import ollama
from ollama import chat
from ollama import Client, AsyncClient
from dotenv import load_dotenv
import os
import asyncio
from IPython.display import display, HTML, Markdown, Image
import requests
import base64
import PIL
from io import BytesIO
import base64
import groq
from groq import Groq
import PIL.Imageimport timeStreaming Utils
def mock_streaming_response():
for word in ["Hello", ",", " this", " is", " a", " streaming", " response."]:
time.sleep(0.5) # Simulate delay
yield worddef stream_response(generator, prefix="<<**Streaming response**>>\n", from_gen=lambda chunk: chunk['message']['content']):
"""
Stream a response in a Jupyter Notebook dynamically.
Parameters:
- generator: A generator function or API call yielding streaming text chunks.
- prefix: A string to prepend to the streaming output. Default is "Streaming response: ".
"""
# Create an initial display area in the notebook
display_area = display(Markdown(prefix), display_id=True)
output = ""
# Iterate through the generator and update the display
for chunk in generator:
if from_gen: output += from_gen(chunk)
else: output += chunk
display_area.update(Markdown(f"{prefix}\n{output}"))
return outputo = stream_response(mock_streaming_response(), from_gen=None); o<<Streaming response>>
Hello, this is a streaming response.
'Hello, this is a streaming response.'
load_dotenv()True
PIL.Image<module 'PIL.Image' from '/opt/conda/lib/python3.11/site-packages/PIL/Image.py'>
# os.getenv("OLLAMA_REMOTE_URL")ollama.list()ListResponse(models=[Model(model='minicpm-v:latest', modified_at=datetime.datetime(2024, 12, 29, 15, 3, 54, 41726, tzinfo=TzInfo(UTC)), digest='c92bfad0120556eda311984f1ac2f0d0a589b8d68c4053c13486b526276aa205', size=5473838466, details=ModelDetails(parent_model='', format='gguf', family='qwen2', families=['qwen2', 'clip'], parameter_size='7.6B', quantization_level='Q4_0')), Model(model='llava:13b', modified_at=datetime.datetime(2024, 12, 29, 11, 26, 45, 405561, tzinfo=TzInfo(UTC)), digest='0d0eb4d7f485d7d0a21fd9b0c1d5b04da481d2150a097e81b64acb59758fdef6', size=8011256494, details=ModelDetails(parent_model='', format='gguf', family='llama', families=['llama', 'clip'], parameter_size='13B', quantization_level='Q4_0')), Model(model='llama3.2-vision:11b', modified_at=datetime.datetime(2024, 12, 22, 16, 12, 9, 744251, tzinfo=TzInfo(UTC)), digest='085a1fdae525a3804ac95416b38498099c241defd0f1efc71dcca7f63190ba3d', size=7901829417, details=ModelDetails(parent_model='', format='gguf', family='mllama', families=['mllama', 'mllama'], parameter_size='9.8B', quantization_level='Q4_K_M')), Model(model='llama3.2-vision:latest', modified_at=datetime.datetime(2024, 12, 22, 9, 28, 2, 220792, tzinfo=TzInfo(UTC)), digest='085a1fdae525a3804ac95416b38498099c241defd0f1efc71dcca7f63190ba3d', size=7901829417, details=ModelDetails(parent_model='', format='gguf', family='mllama', families=['mllama', 'mllama'], parameter_size='9.8B', quantization_level='Q4_K_M')), Model(model='qwen:32b', modified_at=datetime.datetime(2024, 12, 20, 11, 10, 17, 817010, tzinfo=TzInfo(UTC)), digest='26e7e8447f5d7fba43b4bc11236fc6f9db4e19ff3184f305b39c7ca76eb896a1', size=18498677860, details=ModelDetails(parent_model='', format='gguf', family='qwen2', families=['qwen2'], parameter_size='33B', quantization_level='Q4_0')), Model(model='qwen:14b', modified_at=datetime.datetime(2024, 12, 20, 11, 2, 14, 495753, tzinfo=TzInfo(UTC)), digest='80362ced6553cbb3c08b56b527ccf6e6f94e3c3fffe2a60f19e2ef840991e902', size=8179329873, details=ModelDetails(parent_model='', format='gguf', family='qwen2', families=['qwen2'], parameter_size='14B', quantization_level='Q4_0')), Model(model='openchat:latest', modified_at=datetime.datetime(2024, 10, 23, 6, 16, 23, 280312, tzinfo=TzInfo(UTC)), digest='537a4e03b649d93bf57381199a85f412bfc35912e46db197407740230968e71f', size=4109876386, details=ModelDetails(parent_model='', format='gguf', family='llama', families=['llama'], parameter_size='7B', quantization_level='Q4_0')), Model(model='llama3.2:latest', modified_at=datetime.datetime(2024, 10, 1, 18, 54, 13, 442059, tzinfo=TzInfo(UTC)), digest='a80c4f17acd55265feec403c7aef86be0c25983ab279d83f3bcd3abbcb5b8b72', size=2019393189, details=ModelDetails(parent_model='', format='gguf', family='llama', families=['llama'], parameter_size='3.2B', quantization_level='Q4_K_M')), Model(model='codestral:latest', modified_at=datetime.datetime(2024, 8, 23, 8, 30, 34, 550025, tzinfo=TzInfo(UTC)), digest='fcc0019dcee9947fe4298e23825eae643f4670e391f205f8c55a64c2068e9a22', size=12569170041, details=ModelDetails(parent_model='', format='gguf', family='llama', families=['llama'], parameter_size='22.2B', quantization_level='Q4_0')), Model(model='nomic-embed-text:latest', modified_at=datetime.datetime(2024, 8, 23, 4, 19, 19, 95721, tzinfo=TzInfo(UTC)), digest='0a109f422b47e3a30ba2b10eca18548e944e8a23073ee3f3e947efcf3c45e59f', size=274302450, details=ModelDetails(parent_model='', format='gguf', family='nomic-bert', families=['nomic-bert'], parameter_size='137M', quantization_level='F16')), Model(model='starcoder2:latest', modified_at=datetime.datetime(2024, 8, 22, 18, 25, 40, 846087, tzinfo=TzInfo(UTC)), digest='f67ae0f64584a4d1d7c609bf4778dd0d07054582362d21ca4f0eddea22aafd0c', size=1709901545, details=ModelDetails(parent_model='', format='gguf', family='starcoder2', families=['starcoder2'], parameter_size='3B', quantization_level='Q4_0')), Model(model='llava:latest', modified_at=datetime.datetime(2024, 8, 22, 12, 0, 47, 995937, tzinfo=TzInfo(UTC)), digest='8dd30f6b0cb19f555f2c7a7ebda861449ea2cc76bf1f44e262931f45fc81d081', size=4733363377, details=ModelDetails(parent_model='', format='gguf', family='llama', families=['llama', 'clip'], parameter_size='7B', quantization_level='Q4_0')), Model(model='codegemma:2b', modified_at=datetime.datetime(2024, 8, 22, 6, 47, 58, 901740, tzinfo=TzInfo(UTC)), digest='926331004170f1c177e6185e8c7e6339bcc701cbda124ed4b235246191f38bff', size=1551198417, details=ModelDetails(parent_model='', format='gguf', family='gemma', families=['gemma'], parameter_size='3B', quantization_level='Q4_0')), Model(model='mistral-nemo:latest', modified_at=datetime.datetime(2024, 8, 21, 18, 50, 34, 598173, tzinfo=TzInfo(UTC)), digest='994f3b8b78011aa6d578b0c889cbb89a64b778f80d73b8d991a8db1f1e710ace', size=7071713232, details=ModelDetails(parent_model='', format='gguf', family='llama', families=['llama'], parameter_size='12.2B', quantization_level='Q4_0')), Model(model='phi3.5:latest', modified_at=datetime.datetime(2024, 8, 21, 18, 22, 35, 481462, tzinfo=TzInfo(UTC)), digest='3b387c8dd9b7cc36c0fdfb74f3eeca6e55644c353b82696242ee2a8d11deb0b9', size=2176178783, details=ModelDetails(parent_model='', format='gguf', family='phi3', families=['phi3'], parameter_size='3.8B', quantization_level='Q4_0')), Model(model='qwen2:7b', modified_at=datetime.datetime(2024, 8, 21, 12, 44, 45, 342289, tzinfo=TzInfo(UTC)), digest='e0d4e1163c585612b5419eee0a0d87fe0cac5fa6844001392e78d0cdf57c8138', size=4431400262, details=ModelDetails(parent_model='', format='gguf', family='qwen2', families=['qwen2'], parameter_size='7.6B', quantization_level='Q4_0')), Model(model='wizardcoder:python', modified_at=datetime.datetime(2024, 8, 21, 9, 17, 51, 876579, tzinfo=TzInfo(UTC)), digest='de9d848c1323e9b72bb571933ce0f0ccc608b0e28eac23cc0dbdb7b47b9fdc7b', size=3825813863, details=ModelDetails(parent_model='', format='gguf', family='llama', families=None, parameter_size='7B', quantization_level='Q4_0')), Model(model='llama3:8b', modified_at=datetime.datetime(2024, 8, 21, 8, 41, 43, 978247, tzinfo=TzInfo(UTC)), digest='365c0bd3c000a25d28ddbf732fe1c6add414de7275464c4e4d1c3b5fcb5d8ad1', size=4661224676, details=ModelDetails(parent_model='', format='gguf', family='llama', families=['llama'], parameter_size='8.0B', quantization_level='Q4_0'))])
def get_ollama_modelnames():
"""
Get a list of available model names from Ollama.
Returns:
list: A list of strings containing the names of available Ollama models.
Example:
>>> get_ollama_modelnames()
['llama2:7b', 'mistral:7b', 'codellama:7b']
"""
return [e['model'] for e in ollama.list()['models']]# os.getenv("GROQ_API_KEY")gclient = Groq(api_key=os.environ.get("GROQ_API_KEY")); gclient<groq.Groq at 0x7fe3b6e2d810>
def get_groq_modelnames()->list: # List of model names
"Get a list of available model names from the Groq API"
return [m.id for m in gclient.models.list().data]get_groq_modelnames()['llama-3.3-70b-specdec',
'mixtral-8x7b-32768',
'llama-3.2-90b-vision-preview',
'llama3-8b-8192',
'whisper-large-v3',
'llama-guard-3-8b',
'llama-3.2-11b-vision-preview',
'llama3-70b-8192',
'llama-3.1-70b-versatile',
'llama-3.3-70b-versatile',
'llama-3.2-1b-preview',
'whisper-large-v3-turbo',
'llama-3.2-3b-preview',
'llama-3.1-8b-instant',
'distil-whisper-large-v3-en',
'gemma2-9b-it']
groq<module 'groq' from '/opt/conda/lib/python3.11/site-packages/groq/__init__.py'>
a = ollama.list();[e['model'] for e in a['models']]['minicpm-v:latest',
'llava:13b',
'llama3.2-vision:11b',
'llama3.2-vision:latest',
'qwen:32b',
'qwen:14b',
'openchat:latest',
'llama3.2:latest',
'codestral:latest',
'nomic-embed-text:latest',
'starcoder2:latest',
'llava:latest',
'codegemma:2b',
'mistral-nemo:latest',
'phi3.5:latest',
'qwen2:7b',
'wizardcoder:python',
'llama3:8b']
get_ollama_modelnames()['minicpm-v:latest',
'llava:13b',
'llama3.2-vision:11b',
'llama3.2-vision:latest',
'qwen:32b',
'qwen:14b',
'openchat:latest',
'llama3.2:latest',
'codestral:latest',
'nomic-embed-text:latest',
'starcoder2:latest',
'llava:latest',
'codegemma:2b',
'mistral-nemo:latest',
'phi3.5:latest',
'qwen2:7b',
'wizardcoder:python',
'llama3:8b']
Ollama and Groq Utils
client = Client(
host=os.getenv("OLLAMA_REMOTE_URL", 'http://localhost:11434'),
# headers={'x-some-header': 'some-value'}
); client<ollama._client.Client at 0x7fe3b79dfb10>
aclient = AsyncClient(host=os.getenv("OLLAMA_REMOTE_URL", 'http://localhost:11434')); aclient<ollama._client.AsyncClient at 0x7fe3b6f0ee50>
resp = client.chat(model='llama3.2-vision:11b', messages=[
{
'role': 'user',
'content': 'Give me a path to learn about LLMs? Also suggest some resources to learn about evaluation practices in LLMs.'
}
], stream=True); resp<generator object Client._request.<locals>.inner at 0x7fe3b7aca9d0>
next(resp)['message']['content']'Here'
resp = await aclient.chat(model='llama3.2-vision:11b', messages=[
{
'role': 'user',
'content': 'Give me a path to learn meaning of life.'
}
]); respChatResponse(model='llama3.2-vision:11b', created_at='2025-01-07T11:44:10.435403634Z', done=True, done_reason='stop', total_duration=44848188910, load_duration=31767224, prompt_eval_count=20, prompt_eval_duration=7000000, eval_count=715, eval_duration=23303000000, message=Message(role='assistant', content='What a profound and intriguing question! The search for the meaning of life is a timeless and universal pursuit that has captivated philosophers, theologians, scientists, and thinkers across centuries. While there\'s no one "right" answer, I\'ll outline a journey to help you explore this complex topic.\n\n**Phase 1: Self-Discovery (3-6 months)**\n\n1. **Reflect on your values**: Identify what matters most to you in life. What are your core principles? What do you stand for?\n2. **Explore your passions**: What activities make you feel alive, engaged, and fulfilled? These can be clues about your purpose.\n3. **Practice mindfulness**: Regular meditation or mindfulness exercises can help you tune into your thoughts, emotions, and intuitions, allowing you to better understand yourself.\n4. **Read inspiring stories**: Study the lives of people who have made a positive impact on the world. Their experiences might inspire new perspectives.\n\n**Phase 2: Intellectual Exploration (6-12 months)**\n\n1. **Study philosophy**: Delve into philosophical traditions like existentialism, stoicism, and humanism to understand different approaches to meaning.\n\t* Read key texts by philosophers like Nietzsche, Camus, Aristotle, or Epicurus.\n\t* Explore online resources, podcasts, or courses on introductory philosophy.\n2. **Dive into psychology**: Learn about the human condition through psychology\'s lens:\n\t* Study Maslow\'s hierarchy of needs and self-actualization.\n\t* Read books on positive psychology, emotional intelligence, or cognitive behavioral therapy.\n3. **Explore spirituality and faith**: Investigate various spiritual traditions, including Buddhism, Taoism, Christianity, Islam, or Judaism.\n4. **Engage with existential crises**: Consider the implications of human existence, mortality, and the nature of reality.\n\n**Phase 3: Practical Experience (1-2 years)**\n\n1. **Volunteer and serve others**: Engage in acts of kindness, helping those in need, to gain insight into your values and purpose.\n2. **Pursue meaningful work or hobbies**: Experiment with activities that align with your passions and values.\n3. **Travel and immerse yourself in new cultures**: Expand your perspectives by experiencing different ways of life.\n4. **Cultivate relationships**: Nurture connections with others, fostering empathy, understanding, and a sense of belonging.\n\n**Phase 4: Integration and Reflection (1-2 years)**\n\n1. **Synthesize insights from all phases**: Reflect on your experiences, readings, and self-discovery to identify patterns and themes.\n2. **Develop a personal philosophy**: Create a framework for living that incorporates your values, passions, and understanding of the world.\n3. **Embracing impermanence**: Recognize that meaning is not static; it evolves as you grow and learn.\n\n**Phase 5: Ongoing Exploration (lifelong)**\n\n1. **Continuously learn and grow**: Engage with new ideas, experiences, and perspectives to refine your understanding of life\'s meaning.\n2. **Practice self-compassion and acceptance**: Cultivate a non-judgmental attitude towards yourself and others, embracing the complexities of human existence.\n3. **Share your insights with others**: Contribute to meaningful conversations, inspire others, or create art that reflects your philosophy.\n\nRemember, this journey is not a linear progression but rather an iterative process of exploration, discovery, and refinement. Be patient, kind, and compassionate with yourself as you navigate the complexities of life\'s meaning.', images=None, tool_calls=None))
def pil2base64(img):
buffer = BytesIO()
img.save(buffer, format=img.format or "JPEG") # Use original format if available
img_str = base64.b64encode(buffer.getvalue()).decode()
return img_strdef img2base64(image_url, convert_url=True):
if isinstance(image_url, PIL.Image.Image): return pil2base64(image_url)
elif image_url.startswith("data:image/jpg;base64,"): return image_url.split(",", 1)[1] # Return the base64 portion directly
elif image_url.startswith(('http://', 'https://')):
if convert_url:
response = requests.get(image_url)
return base64.b64encode(response.content).decode('utf-8')
else:
return image_url
else:
if os.path.isfile(image_url):
with open(image_url, 'rb') as image_file: return base64.b64encode(image_file.read()).decode('utf-8')
else: raise FileNotFoundError(f"Local file not found: {image_url}")img2base64('https://upload.wikimedia.org/wikipedia/commons/d/da/SF_From_Marin_Highlands3.jpg', convert_url=True)'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'
def convert_to_groq_format(messages):
converted_messages = []
for message in messages:
if message["role"] == "user" and isinstance(message["content"], list):
new_content = []
for item in message["content"]:
if item["type"] == "image_url":
# Convert image URL to base64
base64_image = img2base64(item["image_url"]["url"], convert_url=False)
item["image_url"]["url"] = f"data:image/jpeg;base64,{base64_image}"
new_content.append(item)
message["content"] = new_content
converted_messages.append(message)
return converted_messagesmessages=[
{
"role": "user",
"content": [
{
"type": "text",
"text": "What is in this image?"
