=4304, out_features=1152, bias=True)\n", + " )\n", + " (layer_norm2): LayerNorm((1152,), eps=1e-06, elementwise_affine=True)\n", + " )\n", + " )\n", + " )\n", + " (post_layernorm): LayerNorm((1152,), eps=1e-06, elementwise_affine=True)\n", + " (head): Identity()\n", + " )\n", + " )\n", + " )\n", + " (vision_resampler): IdentityMap()\n", + " (mm_projector): Sequential(\n", + " (0): Linear(in_features=1152, out_features=4096, bias=True)\n", + " (1): GELU(approximate='none')\n", + " (2): Linear(in_features=4096, out_features=4096, bias=True)\n", + " )\n", + " )\n", + " (lm_head): Linear(in_features=4096, out_features=151646, bias=False)\n", + ")" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pretrained = \"lmms-lab/llava-next-interleave-qwen-7b\"\n", + "model_name = \"llava_qwen\"\n", + "device = torch.device(\"cuda:0\")\n", + "device_map = {\"\": device}\n", + "llava_model_args = {\n", + " \"multimodal\": True,\n", + "}\n", + "overwrite_config = {}\n", + "overwrite_config[\"image_aspect_ratio\"] = \"pad\"\n", + "llava_model_args[\"overwrite_config\"] = overwrite_config\n", + "tokenizer, model, image_processor, max_length = load_pretrained_model(pretrained, None, model_name, device_map=device_map, **llava_model_args)\n", + "\n", + "model.to(device)\n", + "model.eval()" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "def files_count(path):\n", + " num_files = len([f for f in os.listdir(path) if os.path.isfile(os.path.join(path, f))])\n", + " return num_files" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "def return_prediction(question):\n", + " conv_template = \"qwen_1_5\"\n", + " conv = copy.deepcopy(conv_templates[conv_template])\n", + " conv.append_message(conv.roles[0], question)\n", + " conv.append_message(conv.roles[1], None)\n", + " prompt_question = conv.get_prompt()\n", + " input_ids = tokenizer_image_token(prompt_question, tokenizer, IMAGE_TOKEN_INDEX, return_tensors=\"pt\").unsqueeze(0).to(device)\n", + " image_sizes = [image.size for image in images]\n", + " cont = model.generate(\n", + " input_ids,\n", + " images=image_tensors,\n", + " image_sizes=image_sizes,\n", + " do_sample=False,\n", + " temperature=0,\n", + " max_new_tokens=4096,\n", + " )\n", + " text_outputs = tokenizer.batch_decode(cont, skip_special_tokens=True)\n", + " print(text_outputs[0])\n", + " return(text_outputs[0])" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", 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"1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n", + "1\n" + ] + } + ], + "source": [ + "path_to_directory = \"/nfs/np/mnt/big/tigrann/AirVLN_Data/val_seen_448x448/3IKDQS3DRMYCD4YN3FXL7EVVUSTCIO\"\n", + "count = files_count(path_to_directory)\n", + "images = []\n", + "actions = []\n", + "instruction = \"lower yourself to street level turn right until facing the road then head straight. at the next corner turn 180 degrees and head straight on the road. at the second intersection turn right onto the bridge and head straight. at the end of the road turn right. at the next intersection turn right. at the mural of the dog on the right turn left 90 degrees and head straight across the water. once on the road again turn right and stop at the first red building on the left.\"\n", + "description = \"You are navigating a flying drone based on visual input and instructions. Analyze the current and previous images to determine whether the current frame that you see is the final destination or not. If the current frame is the final one you should return 1 otherwise the answer should be 0. Use the instruction and the differences between the images to guide your choice. The question is the following. Is this the final location?\"\n", + "\n", + "for i in range(count):\n", + " path = f\"{path_to_directory}/{i}.png\"\n", + " # path = path_to_directory + \"/\" + str(i) + \".png\"\n", + " image_current = Image.open(path)\n", + " images.append(image_current)\n", + " if i + 1 >= 10:\n", + " images_10 = images[-10:]\n", + " image_tensors = process_images(images_10, image_processor, model.config)\n", + " image_tensors = [_image.to(dtype=torch.float16, device=device) for _image in image_tensors]\n", + " image_tokens = \"{DEFAULT_IMAGE_TOKEN}\" * 9\n", + " \n", + " question = f\"\"\"\n", + " [Description] {description} [/Description]\n", + " [INSTR] {instruction} [/INSTR]\n", + " [ACTIONS] {actions} [/ACTIONS]\n", + " [PreviousScenes] {image_tokens} [PreviousScenes]\n", + " [CurrentScene] {DEFAULT_IMAGE_TOKEN} [/CurrentScene]\n", + " \n", + " [Choice]\n", + " 0) NOT_ARRIVED\n", + " 1) ARRIVED\n", + " [/Choice]\n", + " \"\"\" \n", + " actions.append(return_prediction(question))\n", + " \n", + " else:\n", + " images_initial = images[-(i + 1):]\n", + " image_tensors = process_images(images_initial, image_processor, model.config)\n", + " image_tensors = [_image.to(dtype=torch.float16, device=device) for _image in image_tensors]\n", + " image_tokens = \"{DEFAULT_IMAGE_TOKEN}\" * i\n", + "\n", + " question = f\"\"\"\n", + " [Description] {description} [/Description]\n", + " [INSTR] {instruction} [/INSTR]\n", + " [ACTIONS] {actions} [/ACTIONS]\n", + " [PreviousScenes] {image_tokens} [PreviousScenes]\n", + " [CurrentScene] {DEFAULT_IMAGE_TOKEN} [/CurrentScene]\n", + " \n", + " [Choice]\n", + " 0) NOT FINAL\n", + " 1) FINAL\n", + " \"\"\"\n", + " actions.append(return_prediction(question))" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['1', '1', '1', '1', '1', '1', '1', '1', '1', '1', '1', '1', '1', '1', '1', '1', '1', '1', '1', '1', '1', '1', '1', '1', '1', '1', '1', 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"execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "path = f\"{path_to_directory}/{16}.png\"\n", + "image_current = Image.open(path)\n", + "images.append(image_current)\n", + "\n", + "plt.imshow(image_current)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 56, + "metadata": {}, + "outputs": [], + "source": [ + "def accuracy(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for episode_id, path in paths.items():\n", + " gt = ground_truth[episode_id][:n]\n", + " for i in range(n):\n", + " if int(path[i]) == gt[i]:\n", + " C[i] += 1\n", + " return [c / len(paths) for c in C]" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "metadata": {}, + "outputs": [], + "source": [ + "paths = \"~/LLaVA-NeXT-AirVLN/notebooks/val_seen_results_07.json\"\n", + "ground_truth = \"~/LLaVA-NeXT-AirVLN/notebooks/val_seen_gt_07.json\"" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Eval_with_07\n", + "\n", + "\n" + ] + }, + { + "data": { + "text/plain": [ + "['Eval_with_07',\n", + " 'Accuracy_Mean = 0.36228241605745787',\n", + " 'Accuracy_Mean_0_15 = 0.46428571428571436',\n", + " 'Accuracy_Mean_15_END = 0.35387555081886535',\n", + " 'Accuracy_Mean_0_143 = 0.33037374466523584',\n", + " '_']" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import json\n", + "import numpy as np\n", + "\n", + "def accuracy_mean(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k]):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " return np.mean(C)\n", + "\n", + "def accuracy_mean_0_15(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k]):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[:15]\n", + " return np.mean(C)\n", + "\n", + "def accuracy_mean_15_end(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k]):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[15:]\n", + " return np.mean(C)\n", + "\n", + "def accuracy_mean_0_143(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k]):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[:143]\n", + " return np.mean(C)\n", + "\n", + "\n", + "def load_json(file_path):\n", + " with open(file_path, 'r') as f:\n", + " return json.load(f)\n", + "\n", + "paths_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_results_07.json\"\n", + "gt_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_gt_07.json\"\n", + "\n", + "paths = load_json(paths_file)\n", + "ground_truth = load_json(gt_file)\n", + "\n", + "\n", + "max = 0\n", + "\n", + "for path in paths.items():\n", + " if max < len(path[1]):\n", + " max = len(path[1])\n", + "\n", + "\n", + "# Calculate accuracy for each step\n", + "n_steps = max # Modify as necessary to handle paths with up to 150 steps\n", + "accuracy_mean = accuracy_mean(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_0_15 = accuracy_mean_0_15(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_15_end = accuracy_mean_15_end(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_0_143 = accuracy_mean_0_143(paths, ground_truth, n=n_steps)\n", + "\n", + "print(\"Eval_with_07\")\n", + "print(\"\\n\")\n", + "# Print the accuracy per step\n", + "#for i, acc in enumerate(accuracy_per_step):\n", + "# print(f\"Step {i+1}: Accuracy = {acc:.4f}\")\n", + "\n", + "results = []\n", + "results.append(f\"Eval_with_07\")\n", + "results.append(f\"Accuracy_Mean = {accuracy_mean}\")\n", + "results.append(f\"Accuracy_Mean_0_15 = {accuracy_mean_0_15}\")\n", + "results.append(f\"Accuracy_Mean_15_END = {accuracy_mean_15_end}\")\n", + "results.append(f\"Accuracy_Mean_0_143 = {accuracy_mean_0_143}\")\n", + "results.append(f\"_\")\n", + "results\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['Eval_with_07',\n", + " 'Accuracy_Mean = 0.36228241605745787',\n", + " 'Accuracy_Mean_0_15 = 0.46428571428571436',\n", + " 'Accuracy_Mean_15_END = 0.35387555081886535',\n", + " 'Accuracy_Mean_0_143 = 0.33037374466523584',\n", + " '_',\n", + " 'Eval_with_18',\n", + " 'Accuracy_Mean = 0.11778666143482185',\n", + " 'Accuracy_Mean_0_15 = 0.27619047619047615',\n", + " 'Accuracy_Mean_15_END = 0.10473140197693824',\n", + " 'Accuracy_Mean_0_143 = 