},
{
"type": "image_url",
"image_url": {
"url": "images/001.jpeg"
}
}
]
},
{
"role": "user",
"content": "Tell me more about the area."
}
]
convert_to_groq_format(messages)[{'role': 'user',
'content': [{'type': 'text', 'text': 'What is in this image?'},
{'type': 'image_url',
'image_url': {'url': 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pmaIcs7IXO8NEIMaZwZjno+YRA2y7zp4V5feomkxIhQuGl3OE0Jwuv6QriH9ENGFYE6BzrbCQCkM74POI+/aOrWkBOc9iBwSF5AwihTM82zGVdq8IwDOolPndNFLeePoM4NFHUiI4Pp4QPDOXlckwxOBRR0aFjFHX6/rOE0NNt+NI5Z5wZIWhBjRD72mDrGu751B4pcXF2DoehQsFVDXKBc8Djc3IKfpC+8clpTAomjmdDxicQsuLy6w2+0wHWewCLp+MBSIAPLIWTBNM1gYu3FnqAOQWEDOY+hHEIAQHYbhQUudhuCR04InT5/AeULOGcHWMFhaRp0AvzoCzMgpIzgHb+s1iyAtig7p/dDxGzpNXxRmWyOCppViBzZHk3OGjx28d5imCUIK/AgJUsmAKOoxzRkvsn0EZKCBA/XPZtBtXdpEYHd8/acY87vQhLu+szV4z9tPhY3P93VyLDP4eh2GeFQX4QTOrxctq1dQEYTTq4O6D7RBFlajoz+kGfvqDGwNffvWBhrQ9w0dgDvlPmyPvkFaQNUZqGO3IgtisJ5Up0gAp3kdfYCZV+dggxaIqMcdY0QXPfo+IoQO3vKS6v2qZ5pCBIsuMCkp7+D6+gpPnj5GFyIuLi/x2quvYr+/QNd1K1LgA3zwCs96r4uJ/YQZTKINYsBkyAEZ4qI/uQ6grE7Xmfva5oDQihQoiqDvM4xZa9+/d+8+6Atfxo9++CN8/q2/in7Yr3NFR7TtuaYw6ivDuG/3WsxhApTv4Rwh5xleIrp+BJeMm5sb9P3QnNIQOuVXiEauzAof6lkKSs5wZli8X50C7yOENSedU8LjZw/ge8YFSXtWc1mQksOSuM3ri70HI+Jzn/0ivvv2n8B5h9c/9gk8ffIYfddhHEf80i9+CVfXTxBCgCNC10XE2GG326P/+BsILuNb3/lTDMOIi/0lbm5u8Mff/hameYFLBd/64z/Eb//Wf4fjdMTxeIOcNQ88Lwv+9O0/weOnT5Fzhrf1ZZ4mdWwK4+rmBj/40Q9xnCcc5gmZC5ZlMeMcNMfsXctXh9iBQGbINcpzTg23eEVkYuhsffMQi3ydI3OiGblkvXfLoohL1zWD4hpkoMfszBjklO15dCBxSMsM5x2C8+hCBBfBkhcAghg8fFqd3HHcQUDwVFOJhKHv1eAyg5xXpA8AkUMu3IyNLlO8Ljvk4EidJSJFQ9w6ueGDQ8mC45SRckGw52yaEwrPcETwzuP6+gbB+fbPh9ACKGdrTkVd67p9c6PBQAgBF7s9UtH14OZwAAvjno2hdw5D6OCDhwA4HA8IllLMy6Jpj6icIlhgpikIMQhcsKQFy5w0SBDl3TgX4JxHiAE+ZaR5gfOkjkwpKKzwekUl57TAZbT1r5SCmTNijJDkMU9HVAJBTf+XnDDPRdewGOC8rlUCRS5raqQG09Vpjd43Z0CYEYLX+dNFzMuCkguoUzQ25wyBoOv0eg6Homiv17XSOQ1Y6jOjjoBAWCB8Fq3/lO2FnYEaLdM6y8wRoBaltFDaFsQTI4VT4/7TyHP1s3eehx3jru9vv/HcfW0N4omV2MIbW37E+r3NDjYQyF3W+fYfZLDvya428HV9g+gswpT1TFY/YUUwKlx5+vrWEajGX7/P4lAdgWq0xAwNZM2tniMH5MgienUK9GEjg/AVJqxoQXU2YlSPl7lgSQk5ZTx5/ASPHj/G0PW4f/8+Hjx4gIuLC8TYnSEGG9KhUwdASUKhOQGKHGh0DEuxrA6qtPEV+5ttvm7wlxUl2txmRX1ogw4QLl79LH7h1c+2b7VMwvn0sD3Wv3NWgyxQ73037iAQ3Lu8RHRqgELoddEAYbfXqF5YgOrsQBf44+EI751xAxJiN+q5sJw4GrkUdCHAe4VIyQEheHiw5uNtnJZlRgzqpEAA8hG5f4CnxwX7i4icijpnkvHaw3sQEfSdQ8oznjx+BO8IsRtQcgaEcfXsGV575RL/6Vv/Ht/74feRctJokwjFFrycC959/x386Mc/wG5/iSXN7T7Py4x33n+/rSve62LoncPN8dDm9rObm5opAkFJckSathrHEQyBJ6Dre/jgWyBToy/vCLM5UTF2KCUjpQIuCQBjmo8IMVqkW5CWjK4LEFRnVBd7LqVRU0opLaxIzGAhdeIUfsBuv4N3Hl0IAAiFs+WzzWmLHXCC+rEt9ATAmbEVc1KcGlbLyZOIwvwWLMUuKoHQolMx568UTROWzCBihFCJjQturq9BjpDI4ZUH9+EWxpwXOOfQFQEsKEgpGZJHEBYsOWFZZpTCSpR0BC5Fo3Xv0Xd9QwxKKShZ14IQvEW3rNwMYcxTwrwkzPOEe/cuMfZqeB2R8TQUcQAcmIumB0DgohG387pGFSbQoOPvg2/njDmhFMaRlfdBVHPsHjfTDULwNkZ6L2+ePYP3HuN4AXKkKApBURsRCAEX+z26fkDOyQI4RY84ZxzmBeM4IHYdUk6KIAmpo8iMIorO7C8G5JRRDJb0hoDAArJ5zgAY3ndYyqJjET2cJ/VIbH47I3kWYZB3YM62lhS8yPbizsAGGqgHPnmXqD2g2CyGLwztb/f2HEfgrs/clX74WfvYBP/qwWG7mG+2GuGJoD31dR9A4yZWw1B9g9ucBKwQwPYl4MwYbRCJZqgqiqFRxhY5qNFiNYKnh1sdgpM0g6iDIXbiItLQDLE0gmycAS9iEYASd0LQCCyGsC5azkNACMEh59COWx0BZkZYFuSYLZ2QUXLB+++/j3fefRe7/YiH9x/iwYMH2O12iFHJhjF2aiiMae4cgX0xlMA3R8A7h0LVEXANrYJFLdg6rRALgs2UWBR1ghAAxk04vZdtnBtQJG3+rHdve29hEK7+vdvt8OzpY3TdgKfPrlEEiLG389OIHsJwcdRogtc9eh+xv3yA4+HK4GyPlDM8GCmr4zNNN7i8vA/OCT4yHj+5wrOrCW+88XHE2EFKRskzAEV0uBSMu0vsdgO4MFJmOCI4LIjUY14O+NNv/0d89tOfgfeCrhvw6PFjPLl6CmHGq6+8Dm9OWggBKSccpoTvv/OOkiLtOWMRTPPcYGcRxvd+8GcIIWLoIoQ8RIChH1CY4Z3XaMzmnrO5V49TCluk1IMSGcpRWlQNiDoRPiCXYk4wwweNaoUziIBSMuZZyWu1akbJcrB5Km0u1yoPKZo+a88uERycIgMW6RFgTlsAeXWUiQnB4HwRBjnAk1cETdaIPiVLdUAgUsCZIE4du9U5Z0PLNM9eIfhtFY4iqBq+pWVRMuC8KHrkPTrLP98cZkxHza93MeI4JUxLQsmMq6srRUHgUERwczwq2TN4BO8xpQlXV1e2bjiNTO1ZpahBg3fK1K8pq2zM+3EYMB0n5KwG6+Y4obrq9+5dogvRjJw+p6WwVYkQUkoorDyjwkUNraGHJWd12lwAc0Za9Dns+76lG4P38IOia8uckPKM62dPsRtHdd5jVAfCBwzDiP1+B3JATjrHYvRaPQElJ5ZSUJPN5HRNIe+wG3dwXpGPZMYh+ABAEdjgA7qugwgjBo806Vj0fY8jz8hZ7LPqUIN0/SYyZ7fr1vRDKSBRvkkXIygAi30m+L9gAiGRkeZsIV0N0MbS2NbIbJu/t9uLIAAvsj0PXfjpjsApPF+Rp7s/vHUANhaDcGJAm3dR4XfaRJ91eG4dZBv/3/We/lw/QdUambFSZ+R8Lz+r9JJIwGLuhhhb4uTcLNLE9j6qM+CcPug1cgcACVFhawK8I3jP7WKz5wbPOuebY5BzQrYoIeWMnBLeeecd/OSdn2AcR7z66qu4d3mJcTTHwMhXlWPgvFejZfyCYn+TVSTAnFUiAhNWB+FkuDfVCmf3RgDlfVSWaFum1nFtPlm9k7Te6C3yQ6S53Uriurz/Kr7yqS/i5uYaeTkosgKNnOZlRgydGhR7naWAxAhuki3C08VHkMDkdGH0AfvdJUouEGb47gLT/CH6fsC8JPT9iGHQ/KIrukBB1PDkXMBFyW5dPyB4hy5G7McRf/pn38bbP/hzYDOX3nj1Y3jjY5/AL/yVX8TVk3ex3+/UUSsJ3qtRkqIL2/5ij3mekZaAru/gkkb7T6+eYllmOHIGfWtOn0XQxYC+7+AdYckZx2luBtsHZXCnlEGBNEIF4EtBiBEheCXUOYXwgxHZzCesq6mVSQuKLfAVRatVCRpV6UJfU3XBByXMCSMXOXH0glfGvWTNCQsETHrcZORMEWjEzsXWIF3dxci619dHOPLo7mkKTopAzIGoDm1Ji5Z3k46XVEKi5RA9ORTRqPdwOKoTyIyUksHXDLJSu8NxUq6KAAEe87ToeIng0eNHIADsA3z0qBwlTQ0Sci44TMrQ3w0DyLsN8qI5cWcpvsop0kdNcHl5AeccjtOC0TmM44DFyMjDMLSqJlTn3hGmacK8aGXGaMTAGqiVogZcH3xo7p48jlNBkYJxGK3svcAHh+l4sPWtAOKwLLPuTwj9MCLGgC6O8MFbxYM9996Dc4F4CwFsUuWcDVnTNcKRgzhpBGUWdU6ZBYtVl8SowU0pGVIKYvQIQatDmLUUUStZxEo5dfyDC0iklT5SGCnrdwmaro3eSKyJsRsGCPRevcj2kZCBbT6ILGqqP59n136aU1Bf+5nGWz/4/PfPnQ2s+fnnfAm30hi2qp8gG9LcnkYcXPfR/rNCAmYGtkjDGlluz9H2effJtc+cRLM4G6ft8U9+OzVTddERqY7FGXETbLny1dOResyaYrA0QSX51WiwEgurY8BU4Ni1MXVOa3ZzOXcGgpKPmrZBVu82JyzLgp/8+Mf4ITN24x6vvPoQ9+/dQz8MiKEzZCKaU2CaBb6Wh9k/cii2kKypDDT4Wa1CXWzqPD6dMY1N0By8auTX+7yO5/rR6jBUL967Wm6mkfWwu4T3HfphwAfvfg8lJzgjvfX9DmiVHvpw57Qg+A7MGY4YKDNQEsiPADQS8D7ocdN7AI1wYWfkRGMkTwe8/vrH4XhCfZKdI2W6SwHngsw1/xsQ44Cu03Kuvu8shSG4ORwxdCPIe3z6U59DWo54cn0D5zTSfOXBPdxcPwEbiQyAll1aFNvFYExsJb6lpGkN5xyCc9j1g+XBgRAIEFKNjFxQB9mR5f+FjTYhVokQ4EWJfTWfX3U4StZ5ByqIRhQUaB15DW68jwAVdDGA2SmUHjzWEldlhZPXMQ/OyHogZGYEAoSlGQ6BHhdBtTVy0hLdxIxg2hoMWCUQGxJR0Pe+5fTJWxrMZmM24iOTHpu5aPmbt3NzDjAHhIvyI6pWQGFG3+nYL8uClFNzmGMMABFi6EG0EomH3Q41dw4B5rTAB4+bm2uE0GEcBk0tpITeeSTJbQVyZLog3kHEtRJrLgUFUNQvaL6eoPD+/Xv3MR2PmJcFBOUw9b3qJAzj2KJwJUZaLT+A/cVFc0QakTNPELEKinnCNM06hklTGoUZXecxdAOGccQwJqjDp4hGWjKEGJACct6WDNMDKMWea2prGCAgJnSm0VDnVQtCSNNUIELsPIjYxskjwTgAdt9idOrc2Lo1uMpN0WuuparTkgwx82BomlDXPw8xzZGSFeV5ke0jcQYqErA6APVf+9SL7u50xyd/nv7dnIVq9DfW+nkpgZPP3bXVhcoMboXVnosQNBAIp95CDTca1LxaBaI1cr/jou8+TLUqhgJUT7qaqdXpWb9f2dqr09T+g2ao2mXLRnbB7iX82ZWbFQOB6jjZQ+W8s8XWG4mtGv0aeROckxU+19otOC/mPChMnHMwzQNGMVKR/t4hpWx1uwtujje4+v4VHDmM44jXX3sN9+/fxzD0zSFY+QUbh+DEOfDmFJzO2W205TaDRHYftq/pbaU1urQhZjKXzipIWrTX0AHNz+pgOKAkxG6wW+1wef9VpLRoiZvty1FBYV1gCQBmW8RKQvSEMn2IDz74ALv7H0fXDQjdzs6B4a7+Feje/w6gwaIdjdJSYjg/YJoOmI/vYdhr/X+NGIvVxHIRjOMer7z6cTx+9giPnz5DiBFk5L7duENKGe+89w6+8/af4OrqCT54/CGWtGCajvj+j7+Hb//Zt7Wsq++Qihpf75xFRip+BSiM3vc9UsoYhwExRvRdNCJXgvceh6OVovU90uHanKTK1yCQq/X/hGiGj+uC6T1KYctnq2PErM5Eyhkg5VFYKh4Awztqz1FhBpWs8Dwsj0wKCwdHgDmazck2REFE4CFILLo/6OPELBBS3gSIAC6GKIkZkIxx7CFWYuiINBXnHLhUNKJojbxFwBBAsqYW1AgAxYip8LpiTYcJh+MRfd+psFjKmqIIASAVxREBur4D56LIDghjPyiZkhTaXtKx8XlKKbh/79IcGsHhcNByxRjbI1PZ/wJBCAHkASSyVIYS+Hb7XnkUMWrUToQQPLqsKUAXlKfhyQF278gHQLRsMhv6JCKY50mJt1bz3wTVcmnn5ryz6L9DTSkKKUoWAgGwVGRhG19FC3T98wBUTAmAihTxOi+42ENc1FElMnSIGWCvfqvNEecclFMoze4QcDL/YgiGTjIo9jgeDiqeBICR4VxE7AKi1+crQ52N4HVdGscOBEFhwXSc8CLbR0oT6M/qEG8IhED7eccXT6P6s6j8rmOcvnj7/RfhIWxJi897n6CLuD2yeJ7pBtX9Gax+goTIiYXQMqNq0ql+4paRwNn7ty6YTseVRLAV0uGTIV3NeyW+rai1bHcHjfypXfMWmanDSufnQLrgrmQ+p+Q2rIqCABqDuyI5Yg6DlkwBzMaydcra1gXOmMlc87IK53U5ootRc4Ip49mzZ3j05DHGfsD9+/fx8OEDXF5eoOt6xK2gUS1TdA4+qHBMVaSjjdPSIj7nqk5du5eq97AiKDrXpY3X+lG7123qCBqEZGMZQlDDzgLfqcFy3mveVwo8qYFbrt6FlyPc/ueQ8qyENS5YsuD6+qk6Cvs93r/KwPAA/biHcMF0/QEGn0BhwPeffA6v9gNe23scZ1Vmq7cypQWZyVJAOkPZSp2YdPEBM959/yd464tv4b0/fxuZGXle4L2WbQVWXsE4OHzn7T+FGPzZ9wOeXT/Fk6unYNEcPwG6ELsFleAZQkAgreN3zmG320OE0Rs/INSfwWGaFyxW+w1RWJSgkCxBnQmdL0o8JWieX+eh1f+XrJoBRAhGpluyogUENYhcdH7VCK7kZAbTmSMAtFsuohRxIyGyOcLeB4hkSIP/odE/vKkQkjkehuKIOhs+OIA8HAQxEu55vecuqLFMuQCmA+JtvoIMcTCEQBnzpGWaTpG++iBPR61RD2ZAATWiRMA8zXbdDiF0ePbsgK7zGJ3HdDii6zpMy4zgPOCA2HfwMGXDrgeLOhKA2P4WQ18I+90OxZROAa2IgCjj3xHBezISY8bu/k4NH2tu2/cdOu8x59KIjzVF3XeqFZCNENd1UQV55hkhamVLNu9OVycPJsa9e/etmkJREHUoSWF9qWGRQ+bcxHrIqwMiIuh9j5yTERnZyMyWEnDByIh6nse5KioGU0zFeh3FIHxmOBKA7Lny6iCy1HkN+11Jn8uU4KHrWeYML0bgJtMnKAnLnND1va4rgBF2Ff1Toa+fvX0k0aEaTaEZDWwi4ud8DWfGrkWbdxvr7d+1XOUcIr8rNXDyHVREAWu0dvuTLcLYRsbVS9OoWk4NBdY1Xz9iKIDZ6BrZUz3HW0e0/9obW80CbK/p3Hmyn0ZRace4PQLmgmz2RXZOtbywOgytSuHWZ0/HR193qJB7VWur+Udhcw5o44zA0AFeeQtMrKgBag2ukiF9KfClEssEOXtDDUpT9yqdkoVSSQAzHj9+hHfefRfjbsTDe2tFgpYqhlZm5jb8BnLqtFQHoKYT2rwGbc51XYTo5P12U9rcR7sfWx7NZia1UiUrTesD1HdSuJmFkNMRT9//Lj72xps4Hq8RhwtwUYU/Tx6lZMB3GsXZ7Iz9BZZ5wnC5xxgL5mfvIOFhM7TzMrX0jXMO11dP0PcDyEc4qOEdhh5A0VI3kcY2992+VRLE4HGcZ8QQcDgclRXvnRLynG+La84MyQXD0OMqKwytuXIxBTlDkSy69lYhIgacqNBORgweMJJpygse3n9FOSasSmzMVRFQI78QtfRSpXHNODtvWgJYlS7Fctas5XVEzqooBCGcIl0tT1znvhOg8g7q84UV5XBe/6OMdwJBo7pS1rDAEWFJGQQT/CEV4hERZMvxk0FPmoLQtABKaZUBKjTEEKeMc32+dG754CFS0QuHw3G2uaAGUCWRVQny5uYG87zo/WEVCHrllVeQUwYYzZkmWwMJQHABUgqWOWG3H1EaUqFEuth1OBwOGIZeHXsnKGm2qqOIq6srHA4HddC9x24/whFhHAbkZcaSEzruFDWQbPLpKgdtK4pxJexeghqymEoBMdnzrDLHLALXOQCqWcClaDkvOeSy6DmHiGKcg2KOnICM88KblJNqRqSsDo4TLeUrJSOGgOK0fFeJ1LoGxFotYciTsHKHdA1UZKmiU4FIKws8wcNjOsxIqWjkH/QZXJZaoRHQ9Yr2LYvKInf2Ge8I2dbjJRcsiZVXUP4r6Aw0w09bpIDW957vE7TP/izewC2OgR3znFvw0xyCdl4/41xOYIdbHzB4vC7yzWmwC731VdlY5xM4o0UVlbzYDOf6zeZAQIzdL7Luc3vdNXGgO237bcZoc9wWprR317PjO8b7dMzWMzyNpk3uFE6NpokCtfsHbokNMfJd7SnQ0gcmoQxz8pzjlmet0Ktw0AVbqhiKlo6BgJIzouVBP/jgA/zoRz/GMAx4/XVNI+z3e8QYm2NQJZCdX1EDPa5vjsGa5lD8tfEINvN8TS1gdSLaoG9ebyOnxMtc1IB5IXBZIKGDcMHh5tpU5Apu8Co4voI9ZlDX4f0P3ocPHV577SGePv4AMShx8JVXX8fTx4+RU8ajD9/HGx9/E8ck+LMfXwGOAQpIJqQyjnsI1HDM8wEXl/cAHgBZcHn5Ch586dfwwx/+Gbqhx7IkVa4jgKQgc7Z862KwpUeIHvtRow8ujG6Iiu7kglI2KTcWdLse8zRpmsIY48fjoukCERyOC4ZOKym6zmPJGZ14hdTrnBdB4YwQAtjU+QAxkqXK5xK0L4Cjmi9OpjNPlhZQ0p4S/jQtUFh7rDhyK2wPMhg3oEAJYd574x1UEqxDFSwG6bg6qB4AW98CLioypBoSGd55ZC6NO1FKUeVSpxA/IPBOmqKeI49Uign3mANBBMk1reDhoNUHIQRIyY1fUpGRXBR9G8e1B4JzwDwnqOpfQDkczVlSEbFpnhG9VmUULuAEzMuCXBwiqzzzNE3YXewB0sj+eDggBI9xt7MeAyoFTK7eO4Ysihhc39wospMyLi4urKRPpXQda6ndYZoA1MoTffY1CvctRUQ27sW0FZxzGAaVstZ0DMBOEEif41LQ8uwQh2JiQgTY2GqOHcSm1sr6DIQ1eBCWJiTXdVoNAAt2uHBb12pfg7aMkpZAiipPGRoAVEE4RUcUOS1YeQG6gur6qCJuAnKKevZ9BLPgeEzouojgtbIIRJimZAhK1CoZVuc0xL9oZECnKqrMrV701khVY6Be3PYzL2q4b3/GYFc7zItUIfwsJ8A+tIHSn3duFUytEW/9z/a81ih488l2jOoEbHGHrbGmk/ewQQQM1bjlcZyY+3a9zfBgHavqVJw4B2d7kTvGYHsvzg2hogMaUTuLXmrZoYM1hnGryC9vjiNUa6UNmWjOUzmJyuoZs52cOgbcIhyBlsR5r95/yQUhHLEsCe+++w6+9/3vo+96fOxjr+PhwwetIqGWK245DzUHrE4Brb0RquPjqtb9lghkKZYK22LDoVknlUV6hLwk5PkZqLuP/RBQyozpSCh5QfCCXHScMjOePnuEN3/uC5gTg1zAzc0N7t1/AB8HEDmMXUA3vorjYQJzxr37D/D0yYcYhlHV+/oe3ndIRQla1ZkCFGYPsUdOM7gckNOEYT+q0+QA8YTZrdecc1b0iBxIVHHt8mKPwiqokw0FmGcVhRFLY+WUMQwdYgy4d+8CuQBXVzcYe+VKTLMy1sfeNBJEo7suRkTvVJ6VSJvmmJFWnXitK3fBDDRWF5fMkRRRAhaLtLkCQtPKqPBxFz3Y6fPryCPlpNLBlqMncU26mw2Srgt1RbBIgGApJhaGAyN6oADIrKmQaapNdrw2OHKEZZ5RrLyt7jcxw0E0jw8oR8DWlVrCLZA255gZmXUeppQBUHN853nRGvyugy/FSJpkvAOdC13scXlpzyjDyvSAoe9wcziAyIGLlu8NJuN7fX0NFsGFd/ZMFuz3eyMWOyUTwuS37dn1XksQc86WyiHEGBuqc3V1hS4elTMArbg5HI5YFlUORH0OhUDklXdg61LwKhVdeRQiguPxoA5eHzWNY8dRg+6RWZEBR4okee8s0NQKhMJa4geSJhbkvEcuyfYBlGxzwtY5ZkWWfHVMC6NWrLBxFmqaEqL3dualIWpDDEr0KwWLlfZ2XWecAmjRAhH6btRUHmlfCSUhqoO7zBkLNJ0UA5Ctn4KPUbksobmwP3X7SNUEjU+9iY6q9WkOgKzowXmJ4emmj/MaMZtJa9j0+qNGjS1/vjFS7eHcOgEtsn7etdRzrx+/y4GQ1bZvjNStvRIZDVQ/p977moI4Mc7nxyYbVTl7/yzKb8esxrd+xq5zNfi3r1M2v5+kBGxx0VNb4fznjQmR1uzXFEFFI5oBBaGSEesxXCvAt4W4XiOf3uvnoUXtd8tFVtY8m7YBUHNjTruliTom14cDvv+DHzTE4OHDB3j4ykOMw2BliivpsBIPK1Jw9++GiJgzUJEO/d2djhcBtesBcwY//RZ8twfRCGCHm5sDSjlYGaRHF3V4vCPkNJtxVMZ01w9I8xEdZhTslVxJRwz9iJKT1XwrDP7WW2+piJBX2NcHJf5RKQB00dCFNEDI4+mTR+jja038hlnrmy8uLgAQStGGLN4RyKkYFEB49uwKzMAwKPlP1QcjZpkh0Pr5QB4lJczTgnnJqnIJoB/Gdb45QskF0zQhhoihJ4iUFq2x6Q1w0WY01WkTFsBr9YFK6dZ1hNdabABpSRCoQEzrrocVAahZZXP1UMwpUVKaKg/Wpj6ujZ3ec7ZUAzurr2eBk6LOtycQs0XVBWlJytY31UxADSlD884g61bio6YarCqgVlqEoEx/Z9ULGg0HjSaL5rF98I0M6WoeOioZk8us5+5dM8pdFxDjTnkkhcFzQgwqItZZD5FsjgQXVczzwWM/GEHPegz05uDlrEJjsatKjvrcDFZOByq4uLhQcqTpDCw2Pl1UZ6SLXXseu67D0ebFk+MTDMOgJYeGpNR1TNcBfdZyLtiN1h+kOkxZVSBVu6I6VqI9BADjYfj2fKS8oPLutXIkGLl2tVViiBEsIIomagSgcZJYtNcHASoMxAwmnaOFC4J3lkIDJqsemhftOKmBS0CRAgdtphSM+1Q4IcSA3a5DygXF+C8wTld0Dn0fUBi46LWfQsnb9OZP3z5imoBO/q4vEarXfPaVn4IIbKPZZhRaVA0Lsm4jD+37P8XY1wf3RYiGzz+3jaE9OY/qZ1Q0wCyeoQT1EoyMeue+z8wsTuzIrfdXh0h/3yAPFU7F6XhsHazmTG1QghbRQu9AY0XT3WN8EhW3f2byNtF0HZaWlGi8BAaD2zmLq4+cSZnyer6ueeurUyFec3FaGaDR5NbTUTGaGYAp7ZnIRikFN4cbfPjoEXY/GbHf73H/3j1cXl6uFQnBG/N51S04KVN0p1UKBDoRd6kOw+oUQxESmx4zX2CHHToBiuiCAWYNM/iI8fI15HIEwAjW7VBL14LmPEnJYa7XxeTJh++i63cY+hHMjHHsUHJC9A77B6+AeIL4EUuqEKFDKQld9CBZoAInQdvFZsEHj6/AUhnMhGdXT/Ds2ROkZQKEIXDoYo9pXlqNed9HXFzs0WRXTfK1NHa3lgM+u7rC5b2H4JwhpP0YtI0r4XA84ng8oO/VgBSbA/O8qIpgXcyhBLhovAZhhpgWLLlK8NOJoCkg7QDYdVp3XrgYgZVWkTDy4KyRXxHtJRCCagYUI4OpnLXyYzSfLFbSRQ1xKTkrYC+i89serpyU25JTQjB+RVkE3mrFUyrqSHjtghg7jaAdeRRo2iUEr+dvZX1KPtQcthTNp0sd66LOx+oU1X4+ZL0zRMmCzlW/HNc3B02LxGCNfvSN3Tjo3GHG2Pcg7xGJ0MeA2EVMs5az5ax9Dryj5qwBMNIuUFVJVQPDgQujWA+BaqCDoSYCaJc/OFzs9sjMuLm5hg+K2FViqTMVQOecsfdhToG+58k1OXJyHnPWDoWhiydOPeAgrB0yi8z2njYPqn0/gnGiHHwjIk9FK29CbakMmH6CjvPheMB0XKykU+egVk4oWdh5XSezpT3BwFKyWcGAEPX8liWji956NFBLw3rWHho+BnhfgJ7U6WUG5wwHDWLUCQJi18NHaemjn7X9Z+kMtL8bPArU1fmnoQHr65VwZZ9tDsV5hHXniTx339vo9j/XEbAvr0YWq91pPyvwwFB2Ma2f3H629SvStWX9+794u2MQnuP8bFyEbRbCviIg2ANk1+s246fXShZPUZv0KvBDJq9p4157q7czXKsqAG/ci2rEXbuKWlcOACQCL1tIa/XIIQLveIMGnY6CNxjCh2gPvD6ooZJrvMfh5hrvv/cellRwebFvqYSuq1FJaHW7FTEIwXQMyJkxXB2FKohS73tbcJwJrwSPJVxgzkAHtEii1ibPh0d4+Pon4fxiaRAPR9o+lUj7sD998gQfe/0hSutSV+D4BkT3Veo0OIAGzPOC5TDZvVlwuR/x7OoKRKrNsB9U89w7wdBHTCnimKCCSMaM9kSYpwP++E+/iZITuk4V0nyMEKhi327cASD0naZdCguOx2MzYAI1AEsqePDgAbp+1JLGWfkCJSf4qD0EnPMYhlENB7wtWtKIhxrhbSBn5+yYqmfBRhokg92lrKVwNYeuzyG1fG4RMTKXGlnVv7D3rGY/hAherJlOqF0gFcIOIWBn9fd1uhdTEAQEJAq5B0/m/CgHgkuG9xGFlcQXHINE+xSQOeREggAHWPOoeVksLcZW5sfI1tupixFwKiXMzFbRoIhL3/VqZE3op2oOkMHj87JgWRZ0XcB+P8KTQ5pmpKUgo6DYejAOI4QI07JAnMdxXnB9fcCD+5eaMjIURaCs92melLxHiopFX3voKaLSdYpWlVwwp9l4QNoWOeeM0GvVwwlp0OB6jYTVUSslNYIxbdZpIbKW0Nk4Gg4Ihq6g2gSxPD4g5giqDoSmr7xz5rh21thtfca91woScmvAkqW0kkHvIzQ9L6rcGBzSklolDNWyRVsYUy5NHEttl4A5G/oQFFklWLWBg48WuAFtnRJhxOKRhMEQ3BxmECnBUSXIBfJi/MGPTiA8/70RCG8D6CfbOctfd0MnK/o5/G/fxMmHbofWd6IAHxUZuPOzLdg3o9QObYa/OgUnqIlshAvNSxW078M4F+eIwwuf23O+U/enEfka0WOzaN3l2NR90tl