0.10099347930598',\n", + " '_']" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import json\n", + "\n", + "def accuracy_mean(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k] + 1):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " return np.mean(C)\n", + "\n", + "def accuracy_mean_0_15(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k] + 1):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[:15]\n", + " return np.mean(C)\n", + "\n", + "def accuracy_mean_15_end(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k] + 1):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[15:]\n", + " return np.mean(C)\n", + "\n", + "def accuracy_mean_0_143(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k] + 1):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[:143]\n", + " return np.mean(C)\n", + "\n", + "\n", + "# Load the paths (predictions) and ground truth from JSON files\n", + "def load_json(file_path):\n", + " with open(file_path, 'r') as f:\n", + " return json.load(f)\n", + "\n", + "paths_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_results_18.json\"\n", + "gt_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_gt_18.json\"\n", + "\n", + "paths = load_json(paths_file)\n", + "ground_truth = load_json(gt_file)\n", + "\n", + "\n", + "max = 0\n", + "\n", + "for path in paths.items():\n", + " if max < len(path[1]):\n", + " max = len(path[1])\n", + "\n", + "# # Calculate accuracy for each step\n", + "# n_steps = max # Modify as necessary to handle paths with up to 150 steps\n", + "# accuracy_per_step = accuracy(paths, ground_truth, n=n_steps)\n", + "\n", + "\n", + "# print(\"Eval_with_18\")\n", + "# print(\"\\n\")\n", + "# # Print the accuracy per step\n", + "# for i, acc in enumerate(accuracy_per_step):\n", + "# print(f\"Step {i+1}: Accuracy = {acc:.4f}\")\n", + "\n", + "\n", + "accuracy_mean = accuracy_mean(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_0_15 = accuracy_mean_0_15(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_15_end = accuracy_mean_15_end(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_0_143 = accuracy_mean_0_143(paths, ground_truth, n=n_steps)\n", + "\n", + "# Print the accuracy per step\n", + "#for i, acc in enumerate(accuracy_per_step):\n", + "# print(f\"Step {i+1}: Accuracy = {acc:.4f}\")\n", + "\n", + "results.append(f\"Eval_with_18\")\n", + "results.append(f\"Accuracy_Mean = {accuracy_mean}\")\n", + "results.append(f\"Accuracy_Mean_0_15 = {accuracy_mean_0_15}\")\n", + "results.append(f\"Accuracy_Mean_15_END = {accuracy_mean_15_end}\")\n", + "results.append(f\"Accuracy_Mean_0_143 = {accuracy_mean_0_143}\")\n", + "results.append(f\"_\")\n", + "results" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "197\n" + ] + } + ], + "source": [ + "max = 0\n", + "\n", + "for path in paths.items():\n", + " if max < len(path[1]):\n", + " max = len(path[1])\n", + "\n", + "print(max)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "56" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "len(paths.items())" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'39OWYR0EPTP8S0UVO2ERQR5AHEQFYA': [2,\n", + " 2,\n", + " 2,\n", + " 2,\n", + " 4,\n", + " 2,\n", + " 1,\n", + " 1,\n", + " 5,\n", + " 5,\n", + " 1,\n", + " 5,\n", + " 5,\n", + " 5,\n", + " 1,\n", + " 5,\n", + " 5,\n", + " 3,\n", + " 3,\n", + " 5,\n", + " 1,\n", + " 5,\n", + " 5,\n", + " 5,\n", + " 5,\n", + " 5,\n", + " 1,\n", + " 5,\n", + " 5,\n", + " 5,\n", + " 5,\n", + " 5,\n", + " 5,\n", + " 1,\n", + " 5,\n", + " 2,\n", + " 2,\n", + " 2,\n", + " 2,\n", + " 2,\n", + " 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"execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "import json\n", + "\n", + "translate = {\"A\" : 0,\n", + " \"B\" : 1,\n", + " \"C\" : 2,\n", + " \"D\" : 3,\n", + " \"E\" : 4,\n", + " \"F\" : 5,\n", + " \"G\" : 6,\n", + " \"H\" : 7 \n", + " }\n", + "\n", + "# Load the paths (predictions) and ground truth from JSON files\n", + "def load_json(file_path):\n", + " with open(file_path, 'r') as f:\n", + " return json.load(f)\n", + "\n", + "paths_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_results_ah.json\"\n", + "gt_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_gt_ah.json\"\n", + "\n", + "paths = load_json(paths_file)\n", + "ground_truth = load_json(gt_file)\n", + "\n", + "# Calculate accuracy for each step" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "translate[\"A\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'39OWYR0EPTP8S0UVO2ERQR5AHEQFYA': ['E', 'C', 'C', 'C', 'C', 'C', 'C', 'C', 'B', 'B', 'B', 'B', 'B', 'B', 'C', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'C', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'D', 'C', 'C', 'C', 'C', 'C', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B'], '31Z0PCVWUTDZWLGVWDTGUI0ES46T7W': ['E', 'E', 'D', 'C', 'C', 'D', 'D', 'D', 'D', 'D', 'B', 'B', 'B', 'C', 'D', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'D', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 'B', 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+ "outputs": [], + "source": [ + "# def accuracy(paths, ground_truth, n=5):\n", + "# # Initialize a list to store correct counts per step\n", + "# C = [0] * n\n", + "# for episode_id, path in paths.items():\n", + "# gt = ground_truth[episode_id][:n]\n", + "# # Compare predictions with ground truth for each step\n", + "# for i in range(n):\n", + "# if len(path[i]) > 1:\n", + "# if translate[path[i][0]] == gt[i]:\n", + "# C[i] += 1\n", + "# elif translate[path[i]] == gt[i]:\n", + "# C[i] += 1\n", + "# return [c / len(paths) for c in C]\n", + "\n", + "def accuracy_mean(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if translate[path[k][0]] == (gt[k]):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " return np.mean(C)\n", + "\n", + "def accuracy_mean_0_15(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if translate[path[k][0]] == (gt[k]):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[:15]\n", + " return np.mean(C)\n", + "\n", + "def accuracy_mean_15_end(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if translate[path[k][0]] == (gt[k]):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[15:]\n", + " return np.mean(C)\n", + "\n", + "def accuracy_mean_0_143(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if translate[path[k][0]] == (gt[k]):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[:143]\n", + " return np.mean(C)\n", + "\n", + "\n", + "\n", + "paths_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_results_ah.json\"\n", + "gt_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_gt_ah.json\"\n", + "\n", + "paths = load_json(paths_file)\n", + "ground_truth = load_json(gt_file)\n", + "\n", + "\n", + "max = 0\n", + "\n", + "for path in paths.items():\n", + " if max < len(path[1]):\n", + " max = len(path[1])\n", + "\n", + "# Calculate accuracy for each step\n", + "n_steps = max # Modify as necessary to handle paths with up to 150 steps\n", + "#accuracy_per_step = accuracy(paths, ground_truth, n=n_steps)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "# print(\"Eval_with_AH\")\n", + "# print(\"\\n\")\n", + "# # Print the accuracy per step\n", + "# for i, acc in enumerate(accuracy_per_step):\n", + "# print(f\"Step {i+1}: Accuracy = {acc:.4f}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "accuracy_mean = accuracy_mean(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_0_15 = accuracy_mean_0_15(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_15_end = accuracy_mean_15_end(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_0_143 = accuracy_mean_0_143(paths, ground_truth, n=n_steps)\n", + "\n", + "\n", + "results.append(f\"Eval_with_AH\")\n", + "results.append(f\"Accuracy_Mean = {accuracy_mean}\")\n", + "results.append(f\"Accuracy_Mean_0_15 = {accuracy_mean_0_15}\")\n", + "results.append(f\"Accuracy_Mean_15_END = {accuracy_mean_15_end}\")\n", + "results.append(f\"Accuracy_Mean_0_143 = {accuracy_mean_0_143}\")\n", + "results.append(f\"_\")" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['Eval_with_07',\n", + " 'Accuracy_Mean = 0.36228241605745787',\n", + " 'Accuracy_Mean_0_15 = 0.46428571428571436',\n", + " 'Accuracy_Mean_15_END = 0.35387555081886535',\n", + " 'Accuracy_Mean_0_143 = 0.33037374466523584',\n", + " '_',\n", + " 'Eval_with_18',\n", + " 'Accuracy_Mean = 0.11778666143482185',\n", + " 'Accuracy_Mean_0_15 = 0.27619047619047615',\n", + " 'Accuracy_Mean_15_END = 0.10473140197693824',\n", + " 'Accuracy_Mean_0_143 = 0.10099347930598',\n", + " '_',\n", + " 'Eval_with_AH',\n", + " 'Accuracy_Mean = 0.3445331473601761',\n", + " 'Accuracy_Mean_0_15 = 0.48214285714285704',\n", + " 'Accuracy_Mean_15_END = 0.3331916877627024',\n", + " 'Accuracy_Mean_0_143 = 0.3112499602494335',\n", + " '_']" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "results" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Eval_with_07\n", + "\n", + "\n" + ] + }, + { + "data": { + "text/plain": [ + "['Eval_with_last_15',\n", + " 'Micro_Average = 0.40226082161566035',\n", + " 'Accuracy_Mean = 0.38611681376335916',\n", + " 'Accuracy_Mean_0_15 = 0.4160642570281124',\n", + " 'Accuracy_Mean_15_END = 0.38438907665193106',\n", + " 'Accuracy_Mean_0_143 = 0.3967442977308213',\n", + " '_']" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import json\n", + "import numpy as np\n", + "\n", + "def micro_average(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " total = 0\n", + "\n", + " for _, path in paths.items():\n", + " total += len(path)\n", + "\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k]):\n", + " C[k] += 1\n", + " return sum(C) / total\n", + "\n", + "def accuracy_mean(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k]):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " return np.mean(C)\n", + "\n", + "def accuracy_mean_0_15(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k]):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[:15]\n", + " return np.mean(C)\n", + "\n", + "def accuracy_mean_15_end(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k]):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[15:]\n", + " return np.mean(C)\n", + "\n", + "def accuracy_mean_0_143(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k]):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[:143]\n", + " return np.mean(C)\n", + "\n", + "\n", + "def load_json(file_path):\n", + " with open(file_path, 'r') as f:\n", + " return json.load(f)\n", + "\n", + "paths_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_results_last_15.json\"\n", + "gt_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_gt_last_15.json\"\n", + "\n", + "paths = load_json(paths_file)\n", + "ground_truth = load_json(gt_file)\n", + "\n", + "\n", + "max = 0\n", + "\n", + "for path in paths.items():\n", + " if max < len(path[1]):\n", + " max = len(path[1])\n", + "\n", + "\n", + "n_steps = max\n", + "micro_average_ = micro_average(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_ = accuracy_mean(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_0_15_ = accuracy_mean_0_15(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_15_end_ = accuracy_mean_15_end(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_0_143_ = accuracy_mean_0_143(paths, ground_truth, n=n_steps)\n", + "\n", + "print(\"Eval_with_07\")\n", + "print(\"\\n\")\n", + "# Print the accuracy per step\n", + "#for i, acc in enumerate(accuracy_per_step):\n", + "# print(f\"Step {i+1}: Accuracy = {acc:.4f}\")\n", + "\n", + "results = []\n", + "results.append(f\"Eval_with_last_15\")\n", + "results.append(f\"Micro_Average = {micro_average_}\")\n", + "results.append(f\"Accuracy_Mean = {accuracy_mean_}\")\n", + "results.append(f\"Accuracy_Mean_0_15 = {accuracy_mean_0_15_}\")\n", + "results.append(f\"Accuracy_Mean_15_END = {accuracy_mean_15_end_}\")\n", + "results.append(f\"Accuracy_Mean_0_143 = {accuracy_mean_0_143_}\")\n", + "results.append(f\"_\")\n", + "results\n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.3949150223099533" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "def accuracy_path_level(paths, ground_truth):\n", + " list_result = []\n", + " for episode_id, path in paths.items():\n", + " gt = ground_truth[episode_id]\n", + " count = 0\n", + " for k in range(len(path)):\n", + " if int(path[k]) == (gt[k]):\n", + " count += 1\n", + " list_result.append(count / len(path))\n", + " return list_result\n", + "\n", + "np.mean(accuracy_path_level(paths, ground_truth))" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Eval_with_07\n", + "\n", + "\n" + ] + }, + { + "data": { + "text/plain": [ + "['Eval_with_last_15',\n", + " 'Micro_Average = 0.40226082161566035',\n", + " 'Accuracy_Mean = 0.38611681376335916',\n", + " 'Accuracy_Mean_0_15 = 0.4160642570281124',\n", + " 'Accuracy_Mean_15_END = 0.38438907665193106',\n", + " 'Accuracy_Mean_0_143 = 0.3967442977308213',\n", + " '_',\n", + " 'Eval_with_uniform',\n", + " 'Micro_Average = 0.4014949606347456',\n", + " 'Accuracy_Mean = 0.3819062421720819',\n", + " 'Accuracy_Mean_0_15 = 0.41465863453815266',\n", + " 'Accuracy_Mean_15_END = 0.3800166810740393',\n", + " 'Accuracy_Mean_0_143 = 0.39509662799693523',\n", + " '_']" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "\n", + "paths_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_results_uniform_15.json\"\n", + "gt_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_gt_uniform_15.json\"\n", + "\n", + "paths = load_json(paths_file)\n", + "ground_truth = load_json(gt_file)\n", + "\n", + "max = 0\n", + "\n", + "for path in paths.items():\n", + " if max < len(path[1]):\n", + " max = len(path[1])\n", + "\n", + "\n", + "n_steps = max\n", + "micro_average_ = micro_average(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_ = accuracy_mean(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_0_15_ = accuracy_mean_0_15(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_15_end_ = accuracy_mean_15_end(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_0_143_ = accuracy_mean_0_143(paths, ground_truth, n=n_steps)\n", + "\n", + "print(\"Eval_with_07\")\n", + "print(\"\\n\")\n", + "# Print the accuracy per step\n", + "#for i, acc in enumerate(accuracy_per_step):\n", + "# print(f\"Step {i+1}: Accuracy = {acc:.4f}\")\n", + "\n", + "results.append(f\"Eval_with_uniform\")\n", + "results.append(f\"Micro_Average = {micro_average_}\")\n", + "results.append(f\"Accuracy_Mean = {accuracy_mean_}\")\n", + "results.append(f\"Accuracy_Mean_0_15 = {accuracy_mean_0_15_}\")\n", + "results.append(f\"Accuracy_Mean_15_END = {accuracy_mean_15_end_}\")\n", + "results.append(f\"Accuracy_Mean_0_143 = {accuracy_mean_0_143_}\")\n", + "results.append(f\"_\")\n", + "results\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.3947935756170417" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.mean(accuracy_path_level(paths, ground_truth))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Eval_with_07\n", + "\n", + "\n" + ] + }, + { + "data": { + "text/plain": [ + "['Eval_with_last_15',\n", + " 'Micro_Average = 0.40226082161566035',\n", + " 'Accuracy_Mean = 0.38611681376335916',\n", + " 'Accuracy_Mean_0_15 = 0.4160642570281124',\n", + " 'Accuracy_Mean_15_END = 0.38438907665193106',\n", + " 'Accuracy_Mean_0_143 = 0.3967442977308213',\n", + " '_',\n", + " 'Eval_with_uniform',\n", + " 'Micro_Average = 0.4014949606347456',\n", + " 'Accuracy_Mean = 0.3819062421720819',\n", + " 'Accuracy_Mean_0_15 = 0.41465863453815266',\n", + " 'Accuracy_Mean_15_END = 0.3800166810740393',\n", + " 'Accuracy_Mean_0_143 = 0.39509662799693523',\n", + " '_',\n", + " 'Eval_with_exp',\n", + " 'Micro_Average = 0.39944245320589405',\n", + " 'Accuracy_Mean = 0.3781536482106399',\n", + " 'Accuracy_Mean_0_15 = 0.43012048192771085',\n", + " 'Accuracy_Mean_15_END = 0.3751555616500396',\n", + " 'Accuracy_Mean_0_143 = 0.39259650289557413',\n", + " '_']" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "\n", + "paths_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_results_exp_15.json\"\n", + "gt_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_gt_exp_15.json\"\n", + "\n", + "paths = load_json(paths_file)\n", + "ground_truth = load_json(gt_file)\n", + "\n", + "max = 0\n", + "\n", + "for path in paths.items():\n", + " if max < len(path[1]):\n", + " max = len(path[1])\n", + "\n", + "\n", + "n_steps = max\n", + "micro_average_ = micro_average(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_ = accuracy_mean(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_0_15_ = accuracy_mean_0_15(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_15_end_ = accuracy_mean_15_end(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_0_143_ = accuracy_mean_0_143(paths, ground_truth, n=n_steps)\n", + "\n", + "print(\"Eval_with_07\")\n", + "print(\"\\n\")\n", + "# Print the accuracy per step\n", + "#for i, acc in enumerate(accuracy_per_step):\n", + "# print(f\"Step {i+1}: Accuracy = {acc:.4f}\")\n", + "\n", + "results.append(f\"Eval_with_exp\")\n", + "results.append(f\"Micro_Average = {micro_average_}\")\n", + "results.append(f\"Accuracy_Mean = {accuracy_mean_}\")\n", + "results.append(f\"Accuracy_Mean_0_15 = {accuracy_mean_0_15_}\")\n", + "results.append(f\"Accuracy_Mean_15_END = {accuracy_mean_15_end_}\")\n", + "results.append(f\"Accuracy_Mean_0_143 = {accuracy_mean_0_143_}\")\n", + "results.append(f\"_\")\n", + "results\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0.39365233938685945" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.mean(accuracy_path_level(paths, ground_truth))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import json\n", + "\n", + "\n", + "\n", + "def accuracy(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k] + 1):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " return C\n", + "\n", + "# Load the paths (predictions) and ground truth from JSON files\n", + "def load_json(file_path):\n", + " with open(file_path, 'r') as f:\n", + " return json.load(f)\n", + "\n", + "paths_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_results_18.json\"\n", + "gt_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_gt_18.json\"\n", + "\n", + "paths = load_json(paths_file)\n", + "ground_truth = load_json(gt_file)\n", + "\n", + "\n", + "max = 0\n", + "\n", + "for path in paths.items():\n", + " if max < len(path[1]):\n", + " max = len(path[1])\n", + "\n", + "# Calculate accuracy for each step\n", + "n_steps = max # Modify as necessary to handle paths with up to 150 steps\n", + "accuracy_per_step = accuracy(paths, ground_truth, n=n_steps)\n", + "\n", + "\n", + "print(\"Eval_with_18\")\n", + "print(\"\\n\")\n", + "# Print the accuracy per step\n", + "for i, acc in enumerate(accuracy_per_step):\n", + " print(f\"Step {i+1}: Accuracy = {acc:.4f}\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "translate = {\"A\" : 0,\n", + " \"B\" : 1,\n", + " \"C\" : 2,\n", + " \"D\" : 3,\n", + " \"E\" : 4,\n", + " \"F\" : 5,\n", + " \"G\" : 6,\n", + " \"H\" : 7 \n", + " }\n", + "\n", + "\"AO\" in translate.keys()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "2" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "translate[\"C\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "acceped_patterns = [\"0\", \"1\", \"2\", \"3\", \"4\", \"5\", \"6\", \"7\"]\n" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "True" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "\"1\" in