+2nc38ChViNx4A7oQA+QBggmeWK5L7LprEkNYo6oqpVrPqPYv1z+VR9He3TgG585eI+vYuNY2pyFUSBcmyLOmA7TbWMC77z3CD370Dt7+8x9gtxvxxhuv442Pvb4Sm9p3wqZfwooSnKYYfHMeFD6sSIoz1vSFQoY1cqp1xmA8mwifgEcIDq+//gnse206M88zQrB65pzgfAc4QlmK5rGLLhgpqwCKLkwapRcNFQFh3L/cq6zqoApvgQRD77EUrzA1pEWRRACLtvv98PGHSClhvx/RRdVz6GLA1fVB69yddnsrWdndpTCurq61gVX0usALcLG/QGGBdfgFiDDnhI5UjtZ7jcbIIFSNshTO7vsOvVfew9X1FZZFWfjHnHBx7x5IYAutRe8lY0lGkDNiKFgrCmq5nQAaRdlc8t5jnpI14eqQ8gGdlb0y5/W8iuq9++CNIKfEN87FIvXSApti5MVcWEvBcoay/TXN4r1HcR65FAyxsxSNGDICwMiZ+syoKiQsD68pRT1mtFJFQJ3HmsZx1VmXVZOhtc0NXgEpUfQseI/gYJLMgth5rQpJBalYgx6IIgGlYD5O2I2DcSAU7p7mCV3fqwM+Savpr44zULtJhuZ0dZ01M7P1qrZS13uk6I83Z4aFDc2Kyv5nFW8KMRiXyJmolAo6AWidOruo6Y5a2VTLC1dyqYe3Bki+c2282O5jnUe1BTA5Qu870+7QNNSSsglZqTHOtSKGFOkIPjSVTUXFBCF2GzGsAgQNi7QqR9B1EcNO275zUSRvyVk7XVq6yAV1MLylzNAFLElTguNuwGCVCCln5J9hm+v2EZGBamD0lVPDZB5CNaDPMcS3viLn798Fkj9/u7ssbnOwF3AI7jzXk9cq6lH/2pp6MTicVoQDG2JgOz9Y2V11IgQtD/mzzmt7Lnc4Q1UP/ZTLsT39iuZsrwYGhQpqduM0LXPaDhh1//Wf0zpccusDpikA3ftGEqHBgCS0qZSwvJ8rDV0SEbhNh0W3SXdsGf8AENibE0NGNrQuYs5ZrTsZtKrGwpvMqvceVzeT9X2fkUvGD3/4Y7zz7vt4+OAB9vsB9+9dYr/foXZS1Hyqb6IrXR81emnjUZXqCKBakmWa/b5HDH3jFsSux7woW/31j70B7/Xcbm6eYdfdw3FeNr624PLyEsdpxjBeADKjlAznx4Z+QNYql3b3SP2BSRh9VEb06JUUNmePIlUBTyPh6FUelVyE8x5D8JimIyCmP0CkSibQBdEHtzL27d689uoDHI4HzNOE1157gDRnPH78GCzAbr8HIMhJDfo4DIAtkClnFW5xDjc31yg54/LefYyDCtJMi+rpx6jOhw8BJeeWYxZba6IhQsuyqDNCvQ6EzYXqKBM0VK+pJHI6x7gUlRQ29KUaV0AbxTjvVJjHnC0RMURg7bew5KyaEga0VbJ1nbtiyOduNyIvCUMXQY6QS4IvzuZshgsRZVFSpTejL7WMkZUHMaeElDIOR02PlY3BJSIc59rYyZnCICClKLGudlbMGcd5QV6KweIaJZdlddilWPnexNjtRgx9NANHjWRK5BCtgVkLPATIlg+v1Rhk7PplWXB1fY3Ly3vYjSMOx4NJGANLYaTlCB+24mY6hgZF26lpOZ4ae0U+Ss42P31bt6LJpQuJtXiGlRlqCWKoqRMIWDQNoChgRF3zhUVTIl6VAedpxs3hABHV/idH2vPCC67SjL67VMGjwkqOLHoftJyQUSxl0xl6EIyTwgzESCaAhHatyUTZWjdVnaQ6p60RWJXeztY7Q6/Pq5z5XzgycGb86dYvdRZsfr0z2qb1c+dvE+6yde17ZPv8aRH/Se57g0bcfR5y+xzu2ifMcOP0O+ulrJGt1HPd7Lp+/2T8XhAVOB2o0+9Up2Ib7W+/dcv44/SF9r3NB+qE26IG9Xwby74Sb5yyoJthIkFtmiAkDRFpVRNGrGxXQ4SaMmgqfrY4q/qhb9fo2CRX7VgaVeo+QoWDiUBU0FUDYK8prKZEIUfOYF5l7dbIDdAyrve/90OkZcIrDx/izTc/ict7l+i7ThsKgYw34Nrors6ROQK10sLGyvvK6CfkzLh3/542ZfEeQxfB1mkwLRNS6kEYDdKFLYZAtu5xAmC322Mcosotb+7wdj7V+V5YcJzV+YzBI2eN/ite41D5FgG70QOo7W4ZwzCi67tmjHOtsbZouUrd9p2Ho4jgFUY9HLVNL3XqpHRB8719FyBwCLHTVsZWZ80WVcdqJK3ZDUGhdQeNakUY3u5dtqZChFoKFlvnRkcO5KlN/lozzkXr4bWxTUYHhc29D6oA6aqWvmnLC+vCPx+Rc8YYR5t3pmnQxlhTX8uSMM0K2Udfc/MMZ8Y8p4wQA2pjLeqiVSip8mGVtPVB+zrMaUHfK3KQEmNJRaWrSdNFh2nBbA2/FAXj1myplNxQMUDUUDKrVgBXQ6/zcZ4SgnMY+w4iBUIajZbCmKZJo1ph1JbZzFo6WUAqh+sIKRWkPIOca4qTztj5zKrVEoxnI4WRloTdOKLvO3QxIiWFtIMR9rIo8qVNh9DmPgFNfKnyR0hgIl6iAYdT6WNnjkAN2LTBlTL7BaJG1Nf1QRcl76MhjNp7wpHAOcHxOFmVzKj6G8FrfwVDlwBzMHLGbjfCeYIUZ5UdsPls2gWmW6FozqruqRyMjL7v4bxKgFcZ7eoAkKhD7cDWNtk3lVhvcu/ewfoeuDZ2p00Fn799xNLCDWeAGovgo+zi+cZ3DVfv/Ehb9uh2BQJwihD8NJb65gsf7bz1SwZlaUQt26sXQDFy1/6shrwZXZHW4OhnH+ouYaFtrH368xaesvEGKuS/3U0L+ptRW49wuzpDf7TmQC1CXx2EzbeBjSMAYEUDNqdQIyVI1X7X3KqmIjRv54jbWKic8doToebyCGsTlBqdV5325jw2gpPev3EYACjUpx58reEmHA8ROS24uTng0aPHCCEihIhYR4u2XJnqAFA7fk2j1Guq3AoWLYOqo+Ks4xoXVWUbxh289xj3F7i6umn3xLmAGJzloj0ePriPGAjHWY9/F/FzJY9WxAVYUq1V2mAI5sRUZCmXgqfXN+jHwQzwWtqmeu8JLIL9MICNpBdCQC6Mm+OMeT5iv98hFcY8zdgNA/b7PR49eaIn4QLmReujKwGrziexMfE+ou86BBKkrE11us4bhJpVZW1eTlAqjepsjjoPckpgrLyDWosEqfyCaD49I/iAJEUX+76HC2pYj9Ni+1WDfnV9jXuX9xB8VG37rE4MiUaoFZoOhkSxiKn3uRa1186LdeNc4K37ZzG+hBeN+gVA7CKWJWFZcjOsS8nWP0FJgVwKhrG3trdW0y71WUBDtHjRMStQgxy8w+5iVLhZlNxIFLGkgnmTxxdo34YQqsiRlnqyMI7TEQ/v3Vd5Y1+Nv8kpO63wqY5KWjQVMYxjY907wJARrRgpokayVkccj0eE0LVUQp3M7Vk2pwCmXkrqySFaNz9NOdg6yivfqHIISmFt0BXU2VyWbCRTdXqC15bpfd9ZozRNSur91eU+5dSeQecCdrvehJgK+r6W9yraxCwQpyiKI7EyQ1W8VK5KaEJYgCClBcFr9RM5wDusqLSpJYYQAKfX6MWhiwEeDiUV5KhOzYtauo/Um+B2s55N7LkBDn5mrn5j5dpiZo7Ac3CBs8OeqgZut/8i4iDWhXSzR7Mh6xFbORNqOeWKGBA2OfHzU9nu9wwluFUNsDn8LQegshFtzCpsdnoh28PeMSay+d72XOp1niAZa2qAaoIZ1BYc2n6uHq/qfLbrXhmtW5Kos0HSSNVZNzYPEi3HaUTTjRNQiVLOrd26tvtlDq0qQfXqg3WVU2Si73uANIrRKJMb2Sx2EV3u0PdabQAYcc/O3Vn0j41TQKR663UsWprAfo99j2WekNOEw81jgBz6bsDYB/TDiGlO+Myn30JeruBCRNcFbWzDBd4JxqHHkrJxEgjTgttjub3vchfydPpsNeeUrcd9UcO732t5VmV9z3kBGc8jGMSv5DytVigsmGcrg4sdlpStTXBBKgU3hyOmeTFyXkY/jMrIxjZdpkZBRFEANTjaSjczY98PWm7F3FI/hU0WFrbYSk1XrQxv7whPr66ULxH8qoNPdShU/7+UAiYg5QXe0Kici92DjBB6SBTc3FxrUx5rh0swBUV7vlT90BArZw4KC/quR8oFOWsTGjgPKZqXN+UMwJEJ5ejz0ne1NCxtojyPUgSzldgNfY/r6wOGvlPUrWgeehh6G2/V01dBICO9suaVQwgYeiMqzglzRkMQBEBOuaVCFhMtKjFiN+7gOw+wYF4WXB+usR9Hq5BRARxNVxQcjgdtJU2ahvEhYDoezVFjdH2PIgrBd11Udj+zGjNTXvTmhORSZaiVh1FMTVBQUEoxeJ/Ai861m8MBIXpcXFzoONqaWopgHHvErsfVsyvkknGx3xsxTwBmrYwhRpWj1hbpKlQVXGflfFD554JW4aDCZh5iaUkRYF6SkSCr066OIhs3RAnOikgQGCE6K/30EAlQc6IcEWfN0mqKgUVA3oOUB4kQ1YnKuYpuqaSxS3ih7SPKEW8X8pqfPjVD9TPPN8rVeNbP1+jFPk/biOZMmbBFZGhG4nzfgk3k8xG258H20pyUzWftfLbvNQ5cM9Zn+7O1uO1pY4x/ZvUF4bYnZt6jSDXMz70wOxa10zi5knNbskERtsjEaYpgK7hDd44dkdVFby+eVq8XsFTAdj6JgEWhaphIB5mYERtxppZKOfYtFeBaJF5TCL5Bvj4EhAaZAhJYG8OQRwhZF5LC7YHtYgT3HYa+txpvrKhGi0aNsFgJRuoVGBnP3m/jRdpoZ9HcrvMRjhYUFhQhkO8gkhS+dyOOx1kj1IFwPF6j7xwy+4b95G3+rz6AL+QA062/2BamkhNAKi1c03AsjJIzpmmyUqpgjWjUyen6DvOyYF4KhmE0tTzNpfZ7RTnKNAMMDH2PxeqqYXn2nBMImi/vuwgnWkqn8HpBZmXQKxkLqmBnxK1oDH/mVUwolaQM8Dp/zXkdB+12Ny8zckoYxxFpWqwEVVX1lqSweoIASUvOlqPmhL1zeLC7BFAQhrERSYvxBtjmhnPOIkFqUaoz4t9xWpAWto6E3hTtgFqimFNC6Dqw0zEPBnuXomkd5wnRehBoDbogLQtujgu6Lup1O8LNzbWR1dTYR69a9iJZa92hc1l7ARRr/yzmfGoqIuUM5zyWZQJE0DmPuWSkZUFwDqloyqRI0tbFpHA6kz63bGWcDrByyZV4XQwZC1EFiFjUUWGWJhxEBGsoJAZ9q1C/t5bBIpVUqL9XRE+7GGbcHCYEr6TX0HX2fKuqIUvB0HXIJQBSZZo7za2zIAYCZD3nir7UKcXMqkNhhELvfLMBRGQBiK5vtdSTQJvPaZpKX3eapnDWx8IRnDWQInLq2JkuAyPAR+VU1AoKCr6lvhxqWTa1QMnb+uoArTh6ge0jpQm2C8r5b6d89Nvg9nbBIrrzY+vnK+OcqnG178jzEAErNaOVvvdRHYK74NbN2Z84OOoYNuu/ntNGoXCN5ZtUU0W2DIr66dUOd7gfJ+/eBh2ec/5ye0+nv8nJ3/Xhqia7fqwS4vTn6gBsYc92phsDf+pYaMVBdU4UAVmVE4VrKsJgY6tAAAyRsAiyLr7blBXgTlIILZfnCsr2b/YGEzpk5+B9zbUqazmEiC4W7XNgrV1rSVLlMLlaDmQQd4Xbm2phbWRi0RiX2rp0xDBcYDo+BhFhWRI4qyjM9c0R9SmaF8bQe+zGAXOSRviTep/r2FbntzqVdgcrYrGdJbIBalb0QNe1lQ0jRlZ2OB6PkKLRpw9aQkh5baHqvEfw0Z47aSp/VY8hxg4xKvFpOhyhsszanKbremWBF43q5tngY2iZY7H+8CyCIUTlGDitbX/y9AkePnioTowhABUVqAI0xZ4tgS7Qve81JWTM9pQTCmcQFczzguNxUhXETnXsYwjoLrQrXykFfRexJFJHwjriAaTiQYVbWqqP0fL1ruV8izHlY9Q2z53p5ouVvXLJcEYkLCVbtYZD8CoyA6vjl1Jwsd9bWSUDIYB5Uu0CAgBnfQCUQJuXRUWhemXhVzGlLqoOQNcZmc7OrxQt35uOU0OGfCCEELFwgRNVh8w5I1l9o3MOQx8BItw8fdbm2W5UcaKu69pzuqRkuW/T9WcV1WFYOgfUJIaZVWqaWdNNsesaiqWNlpzC5CVbWqKoExW030YuGSVlBA4gSzlcdtoUa1UdtPbVpNeueg4695ayIHZ6L0W8CgfZmnWcZyUjZ61oqGtOMCNdhZVqFcaymOSxc9YkTB2GEO17QdemnLUddSnJUqCAE0LnYws+66M7L0kdJRGrHDKEjxTV6ENEztwe+OBfzMx/pGqCGgnWs6pRkh50hSE3NsA+Kg2irRkBOot0m7GVUzizQuGytoY7MXrVWQBWg/hTHYHqMJynAp5rnE+Pu9Y/m9Mh6+e2ZZONt7A9BlViodXc33FuZ0dcI9OzvdHqjrRzu/tyn/d6PceVDLc50/XS7bM12nVm9KoTUCHZk33X/ZynRcz4V4cDpljXvu0EVJsbAWBanSqm2jPAJLHdmo6pefkTPkFzFNZSQD1f/V2ghrv2PWBb2EPw4BJaedRpM6OaG7SeBrCxIAe/GRO1zbpoPXjwEPMyGdLB4LLAHiW9RoNt2xNm5z3NxRwA/bsJ8NJth/jU9V2dujqTtk7dycdEjW/wTh01YeTC2tYVgASv0HHJ5tBoRBa7CMAhBIcQBhyOqimvBsfcPke4d3mBadGGONoGN6MfR/RdtMdB51OwsQQpEavKD1codDFCnIoHqcKeQHXhibSOvoggem5OhvreuhAfjwcsKWEYR1xfXSNndQiGYYeSC+7fvw8CsNvtAFOAnBcljRFIxZG63srBctNT0H8VTiZjzZ8GPSEQuGhuOReHzEYK8xa5VTg5LYDB8l0MkELa04CgRLjgkOx6tb68tCqZnAscaYRfc/aAVoskK7esaYPMikSoABLb51TEiUWdVmbGfjdgGDoUBnBzxDAMDdIORnobhs6eKXUaU0ogp+qXy6LdKjU941qZH2B9HOw+sxn/SsLtKOI4TRAra1QjqqiGd74ZEDWeGVK0YQ+I4ERlyokJOSfs3b41LZIqPFUDOqtkCSFAUAxaB8jrvBZbV3wwh95KP4moqQd6e7DYUmw13eNMHAiiZbgAkJcElWmr64eiJ3Vdgq0F3mlraYJVRRQlp3Z9BxFFrXIqYI8WjIgUk9ImgFanyTnR9Iz7C3YGbtvXu1aX7e9yx9+rod9G73fB/bdXsBOzui5/cvrec052s5sNNH2yv/r7bVShRmWrY7I11rKiAxsnKMZOJ+tG/WkTy22uyP42o39u5G9dWruEegZujRifmyu4ex+2YmKFXjbnSdUwUXtVBTKqTK+x8x2wHb3zrTpQq2OwGlVlCWyPynCOG0xIVmbIhhgw1nOqgj+1fApUDfUqCgTgjr+rHoCgFNt/KcrOJyvPMtZxQ0LM4Ndrr2fbUiS1esDRymUw58V5KyE6TIYurh67s0iiGvn6lFC7NXQyNzejut6TOsbNI77rTtDJa/WvijCE2Jlzq/PKQUDRIxV15L3zCJGAzBDxBvcSWudLR+hiBz4WW6ytbJSL1bsXdLsdhmGwp8shsUZzLAVdGJBKgSfVSTguM1JKuGgscjJOg2oQPH32DJ60PauI6g3ELuLmeMB+t7MKA+1vUErRFrehQ5ozlkV/v3d5D13sTakQasggTe0tZW19XXhBygwfB0zLsVU7ONI+BOszYqWPjrTeuzrx5kSWYt3xci0jU+RAW207jJ2mGKpsdCkFTjSVJCJYcgKzwv3OokLtzOkaUiUM3ByOOvYlmwHv1vRCUZGmprArDizakdB5xiyzain4iN0Q4YIDmfR0zgXH42zH1PkWrdbfs2A39FgcoRhCsSyzObp6j5wnNdIlgy3HXtM9x6Tpun7o4WwtrXysRhC28kC2XgQpLa1Co4oU+RBwPB7R9wNk0JLIUgyFcBU55LYuOyuDdt7DSW2/but5DSxNLrrroqJiXh2cEKKhDJYytfTF9fV144joWqHOgq7RbOimdftsiKQGlX2MEPt8In3GOh/Qu057UJi0tpZIki4lQVttu1CFiFa+RfAOBR4vliT4SMgArJy+Rq90+wNm8O+KsMlqLG1UgLo/rH+fHQ3r8lUj2PVPOXn/ZBlFNdhqY7coQvty/dT6Ro2C77iu25cjDf04gV9tj94F/PpX/lsQET547x18+MH7uHr2BDktG/QD1rBH812rtPDz0Imzc2q/C24zO19ku2PMG/S8Gpv2Lq2IwBYZEFn7G5zvW8eI2/e3TsGWdLj+3JQtgnVcTB2P2LUyRoIYudCbE1Da+ZFFE1uiIW2cAbKUgZzNl/prK0Fy3hwAE+WppWeoBELXopmKFmhpXr0GzYmWNDcYtDkxWHsaqBDTZsTbFKDma4Kw6Z55fu9WFs32OjYT5Ow+r89MXXRVSc4a0KBAxOHm5oh+GNXwgOEBUOyM3b6gi9qgJSVdnFXUiVX3nUbkrIRM5zz2406NuYmxMJTs5YIHUBu1ZEwpqUF0Hv1eVfRyylbCRTgeJoAU9oxdxDDuTFymaypxtVQy54ybwwHzrFyNLkYMw4irK13YnfPoe0Uoah33vCwgUii966LpDUTknHE4HEBQZTpnjpvz2oOhuvC5MDhrWV4wASrvHKZpRhd946BoZ0aN4H0I2HURwkXnla0D2ibawYkS7FLKYK8Rtra91Sd1XizVkpU/EEPAzc3UxK281Z6nZQHgDNXReSDV6SCHkjKiD+ijN+VJFctZFmXc6xgGXOx2SmBzAR4C8kAGIWXtzRC8s74WpovgdOYWky8uucBXkqgpTZKvyFyBCwF911vvBUUSvEW9NSKv7lcMqgOSjRdQlqQNtEbCxcWlCSytaQg29cfas6A+46o54ZEW67JqSoHMgnmaTJQq2vOujmDFU4upGaYlYckLrq6ugcu63mgXTDFyIzkgmQw2lwwuYm2t9T5VkaHKP/DeI0YVWppTApFySrTSIa5VS+YQ1CVVW4Rrd0Vtf/0Xzhmg9o/qotMg+fOFXe6I9i2K3bDgIWvUXHP+bTeWFliNR/VD1hxu+/AmNXDyXnMaauRtL291ge+yve2cbkP5K6FRv3zihmycjHG3w8NXXsMn3vwUSik4Hm7w5PEjdQ4+fB83V8+0VAtqzBnYEOrs5yZgr4hFrYlv41Rjp4+ACtTraOjGicE4dW2UGa9/t9LCDQx/ur96jmfGqnW65M1raFH/yX4sDQFQE4Qhp+kEMK2a61R7Kpg4khnsiibUf2rQ11RGy/XflRISfZBCa16Ek31Vrfo6GZU4uBr/6hgIWVMncpitNOx0mPUZ0lxqaezkGgVX/mnlUuj4oo3t1vzXN2k7V+x33jgZ69XW+2SPBK9OGMDalU0Uwu0JFo0p8dM7MnldPYAww4cqf6tGFgsjp6xtaI1sF/veTlN5Ay0qYzWKzEqsijFg7Ho4T8hFkFrXPWO3A9gNI4ItzMylXawyrqPNVxVgIdPyJ4y4Od6AiwoVMavaHqANYqoTUfeTrb49hg6lTC0SV+g26DPLBj1jjWS7LmKaZ+zGAcE5LJaC6vvOlC3VyQAXRPHgIhhGhd8hmv7IuSgx1R5+AkDeY7o+YDf07ZkvRVn+2rVQSyQdCEMfzQCbOFQuSCmjZEbXRzgii1rt2XBiIk2EfugAFAxDZ6WwjOvpqI2vyBnLn1GWhIv9qOqXxFiS4PpmwsXFDt55PLu6wrNnVxjHEdM8KwcEKtBTeSLFukFW3geITFBKqyyWZWklip2l/pjZynHNmfTWUIxVFriUhHE3KHeCHJhKTalDmPVZTAu8cwhRUx7kVA8AIo04WB8WsmfL4n8AhEAE8hqhVwIrQx22nDNiVBnhEEwOm5QvIl47FmqLUKBkNsRz5TApFSQCUB6HtmRWBzM4OwevSEcW1ebwFOAJGhQ5wrwscD6g67yd8YuXs3+k0sKtQV4HaxvlbaPo5wGcJi5TI+RNRHziENxyKNYa/hW2X83Z+Xby/uac6wNWz6/B+zhNDzQefL0g2i7Bq8PRsIvKFxCcnDWg0N/F5T1cXN7Dz33qM8hFe9k/fvQBPnj/XXz44QeqvlZy4yS06gQBKumu8i6ql0AbfsXtiPvcebq9VcPz3K3t/nSxVENch3dzvLt+o/X81PBXTYDzGnmy9zb5flvUyB5UrvOPFHJUe0Jrf4B6fhuCY4Xut2RDR2RKifU6pf2o5Li1UyEBDQ2hNt+r0a/aAqjIxOZvgHA4Lu34zIJpMnTIHBhudcDUDH4bkeZpbmbm9vftrWpzfOOg0l2o1np/BBqRF84IPiLnRdu4xgjvvEW4aljhtb6cHIHYGro47acA0kWr6zpM84RpmTHNM2II2I0qKMMmzkNMZgBU079CqM4ctyVnBPjWCKeeb5Wv9daIStnmmusu2eRrSZ/o4D2yXSA5Qhc6pJJwOF4DAIZhgLf674rUkAPSkq2ZDCBCmJYjDgdVxxvGAcuy4HA4aBpIrCmWNRSqzp33qgsBW95SUmnlUiM+55TFz6yKhsyYphkgjS771ulP01epFMypKD8jKv2cRXXtj5M2oFKlOUJmfWAb47yuzQRT9FsbMakR42ZkWRi9V3QLBmcDrP0ghoBpnpFKRn72rJXmMgrmaTF+i+bxtZROJ93hcFDHzISIxnuXYGZrk0wYhwHZeAPkNB3w7PoK0zyr9sag0sfBSJHkCGlO6LreYlFqbP/gPS72own86BPgLI2SpyOY9RnsTIOglmuy8WEEonMC6qBEH4xdq+t6yrmlqrzY/DM+gZIydV0Z+k6RDzhNnVnZsvMEEMOJb6hJvUcV2icixG4AkTab2q5hzneGkjKoqB6DOh6KtAkzoo/wLrQ1RNccRppfrLbwPwMZOP1zm7uvUXkz0Q0FqMsTUL9RCYHVJJ/su65gtxay6hDQSdQE3Dbmt1ZBOTtGcw5wFtpvwquT79sxmiGrR7W37XRWp8nhJLWxQShCCLh3/yHu3X+Az3z2i8g54frmGo8+fB/vv/8unjz6EMfDjRFuNt6F/boyyut+z5yCdl+2Tpqc3q/tDs/G8nxbHYBNFEzaQfC0I1Y1uNshXO+7Ep+qkqAZrsp9ILIHduMMSO0O6EBkaQNb3GrrZNciKM1FE7Et7vVc1jbEax6wPoSa914JiNRIOfX3rbww1eu3n57qouu2N37jGFAz3vW/y5LroK7T++y+NALlZizPbsj6RImcPT3b+pWNV7lxCk/dWXPUjDyoinirAAqXjNqHAnUMzGlXI19srLQ+n0vBbthhOhwQvZbRcWEcjkftPoe68Pnm/OtxivYfiBHJYNwQIlJSwqVK6fomquOdLsApqeofCkDMgHcQVkcSIuDMWGRpcyEEdfSKFKsRL9YJsRIAbWyYcTwe4UOwtIJDThmxMwOTs9Z3kzMHwrWcsvMBDoLRe63hn9eGR0CtvFBnQqcII2VG1w8QchAoN2BJqQkQjTvtEzEtKiEMCProkUvGNDOcC4hV4dByxyEo630BwXhscFaeyQbDd10HgkLuRMpUd6TQdFqSdSTskVPCcZqxG0e4EJBZlRM1bSL44IMPUNKCy/sPjTzYpip88OhMg2IxQuk4jpitSiSVNUVSG44VM9AQtg6cohyICyXmKUpQ2xNTG9/j8YgYY5u/1QmPnfYA0Rp/aSqFYhC9rilqqLU75UoOL8xwlrpUTQEyhr7AmdftvYMbBpCNcV2j1GkIRsBVVcViZYPBJI9zmiEg7Pd7jGPX2jyH1u+EAO9MMTSiRAIhAQykZWkky4IMzkqEziHAB0LOYk7iz94+IoFwXYTa4nWyWG3fWWvMtzG0JRlQkQBAHYPVgNRoUTZ7rAsfAKrQ52rsWkXB1lCrx3H7OmSDN2wdAcHJed62jmdIwckuV/SgwrinMPrWMJ/tlwgh9njwoMODB6/gc5//eaS04Pr6Ch9+8B4+eP9dPH78IY7Ho3qwcn4eBKUyufY3bQzCyWebQ1MNQ/Xozh2ler2nBqoayK3B1lz5OU+kGvjq9J1cLpgdVmdgQ6AjrAYfqxNCXH+vzoCec3UMqDoDFo1Xw93qluk2MgACCpwhHNUpWcsnVwdo+1NZ8ispsXYppPZ3RSKwOTds9teeo83ztE6L9e/N3TkZvPb+ZrzP3LvVtxOcu8gnTgCg+XkSmPIZm5aACph48ibfCmQWRB8QvcOS2aK+ARBVs5NScJxm9J0uQvfuXQBMOE6Tdr8D4TjNmkMlgEqNXvSMyDl0fqNzUFhJuFnPfrffa/Mf73E8Huy9ZK2HHZZlRhd7ZOHGsudcVF+gaFWAs3rvYjoAVUWQRbTrotNIn6WgCCGEzpjwml6oPRZay229EZozLlnHIlq5oCP0XWdyxdSeuXla0IUAgnaJFED7MMyaFwbXznyqo+DgQN5VcBAQY4qTwv0hqN6D97WfgsLSOt+VLKeQtUCE0XcRXAiF9TOFWYV2SOWrASW0zXPCvCzohlHFmroe87xgGAcl7lo/iWLIxpy0G2Ulr/X9gMPhgBBqGapvNfqNw+OAaZoQozokx+MRc1qMCxDgXWipoNqBEVDhoJxLqzDQZ5hRJcbrOqlOnVj3yLoG6ECKrH0NKn+H7eFhYcSWZxcTq+oQvYoyaT2/oinTYUbs+8Zf0LJ4Z6ZHCYmuLXwAOcIQAsiT8hCcgxP9ZN91gAUuikg4MIBkpaU1jXFzOIILYzf2cAiqImkVCjE6IJgDwwQIw92R7r5r+0gEwjXbeGowqxGt63R7ra063H4X8PaNNuAtXV4jmOZrrNHM+llbaKt+3R1BP21C9eYXnDgItL7YoqvttelntlHuaaS7/t6Ma3MKzkfvdDs1xpuTtve6bsArrwx45ZXX8cW3fhHLMuHZsyf44P338MH77+DJk8eYp8mickNLjEjY8vNEJ6fa7tGdTgk1R+vcaTmNTLcIQTVVJ+7a5trOzA6h8QNqBYJ+thrfqr7GLTJeo+waka7OQDOusjoDjgi84Q3U8zk1xhtDjY3D0ZwRaufTyIFUjX1oiIR3zha16iDR6pTYuaxOzvqvoUsbh/FkJtwJBdzhotbvysYBJ5ymjupC1L54SlYEkZZSRdUL0HbCWm7YRw8R42Q4PYKW9+VGKNN9eCRryUwEkDWEcmSlccxW0w/M84TLi3twRJjmGcPQN6ieOTXnCqJpiON0tLy2GpQlKbw8DCOO0wHLvODhw1ds4Rd7lBkshCAeEKDvOuSDStwuS0LKCeMwIARtylTb4tbGRWyMcue89a5IpiYnxj5XbkV9DnJLnSjSFF2dtyqfnXPZlLVq9KllqdLmfC1ThtOGN/M0WZ6/AE7bIYdACI5AXUSuEa+d78VeG1flwptuhQyY/oIS57I6J6UA5MDtnsxWs06IziMOe+0yGCPmrGuKsEL0/TCAQFiWBcMwKK8jC6ZZ0RsW4PrmCqUwxnFU8lsp8ORXHQoi3L93CRGY8qA6WjfX1+YsOlxc7K0aSzkjwbo8pqxk0sLFboPAxwAHtHLKlDO8c3j69KlqhZh8tHWFbuJGackgB22uJJouCc6hkJY3g0x5kDUdlXMBwVlaSAMYTw6X9y5RHQittrIOhlxA1mI4lVruDHBeQL2WLsfQKY+CcxNQI0hzZjypwqGuc/pcZEsn7PbaKyMzY/D2zOTS1jyCOXrCyHkjWfpTto8mOlQDyfo7Tn45CcT1AjbV9Nakphlc2tpmXcB0YVij2PWAzVNYD3kuQGSNbs68kGb8iKr3WHdVP7OJas8MXz3OufOyvc5TNOG2m0PPWdzvev3uKgxC3494/fURr7/+CYj8CuZ5wtMnj/H+++/gg/ffw9OnT7DMs3Ix6vWKnJ4LncShODfidzkEdgvb0KthPO0euH7m/Hq2Ma7+pLbv9bNbSeOWc7eHCFtYvxrPlpdfSYGN3uMIxFq10qD9M7i+RQi0woAnDkC7znODXkmC6/VvKwfaeTm3fsZtnBDAUknrMZ4/F7b42WbENp+rRv38u6szdnZ7zb9228+3iItaF8LgRK/FB0MMyEh/gkJaUy6Q1kRHD6UGssqfRu/x7PqAaVow9D3mObWoa5qO6KNWCtTrk+o0SO0oV+vjCWxQ68XlPSupUjjdOYfdqJNTS8PEDF+BJ400nXdgSEM79N4oFByjLbwsxkdwWHICRCzCKzZL9fjKZFcImbwzVrepWaKy8iu8TRg6j+ubQ5Oqdd4hLxldp6WDKiakRuLmMCmp0hpCLUtBWrIaItI6fSKPJasi42BlgtOiHS6HGJBYQMW6T0Kj/FKs6qml8gRX1wd0nZaHVo2P3hQBc2Z0ncMwDLg5HuGDzr7DdDTBKFIeh9Nc/eHmBikthm4oce/65gBhRm+6BLkUkDHjmQWOV/XA2JkgkhEM7z+4p1ofUREOWEmgYC35ZCuPrM4ZQR2iWhKcc8HCCTc3ByxLQt8P6Pq1VTSRckycd9iNo9273B60Yu3BCQSYsJYKQpWVTwJFaioJE9C0lWoEAIfDEdO0aIkja7og+ABxpo3Rmp3VYEKrKxxUj6L2TKnPsHfaLMqTShX3QwRbS+MQgwlHqTPifdVEEBAYtYHai2z/GQqEdOcrimBJg2dWW2MRopD92ESnZCI0skY2p3ve/r5ZFuV2+SJtHYSaGz1ZKDer4tarkdVDP7+wLdxeIaZV/GhD5qt7tsMxqgDLauDXc7lt8E+u4Wx8b3/GYxx3GIYd3vj4m0ZAOuDJY3MOPngfV8+eamOQ1TU4GfvzVEwjPJxePtQQ2licRbjNwJ35adtraTlhi1YrnLfd3J3kP+OF0BqByQl/YHUMgNUoEjbRvZnT50f+BDhuKIJzZMz629dZm+loP/KKCNRe54YUtHPSY2P7t93X5qCsN/vWoG+Rm7tmQrttdYCxzuj1M2u6SszxrQscrR44BEriW5YZ01xwcbGDQLUEvKPW1113WiPOzX0TzaEuSzKinJIFD9OCZUlN273vexyOR3QhmJFSUh3AWOYZuSRTMxQsywzvA8ZxB2bB1dWz1swneoWra4ToDKaO3iNb1cGSEpzzmDgjp4xlVs2Cy8t7IKhEsDaJEhTR7oAx9tbvwLW678IFMXQAp+YczimjELXmMSIaicMpUgRR8aN5mrSULmtb5JwLiNeugvARUqrOhEWeEEwp2UOjaRpJRqyDQ+c8vIf2LCiMw1KgGk+i8L4Qcl4Qo+oNqJiUdr/MmcDWEGdZFuzGCyBWh2FGLozoCYCOZ5pnFGb0fY/FtP6ZGX3fYZ5ncGIcoNLEdTVjZqSUlXPnCfM0gxuxbiXc+Thor4GcUIpgMUU/QNDHHuhgfTG02ZRWVWiLanBFF0xzwCJwLmKRtFZHgAjD0GvqqY/oO51bQur09b1yl4pVtdT0EZfaFVWRoZwrYkBW5qeNh1jEpIC5tVpWeWGHnJXUSRgQfABbl8sYIkBAjEHbgkO5YwQjdTpC10WIeO2PAj0WyJoR5YJABGeqqLDqFG3BXJCTwJnj4JyppQKNjPoi20fsWliTBLZotsVmEweeGWpdmFbjX5euen7SItK6E1mj8a1xPDlQNcy3r3MbDAHrru+iD+j5nZL8zj+n519/X427CDbIxMaxAJDmBf/Df/8/4JNvfgpf+cpX8eUvfxmf+MTHlYW7ufa7t+c5C6fOUd2H9w673QV2uwt88s1PgbngcDjg8aMP8f77qnFwfX2li6Wd82n0uDZHaY4DpHUarFB8HavzaHdjk87GbXs99Y9anVsfOkbVKThFBywmc6ef3xpzELV9rEabQEZCrEhAdQzsD/u3zktHWhVw8l6N7Lf3iqjlO5vOgKP1a5uqBT38FpWohpjWfbXdrr9v6RW0vRvVoax/18eDTmH/sxly4gzW21gdkbpPB4PGpUB15n0rTSucNetp+Vh1JGpOtCixC2SEMT3jlDWq9V7rq1kEHz76EBBB3w1IadHmNSHgcDzg5niAA8EPavCHcd/g95wz5nnGRYxKehPB0+tr5LRgHEYVmyEyiWQ1KBX2zVkFkFQcJqpAEQvyvMA7YJqT3ROV/S1FIdgYAmLw8ExYkkbejx8/UgPtgsHEuo5ViWTHAIkq2mUW5VRM19oeOajhqOz1nC3FZOMfDKlQ4hqQk+o3QALIe5g4IKYlYxw7g/wLnl5dw/mA4AmZlUA4DNq9MJcCDzGYG80hnaZFdf1tJVeRJVUTjOOIlBnTfFS+DTP6ccDFxQVySogWRAzDgHnSKo9xHAAAh+MBjgi7sQPtRutDIWhaJBDEqNLEbLl2LY1MWOYF+/0OXdTyU2+iYGJclMqPEMBSc/oUMDMYFQFU6V+t8IhgEfhxhMCZFkbCMs3ozEGo6qEsFWGrqpWE4KJG4SHAiSAGDb6cD9ZdUeWgo/coJVvbY438K/9FqkNZTJHRBNpCDJZGKJahltapMZheghhfoTrNPvomdOQtTZWKVhJYMgAA1r4ipI5McKpNUkiJiC+yfWQCYbUMp39uYXJejaSsC2GVSdSXpeX0t/a+HmhdH81QNYsj9n9uL29O7tamN7o26FjPs+a024LZHIJ6QSuEfisBcO5t6A5PPlWY8bWvfx1/9mf/N3jv8eDBA7z11hfxG7/xG/jqV38bv/qrv4o333wT4zieGIPTa7p1Nc95ndBSK1BC38XFJS4uLvGpT39Wm3fcXOPRow/x/nvv4NGHH+Bwc6PiMHecO7CpgaCaukEztudpgnrOpw7T6fndPvdq8D2INnkuU92qf1cYTTlYK0qg1+naZ1YHZSsduu6nGrd6NifdFh3BiToEbBFge8++sWorrGqGWnWwSQ2coAnnf6+OLFVH+iQdczYHNvdB2n04c45tbhJtqhIa9wWnn904E819NYjBB1Vw802/XB3BnLU2HaIwZ12car4bUKN2dX0DLcvyOE4zQnSmzBZUTY4YwkVVDqEs6tlqyFkY+92oeV0WY9crw14YyGDtoggyZr/2edjv9iYjC3MGlCCYrPlRysrA91TZ2KpTAKddMXNRBrpzHsu0mGaAIC0zFhH0w6DRvHNmaJRsF8Paq6JW0RRmZNYSzCriowsztz72rXcDCCUzqNN7MacMCaKtcx3MkVXnLPYDAiJKXpCS6tbHGFFQcHV9QE4ZHTm4ELAsBcOgrHNyXnPeDiisY3E8TjhOCTktIKeNk3JasMwLmAApjKHv0fc9ZNHqDO8cuGTkbJwS67C3u9hjnhekZUHX9zgcbsAsuNjtTFTJoSfCNE1tLZSctbHVvMB5h+l4xJISvHPoh14rEqx2v+tGgLSssu8HLT81oqf2+ZDmwDsT+VIHTdGUwkWj5RKaI+7JIe49CqTJ4PvgUU1ks09CAAu6oA5BCAFd3wHkrKzQ1kZbH0LXN5VLfaY9Qg3cvVbaiDkujpR746C/iKXo1DnTIFQLZax8lqoeBKxPRbHGV4RIDp3XZ1JRlqKpBwLggjldRcXCfLCW7T97+4icAQuDNgvrGpZUI6oLyikqL2sEY9HpSSq+kt/q/qov0RwPWY8jpxTGZrQbSkBnEfzWuJ9ubYEVOVmwW0pj6xRIO6nTIcEaqVVLWG80oBDQhx9+iA8//BBf+9rX8Y//8T/B/fv38fnPfw6//ut/HX/jb/w2fu3X/io+9alPYb/fn5zni6E7pye0/Y6Itvy8d+8B7t17gM9+9vPIOeP6+krLGN97F48fP8LhcNCyMqzDf+afNaPqXC2HOo1DT+5Ie+/5Y7811gBa6Z9zteRHGpP/3LhanN0M2ilaYE7B5j1dJNeonID2HZHNPmk7gKfj6hyZ6M5Wkrk6D1skYZvuoLa/EzRlHdSzqN7O2V47Kdq85TSuXtfWhT157G6N+tk9sA92MSJ6D3KCJQnEyGVEAinFREscyGl+EpotwZKSag+Y8XYeSIkxz6qH3wWCd1BFOYN3CTXH63B/fw+Hw7WJyyhJz3sbVx8BqCZDsBU2eI/dvR2WZWnkM/Ie8zxDoOqAVa6WvDp83nksllYwEoTFFYJ5PuL66WOEYKVoAvT9iGEYzfHRckON+qhp6msJZNgQAwXJmhWNY2x15GnJ8F1Aydo3YEnaHZKcdaDLpTkQqpaneWMSAaLq3GtaihEsulxywfXhqNdCrHLOLhoioORsXas00pyX3EiMOWtaYp5ndFHzzSln6+JpwZkjdCHgYtzhOKvOQgxBpZe9wzTPaghjVNEp7zGOo6l6ViGqgM7aKNeGRQBAzmE6mjiPD3jw4AFuDjcAAZ05EiJsY8Et/43qHJba10GJvL5T5FAFgKrioeo+OL9BQKvzLwIiryJKXkWHvHMageeAeV5U+ZD1vihqBohY2+forWNiQfAOfdcZ50SDTi1B1PUgRAcy7krOOiedOSKOHDInpKJpoIpqAbXCQf90zrgpoaijwLquBDJ+nNOmZs6e9OPxCO8juv3Ygh4QKcL0AttHalT0nGV9fZXq5+oiyJs1dRURItkY4vrV6nJVIyzSnIT1oNvfZbXCdmJN+Kd+4k7uwObM73i9ogXrtd2CAU4/20JntMjMe48vf/lXMc0ZH3zwQVNRA3QhfPz4MX7/9x/j93//G/in//Sf4uLiAp/97Gfx67/+6/jqV7+KX//1v4bPfvazuLi4aKjFizkG59d3++pijHjw4BU8ePAKPv+Fn0dKCVfPnuKDDz/AB++/hydPHmM6TpbbP41eq/DOFsoHzsWDTo8vm/u/Ompo+3Vu3b8ju91GDFIuSY3UHVZNApjhN87AmSF2rTxx4yDY3GlGuSEeaJ85VVas+9PvVHlXRxUVoBPOwCmXAetPrMckO/ntdAboRFG6VcHYYnQ++05clfWjbcAbTrABshqysPm+HRkiBcLaRKVyPLiwMqE34+eq02wHFdGIpNvUdB+mG9zc3EDEYRz2SFBcLoQI5AznvQr+hIi+77AsauyPxwNCiBj3F3rqIojeYW7jCvRDj+BVz77kxWBWPbdhGJoE8JyzGSKtXZ+XuclLz/MMEVhjH8CHiP3FfZOC9RDWJky6a63rphAMbcgt/dN1KspEVm5KTuBJGpmriEro5szWFCkjRm+KdDrn2QhiKWW4UKM8ZfpXxMPb8yCiegmHlLEUbT1cK0CYNRcvqBoC2bgXiggcjhNyStjvdxjGEZyVCDkMI0RUv6BJY7MaOR9ig5uTQfnDqIqDviGA1LrzBa+NmypvQ50kZf2P4wAip3K9KeHm5gbjOLSUxn6/14oGUx+sZEKAkDjb2qLaC8I6/9iM/zRph8XdOLYSWJA6PF1v+X3euMmF4X20sVIkJRdzDlHHUKWAha0hlKU2mRmULS0BJRYyC9IyGQJkbadFpZF91d3g2o9A1wvtjqgRu0huqFYXtGxXGMajiIChTtomvNd5wYIs2vswZ23SNHYdPAGd79qzT06JsWnOf/FdC9vC0xbS88V/BWJr1CLVsMoGKdjE+9XWrHsyh4E3EkIkG+NRoX3zEzZLpbRz2sZGeoBtGd/padcF+y5Le5sg2L5jrzUhltOrQuw6/JN/8k+QMuNP/uRP8Lu/+7v4+te/jv/4H/8j3nnnHZ3EtjEznj17hm9+85v45je/iX/2z/4ZdrsdPv3pT+Ov/tVfw1e/+tv4jd/46/j85z+Pe/fuoXbBer5zcJcDc/aJjTWKscMrr76OV159HW+99QtYlhlXV8/w4Qfv44MP3sezZ0+Rcjqtq99EudUReL6jyOYA0GZMt+eycTa25YPWAKT6i+ewezXUNeVwEpXbviDYKBfqnqoGQD0nPXexyHHd1/b8aOuwON/KCddWxpt/Z47Byf424051+t/h664z18YYG/ng9t5mh7R9vuo7Z2JEp55Z2y8zVAPfudbIBkRgzqjEXgukTRPdmYKgw343IGWN1rKRC9OSQeS1XKo4eKdQccoJZNEj2/fnpOQ0mNEexz0SJ3jvLKpdtAud1ewTNMd+sRtxrF3gHCFQgHcmQGP6AswFQmJd3jLm+VobDPmgDXHIWXQYwGKpEKcRYE2JMQuIAeZkjYNcM3xbxzJ4hxDMKRZlckvtgMna0AewtIXTfgv1hmkKwmEIKuK1LBkpaaVA8Jq7p806pE1+lLnuPFlJp1VmiOBwfcBxmhFj1HSDSTRnI1aOu7HpM1xc7DEvc6u2EGGUlJHSBClqNMdhwDQrGZmLkgrnaQEEyi8glRmuAY/zisSIiMH/AcuyNEW9vosq921CVtoSOaMv2oWwc5pDIefVMWikQTIZbGXraxdGZ1E1NaEeAaNkhfiHvjOlUX1dBcmc/m4l2dn6crCoeqSQ1vMXKCHROysFNvsSQ1UVtMoDEAJ5Q1+sdwmUXJizaai4mi4xxn/VT4A0cqXeey3RjJ1qMuQiasjtIeai6amb6YgYA5Z5xjj0CMGjtmEvJSNzhIempJQEiRfaPnqaYMPaa4v1abhhgMCZMaX2H5BsyE3Ndp+Vwm0XN1PcUEdg0wVwEwRtlm/UsjQLYewEq2Nwer7njkA9i+dJ+J4iA5ujn308dhGvf+xVfPKTn8Tf/Jt/E6UUPHnyBN/97nfx7/7dv8PXvvY1/If/8B/wgx/8wKKp9bg3Nzf41re+hW9961v4n//n/yvGccSbb76JX/3VL+OrX/1t/OZv/ga++MW38ODBg5MWmEC9tq1DcG6i5Y7Pr1fU9wP6fsBrr30MPy+MeVbn4Obm2iBAM6x0PnJ3H62WZp07L9UJqNKlqxFdORzPdwaUa1ClVFeYf1Ub3KYQtuhA/V99T6wRQGtktP08bYy7X9UGXYsK3fqTKodgU5JYHePmiJ5MvJZZq