acceped_patterns" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['1', '6']" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "acceped_patterns[1:8:5]" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "3" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "46//15" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "l = [i for i in range(100)]" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[6, 11, 16, 21, 26, 31, 36, 41, 46, 51, 56, 61, 66, 71, 76]" + ] + }, + "execution_count": 79, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "i = 76\n", + "l[i - 14 * (i // 15) : i + 1 : i // 15]" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[1, 1.2, 1.44, 1.728, 2.0736, 2.48832, 2.9859839999999997, 3.5831807999999996, 4.299816959999999, 5.159780351999999]\n" + ] + } + ], + "source": [ + "def generate_exponential_sequence(start, length, rate):\n", + " sequence = [start]\n", + " for _ in range(1, length):\n", + " next_value = sequence[-1] * rate\n", + " sequence.append(next_value)\n", + " return sequence\n", + "\n", + "# Example usage\n", + "start_value = 1 # starting value of the sequence\n", + "sequence_length = 10 # number of elements in the sequence\n", + "increase_rate = 1.2 # rate of increase (e.g., 2 means the next value is 2x the previous one)\n", + "\n", + "sequence = generate_exponential_sequence(start_value, sequence_length, increase_rate)\n", + "print(sequence)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[1, 2, 4, 8, 16, 32, 64]\n" + ] + } + ], + "source": [ + "def generate_exponential_sequence_in_range(lower_bound, upper_bound, rate):\n", + " sequence = []\n", + " value = lower_bound\n", + "\n", + " while value <= upper_bound:\n", + " sequence.append(value)\n", + " value *= rate\n", + " \n", + " return sequence\n", + "\n", + "# Example usage\n", + "lower_bound = 1 # lower bound of the sequence\n", + "upper_bound = 100 # upper bound of the sequence\n", + "increase_rate = 2 # rate of increase (e.g., 2 means the next value is 2x the previous one)\n", + "\n", + "sequence = generate_exponential_sequence_in_range(lower_bound, upper_bound, increase_rate)\n", + "print(sequence)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 149, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "\n", + "def exp_sequence(upper_bound):\n", + " def generate_exponential_sequence_with_count(lower_bound, upper_bound, num_values):\n", + " rate = (upper_bound / lower_bound) ** (1 / (num_values - 1))\n", + " sequence = [int(round(upper_bound + 1 - lower_bound * (rate ** i), 0)) for i in range(num_values)]\n", + " return sequence\n", + " lower_bound = 1 \n", + " num_values = 15\n", + " sequence = generate_exponential_sequence_with_count(lower_bound, upper_bound, num_values)\n", + " sequence = list(set(sequence))\n", + " current = upper_bound\n", + " while len(sequence) < num_values:\n", + " if current in sequence:\n", + " current -= 1\n", + " else:\n", + " sequence.append(current)\n", + " sequence.sort()\n", + " return sequence\n", + "\n", + "up_b = 200\n", + "nums = [i for i in range(up_b)]\n", + "indices = exp_sequence(up_b)\n", + "selected_elements = [nums[i - 1] for i in indices]\n" + ] + }, + { + "cell_type": "code", + "execution_count": 147, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[1, 64, 107, 137, 157, 171, 180, 187, 191, 194, 196, 197, 198, 199, 200]\n" + ] + } + ], + "source": [ + "print(exp_sequence(up_b))" + ] + }, + { + "cell_type": "code", + "execution_count": 150, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[0, 63, 106, 136, 156, 170, 179, 186, 190, 193, 195, 196, 197, 198, 199]" + ] + }, + "execution_count": 150, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "selected_elements" + ] + }, + { + "cell_type": "code", + "execution_count": 136, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import json\n", + "import numpy as np\n", + "\n", + "def micro_average(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " total = 0\n", + "\n", + " for _, path in paths.items():\n", + " total += len(path)\n", + "\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k]):\n", + " C[k] += 1\n", + " return sum(C) / total\n", + "\n", + "def accuracy_mean(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k]):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " return np.mean(C)\n", + "\n", + "def accuracy_mean_0_15(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k]):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[:15]\n", + " return np.mean(C)\n", + "\n", + "def accuracy_mean_15_end(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k]):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[15:]\n", + " return np.mean(C)\n", + "\n", + "def accuracy_mean_0_143(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k]):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[:143]\n", + " return np.mean(C)\n", + "\n", + "\n", + "def load_json(file_path):\n", + " with open(file_path, 'r') as f:\n", + " return json.load(f)\n", + "\n", + "paths_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_results_last_15.json\"\n", + "gt_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/notebooks/val_seen_gt_last_15.json\"\n", + "\n", + "paths = load_json(paths_file)\n", + "ground_truth = load_json(gt_file)\n", + "\n", + "\n", + "max = 0\n", + "\n", + "for path in paths.items():\n", + " if max < len(path[1]):\n", + " max = len(path[1])\n", + "\n", + "\n", + "n_steps = max\n", + "micro_average_ = micro_average(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_ = accuracy_mean(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_0_15_ = accuracy_mean_0_15(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_15_end_ = accuracy_mean_15_end(paths, ground_truth, n=n_steps)\n", + "accuracy_mean_0_143_ = accuracy_mean_0_143(paths, ground_truth, n=n_steps)\n", + "\n", + "print(\"Eval_with_07\")\n", + "print(\"\\n\")\n", + "# Print the accuracy per step\n", + "#for i, acc in enumerate(accuracy_per_step):\n", + "# print(f\"Step {i+1}: Accuracy = {acc:.4f}\")\n", + "\n", + "results = []\n", + "results.append(f\"Eval_with_last_15\")\n", + "results.append(f\"Micro_Average = {micro_average_}\")\n", + "results.append(f\"Accuracy_Mean = {accuracy_mean_}\")\n", + "results.append(f\"Accuracy_Mean_0_15 = {accuracy_mean_0_15_}\")\n", + "results.append(f\"Accuracy_Mean_15_END = {accuracy_mean_15_end_}\")\n", + "results.append(f\"Accuracy_Mean_0_143 = {accuracy_mean_0_143_}\")\n", + "results.append(f\"_\")\n", + "results\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "import json\n", + "import numpy as np\n", + "from tqdm import tqdm\n", + "\n", + "def load_json(file_path):\n", + " with open(file_path, 'r') as f:\n", + " return json.load(f)\n", + "\n", + "def accuracy_0_15(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(path[k]) == (gt[k]):\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[:15]\n", + " return C\n", + "\n", + "def accuracy_only_up(paths, ground_truth, n=5):\n", + " C = [0] * n\n", + " for k in range(n):\n", + " for episode_id, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " if int(gt[k]) == 4:\n", + " C[k] += 1\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[:15]\n", + " return C\n", + "\n", + "def accuracy_popular_move(paths, populars, n=5):\n", + " C = [0] * n\n", + " \n", + " for k in range(n):\n", + " for _, path in paths.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " if int(path[k]) == int(populars[k]):\n", + " C[k] += 1\n", + "\n", + " # print(C)\n", + "\n", + " for j in range(n):\n", + " count = 0\n", + " for _ , path in paths.items():\n", + " if len(path) >= j + 1:\n", + " count += 1\n", + " C[j] = C[j] / count\n", + " C = np.array(C)\n", + " C = C[:15]\n", + " return C" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "100%|██████████| 10113/10113 [00:00<00:00, 1149200.66it/s]\n" + ] + } + ], + "source": [ + "train_file = \"/nfs/np/mnt/big/tigrann/AirVLN_Data/data/aerialvln-s/train.json\"\n", + "with open(train_file, 'r') as f:\n", + " data = json.load(f)['episodes']\n", + "\n", + "paths, gt_paths = {}, {}\n", + "for episode in tqdm(data):\n", + " instruction, trajectory_id = episode['instruction']['instruction_text'], episode['trajectory_id']\n", + " scene_id = episode['scene_id']\n", + " # if not os.path.isdir(f'{folder}/{trajectory_id}'):\n", + " # continue\n", + " actions = episode['actions']\n", + " gt_paths[episode['episode_id']] = actions\n", + " \n", + "def popular_steps(ground_truth, n=5):\n", + " C = [0] * n\n", + " \n", + " for k in range(n):\n", + " populars = [0] * 8\n", + " for episode_id, path in ground_truth.items():\n", + " if len(path) < k + 1:\n", + " pass\n", + " else:\n", + " gt = ground_truth[episode_id]\n", + " populars[int(gt[k])] += 1\n", + " pop_move = np.argmax(populars)\n", + " C[k] = pop_move\n", + " return(C)\n", + "\n", + "max = 0\n", + "for path in gt_paths.items():\n", + " if max < len(path[1]):\n", + " max = len(path[1])\n", + "\n", + "n_steps = max\n", + "pop_move = popular_steps(gt_paths, n=n_steps)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([0.68975904, 0.52108434, 0.40963855, 0.27409639, 0.32831325,\n", + " 0.31927711, 0.29518072, 0.30722892, 0.34638554, 0.44578313,\n", + " 0.45783133, 0.49698795, 0.46987952, 0.46084337, 0.49698795])" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "paths_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/evals/outputs/val_seen_last_15_results.json\"\n", + "gt_file = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/evals/outputs/val_seen_last_15_gt.json\"\n", + "\n", + "paths = load_json(paths_file)\n", + "ground_truth = load_json(gt_file)\n", + "\n", + "max = 0\n", + "for path in paths.items():\n", + " if max < len(path[1]):\n", + " max = len(path[1])\n", + "\n", + "n_steps = max\n", + "accuracy_0_15_ = accuracy_0_15(paths, ground_truth, n=n_steps)\n", + "accuracy_only_up_ = accuracy_only_up(paths, ground_truth, n=n_steps)\n", + "accuracy_popular_move_ = accuracy_popular_move(ground_truth, pop_move, n=n_steps)\n", + "accuracy_popular_move_" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "paths_uniform = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/evals/outputs/val_seen_uniform_15_results.json\"\n", + "gt_uniform = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/evals/outputs/val_seen_uniform_15_gt.json\" \n", + "paths_exp = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/evals/outputs/val_seen_exp_15_results.json\"\n", + "gt_exp = \"/auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN/evals/outputs/val_seen_exp_15_gt.json\" \n", + "\n", + "paths_uniform = load_json(paths_uniform)\n", + "gt_uniform = load_json(gt_uniform)\n", + "paths_exp = load_json(paths_exp)\n", + "gt_exp = load_json(gt_exp)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [], + "source": [ + "accuracy_unif_15_ = accuracy_0_15(paths_uniform, gt_uniform, n=n_steps)\n", + "accuracy_only_up_u_ = accuracy_only_up(paths_uniform, gt_uniform, n=n_steps)\n", + "accuracy_exp_15_ = accuracy_0_15(paths_exp, gt_exp, n=n_steps)\n", + "accuracy_only_up_e_ = accuracy_only_up(paths_exp, gt_exp, n=n_steps)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "steps = range(1, 16)\n", + "fig, ax = plt.subplots()\n", + "opacity = 0.8\n", + "bar_width = 0.2\n", + "\n", + "rects1 = ax.bar(steps, accuracy_0_15_, bar_width,\n", + " alpha=opacity, color='b',\n", + " label='LLaVa-InterLeave')\n", + "\n", + "rects2 = ax.bar([x + bar_width for x in steps], accuracy_only_up_, bar_width,\n", + " alpha=opacity, color='r',\n", + " label='Only \\'GO UP\\'')\n", + "\n", + "rects3 = ax.bar([x + 2 * bar_width for x in steps], accuracy_popular_move_, bar_width,\n", + " alpha=opacity, color='g',\n", + " label='Popular Move in ')\n", + "\n", + "ax.set_xlabel('Step')\n", + "ax.set_ylabel('Accuracy')\n", + "ax.set_title('Accuracy Comparison Last 15')\n", + "ax.set_xticks([x + bar_width for x in steps])\n", + "ax.set_xticklabels(steps)\n", + "ax.legend()\n", + "\n", + "plt.savefig(\"accuracy_comparison_last_15_015.png\", format='png', dpi=300)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "steps = range(1, 16)\n", + "fig, ax = plt.subplots()\n", + "opacity = 0.8\n", + "bar_width = 0.2\n", + "\n", + "rects1 = ax.bar(steps, accuracy_unif_15_, bar_width,\n", + " alpha=opacity, color='b',\n", + " label='LLaVa-InterLeave')\n", + "\n", + "rects2 = ax.bar([x + bar_width for x in steps], accuracy_only_up_u_, bar_width,\n", + " alpha=opacity, color='r',\n", + " label='Only \\'GO UP\\'')\n", + "\n", + "rects3 = ax.bar([x + 2 * bar_width for x in steps], accuracy_popular_move_, bar_width,\n", + " alpha=opacity, color='g',\n", + " label='Popular Move in ')\n", + "\n", + "\n", + "ax.set_xlabel('Step')\n", + "ax.set_ylabel('Accuracy')\n", + "ax.set_title('Accuracy Comparison Uniform 15')\n", + "ax.set_xticks([x + bar_width for x in steps])\n", + "ax.set_xticklabels(steps)\n", + "ax.legend()\n", + "\n", + "plt.savefig(\"accuracy_comparison_unif_15_015.png\", format='png', dpi=300)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "steps = range(1, 16)\n", + "fig, ax = plt.subplots()\n", + "opacity = 0.8\n", + "bar_width = 0.2\n", + "\n", + "rects1 = ax.bar(steps, accuracy_exp_15_, bar_width,\n", + " alpha=opacity, color='b',\n", + " label='LLaVa-InterLeave')\n", + "\n", + "rects2 = ax.bar([x + bar_width for x in steps], accuracy_only_up_e_, bar_width,\n", + " alpha=opacity, color='r',\n", + " label='Only \\'GO UP\\'')\n", + "\n", + "rects3 = ax.bar([x + 2 * bar_width for x in steps], accuracy_popular_move_, bar_width,\n", + " alpha=opacity, color='g',\n", + " label='Popular Move in ')\n", + "\n", + "\n", + "ax.set_xlabel('Step')\n", + "ax.set_ylabel('Accuracy')\n", + "ax.set_title('Accuracy Comparison Exponential 15')\n", + "ax.set_xticks([x + bar_width for x in steps])\n", + "ax.set_xticklabels(steps)\n", + "ax.legend()\n", + "\n", + "plt.savefig(\"accuracy_comparison_exp_15_015.png\", format='png', dpi=300)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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v376ZOXNmrrzyyqy33nrZbbfdPlJeAKpQhc+eDgBN0tglw9q1a1cMHDiwuOqqq4rFixc3mP/jH/+42GSTTYq6urqif//+xbhx4xq9RFSS4thjj13i/d6/xNTFF19cXHLJJUWfPn2Kurq6Yvfddy8ef/zxBnMbe9133323OOecc4oNNtigaNOmTdGnT5/itNNOa3C5q6IoiunTpxf7779/0alTpyLJci8f9tZbbxUnnnhi0bt376JNmzbFJptsUlx88cVLfP4VvWRYU+Yuba2KoigeffTRYtiwYUXHjh2LDh06FHvvvXfx5z//ucGc9/+G9913X/HlL3+5WHPNNYuOHTsWhx12WPHvf/+7wdwHHnig2HnnnYv27dsXvXv3Lk4++eRi/PjxS1y+6/3sDz/8cDF48OCiXbt2Rd++fYsf/vCHDV5vZS8ZVhRFcd111xUbbrhh0apVqwbv/+FLhhXFe5emu/DCC4stt9yyqKurK9Zcc81i++23L84555xi9uzZRVEUxcSJE4uDDz646N27d9G2bduid+/exaGHHlo888wzja4tAC1bTVEs5Z+NAeBj7IUXXsgGG2yQiy++ON/61rcqHQcAaKEc0w0AAAAlUboBAACgJEo3AAAAlKSipfv+++/PgQcemN69e6empqZJl3KZNGlStttuu9TV1WXjjTfODTfcUHpOAD5++vXrl6IoHM8NAHwkFS3dc+fOzYABA3LFFVc0af7zzz+f/fffP3vvvXcmT56cE044IUcffXTGjx9fclIAAABYcVVz9vKampr85je/yfDhw5c655RTTskdd9yRv//97/Vjn/3sZzNr1qzcddddqyAlAAAANF3rSgdYEQ8++GCGDh3aYGzYsGE54YQTlvqc+fPnZ/78+fX3Fy9enDfeeCNrr712ampqyooKAADAaqwoirz11lvp3bt3amuXvhN5iyrd06dPT48ePRqM9ejRI3PmzMk777yT9u3bL/GcMWPG5JxzzllVEQEAAPgYmTZtWtZbb72lPt6iSvfKOO200zJq1Kj6+7Nnz87666+fadOmpXPnzhVMBgAAQEs1Z86c9OnTJ506dVrmvBZVunv27JkZM2Y0GJsxY0Y6d+7c6FbuJKmrq0tdXd0S4507d1a6AQAA+EiWd9hyi7pO9+DBgzNx4sQGY3fffXcGDx5coUQAAACwdBUt3W+//XYmT56cyZMnJ3nvkmCTJ0/OSy+9lOS9XcMPP/zw+vlf/epX869//Ssnn3xypkyZkiuvvDK33HJLTjzxxErEBwAAgGWqaOl++OGHs+2222bbbbdNkowaNSrbbrttzjrrrCTJq6++Wl/Ak2SDDTbIHXfckbvvvjsDBgzIJZdckh/96EcZNmxYRfIDAADAslTNdbpXlTlz5qRLly6ZPXu2Y7oBAABYKU3tli3qmG4AAABoSZRuAAAAKInSDQAAACVRugEAAKAkSjcAAACUROkGAACAkijdAAAAUBKlGwAAAEqidAMAAEBJlG4AAAAoidINAAAAJVG6AQAAoCRKNwAAAJRE6QYAAICSKN0AAABQEqUbAAAASqJ0AwAAQEmUbgAAACiJ0g0AAAAlUboBAACgJEo3AAAAlETpBgAAgJIo3QAAAFASpRsAAABKonQDAABASZRuAAAAKInSDQAAACVRugEAAKAkSjcAAACUROkGAACAkijdAAAAUBKlGwAAAEqidAMAAEBJlG4AAAAoidINAAAAJVG6AQAAoCRKNwAAAJRE6QYAAICSKN0AAABQEqUbAAAASqJ0AwAAQEmUbgAAACiJ0g0AAAAlUboBAACgJEo3AAAAlETpBgAAgJIo3QAAAFASpRsAAABKonQDAABASZRuAAAAKInSDQAAACVRugEAAKAkSjcAAACUROkGAACAkijdAAAAUBKlGwAAAEqidAMAAEBJlG4AAAAoidINAAAAJVG6AQAAoCRKNwAAAJRE6QYAAICSKN0AAABQEqUbAAAASqJ0AwAAQEmUbgAAACiJ0g0AAAAlUboBAACgJEo3AAAAlETpBgAAgJIo3QAAAFASpRsAAABKonQDAABASZRuAAAAKInSDQAAACVRugEAAKAkSjcAAACUROkGAACAkijdAAAAUBKlGwAAAEqidAMAAEBJlG4AAAAoidINAAAAJVG6AQAAoCRKNwAAAJRE6QYAAICSKN0AAABQEqUbAAAASqJ0AwAAQEmUbgAAAChJxUv3FVdckX79+qVdu3YZNGhQHnrooWXOv+yyy7LZZpulffv26dOnT0488cT85z//WUVpAQAAoOkqWrpvvvnmjBo1KqNHj86jjz6aAQMGZNiwYZk5c2aj82+66aaceuqpGT16dJ5++un8+Mc/zs0335zTTz99FScHAACA5ato6R47dmyOOeaYHHnkkdliiy1y9dVXp0OHDrn++usbnf/nP/85u+66az73uc+lX79+2XfffXPooYcud+s4AAAAVELFSveCBQvyyCOPZOjQof8bprY2Q4cOzYMPPtjoc3bZZZc88sgj9SX7X//6V+68887st99+S32f+fPnZ86cOQ1uAAAAsCq0rtQbv/7661m0aFF69OjRYLxHjx6ZMmVKo8/53Oc+l9dffz277bZbiqLIwoUL89WvfnWZu5ePGTMm55xzTrNmBwAAgKao+InUVsSkSZPy3e9+N1deeWUeffTR/PrXv84dd9yR8847b6nPOe200zJ79uz627Rp01ZhYgAAAD7OKralu1u3bmnVqlVmzJjRYHzGjBnp2bNno8/59re/nS984Qs5+uijkyRbb7115s6dmy9/+cs544wzUlu75L8h1NXVpa6urvk/AAAAACxHxbZ0t23bNttvv30mTpxYP7Z48eJMnDgxgwcPbvQ58+bNW6JYt2rVKklSFEV5YQEAAGAlVGxLd5KMGjUqRxxxRHbYYYfstNNOueyyyzJ37twceeSRSZLDDz886667bsaMGZMkOfDAAzN27Nhsu+22GTRoUJ577rl8+9vfzoEHHlhfvgEAAKBaVLR0jxgxIq+99lrOOuusTJ8+PQMHDsxdd91Vf3K1l156qcGW7TPPPDM1NTU588wz8/LLL2edddbJgQcemPPPP79SHwEAAACWqqb4mO2XPWfOnHTp0iWzZ89O586dKx0HAACAFqip3bJFnb0cAAAAWhKlGwAAAEqidAMAAEBJlG4AAAAoidINAAAAJVG6AQAAoCRKNwAAAJRE6QYAAICSKN0AAABQEqUbAAAASqJ0AwAAQEmUbgAAACiJ0g0AAAAlUboBAACgJEo3AAAAlETpBgAAgJIo3QAAAFASpRsAAABKonQDAABASZRuAAAAKInSDQAAACVRugEAAKAkSjcAAACUROkGAACAkijdAAAAUBKlGwAAAEqidAMAAEBJlG4AAAAoidINAAAAJVG6AQAAoCRKNwAAAJRE6QYAAICSKN0AAABQEqUbAAAASqJ0AwAAQEmUbgAAACiJ0g0AAAAlUboBAACgJEo3AAAAlETpBgAAgJIo3QAAAFASpRsAAABKonQDAABASZRuAAAAKInSDQAAACVRugEAAKAkSjcAAACUROkGAACAkijdAAAAUBKlGwAAAEqidAMAAEBJlG4AAAAoidINAAAAJVG6AQAAoCRKNwAAAJRE6QYAAICSKN0AAABQEqUbAAAASqJ0AwAAQEmUbgAAACiJ0g0AAAAlUboBAACgJEo3AAAAlETpBgAAgJIo3QAAAFASpRsAAABKonQDAABASZRuAAAAKInSDQAAACVRugEAAKAkSjcAAACUROkGAACAkijdAAAAUBKlGwAAAEqidAMAAEBJlG4AAAAoidINAAAAJVG6AQAAoCRKNwAAAJRE6QYAAICSKN0AAABQEqUbAAAASqJ0AwAAQEmUbgAAACiJ0g0AAAAlUboBAACgJEo3AAAAlETpBgAAgJIo3QAAAFASpRsAAABKUvHSfcUVV6Rfv35p165dBg0alIceemiZ82fNmpVjjz02vXr1Sl1dXTbddNPceeedqygtAAAANF3rSr75zTffnFGjRuXqq6/OoEGDctlll2XYsGGZOnVqunfvvsT8BQsW5P/8n/+T7t2759Zbb826666bF198MV27dl314QEAAGA5aoqiKCr15oMGDcqOO+6YH/7wh0mSxYsXp0+fPvnGN76RU089dYn5V199dS6++OJMmTIlbdq0Wan3nDNnTrp06ZLZs2enc+fOHyk/AAAAH09N7ZYV2718wYIFeeSRRzJ06ND/DVNbm6FDh+bBBx9s9Dn/8z//k8GDB+fYY49Njx49stVWW+W73/1uFi1atNT3mT9/fubMmdPgBgAAAKtCxUr366+/nkWLFqVHjx4Nxnv06JHp06c3+px//etfufXWW7No0aLceeed+fa3v51LLrkk3/nOd5b6PmPGjEmXLl3qb3369GnWzwEAAABLU/ETqa2IxYsXp3v37rn22muz/fbbZ8SIETnjjDNy9dVXL/U5p512WmbPnl1/mzZt2ipMDAAAwMdZxU6k1q1bt7Rq1SozZsxoMD5jxoz07Nmz0ef06tUrbdq0SatWrerHNt9880yfPj0LFixI27Ztl3hOXV1d6urqmjc8AAAANEHFtnS3bds222+/fSZOnFg/tnjx4kycODGDBw9u9Dm77rprnnvuuSxevLh+7JlnnkmvXr0aLdwAAABQSRXdvXzUqFG57rrr8pOf/CRPP/10vva1r2Xu3Lk58sgjkySHH354TjvttPr5X/va1/LGG2/k+OOPzzPPPJM77rgj3/3ud3PsscdW6iMAAADAUlX0Ot0jRozIa6+9lrPOOivTp0/PwIEDc9ddd9WfXO2ll15Kbe3//rtAnz59Mn78+Jx44onZZpttsu666+b444/PKaecUqmPAAAAAEtV0et0V4LrdAMAAPBRVf11ugEAAGB1p3QDAABASZRuAAAAKInSDQAAACVZqdL9zjvvZN68efX3X3zxxVx22WWZMGFCswUDAACAlm6lSvfBBx+cG2+8MUkya9asDBo0KJdcckkOPvjgXHXVVc0aEAAAAFqqlSrdjz76aHbfffckya233poePXrkxRdfzI033pjLL7+8WQMCAABAS7VSpXvevHnp1KlTkmTChAn51Kc+ldra2uy888558cUXmzUgAAAAtFQrVbo33njj3HbbbZk2bVrGjx+ffffdN0kyc+bMZV4UHAAAAD5OVqp0n3XWWfnWt76Vfv36ZaeddsrgwYOTvLfVe9ttt23WgAAAANBS1RRFUazME6dPn55XX301AwYMSG3te939oYceSufOndO/f/9mDdmc5syZky5dumT27Nm2ygMAALBSmtotV/o63T179kynTp1y991355133kmS7LjjjlVduAEAAGBVWqnS/e9//ztDhgzJpptumv322y+vvvpqkuSoo47KN7/5zWYNCAAAAC3VSpXuE088MW3atMlLL72UDh061I+PGDEid911V7OFAwAAgJas9co8acKECRk/fnzWW2+9BuObbLKJS4YBAADA/7NSW7rnzp3bYAv3+954443U1dV95FAAAACwOlip0r377rvnxhtvrL9fU1OTxYsX56KLLsree+/dbOEAAACgJVup3csvuuiiDBkyJA8//HAWLFiQk08+OU899VTeeOONPPDAA82dEQAAAFqkldrSvdVWW+WZZ57JbrvtloMPPjhz587Npz71qTz22GPZaKONmjsjAAAAtEg1RVEUlQ6xKjX1AuYAAACwNE3tlk3evfyJJ57IVlttldra2jzxxBPLnLvNNts0PSkAAACspppcugcOHJjp06ene/fuGThwYGpqatLYRvKamposWrSoWUMCAABAS9Tk0v38889nnXXWqf9vAAAAYNmaXLr79u1b/98vvvhidtlll7Ru3fDpCxcuzJ///OcGcwEAAODjaqXOXr733nvnjTfeWGJ89uzZrtMNAAAA/89Kle6iKFJTU7PE+L///e+sscYaHzkUAAAArA6avHt5knzqU59K8t7J0r74xS+mrq6u/rFFixbliSeeyC677NK8CQEAAKCFWqHS3aVLlyTvbenu1KlT2rdvX/9Y27Zts/POO+eYY45p3oQAAADQQq1Q6R43blySpF+/fvnWt75lV3IAAABYhpqisYttr8bmzJmTLl26ZPbs2encuXOl4wAAANACNbVbNnlL93bbbZeJEydmzTXXzLbbbtvoidTe9+ijj65YWgAAAFgNNbl0H3zwwfUnThs+fHhZeQAAAGC1YfdyAAAAWEFN7ZYrdZ1uAAAAYPmavHv5mmuuuczjuD/ojTfeWOlAAAAAsLpocum+7LLLSowBAAAAq58ml+4jjjiizBwAAACw2mly6Z4zZ079weFz5sxZ5lwnKAMAAIAVPKb71VdfTffu3dO1a9dGj+8uiiI1NTVZtGhRs4YEAACAlqjJpfuee+7JWmutlSS59957SwsEAAAAqwvX6QYAAIAV1NRu2eQt3R/25ptv5sc//nGefvrpJMkWW2yRI488sn5rOAAAAHzc1a7Mk+6///7069cvl19+ed588828+eabufzyy7PBBhvk/vvvb+6MAAAA0CKt1O7lW2+9dQYPHpyrrroqrVq1SpIsWrQoX//61/PnP/85Tz75ZLMHbS52LwcAAOCjamq3XKkt3c8991y++c1v1hfuJGnVqlVGjRqV5557bmVeEgAAAFY7K1W6t9tuu/pjuT/o6aefzoABAz5yKAAAAFgdNPlEak888UT9fx933HE5/vjj89xzz2XnnXdOkvzlL3/JFVdckQsuuKD5UwIAAEAL1ORjumtra1NTU5PlTa+pqcmiRYuaJVwZHNP98XXBY69XOkKS5NRtu1U6AgAA8BE1+yXDnn/++WYJBgAAAB8XTS7dffv2LTMHAAAArHaaXLob849//CMvvfRSFixY0GD8oIMO+kihAAAAYHWwUqX7X//6V/7v//2/efLJJxsc511TU5MkVX1MNwAAAKwqK3XJsOOPPz4bbLBBZs6cmQ4dOuSpp57K/fffnx122CGTJk1q5ogAAADQMq3Ulu4HH3ww99xzT7p165ba2trU1tZmt912y5gxY3Lcccflsccea+6cAAAA0OKsVOletGhROnXqlCTp1q1bXnnllWy22Wbp27dvpk6d2qwB4eOoGi5v5tJmAADw0a1U6d5qq63y+OOPZ4MNNsigQYNy0UUXpW3btrn22muz4YYbNndGAAAAaJFWqnSfeeaZmTt3bpLk3HPPzQEHHJDdd989a6+9dm6++eZmDQgAAAAt1UqV7mHDhtX/98Ybb5wpU6bkjTfeyJprrll/BnMAAAD4uPtI1+lOkmnTpiVJ+vTp85HDAAAAwOpkpS4ZtnDhwnz7299Oly5d0q9fv/Tr1y9dunTJmWeemXfffbe5MwIAAECLtFJbur/xjW/k17/+dS666KIMHjw4yXuXETv77LPz73//O1dddVWzhgQAAICWaKVK90033ZRf/vKX+eQnP1k/ts0226RPnz459NBDlW4AAADISu5eXldXl379+i0xvsEGG6Rt27YfNRMAAACsFlZqS/fIkSNz3nnnZdy4camrq0uSzJ8/P+eff35GjhzZrAE/zi547PVKR0iSnLptt0pHAAAAaJGaXLo/9alPNbj/hz/8Ieutt14GDBiQJHn88cezYMGCDBkypHkTAgAAQAvV5NLdpUuXBvf/67/+q8F9lwwDAACAhppcuseNG1dmDgAAAFjtrNQx3e977bXXMnXq1CTJZpttlnXWWadZQgEAAMDqYKXOXj537tx86UtfSq9evbLHHntkjz32SO/evXPUUUdl3rx5zZ0RAAAAWqSVKt2jRo3Kfffdl9/+9reZNWtWZs2aldtvvz333XdfvvnNbzZ3RgAAAGiRVmr38v/+7//Orbfemr322qt+bL/99kv79u3zmc98JldddVVz5QMAAIAWa6W2dM+bNy89evRYYrx79+52LwcAAID/Z6VK9+DBgzN69Oj85z//qR975513cs4552Tw4MHNFg4AAABaspXavfyyyy7LJz7xiay33noZMGBAkuTxxx9Pu3btMn78+GYNCAAAAC3VSpXurbfeOs8++2x+/vOfZ8qUKUmSQw89NIcddljat2/frAEBAACgpVrh0v3uu++mf//++d3vfpdjjjmmjEwAAFSJCx57vdIRkiSnbtut0hEAVsoKH9Pdpk2bBsdyAwAAAI1bqROpHXvssbnwwguzcOHC5s4DAAAAq42VOqb7b3/7WyZOnJgJEyZk6623zhprrNHg8V//+tfNEg4APg6qYfddu+6uetXwd0/87Wn5/N8S1W6lSnfXrl3zX//1X82dBQAAAFYrK1S6Fy9enIsvvjjPPPNMFixYkH322Sdnn322M5bDx5R/WQaA1ZffeWgeK3RM9/nnn5/TTz89HTt2zLrrrpvLL788xx57bFnZAAAAoEVbodJ944035sorr8z48eNz22235be//W1+/vOfZ/HixWXlAwAAgBZrhXYvf+mll7LffvvV3x86dGhqamryyiuvZL311mv2cAAAAKsDu+t/fK1Q6V64cGHatWvXYKxNmzZ59913mzUUQHPyIwcAQKWsUOkuiiJf/OIXU1dXVz/2n//8J1/96lcbXDbMJcMAAABgBUv3EUccscTY5z//+WYLAwBUL3uNAMCKW6HSPW7cuLJyAAAAwGpnhUo3AAAAqy97NTW/qijdV1xxRS6++OJMnz49AwYMyA9+8IPstNNOy33eL3/5yxx66KE5+OCDc9ttt5UfFKBEfuQAAFY/K3Sd7jLcfPPNGTVqVEaPHp1HH300AwYMyLBhwzJz5sxlPu+FF17It771rey+++6rKCkAAACsmIqX7rFjx+aYY47JkUcemS222CJXX311OnTokOuvv36pz1m0aFEOO+ywnHPOOdlwww1XYVoAAABouoqW7gULFuSRRx7J0KFD68dqa2szdOjQPPjgg0t93rnnnpvu3bvnqKOOWhUxAQAAYKVU9Jju119/PYsWLUqPHj0ajPfo0SNTpkxp9Dl/+tOf8uMf/ziTJ09u0nvMnz8/8+fPr78/Z86clc4LAAAAK6IqTqTWVG+99Va+8IUv5Lrrrku3bk070c+YMWNyzjnnlJwMAIBKq4YTUjoZJfBhFS3d3bp1S6tWrTJjxowG4zNmzEjPnj2XmP/Pf/4zL7zwQg488MD6scWLFydJWrdunalTp2ajjTZq8JzTTjsto0aNqr8/Z86c9OnTpzk/BgAAADSqoqW7bdu22X777TNx4sQMHz48yXsleuLEiRk5cuQS8/v3758nn3yywdiZZ56Zt956K9///vcbLdN1dXWpq6srJT8AAAAsS8V3Lx81alSOOOKI7LDDDtlpp51y2WWXZe7cuTnyyCOTJIcffnjWXXfdjBkzJu3atctWW23V4Pldu3ZNkiXGAQAAoNIqXrpHjBiR1157LWeddVamT5+egQMH5q677qo/udpLL72U2tqKX9kMAAAAVljFS3eSjBw5stHdyZNk0qRJy3zuDTfc0PyBAAAAoBnYhAwAAAAlUboBAACgJEo3AAAAlETpBgAAgJJUxYnUAACaywWPvV7pCEmSU7ftVukIAFQBpRuA1ZLiBQBUA7uXAwAAQEmUbgAAACiJ0g0AAAAlcUw3ACvEsdIAAE1nSzcAAACUROkGAACAkijdAAAAUBKlGwAAAEqidAMAAEBJlG4AAAAoidINAAAAJVG6AQAAoCRKNwAAAJSkdaUDAADAx8kFj71e6QhJklO37VbpCPCxYEs3AAAAlETpBgAAgJIo3QAAAFASpRsAAABKonQDAABASZRuAAAAKInSDQAAACVRugEAAKAkSjcAAACUROkGAACAkijdAAAAUBKlGwAAAEqidAMAAEBJlG4AAAAoidINAAAAJVG6AQAAoCRKNwAAAJRE6QYAAICSKN0AAABQEqUbAAAASqJ0AwAAQEmUbgAAACiJ0g0AAAAlUboBAACgJEo3AAAAlETpBgAAgJIo3QAAAFASpRsAAABKonQDAABASZRuAAAAKInSDQAAACVRugEAAKAkSjcAAACUROkGAACAkijdAAAAUBKlGwAAAEqidAMAAEBJlG4AAAAoidINAAAAJVG6AQAAoCRKNwAAAJRE6QYAAICSKN0AAABQEqUbAAAASqJ0AwAAQEmUbgAAACiJ0g0AAAAlUboBAACgJEo3AAAAlETpBgAAgJIo3QAAAFASpRsAAABKonQDAABASZRuAAAAKInSDQAAACVRugEAAKAkSjcAAACUROkGAACAkijdAAAAUBKlGwAAAEqidAMAAEBJlG4AAAAoidINAAAAJVG6AQAAoCRKNwAAAJSkdaUD0PJd8NjrlY6QJDl1226VjgAAANCALd0AAABQEqUbAAAASqJ0AwAAQEmUbgAAAChJVZTuK664Iv369Uu7du0yaNCgPPTQQ0ude91112X33XfPmmuumTXXXDNDhw5d5nwAAAColIqX7ptvvjmjRo3K6NGj8+ijj2bAgAEZNmxYZs6c2ej8SZMm5dBDD829996bBx98MH369Mm+++6bl19+eRUnBwAAgGWreOkeO3ZsjjnmmBx55JHZYostcvXVV6dDhw65/vrrG53/85//PF//+tczcODA9O/fPz/60Y+yePHiTJw4cRUnBwAAgGWraOlesGBBHnnkkQwdOrR+rLa2NkOHDs2DDz7YpNeYN29e3n333ay11lplxQQAAICV0rqSb/76669n0aJF6dGjR4PxHj16ZMqUKU16jVNOOSW9e/duUNw/aP78+Zk/f379/Tlz5qx8YAAAAFgBFd+9/KO44IIL8stf/jK/+c1v0q5du0bnjBkzJl26dKm/9enTZxWnBAAA4OOqoqW7W7duadWqVWbMmNFgfMaMGenZs+cyn/u9730vF1xwQSZMmJBtttlmqfNOO+20zJ49u/42bdq0ZskOAAAAy1PR0t22bdtsv/32DU6C9v5J0QYPHrzU51100UU577zzctddd2WHHXZY5nvU1dWlc+fODW4AAACwKlT0mO4kGTVqVI444ojssMMO2WmnnXLZZZdl7ty5OfLII5Mkhx9+eNZdd92MGTMmSXLhhRfmrLPOyk033ZR+/fpl+vTpSZKOHTumY8eOFfscAAAA8GEVL90jRozIa6+9lrPOOivTp0/PwIEDc9ddd9WfXO2ll15Kbe3/bpC/6qqrsmDBghxyyCENXmf06NE5++yzV2V0AAAAWKaKl+4kGTlyZEaOHNnoY5MmTWpw/4UXXig/EAAAADSDFn32cgAAAKhmSjcAAACUROkGAACAkijdAAAAUBKlGwAAAEqidAMAAEBJlG4AAAAoidINAAAAJVG6AQAAoCRKNwAAAJRE6QYAAICSKN0AAABQEqUbAAAASqJ0AwAAQEmUbgAAACiJ0g0AAAAlUboBAACgJEo3AAAAlETpBgAAgJIo3QAAAFASpRsAAABKonQDAABASZRuAAAAKInSDQAAACVRugEAAKAkSjcAAACUROkGAACAkijdAAAAUBKlGwAAAEqidAMAAEBJlG4AAAAoidINAAAAJVG6AQAAoCRKNwAAAJRE6QYAAICSKN0AAABQEqUbAAAASqJ0AwAAQEmUbgAAACiJ0g0AAAAlUboBAACgJEo3AAAAlETpBgAAgJIo3QAAAFASpRsAAABKonQDAABASZRuAAAAKInSDQAAACVRugEAAKAkSjcAAACUROkGAACAkijdAAAAUBKlGwAAAEqidAMAAEBJlG4AAAAoidINAAAAJVG6AQAAoCRKNwAAAJRE6QYAAICSKN0AAABQEqUbAAAASqJ0AwAAQEmUbgAAACiJ0g0AAAAlUboBAACgJEo3AAAAlETpBgAAgJIo3QAAAFASpRsAAABKonQDAABASZRuAAAAKInSDQAAACVRugEAAKAkSjcAAACUROkGAACAkijdAAAAUBKlGwAAAEqidAMAAEBJlG4AAAAoidINAAAAJVG6AQAAoCRKNwAAAJRE6QYAAICSKN0AAABQEqUbAAAASqJ0AwAAQEmUbgAAACiJ0g0AAAAlUboBAACgJEo3AAAAlKQqSvcVV1yRfv36pV27dhk0aFAeeuihZc7/1a9+lf79+6ddu3bZeuutc+edd66ipAAAANB0FS/dN998c0aNGpXRo0fn0UcfzYABAzJs2LDMnDmz0fl//vOfc+ihh+aoo47KY489luHDh2f48OH5+9//voqTAwAAwLJVvHSPHTs2xxxzTI488shsscUWufrqq9OhQ4dcf/31jc7//ve/n0984hM56aSTsvnmm+e8887Ldtttlx/+8IerODkAAAAsW0VL94IFC/LII49k6NCh9WO1tbUZOnRoHnzwwUaf8+CDDzaYnyTDhg1b6nwAAAColNaVfPPXX389ixYtSo8ePRqM9+jRI1OmTGn0OdOnT290/vTp0xudP3/+/MyfP7/+/uzZs5Mkc+bM+SjRV4n/vP1WpSMkSebMabvMx+VcMcvLmVRH1paSM1l9/vZyrpjVJWdSHVlbSs5k9fnby7liWsp3tKXkTFafv72cK2Z1yVkN3u+URVEse2JRQS+//HKRpPjzn//cYPykk04qdtppp0af06ZNm+Kmm25qMHbFFVcU3bt3b3T+6NGjiyRubm5ubm5ubm5ubm5ubs1+mzZt2jJ7b0W3dHfr1i2tWrXKjBkzGozPmDEjPXv2bPQ5PXv2XKH5p512WkaNGlV/f/HixXnjjTey9tprp6am5iN+guo2Z86c9OnTJ9OmTUvnzp0rHWep5GxeLSVn0nKyytm85Gx+LSWrnM1LzubVUnImLSernM1LzupTFEXeeuut9O7de5nzKlq627Ztm+233z4TJ07M8OHDk7xXiidOnJiRI0c2+pzBgwdn4sSJOeGEE+rH7r777gwePLjR+XV1damrq2sw1rVr1+aI32J07ty5RXzh5WxeLSVn0nKyytm85Gx+LSWrnM1LzubVUnImLSernM1LzurSpUuX5c6paOlOklGjRuWII47IDjvskJ122imXXXZZ5s6dmyOPPDJJcvjhh2fdddfNmDFjkiTHH3989txzz1xyySXZf//988tf/jIPP/xwrr322kp+DAAAAFhCxUv3iBEj8tprr+Wss87K9OnTM3DgwNx11131J0t76aWXUlv7vydZ32WXXXLTTTflzDPPzOmnn55NNtkkt912W7baaqtKfQQAAABoVMVLd5KMHDlyqbuTT5o0aYmxT3/60/n0pz9dcqqWr66uLqNHj15i9/pqI2fzaik5k5aTVc7mJWfzaylZ5WxecjavlpIzaTlZ5WxecrZcNUWxvPObAwAAACujdvlTAAAAgJWhdAMAAEBJlG4AAAAoidK9Grr//vtz4IEHpnfv3qmpqcltt91W6UhL9fLLL+fzn/981l577bRv3z5bb711Hn744YpmWt76/frXv86+++6btddeOzU1NZk8eXJV5kySp59+OgcddFC6dOmSNdZYIzvuuGNeeumlVZpzzJgx2XHHHdOpU6d07949w4cPz9SpUxvMufbaa7PXXnulc+fOqampyaxZs1ZpxqbmTJIHH3ww++yzT9ZYY4107tw5e+yxR955551VlvOqq67KNttsU3/ty8GDB+f3v/99/ePVsJZNyZlUfi0bc8EFF6SmpiYnnHBC/Vi1rOkHNZYzqY41Pfvss1NTU9Pg1r9///rHq2U9l5czqY71TJb/W1ktv0tN+U2vht+lfv36LfG3r6mpybHHHpuker6jy8uZVMd3dNGiRfn2t7+dDTbYIO3bt89GG22U8847Lx88bVQ1fEebkjOpju/oW2+9lRNOOCF9+/ZN+/bts8suu+Rvf/tb/ePVsJ5NyZlUx3pWA6V7NTR37twMGDAgV1xxRaWjLNObb76ZXXfdNW3atMnvf//7/OMf/8gll1ySNddcs6K5lrd+c+fOzW677ZYLL7xwFSdbMseycv7zn//Mbrvtlv79+2fSpEl54okn8u1vfzvt2rVbpTnvu+++HHvssfnLX/6Su+++O++++2723XffzJ07t37OvHnz8olPfCKnn376Ks22ojkffPDBfOITn8i+++6bhx56KH/7298ycuTIBpc1LNt6662XCy64II888kgefvjh7LPPPjn44IPz1FNPJamOtWxKzmpYyw/729/+lmuuuSbbbLNNg/FqWdP3LS1nNa3plltumVdffbX+9qc//an+sWpaz2XlrJb1bMpvZTX8LjUlZ7X8Lv3tb39r8He/++67k6T+yjjV8h1dXs5q+Y5eeOGFueqqq/LDH/4wTz/9dC688MJcdNFF+cEPflA/pxq+o03JWS3f0aOPPjp33313fvrTn+bJJ5/Mvvvum6FDh+bll19OUh3r2ZSc1bKeVaFgtZak+M1vflPpGI065ZRTit12263SMZZpWev3/PPPF0mKxx57bJVmakxjOUeMGFF8/vOfr0ygZZg5c2aRpLjvvvuWeOzee+8tkhRvvvnmqg/2IY3lHDRoUHHmmWdWMFXj1lxzzeJHP/pRg7FqWsv3fTBnta3lW2+9VWyyySbF3XffXey5557F8ccfv8ScaljTZeWsljUdPXp0MWDAgOXOq/R6Li9ntaznivxWVvJ3qSk5q/V36fjjjy822mijYvHixQ3GK/0d/bAP56yW7+j+++9ffOlLX2ow9qlPfao47LDDlphbye9oU3JWw3d03rx5RatWrYrf/e53Dca322674owzzmgwVsn1bErOaljPamFLNxXzP//zP9lhhx3y6U9/Ot27d8+2226b6667rtKxVguLFy/OHXfckU033TTDhg1L9+7dM2jQoKo41GD27NlJkrXWWqvCSZbtwzlnzpyZv/71r+nevXt22WWX9OjRI3vuuWeDLWOr2qJFi/LLX/4yc+fOzeDBgyuWY3k+nLMa1/LYY4/N/vvvn6FDh1YsQ1MsLWe1remzzz6b3r17Z8MNN8xhhx1WtbsSLi1nNa1nS/mtXF7Oav1dWrBgQX72s5/lS1/6UmpqaiqaZVk+nLOavqO77LJLJk6cmGeeeSZJ8vjjj+dPf/pTPvnJT67yLMuyvJzV8h1duHBhFi1atMTW4Pbt21f0d/LDlpezWtazalS69VOuVPGW7rq6uqKurq447bTTikcffbS45pprinbt2hU33HBDpaPVW9b6VfOW7ldffbVIUnTo0KEYO3Zs8dhjjxVjxowpampqikmTJlUs56JFi4r999+/2HXXXRt9vFq2KjSW88EHHyySFGuttVZx/fXXF48++mhxwgknFG3bti2eeeaZVZrviSeeKNZYY42iVatWRZcuXYo77rhjiTnVsJZLy1lNa1kURfGLX/yi2GqrrYp33nmnKIqiard0LytnNa3pnXfeWdxyyy3F448/Xtx1113F4MGDi/XXX7+YM2dOg3mVXs9l5aym9VyR38pK/i4tL2e1/i7dfPPNRatWrYqXX355iccq/R39oA/nrKbv6KJFi4pTTjmlqKmpKVq3bl3U1NQU3/3udxudW8nv6PJyVtN3dPDgwcWee+5ZvPzyy8XChQuLn/70p0VtbW2x6aabNphX6f8tuqyc1bSe1UDpXs1Vc+lu06ZNMXjw4AZj3/jGN4qdd965QomW1FJL98svv1wkKQ499NAG8w488MDis5/97CpO97+++tWvFn379i2mTZvW6OPV8j9wGsv5wAMPFEmK0047rcHcrbfeujj11FNXab758+cXzz77bPHwww8Xp556atGtW7fiqaeeajCnGtZyaTmraS1feumlonv37sXjjz9eP1aNpXt5OatpTT/szTffLDp37lz1h0B8MGc1reeK/FZW8ndpeTmr9Xdp3333LQ444IBGH6um7+iHc1bTd/QXv/hFsd566xW/+MUviieeeKK48cYbi7XWWqvq/mFoeTmr6Tv63HPPFXvssUeRpGjVqlWx4447FocddljRv3//BvMq/b9Fl5WzmtazGti9nIrp1atXtthiiwZjm2++edXuhtiSdOvWLa1bt66q9R05cmR+97vf5d577816661XkQxNsbScvXr1SpKqWNO2bdtm4403zvbbb58xY8ZkwIAB+f73v79KMzTF0nJW01o+8sgjmTlzZrbbbru0bt06rVu3zn333ZfLL788rVu3zqJFi1ZpnqVZXs4ePXokqY41/bCuXbtm0003zXPPPVfRHMvzwZzV9B1tKb+Vy8tZjb9LL774Yv7whz/k6KOPrsj7N1VjOavpO3rSSSfl1FNPzWc/+9lsvfXW+cIXvpATTzwxY8aMWaU5lmd5OavpO7rRRhvlvvvuy9tvv51p06bloYceyrvvvpsNN9xwleZYnmXlrKb1rAZKNxWz6667LnFJpmeeeSZ9+/atUKLVR9u2bbPjjjtWxfoWRZGRI0fmN7/5Te65555ssMEGq/T9m2p5Ofv165fevXtXxZp+2OLFizN//vyKZmiK93NW01oOGTIkTz75ZCZPnlx/22GHHXLYYYdl8uTJadWq1SrNszTLy7nhhhtWzZp+2Ntvv51//vOf9SWhWn0wZzV9R1vKb+XyclbT79L7xo0bl+7du2f//fevyPs3VWM5q+k7Om/evCXOmN6qVassXrx4leZYnuXlrMbv6BprrJFevXrlzTffzPjx43PwwQdXJMfyNJazGtezklpXOgDN7+23326wReH555/P5MmTs9Zaa2X99devYLKGTjzxxOyyyy757ne/m8985jN56KGHcu211+baa6+taK7lrd8bb7yRl156Ka+88kqS1P8/k549e6Znz55Vk/Okk07KiBEjsscee2TvvffOXXfdld/+9reZNGnSKsuYvHfip5tuuim33357OnXqlOnTpydJunTpkvbt2ydJpk+fnunTp9d/nieffDKdOnXK+uuvv8pOuLa8nDU1NTnppJMyevToDBgwIAMHDsxPfvKTTJkyJbfeeusqyZgkp512Wj75yU9m/fXXz1tvvZWbbropkyZNyvjx45NUx1ouL2e1rGWSdOrUKVtttVWDsTXWWCNrr712/Xg1rGlTclbLmn7rW9/KgQcemL59++aVV17J6NGj06pVqxx66KFJqmM9l5ezmr6jTfmtrIbfpabkrJbfpeS9fwQcN25cjjjiiLRu3fB/DlfLd3RZOavpO3rggQfm/PPPz/rrr58tt9wyjz32WMaOHZsvfelL9XOq4TvalJzV8h0dP358iqLIZpttlueeey4nnXRS+vfvnyOPPDJJdaxnU3JWy3pWhcru3U4Z3j8G6cO3I444otLRlvDb3/622GqrrYq6urqif//+xbXXXlvpSMtdv3HjxjX6+OjRo6sqZ1EUxY9//ONi4403Ltq1a1cMGDCguO2221ZpxqIoGs2YpBg3blz9nNGjRy93TjXkLIqiGDNmTLHeeusVHTp0KAYPHlz88Y9/XGUZi6IovvSlLxV9+/Yt2rZtW6yzzjrFkCFDigkTJtQ/Xg1r2ZScRVH5tVyaDx/TXS1r+mGNHXteDWs6YsSIolevXkXbtm2LddddtxgxYkTx3HPP1T9eLeu5vJxFUR3rWRTL/62slt+lpvymV8PvUlEUxfjx44skxdSpU5d4rFq+o8vLWRTV8R2dM2dOcfzxxxfrr79+0a5du2LDDTcszjjjjGL+/Pn1c6rhO9qUnEVRHd/Rm2++udhwww2Ltm3bFj179iyOPfbYYtasWfWPV8N6NiVnUVTHelaDmqIoipUt7AAAAMDSOaYbAAAASqJ0AwAAQEmUbgAAACiJ0g0AAAAlUboBAACgJEo3AAAAlETpBgAAgJIo3QAAAFASpRsAPuZuuOGGdO3a9SO/Tk1NTW677baP/DoAsDpRugFgNfDFL34xw4cPr3QMAOBDlG4AAAAoidINAKu5sWPHZuutt84aa6yRPn365Otf/3refvvtJebddttt2WSTTdKuXbsMGzYs06ZNa/D47bffnu222y7t2rXLhhtumHPOOScLFy5s9D0XLFiQkSNHplevXmnXrl369u2bMWPGlPL5AKCaKd0AsJqrra3N5Zdfnqeeeio/+clPcs899+Tkk09uMGfevHk5//zzc+ONN+aBBx7IrFmz8tnPfrb+8T/+8Y85/PDDc/zxx+cf//hHrrnmmtxwww05//zzG33Pyy+/PP/zP/+TW265JVOnTs3Pf/7z9OvXr8yPCQBVqaYoiqLSIQCAj+aLX/xiZs2a1aQTmd1666356le/mtdffz3JeydSO/LII/OXv/wlgwYNSpJMmTIlm2++ef76179mp512ytChQzNkyJCcdtpp9a/zs5/9LCeffHJeeeWVJO+dSO03v/lNhg8fnuOOOy5PPfVU/vCHP6Smpqb5PzAAtBC2dAPAau4Pf/hDhgwZknXXXTedOnXKF77whfz73//OvHnz6ue0bt06O+64Y/39/v37p2vXrnn66aeTJI8//njOPffcdOzYsf52zDHH5NVXX23wOu/74he/mMmTJ2ezzTbLcccdlwkTJpT/QQGgCindALAae+GFF3LAAQdkm222yX//93/nkUceyRVXXJHkveOum+rtt9/OOeeck8mTJ9ffnnzyyTz77LNp167dEvO32267PP/88znvvPPyzjvv5DOf+UwOOeSQZvtcANBStK50AACgPI888kgWL16cSy65JLW17/1b+y233LLEvIULF+bhhx/OTjvtlCSZOnVqZs2alc033zzJeyV66tSp2XjjjZv83p07d86IESMyYsSIHHLIIfnEJz6RN954I2uttVYzfDIAaBmUbgBYTcyePTuTJ09uMNatW7e8++67+cEPfpADDzwwDzzwQK6++uolntumTZt84xvfyOWXX57WrVtn5MiR2XnnnetL+FlnnZUDDjgg66+/fg455JDU1tbm8ccfz9///vd85zvfWeL1xo4dm169emXbbbdNbW1tfvWrX6Vnz57p2rVrGR8dAKqW3csBYDUxadKkbLvttg1uP/3pTzN27NhceOGF2WqrrfLzn/+80Ut3dejQIaeccko+97nPZdddd03Hjh1z88031z8+bNiw/O53v8uECROy4447Zuedd86ll16avn37NpqlU6dOueiii7LDDjtkxx13zAsvvJA777yzfms7AHxcOHs5AAAAlMQ/NwMAAEBJlG4AAAAoidINAAAAJVG6AQAAoCRKNwAAAJRE6QYAAICSKN0AAABQEqUbAAAASqJ0AwAAQEmUbgAAACiJ0g0AAAAlUboBAACgJP8/ppszV/gYRwAAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "# Generate 20 random values representing probabilities between 0 and 1\n", + "probabilities = accuracy_0_15_\n", + "\n", + "# Create labels ranging from 0 to 1 in increments of 0.05 (20 steps)\n", + "labels = [f\"{i * 5 + 1}\" for i in range(20)]\n", + "\n", + "# Plot\n", + "plt.figure(figsize=(10, 6))\n", + "plt.bar(labels, probabilities, color='skyblue')\n", + "plt.xlabel('Labels')\n", + "plt.ylabel('Probabilities')\n", + "plt.title('Barplot of Probabilities')\n", + "plt.ylim(0, 1)\n", + "\n", + "# Display plot\n", + "plt.tight_layout()\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "llava", + "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": "3.10.15" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/notebooks/LLaVA_OneVision_Qwen2-7B-OV.ipynb b/notebooks/LLaVA_OneVision_Qwen2-7B-OV.ipynb new file mode 100644 index 000000000..7cfb594d2 --- /dev/null +++ b/notebooks/LLaVA_OneVision_Qwen2-7B-OV.ipynb @@ -0,0 +1,111 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "c47fc642", + "metadata": {}, + "source": [ + "# LLaVA_OneVision Script\n", + ".\n", + ".\n", + "." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "da161985", + "metadata": {}, + "outputs": [], + "source": [ + "from llava.model.builder import load_pretrained_model\n", + "from llava.mm_utils import get_model_name_from_path, process_images, tokenizer_image_token\n", + "from llava.constants import IMAGE_TOKEN_INDEX, DEFAULT_IMAGE_TOKEN, DEFAULT_IM_START_TOKEN, DEFAULT_IM_END_TOKEN, IGNORE_INDEX\n", + "from llava.conversation import conv_templates, SeparatorStyle\n", + "\n", + "from PIL import Image\n", + "import requests\n", + "import copy\n", + "import torch\n", + "\n", + "import warnings\n", + "warnings.filterwarnings(\"ignore\", category=UserWarning)\n", + "\n", + "def main():\n", + " pretrained = \"lmms-lab/llava-onevision-qwen2-7b-ov\"\n", + " model_name = \"llava_qwen\"\n", + " device = \"cuda\"\n", + " device_map = \"auto\"\n", + "\n", + " # Load the model and tokenizer\n", + " tokenizer, model, image_processor, max_length = load_pretrained_model(pretrained, None, model_name, device_map=device_map)\n", + "\n", + " model.eval()\n", + " model.tie_weights()\n", + "\n", + " # Load the image\n", + " url = \"https://github.com/haotian-liu/LLaVA/blob/1a91fc274d7c35a9b50b3cb29c4247ae5837ce39/images/llava_v1_5_radar.jpg?raw=true\"\n", + " image = Image.open(requests.get(url, stream=True).raw)\n", + " image_tensor = process_images([image], image_processor, model.config)\n", + " image_tensor = [_image.to(dtype=torch.float16, device=device) for _image in image_tensor]\n", + "\n", + " conv_template = \"qwen_1_5\"\n", + " question = DEFAULT_IMAGE_TOKEN + \"\\nWhat is shown in this image?\"\n", + " conv = copy.deepcopy(conv_templates[conv_template])\n", + " conv.append_message(conv.roles[0], question)\n", + " conv.append_message(conv.roles[1], None)\n", + " prompt_question = conv.get_prompt()\n", + "\n", + " input_ids = tokenizer_image_token(prompt_question, tokenizer, IMAGE_TOKEN_INDEX, return_tensors=\"pt\").unsqueeze(0).to(device)\n", + "# attention_mask = torch.ones_like(input_ids)\n", + " image_sizes = [image.size]\n", + "\n", + " # Generate the output\n", + " cont = model.generate(\n", + " input_ids,\n", + "# attention_mask=attention_mask,\n", + " images=image_tensor,\n", + " image_sizes=image_sizes,\n", + " do_sample=False,\n", + " temperature=0,\n", + " max_new_tokens=256,\n", + " )\n", + "\n", + " text_outputs = tokenizer.batch_decode(cont, skip_special_tokens=True)\n", + " print(text_outputs)\n", + "\n", + "if __name__ == \"__main__\":\n", + " main()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "52b75c14", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "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": "3.9.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/require.txt b/require.txt new file mode 100644 index 000000000..164a31625 --- /dev/null +++ b/require.txt @@ -0,0 +1,142 @@ +accelerate==0.34.2 +aiohappyeyeballs==2.4.0 +aiohttp==3.10.5 +aiosignal==1.3.1 +anyio==4.6.0 +asttokens @ file:///home/conda/feedstock_root/build_artifacts/asttokens_1698341106958/work +async-timeout==4.0.3 +attrs==24.2.0 +av==13.0.0 +bitsandbytes==0.41.0 +certifi==2024.8.30 +charset-normalizer==3.3.2 +click==8.1.7 +comm @ file:///home/conda/feedstock_root/build_artifacts/comm_1710320294760/work +datasets==2.16.1 +debugpy @ file:///home/conda/feedstock_root/build_artifacts/debugpy_1725269181790/work +decorator @ file:///home/conda/feedstock_root/build_artifacts/decorator_1641555617451/work +decord==0.6.0 +deepspeed==0.14.2 +dill==0.3.7 +docker-pycreds==0.4.0 +docstring_parser==0.16 +einops==0.6.1 +einops-exts==0.0.4 +exceptiongroup @ file:///home/conda/feedstock_root/build_artifacts/exceptiongroup_1720869315914/work +executing @ file:///home/conda/feedstock_root/build_artifacts/executing_1725214404607/work +fastapi==0.115.0 +filelock==3.16.1 +flash-attn==2.6.3 +frozenlist==1.4.1 +fsspec==2023.10.0 +ftfy==6.2.3 +gitdb==4.0.11 +GitPython==3.1.43 +gradio_client==0.2.9 +h11==0.14.0 +hf_transfer==0.1.8 +hjson==3.1.0 +httpcore==0.17.3 +httpx==0.24.0 +huggingface-hub==0.25.1 +idna==3.10 +importlib_metadata @ file:///home/conda/feedstock_root/build_artifacts/importlib-metadata_1726082825846/work +ipykernel @ file:///home/conda/feedstock_root/build_artifacts/ipykernel_1719845459717/work +ipython @ file:///home/conda/feedstock_root/build_artifacts/ipython_1725050136642/work +jedi @ file:///home/conda/feedstock_root/build_artifacts/jedi_1696326070614/work +Jinja2==3.1.4 +joblib==1.4.2 +jupyter_client @ file:///home/conda/feedstock_root/build_artifacts/jupyter_client_1726610684920/work +jupyter_core @ file:///home/conda/feedstock_root/build_artifacts/jupyter_core_1727163409502/work +latex2mathml==3.77.0 +# Editable Git install with no remote (llava==1.7.0.dev0) +-e /auto/home/nareknurijanyan/LLaVA-NeXT-AirVLN +markdown-it-py==3.0.0 +markdown2==2.5.0 +MarkupSafe==2.1.5 +matplotlib-inline @ file:///home/conda/feedstock_root/build_artifacts/matplotlib-inline_1713250518406/work +mdurl==0.1.2 +mpmath==1.3.0 +multidict==6.1.0 +multiprocess==0.70.15 +nest_asyncio @ file:///home/conda/feedstock_root/build_artifacts/nest-asyncio_1705850609492/work +networkx==3.3 +ninja==1.11.1.1 +numpy==1.26.1 +nvidia-cublas-cu12==12.1.3.1 +nvidia-cuda-cupti-cu12==12.1.105 +nvidia-cuda-nvrtc-cu12==12.1.105 +nvidia-cuda-runtime-cu12==12.1.105 +nvidia-cudnn-cu12==8.9.2.26 +nvidia-cufft-cu12==11.0.2.54 +nvidia-curand-cu12==10.3.2.106 +nvidia-cusolver-cu12==11.4.5.107 +nvidia-cusparse-cu12==12.1.0.106 +nvidia-nccl-cu12==2.18.1 +nvidia-nvjitlink-cu12==12.6.68 +nvidia-nvtx-cu12==12.1.105 +open_clip_torch==2.26.1 +opencv-python==4.10.0.84 +packaging @ file:///home/conda/feedstock_root/build_artifacts/packaging_1718189413536/work +pandas==2.2.3 +parso @ file:///home/conda/feedstock_root/build_artifacts/parso_1712320355065/work +peft==0.4.0 +pexpect @ file:///home/conda/feedstock_root/build_artifacts/pexpect_1706113125309/work +pickleshare @ file:///home/conda/feedstock_root/build_artifacts/pickleshare_1602536217715/work +pillow==10.4.0 +platformdirs @ file:///home/conda/feedstock_root/build_artifacts/platformdirs_1726613481435/work +prompt_toolkit @ file:///home/conda/feedstock_root/build_artifacts/prompt-toolkit_1718047967974/work +protobuf==5.28.2 +psutil @ file:///home/conda/feedstock_root/build_artifacts/psutil_1725737838492/work +ptyprocess @ file:///home/conda/feedstock_root/build_artifacts/ptyprocess_1609419310487/work/dist/ptyprocess-0.7.0-py2.py3-none-any.whl +pure_eval @ file:///home/conda/feedstock_root/build_artifacts/pure_eval_1721585709575/work +py-cpuinfo==9.0.0 +pyarrow==17.0.0 +pyarrow-hotfix==0.6 +pydantic==1.10.8 +Pygments @ file:///home/conda/feedstock_root/build_artifacts/pygments_1714846767233/work +pynvml==11.5.3 +python-dateutil @ file:///home/conda/feedstock_root/build_artifacts/python-dateutil_1709299778482/work +pytz==2024.2 +PyYAML==6.0.2 +pyzmq @ file:///home/conda/feedstock_root/build_artifacts/pyzmq_1725448950123/work +regex==2024.9.11 +requests==2.32.3 +rich==13.8.1 +safetensors==0.4.5 +scikit-learn==1.2.2 +scipy==1.14.1 +sentencepiece==0.1.99 +sentry-sdk==2.14.0 +setproctitle==1.3.3 +shortuuid==1.0.13 +shtab==1.7.1 +six @ file:///home/conda/feedstock_root/build_artifacts/six_1620240208055/work +smmap==5.0.1 +sniffio==1.3.1 +stack-data @ file:///home/conda/feedstock_root/build_artifacts/stack_data_1669632077133/work +starlette==0.38.6 +svgwrite==1.4.3 +sympy==1.13.3 +threadpoolctl==3.5.0 +timm==1.0.9 +tokenizers==0.15.2 +torch==2.1.2 +torchvision==0.16.2 +tornado @ file:///home/conda/feedstock_root/build_artifacts/tornado_1724960687225/work +tqdm==4.66.5 +traitlets @ file:///home/conda/feedstock_root/build_artifacts/traitlets_1713535121073/work +transformers @ git+https://github.com/huggingface/transformers.git@1c39974a4c4036fd641bc1191cc32799f85715a4 +triton==2.1.0 +typing_extensions @ file:///home/conda/feedstock_root/build_artifacts/typing_extensions_1717802530399/work +tyro==0.8.11 +tzdata==2024.2 +urllib3==1.26.20 +uvicorn==0.30.6 +wandb==0.18.1 +wavedrom==2.0.3.post3 +wcwidth @ file:///home/conda/feedstock_root/build_artifacts/wcwidth_1704731205417/work +websockets==13.1 +xxhash==3.5.0 +yarl==1.12.1 +zipp @ file:///home/conda/feedstock_root/build_artifacts/zipp_1726248574750/work diff --git a/requirements1.txt b/requirements1.txt new file mode 100644 index 000000000..53089745e --- /dev/null +++ b/requirements1.txt @@ -0,0 +1,162 @@ +accelerate==0.34.2 +aiohappyeyeballs==2.4.0 +aiohttp==3.10.5 +aiosignal==1.3.1 +anyio==4.6.0 +#asttokens @ file:///home/conda/feedstock_root/build_artifacts/asttokens_1698341106958/work +async-timeout==4.0.3 +attrs==24.2.0 +av==13.0.0 +backcall==0.2.0 +beautifulsoup4==4.12.3 +bitsandbytes==0.41.0 +bleach==6.1.0 +certifi==2024.8.30 +charset-normalizer==3.3.2 +click==8.1.7 +#comm @ file:///home/conda/feedstock_root/build_artifacts/comm_1710320294760/work +datasets==2.16.1 +#debugpy @ file:///home/conda/feedstock_root/build_artifacts/debugpy_1725269181790/work +#decorator @ file:///home/conda/feedstock_root/build_artifacts/decorator_1641555617451/work +decord==0.6.0 +deepspeed==0.14.2 +defusedxml==0.7.1 +dill==0.3.7 +docker-pycreds==0.4.0 +docopt==0.6.2 +docstring_parser==0.16 +einops==0.6.1 +einops-exts==0.0.4 +#exceptiongroup @ file:///home/conda/feedstock_root/build_artifacts/exceptiongroup_1720869315914/work +#executing @ file:///home/conda/feedstock_root/build_artifacts/executing_1725214404607/work +fastapi==0.115.0 +fastjsonschema==2.20.0 +filelock==3.16.1 +flash-attn==2.6.3 +frozenlist==1.4.1 +fsspec==2023.10.0 +ftfy==6.2.3 +gitdb==4.0.11 +GitPython==3.1.43 +gradio_client==0.2.9 +h11==0.14.0 +hf_transfer==0.1.8 +hjson==3.1.0 +httpcore==0.17.3 +httpx==0.24.0 +huggingface-hub==0.25.0 +idna==3.10 +# importlib_metadata @ file:///home/conda/feedstock_root/build_artifacts/importlib-metadata_1726082825846/work +# ipykernel @ file:///home/conda/feedstock_root/build_artifacts/ipykernel_1719845459717/work +ipython==8.12.3 +# jedi @ file:///home/conda/feedstock_root/build_artifacts/jedi_1696326070614/work +Jinja2==3.1.4 +joblib==1.4.2 +jsonschema==4.23.0 +jsonschema-specifications==2023.12.1 +# jupyter_client @ file:///home/conda/feedstock_root/build_artifacts/jupyter_client_1726610684920/work +# jupyter_core @ file:///home/conda/feedstock_root/build_artifacts/jupyter_core_1710257277185/work +jupyterlab_pygments==0.3.0 +latex2mathml==3.77.0 +# -e git+https://github.com/TigranGalstyan/LLaVA-NeXT-AirVLN.git@00e3cea3ca5a85b7ecaf6ee01358aa207d170e83#egg=llava +markdown-it-py==3.0.0 +markdown2==2.5.0 +MarkupSafe==2.1.5 +# matplotlib-inline @ file:///home/conda/feedstock_root/build_artifacts/matplotlib-inline_1713250518406/work +mdurl==0.1.2 +mistune==3.0.2 +mpmath==1.3.0 +multidict==6.1.0 +multiprocess==0.70.15 +nbclient==0.10.0 +nbconvert==7.16.4 +nbformat==5.10.4 +# nest_asyncio @ file:///home/conda/feedstock_root/build_artifacts/nest-asyncio_1705850609492/work +networkx==3.3 +ninja==1.11.1.1 +numpy==1.26.1 +nvidia-cublas-cu12==12.1.3.1 +nvidia-cuda-cupti-cu12==12.1.105 +nvidia-cuda-nvrtc-cu12==12.1.105 +nvidia-cuda-runtime-cu12==12.1.105 +nvidia-cudnn-cu12==8.9.2.26 +nvidia-cufft-cu12==11.0.2.54 +nvidia-curand-cu12==10.3.2.106 +nvidia-cusolver-cu12==11.4.5.107 +nvidia-cusparse-cu12==12.1.0.106 +nvidia-nccl-cu12==2.18.1 +nvidia-nvjitlink-cu12==12.6.68 +nvidia-nvtx-cu12==12.1.105 +open_clip_torch==2.26.1 +opencv-python==4.10.0.84 +# packaging @ file:///home/conda/feedstock_root/build_artifacts/packaging_1718189413536/work +pandas==2.2.3 +pandocfilters==1.5.1 +# parso @ file:///home/conda/feedstock_root/build_artifacts/parso_1712320355065/work +peft==0.4.0 +# pexpect @ file:///home/conda/feedstock_root/build_artifacts/pexpect_1706113125309/work +# pickleshare @ file:///home/conda/feedstock_root/build_artifacts/pickleshare_1602536217715/work +pillow==10.4.0 +pipreqs==0.5.0 +# platformdirs @ file:///home/conda/feedstock_root/build_artifacts/platformdirs_1726613481435/work +# prompt_toolkit @ file:///home/conda/feedstock_root/build_artifacts/prompt-toolkit_1718047967974/work +protobuf==5.28.2 +# psutil @ file:///home/conda/feedstock_root/build_artifacts/psutil_1725737838492/work +# ptyprocess @ file:///home/conda/feedstock_root/build_artifacts/ptyprocess_1609419310487/work/dist/ptyprocess-0.7.0-py2.py3-none-any.whl +# pure_eval @ file:///home/conda/feedstock_root/build_artifacts/pure_eval_1721585709575/work +py-cpuinfo==9.0.0 +pyarrow==17.0.0 +pyarrow-hotfix==0.6 +pydantic==1.10.8 +# Pygments @ file:///home/conda/feedstock_root/build_artifacts/pygments_1714846767233/work +pynvml==11.5.3 +# python-dateutil @ file:///home/conda/feedstock_root/build_artifacts/python-dateutil_1709299778482/work +pytz==2024.2 +PyYAML==6.0.2 +# pyzmq @ file:///home/conda/feedstock_root/build_artifacts/pyzmq_1725448950123/work +referencing==0.35.1 +regex==2024.9.11 +requests==2.32.3 +rich==13.8.1 +rpds-py==0.20.0 +safetensors==0.4.5 +scikit-learn==1.2.2 +scipy==1.14.1 +sentencepiece==0.1.99 +sentry-sdk==2.14.0 +setproctitle==1.3.3 +shortuuid==1.0.13 +shtab==1.7.1 +# six @ file:///home/conda/feedstock_root/build_artifacts/six_1620240208055/work +smmap==5.0.1 +sniffio==1.3.1 +soupsieve==2.6 +# stack-data @ file:///home/conda/feedstock_root/build_artifacts/stack_data_1669632077133/work +starlette==0.38.6 +svgwrite==1.4.3 +sympy==1.13.3 +threadpoolctl==3.5.0 +timm==1.0.9 +tinycss2==1.3.0 +tokenizers==0.15.2 +torch==2.1.2 +torchvision==0.16.2 +# tornado @ file:///home/conda/feedstock_root/build_artifacts/tornado_1724960687225/work +tqdm==4.66.5 +# traitlets @ file:///home/conda/feedstock_root/build_artifacts/traitlets_1713535121073/work +# transformers @ git+https://github.com/huggingface/transformers.git@1c39974a4c4036fd641bc1191cc32799f85715a4 +triton==2.1.0 +# typing_extensions @ file:///home/conda/feedstock_root/build_artifacts/typing_extensions_1717802530399/work +tyro==0.8.11 +tzdata==2024.1 +urllib3==1.26.20 +uvicorn==0.30.6 +wandb==0.18.1 +wavedrom==2.0.3.post3 +# wcwidth @ file:///home/conda/feedstock_root/build_artifacts/wcwidth_1704731205417/work +webencodings==0.5.1 +websockets==13.1 +xxhash==3.5.0 +yarg==0.1.9 +yarl==1.11.1 +# zipp @ file:///home/conda/feedstock_root/build_artifacts/zipp_1726248574750/work