2TN7e8nXADcLaR17teeTFkirTnffLbBpu01u1bfQcAQKuCs9dEgDy8MhkNmhaNVWCUiHWcrlyPwovXdpTDGYQd6aAI3LOiiRuOFVVPel4LjNOHevXvawtbIhKVkON8B1pUOQrg+3GBZFlxe9hjHAX0XsUwHzCLQKgYBqKDzKhLEtWQN2oyGzAhoh0FvkbC0Oaf3QqWQVQ+hVg1UOVurVigJNTXJpSCxdg0ULmDHZnBNeAtKqPZO1TRj12k3xrC2VS6FkV1B5wNySZoHJtUjKLkAoizzVDKKaLMnHzwuLndIpQDXR8zHGRBBzkBKBYfjjMuLnQkBKaGy63uVRSYyQltB33cY+g7oewxDj5QWzAuhixHzsug8sytZclahIBNB8oYSzPOkypBzatyJWgZX0wEp59YpMBuZUEw/ovIvlrQYmVDa6zWXrieh1565oFhunQubsQzwpbZqVqclmGAVyCEG5Xeo+FTQSN17pJyR8mLn61C7CDq/Bq/FZFu8NU+KtGmSBFU6DMGtTebgwSgWxqrz28qCpSKfYo3GbN4xg7ggOgdxK3lRVRhrDxAP5ox5XkAgLE6drel4RN8NcLXc0emeiTz6zoNZnWEXfTv+8wPH0+0jpwnWpWVrgjc/a5Bi/6lcge06JbRGiCv3zZZoqjHRamRps9JViLdF53XhpO3O1rjpVABvvUm6MNamP6dneJcfcOpEnB6nCp4oCLIZpc1d8N7j1Vdfxauvvorf/M3fxD/8h/8Q19fX+P73v48/+IM/wNe+9jX8/u//Pt5++208ffq05cBEBIfDAd/+9rfx7W9/G//L//J/xzAM+MQnPoFf+ZVfwVe/+lX81m/9Jn7+538er7zyqqmQYXMO51fyvJlx22ADDsOgOdTXX/8YRBjXV08gJesDavXhW8GlanCqMT5XwDs9r00e/cwA62uGDnCtJlh7F6zlh6vBba9XDQI6hf/PUYUm0UzrnKhw/jaqb/0KQmitjR2txyPCHdeBdl7bubCdE7TRhVDjXZ3R6im0W9McI6nn196riJRNQDp5+Y5xX5Xz9HvWc0EAmK57yppnjtZOV6wlcGGBWNQHW4AANBa0DwGRddHVcrDQ0gm8aK66RsI5Z+z3e13IxlEjJxH4EBUB8AHU6/imecGTedHObF6d5S52iF2nCFCdHzaa0YySFAYF7UwoRqoTgbK87d7Usjk0ZNHBO6cOBankssCBcjE2ufVBaGOuEWsgsYoAMlk1hZsDBMucbV3UVELsIqRYSSBpqiWljOk4I8QID2A39CACpuOE2PU6D8k39Uxn8rTMHsfjBLA1xAEw7AaNisnSEc4hkNagp5wQQ7TnVzkaICtr08Q0yBRCl2XBbChDKaVVCfjRw3vCbjc2WL+2Uy5VQh1ALfXeOtre1AkBTUMcDgeAcCJKJOtyujpwtcGVpW0UYRKIZHRhbJ0wuRT4ELUagHT+scFaMXiIeNPxD6YvoemlJas4Vuysl4aoiA85aqgIlwV9p2p/3gdACtiaWmnqRzsQ1mq+tk44D3HWh0PUBSVH1sJauTAiBSwFfdcrKpBz61cAiFZ09B26vrdeF9q+We0hNadR24wr4sK5mKP9X0VnYBPgn+CVYlEQ2hvVSz9BMLEuYisEyusOafOZrWWquJyGTqiph5qX1Xc3QP1mId2aoruNfL2QO947/Q+qIpsano1jATWAYud9DjXry6d/e+9x//59/PIv/zJ++Zd/GX/v7/09TNOEH//4x/jDP/xDfP3rX8fv/d7v4U/+5E/w4YcftrabRMrUffvtt/H222/jX/yLf4Gu6/DGG2/gl37pF/GVr3wFv/VbX8GXvvQlvP766w0CvOscTrfb7506P7pQBh90cYGhP6zRXOZ8IpdcPbFqZ4jorI9BPcaa92+9Au40rNIi8FOnwTWjtKYICDAvu2EBZ6WJ7XdDBmqqvtavY7Mvcqoj4Gr0v+FNbNMCtbpA5+A6F+pw0Dr5bVTpBN1qzYZo8yHotdvUb4/J1n1trnM7gM3N6uXU/Z/d5fq8irCypIVaXwC9FwXMWtu+lISc2OYAtQVTx8whhB7LknBzOODy4hLEqpHubPyHYYCAsB97LFn7TKRlUc6CRZ4xBIWHk6rl1d4c87JYU6Cu1fiXUiCzwtUnfScs1VRSVvXAqDXmVZJYteiDjX6F6W3Ybb6qIpyzKaRrTVVVJGtiVYpGqxWyEXIIHm3suGQcbo7oel1iHTn0MUAYONzMcKJOS81/t3nlFN6dpgUQ7dkwYYagB3NpzW8E0HJJAhZrMOXFI8SoaIs5OF0XW8nkxcUONzc3WifPelxtUKUphJSTyg2TQvTLsmDc7SAi6GOH4/GI3W6n5531me9dB+/VUWSL8EMIKMLmXIghBhuiH8Hgb53rVbcjOOMhcIGwM54KWpdLFyJ8TTs4Qt931uI327689ZLo1DCag0GknRkLBZAL6DtLLSzJHig9/jBY/wIu6HwExR7OOSx5MYe5on7QZ8abnePqrBQUNtVOqg3RauCgxFEuVlkgBHEMcAHg1TkrVRpZz7sPEQU6XirP7AGvyJPArtMRKqquZEYA5IxfYT1HUuVh/PTtIzUqqh5ZC1VOtrMyPCsf3L5KZ4I9Ohc2xtr2fSIzsMZKTUAFOHcq1kWwHe+uPOoGJj0nF95yFDZrcg181xK+7bK6jeDuRgV+2rY1fOM44gtf+AK+8IUv4O/8nb+DZVnw/vvv41vf+lbjHfyn//Sf8O677246ugHLsuAHP/gBfvCDH+Bf/av/F2KMeP311/ALv/AlfOUrv4WvfOWr+KVf+iW88cYbK7P3RbGjOhh13Js4jxkl4xE4xBZFVnEVKQovVzSnoQWCE8PVcveb6Lye4y24fmvINzoD6zXZ5yzkV8dsVf1bI/61CqHW0K+ODK1dwxraYIamaQnUvgRreqCem1IM3DpHiTbzFae/nSBhp2MNbJzN6nRvDLw+E2d/b3avu6a2o+oQOPteZbJXnQHAIbgAUEV0ahMfAReNNmp/9BYtiVasEDFKSQjeYxgC0qS95E0PB33skApjXhT6fHD/Eqpf4JGKzhsQ1BBA9fxrhYFKvUaDPT0u9he4Od6gLhLtGWZuDmC0CgEtZTzqe870+K2hEMwB1QZNBEKV81W4HtbpzlnkDEFjmpeqFS8qhctMUKFajfjF7i1njQZDiPBBGxc5ixrTkuCCw+GgqRS2aBciTTYXIBys+c7xOCEGNfY5q2CWDx4X+z1iCEiZQdbxse/VCfLeYRwHu8eMLkZ0vUoAL/MMkNXWW9TqvKaXgtdznOcZl5cXGLoec0qK2OhT2+RvHXlr8iTWK0JJfMyMvusQQ0AIUXPnptxYWJ0r703q11AD54OmFqC9G0CEbJ0J68SuvLLdbmfXrZUfwzBA202zliA6m+/kICjIrGklVYpk5CXBB1VsHMyB0hbJ1SYUSEpgyZiXCX0cNvGvXp+iaDrvl7QAbKiNaQpUXlF9yr2rWKk2eUppgUgGuGhFhdiYOkIMHonJSioTJmvtnBZL16VkVUC+jWXwgz2bGQUMkdx4Zj9r+0i9CXiz4lCzlttNbn8JNVDfksyel8dY4aV1cVRRCKF1wdNfqKEEdXLeeQ5b52WLMDzv2GvYtj0YqhE72ad98Ln0go+4nRvoruvw5ptv4s0338Tf+lt/C6UUPHr0CP/6X/9r/IN/8A8gInjzzTfx3nvv4XA4NGOWUsKPf/wT/PjHP8G/+Tf/BiEEPHz4EH/lr/wV/NZv/Sa++tXfxq/8yq/g4x//OIazGtTnOwn1mqkNY2O+26s6J/w6+WpOkQu4FBTOprW9GvBqiFfjXp20287AtvLgPD3QnAAi7XZYr6MZ9Nqg6HTubZ2PJj7Urned5ysnYFUjPHEA6ue2Toh6IOeB/tkfZ25C83rXcVgd4/WaTqoDNg5B3ck5gfAu95VgxjBr616FOTVqW1IGWz/5m+OE46w97zlqbr8kFY6p3eKcU0PCoo1rpKhgy7wkbQIU1BhlFoy7vjnbRIQIUkEcHxC8IitawlrldI2kiDUdsd9dtFKzlDMgpoNQy9McASxqfEwS2AflD7A4bVIkSWduyVBWvJK1fAhIS1bRG0OBStbUWEoZzLVpzNqOmZzqVKiefmmKc847DF2H4AIyFzgTxznOCSyMAWv1QG2FC1EiYW3KNgyD9XgQSNK894N79/Hk6kojyKHD8TiB2aoDvML1wVBBFTkCDocbdF2vTlLh1qcAcUVl06ytemMIrWyQixJA+75rzjFbqR8BmAzxq3NByXsD5rRg6FQEKAYjX4aA45ywpAk3liIAgCUt6DrVj4BI4xx0roO3Z612HIzc2dzVses6rRyIIa6ROirj3ipH4FS1z5nUtDUdUwclYSlivR6KSkiTPhfaAVLXVG8qmerEOsxzMr0Ec4iRzR4pkVDXE9eQGEAQnKJTgFYKkA+IjhANVdGOklq1kEttcuXVsUwZKSXTEVAuS4wBwXktgWRBQYYUBlAQg0fJ3siKP3v76NUE7W85XaBATdChhiAK56O9Vukpp4vhxkWQ+re9U5NHdT+2uGr64XRpO0mxbu15lb/dAgXbi6q/tfXUfLiNI1AFYuRswW2pgXquf8HbXamF119/Hb/0S78E7z1eeeUV/Mt/+S9xfX2Nb3zjG/ja176Gb3zjG3j77bdxdXXVpFVTSnjvvffw3nvv4Xd+53fg/f9kQkhvmRDSV/Grv/plvPnmz2Ecx59yDtUwVr9qY7S2jsEK+1jnOw8FDvRB0wW62EO1IjSnDoDtntb3Th2Heo+qg3DbeTjdLzYROrXfG+dkY1zrbolUW8DTyhGoWgutxBLYpA5oU1FgY7edR+vptmPdNWvqta7bHZ/aOACy+bs67WRzWLbPjiEF9boFsNSXAOystezQ1P9SKqjtdXMq6PoAFhUjElGDHaNGoqVGCkJIS8Gu7+CDQ993ECwK07JYOiDCkVMRmqDG34doiINyQ5TkpwS0OSXcu3dPI0RRyNdZNERO2y3XHD/XOnXLMS9pVgfOe4AFSZL27RDrXVC0Dl5QO+Dp/cuUUdN9zAXOexymGSVpiSGDwEVUcpkFxEa0ZC1f46Id5LoYQVYVMAxRleaSkgU77xC8Q0da7ligks8lq6wxWaARGThOyRr+MIZ+wOE4oRi573jQa2Ro+iVGLdPjovoCsesghdFB8+TH44RxHIz/QE0TJeeCcejRx4iUE7ouqGNHlr6ZFyXqkQpLDX3f0g3ee/RdDxZGH6MaKctp57RKU89LNgU+tg6Wq5KgN5JhJSYKr5oQ7fmDRvEiqrA4jKMZzkriMwIeankgNdRJudYrIsgimI8H0G6H43Fp9z6lrGOwzEDsIKZZoZ0XC1BZ/uD1WWLR9JOlikrJVq5akGXtlcJGXKSN01FXg8yC1gOMtBV2dRSJFB2MQVMj0Qd0McK7gJQUGeGix4pOHSNFF5KKh73A9uLOwHlu/a6wYxPkVFYogTaOwbkjcGpstvn7bZAmG4NzVnNQl1g0vwHVMMmaj93m89sJN58F56mGswvfnOtq9Jvtv9PJ+K+znZLPFFZ7+PAhPv/5z+PLX/4y/v7f//s4Ho/40Y9+hD/8wz/E1772Nfze7/0evv3tb+PRo0eN7FOFkD744AN87Wtfwz/+x/8Y9+7dw+c//3n89b/+1/Hbv/3b+LVf+zV8+tOfwm633xx3laPexPBocO12dGuEuwl4CR7w2lhGp4PmRFvLUZGGGjRj2hyQ1Sk7qenHbSegLuLK3kUrG6wR+8k5bfbRXqXVmMIikNqlUPkIQNVccJWLgPW41RGS7THMELf7t5l5zbmldU6ezN+f4jWcOKEbh+C2K7Fe97YMNmVldTsQ+tiBBG1xJ1I9/mCQ+tD3tlhrjl/r23WhVcicsd8P6LoOThjeeZQyQThjWTJc6HXREsK0ZCw5Yx+1PFFrtdFY4/UcWQTjuEPfDYAc0cWAw7QgSzbAT8ewphQka72+IweuxE8jBQoAJ1r255xqFjBVYhxApAYKgEnHKpSfDe523oGzdboz8SUBGok2l6yQOZQlP0aN0kPV6PcOIQLZZ+S0gAtjEcbQR3SjkgiXRZ0fwDopimoGsKgUcIQ+P3PSdtAhODy7utb0ycXOyvYIxYKorouIUXkDOSUEAo6HGW6/w243toi1VkgcTWMkxq6VkAbvNM1j8D2gaAPgG19j6AcMXYfjPKMfBhVVEkG2EkvyEfO8YE5Lc+BC0KoRNaiKfBBYnw1RMmklLsZxRE5JOy/WvC3WAM63NWVFiovxVvRZha0fbE6wduDUNBlMrAqobYCnZVbnVCyFRKYCWPRZYCmaixd1QJiLVS+oE6GpGnvKhJrjKrJtu5xb8yNmJaBCBETKy/JE8EF5ITEGq4hh62mhCBYgRoxVaekgqp+hJfkM5yNC/K9EIKyLiN6C9YWzIHbdRHA7aj6NsO/a+7pUonnIFYIR2hp/M0+0/i7miZ07F1uPYQW8twZ2nVxNi31zzps52P5uZ0y3z/u/5nbuGNSfu90Ob731Ft566y383b/7d7EsC959911861vfwte//nX87u/+Lv7oj/4I7733nta1Qhf/J0+e4Bvf+Aa+8Y1TIaS/9tf+mgkh/To+85lPo4vNfG3P5vb5Yb3L23e1XhhmQJRZrpOaELlToqRFGyKr81WrCep1VjLh2ptgJRfWg1JzHLjNj2qwyZH2FzdH8RSNqAbdIn6vkntVdMi7WmZIG9GhigTQOm/PHRpsZ/7WMaiG+lRHY/v+BgP4mduZu73O/baH6nhIi8Yq/FhqNEZqpGJUmWFACW/TtKCS5E5hTUEIDt4Roicsszp6AkIpOl/meUJOhIv9BbxzmKeCJS1GmlLC2c3x2Jw37SvgW8SfDKrX42sttvdKvhJe+9KTMxKXacZ75w129vAEJOTVmSRFJQA16qUwDsejqhBywZIXdN2gcLE5vaUUZaMXrRuv61Hv9XylCNhBtfBRW2DrPAjeQXzRcS2M4By6GJRhTtA8sfOY5hnedbrWE8yQKB/hMB00T+xJ/zmHYYgY+s6QBU2fDEPfngdHaJG+jx2IgKHvcHV1A9dZ2+ScG0rWdVqeV6NXIkbXRaSspM4YIy7HS+Ma6HgQAYUVXVHBKgGxrtlHa8ucCwMsCM5hWWawNQOqULqDVVmY06PwvEex9IMPASjamhdEKDkBRE1BUgRIm5p7MrU/cg6hhLXc0mD5ZZHWfltJog7ORdONUKidnENHna5LmUFe5X5bNZJTRUBvqS1tZR0ap0Ig8KbyqOsHWglr1bOAYxWZEnNWQHDB642zZzdndRJDp6k6H0yHAgRYY6IqhlSYAU6qn/AXzRloC6ScLmdt4ZHzeAR3rF1y6/dmUOnsM7IukLeWUTn9bP1v/dRtx6RGbPp7/Xzlmq/7qtegt0NaiLs9z5oeoNMVu3qlNfJ8rnf0X7b9rHTEXbyDT33qU/jUpz6Fv/23/zZyznj06BG+/e1vN72Db37zm/jxj3+sZT64LYT0z//5P8d+v8cv/uKX8H/5P/+f8LE3Pgbvw1rP38Z161zVSN58MLI7JOsd0PMFWgWBOQY1ylZiVkHJGSpNu3UGdJHlauA3BvkENQCauuWtNIItsmQwKdUSqBN3zua9pQXc5thrO+TaGMkMbwvCt//dgGln3vQ6u8++tSHBnqSqCHfCBfrymgY4f5PumDpUHQBm7Z8uggIxw7p2YwxBYfbgNZrOFlGFGFHKghAcoh8hSOBSQARM04y0JBABXVDZ11y0S2LfD9iPO4A0emTW5i9tPEVaBQ1A2uVO2PKoaFK4tYyqlrU5IuSiCINzCgXntFg+WUVnuthhXmYsrI6ItkvWeTqEqCRb0Wvd73Ztbjvn0fea3pjZiFllDTSidRSckxH4WJsCcWEtg2Qt9QJrY6XgTdrZE5wASRiOVPY2sDfjpOkMmDiNCu+oMep8RAwBOyslrJMqJWt/vPMKHUPvRYwBKRed3abvkVLCOERQ3+F4OIDEw7nQavqZGakUpOsb9P2IGJ05TRnPnj2DDx4lZ4yD9llJucB5rbQYYoD3hJspIZWCaVKNgt04IiUVPhp3DmnJyNmEqViaoFetPgpR70nlCYBX2SA2xxSi5E6Iol1pSSjM2O12cAwsS4LrtM9JzsXQAVXHJBtzZn0emEt73rwLavwLgzyhiMBb62kXjEOAArKGa4UzyBM4qzyxDw5ezGhbCWHhda2qTYsqUuFtTS1s2oek8H8VddIx1hSdLwypXUXN+XXQ8SMIsmgKC/wXXk0gFQ1eYeBb9m5j4GuvAfN4t4aVpWY1bZEjt/k+bfYj7fVmhM0jrFHUull52OY4ujmLgrCeT93riS7BKgpRD1uN2Ok1mMGVn04cfD4R77982xq7F/nsdosx4o033sDHPvYx/I2/8Tfwj/7RP8LV1RXefvvtxjv4gz/4A3zve9/Ds2fPGnx/fX2N737nO7i5ucY8XZhBNAEe0/pWXfm1U1kFwev4rye1QVAMiVnfapa0wfMhRISotbW1330TMipb439m7A06A1cjTRsnTSeLM2PP0Nx/m4vVuQCMM1BLv1xDBNpn7MGu5336aJz9RkBNYWwudZUkllsf3gxPFSMSnI3onfe9QqZ1XNW/lvooAxa1Dl1QeNvy8RCNficpcNa2KnhnpWiEw2LEOyjJTRc4ze87rxdS2GkOlDPGvkfXR+Qn3Gq0VVNAywmfXD0Dc0HwO4QQ4UiNFCQj+AiQ1sdXFr8IrJyNWzRX52lVURRmXN8cwVBjwsyY5gUEwW6/a6x93/n1PjfyIgHW3Q8gLZMrrJ31SMliKanoDRduvIF5rqiWnmcpxVTsHEi0ZC4tyQi2ltv21XsUcO2eB8LlxU7JaaTHh10boL0kclG1uhACLvYB87Lg5uamGcz6/C05wYtWFaSkrHdFPDJKLtiNPQDBbuxRygW8C+bQLGAW7IYBh+lo/rDJR08TnHPYjTvM04wQQtMuyMzwxapOACxZuxPaXUHKC4K/UOnoxSEdDi1VAVG+i2NGhho6YUGg0DQr6jpf22nXoKSWgGqps4Br91ILPRypQU+kUH1FH7tO0RwuDOYMktosjVF5BcQ6b3NZIEwQ7xFIqxLqg8uybYfuNhLA2sQr11JLgjaJc67WOGmggYJg56Zlmfo8WdF0u2/OHDlGQSnqrP//ufuXX9uy9C4U/H3jMedca+/ziHeaxHYmdmZYCAkL0aNxS/d26NUtCUQT0US0kKpTDQrR4G+gU24h3WogQa8ELXexRCHAuASZaaed2E4cGRkR5+y91nyMx1eN7xuPudY6J85JZ0RymaE4e++15nPMMb739/tloaaUAn9ras1CSmIQr2F7rawo21umCZobv/d5uu+g3l4lJyKIQmZdYHtPXs38Tkhfq3kA1Sus+5cLoQjX2/dbwsPNkqlisDs3d0d0HtjFd/XZ+vxACWW/hYL+H2Er91pYFX/zN38Tv/mbv4m/9/f+Hs7nM/74j/8Y/+k//Sf823/7b/Hv/t2/w3/4D/+hi53Iv5kZOQYgBmz6uZCASK+xUYAZuR66dw+F9yxGQ/kQ2L3IzoM2JIuwnLOA06QoPcbFG+0NgvKm6+fVAC0XUqOy8/J3EYXuXIZMrWre7X+l+nXu1u+KIu60PPWG0MWzlq4Z7r/uIy7czncRBuuVfzlpXx9Qpn//HrwXGtzSWgZDQM5Y5hXeWkzjAO+kEj+x9H+nBKzrgvv7A4wFUpL/ScORKUue2FDAYRxwmDxgLIZhkO6CFGEMYRg9ckq4Px6whShAMVGw1Ac/IKaInBhrCAixQBMb5CgRhqREL1lJggT2eBXlkxlu8EqvLDC54zRotX4hnpJohyHJGWcwQhS5JdX7ucLdipEA/S7VlFFWOVdkXak+H0evIDel/kCjBFZQ5wwTJiOcDjlp94M6HtYAzhnEANwdJ8AYzPOKGCRdk0lgxK3iHVitwA8hwJBRThOtNQAweQfnHJZlqZ0CciWuBnfOGYMXfoY1JazqxZc6I86oTIPHaQJpcZt1TjH3I6CGj7UGzljELIWQ0zhhixs2NfxDihg0VRFCqPZ3TNJeZ60Fa4dL0vRP1vfhjK1rmKGFhWW9lU4BkIw50EDRIDwRTte0AC4JoFQxLLJyQ6B41wQwMlJIUoRn5HnHwanhwq1IESzGBJHKic7hMaa7bq4yETr+TAzDEIwJlnNyASTr0nus0Q8GBOWXBTDJWVc8cC08hbSmZkETXZbGjfO67a1wBi7TBHXrPirFUr2CLrn78nDNY2yCtFh97YR08Vv7u/lWXE9zy8tEvSop81pX+kbd2Uo0oMazd2qre7Y+wtFFMajf66vfWvj057f1dQf39/f4+OOP8fHHH+Nv/+2/jfP5jP/9f/+/4nd/93eFXlPDswB275gVJjbFgLC1nLp1Tix4Mt1ANc1fi0KLfuunAgisRT81n44CDqTsgcZK0U5Yu8hAe8+9UqfL96m/C91u+7b3+EvO13Q4A9Wd7N89NcOjPiK1OdiPF7rd6p8tELazXwHUqFfxVkkP4IsTXhbYXm20v5OkSjWVea3jlnMGWwsYof+VULqDdRbHg+ChC9xsxrYlHA4eMSb1YBNSZoyDvPfJO8QkqV4iwjhIC6EzhEwWOZT+dMF7996DSeZ5VKGdcyH60fSQ1inklGGs9LmnGKT/HlTBWMAMYvHCiwMg4DepRkDUOkBDwBP2uBSFj977QTjh9Z4ES0AquElbuqwrnQgShkaGFqeJwB+9jK1zg9BBc1RwK6N0vAzSWqfDQWpnBu8r3LizLRfvvME4jAgh4nxeFJEu135+74V/AQDWbZM3rVE8gBDChsE7sCHkLDwS53lF2DasIcFZC28cckrVqAdQyZQEM4AkN58ylvMsxW7W4e4wVUN5DRkxJWWtzHhy/0TAn1iMr20L2r4nxX+CYaGevDUSjXEexuq7h8oKKo6IFKGyrtMCSRxiwDQdoS8HksdXsCmS9GNMEYwEZyDUxlQgjB0YYgSyrgOJeqLSLMeYJH1gSK6hkilnVkCgFnG0xqr0EpFhnYMjAmmRKSMDqZbLwlmRMYYJIFcNflZZGmLA4Ky23pJiDGiKRAVFMZIOip0wjg147nXb26UJildzw6NpCh+7L5tHL6IK1Uu7OO9OwbYj9j4/7xVF9YyKeOv2rVKy3xkiQKGe6cUxtXyrCPQLhXsjDdusv0uv9ivc9u14X40Z0p93HMcKVuSswyhlslr0I8U6SLki0hUFzGCwdgtEWrUwjerCtB2blhR9lY4CPUm1DPS5y77ovVsFCCoh/CyIYxXZsBix7cHUri3zpue6YLTd9ZeaGrhEPuxmsT6vQQlJol6z/avRoxpUot3Ma39Qm6P9PXfPK6crxhvvDq8pLHTPUe6gS7uVzRiDrIqCs7S8zetaYXO3IEBBpTsoJRlb7yWcv+UA5xUcKKupQgaZI8bBwTu5fkhK+6sV+nYUkpgQE5Yt4jBN+OLFCwmFbpsi6AmoUcESsE7gdpuXG2Gtl6pxxbMoqG+coYh60iorrYdWhHnYBCzJsXifKaG0chotFC1z0asHK7JMDUt98yml2pngnFVnQZSFMQkDOXhjJTwMgy0EiNrnGlGUnv8IQ0oClSLmedUuAIMtCEshcsbxOCHFhPEwCBOkTuGUknqsowZZDcbRV5KklDOCFgsbMphGgX8GWYAiBj/ifFrx8uGEJ/dPMB0OSDFiWRfAkKDxyeAoydGAx8dHgAQmNyl/wOABzgFspAVvWVaQIY3wSHumtOfF2vbsFBZ4HAc47wQ10pIWDaK+h1obAFaCIJnjIQqypB8UDCvK/JSqe6haljXDlDSo3NKMKUZY11J/nDOMNbU41blBnZwgqQfT0BMlkiDriTOU2VRprVG6mKA1FtIx4yzAxqKgBOaUKwkSkcxvawkGFjGTksRZNXYMMIjMHAZf12RWo8Vp1LRGLw2DI8G7N1NMbwU6JHKkab0eGAhoDjWRhjFrAVlRmc37rFu1MZpSb7Kqp1nRnyW+vPvmwmDoBS1D7wWd59nO1yO/ldNKgOBLfSw9rHggF59/RYZBP3al0vrr2QpCmNX3K6NnrbSzlGrgEmIt4Tm+eDdZPa5ApYpcFqH3vipAUU6FJ7xz3zvlbrr3tS8MBKoCpPLdnseA9FgRyhfGIlCvUUV/iQKUT8o5mgZu74Eq/JLaMy2Mie7ntU3btQkSiWFy9Qo0ptZFDuqa4HK9vUFw+Q6b+SrfD97DO+3iYCDFDGJVbjAanrewzFjXDcMgvc4C4APESIBhGCUTW8Om3qREdELM6gkGOEN4sc5gTpimCZmBLUTEbcNCki+f5zPCusD5AU/vn+DFw4M+d5Mlp/MJMYQKC52Rq6K1yhS46X1LGyBLnhYZ67pIfYIfxLNLoqhLwdq2bRVnfxxHUVY5I8VU2fKcdRqSFoFHhmCtANxkTZFAix2HUuSYBB44sUQ6rFWqXEiRmRQVam2KJTgvYxxCEANtWfHs2RNg8BgHwS4YvMMagiIYlsp1qayXOgqhcU7M2ra4gbOkMIxTbz8xHsOKzMCT+3s8e/5MWi117gr6nxR0jtbBDRNAkrOf5xPGccD9/Z1U5seEYfAwJK2P67ZKAR9I6yhCxWyQvL+043GSd7+uCwYvY17wATS4gxrV1aluyCCyKEprBMUwxkX5BKSoTzv1KldAqQkzljAYwUAoXAZGWwcL30oG4IzWHLCiLKo8kMJlrvcn9gAjs9FCwrJOW/qoyAuTAWtlDZaIQYYs4cxGDBNIxC5XQ17kkSUCU9ax2mCtwTgMyEHIwnoJhqxRWU9ww8+7mwAS2ii2QPWI9f+buo86xdtLvsswPHdCrCz6es0Lb6Zq7Hb43ldsBgdrGEYUyl5ptj1LBTnvhPF+//7paP9pFy7fXeEr0tG1Y+Fr3mrIvOY2u+hOdaJtp27kXmvBX5YogsyHVq8hsMVRcb0TOIs3NkzT/vzFKyuvn/o7aKmBK++9GgOof6OmjKgZrPUf1AxAZxN0RkA35ah9Vu+zfIWGjol+n3JsuV55jvJ7FX5UBnF3SLm//TopA66n7QwJesU+OmrCjpeSYL6vZ6nMJ/FOnBXK2cySi5TWKaWAVZpiGEaOjMEQnCeApF/e15aojHUNwsFuBvFwhqE6CJYMHh8f8P50qHTFTATvR2xRaIyHQVrmjArmoGHe43CEhERNBTIqqITTNEqI2RiwQY0eyFyxioGQta2MaoqgRLfkOQv8sEQWtk3a3MhINMo5g6jyLASpiC/8FUXxeAVEitoWSWSFi8GJQcBcWmMZgNQYkJNaCms83GFCDAEPp0esa8D9k2OlRA6p5J8FqIi84PlbY/HwMGvEwmDdNomubLHWbBwOEkLetg0pRozW450P3gc03B69x+nxhGWeMR2OWNcVeZlhrREDLmzw3mMaJ0kbQFgsZaySGJc62eZtkXElIT/KBNwf7zBNBxhjsYWkClc7BXKurXdkSlpIoy4ZtYXUOwFHki4CrkaQNvdUA4nUeDHWAiRIm7IWZC7InDAwyEicEdTLZrDwdhvRY0kpiROy1s/keo8M7WwoETLDTZYQwRi/kx8kSX9Vh1IrkHLCaC04SYTOWsEayIqXkK2BBSHEDEaEURhpMDQFUtrfE5gjkDS1ad9MX7yxMcBFMt4QTkVu9bs03+NCf+tLKNKvKdELD12ls3jyXI+lekHuTljvEJe+aL3PHRDRZaFVE6Bipe0FcSkl6PfbFR1e5M9FmHx1CvurQDv88q1ZqSXGw0WH7ZRXS7UQCNZpe5oukpRT5S4Qxcft9KwLPgWMOLRTgpB7RVu9+74qvxgAnTHAwJVhUEzY6ok3Y7XZf9QMgnLV8kGXliLqxuPG626xsG4MO0XeLZa6f0X2rNO71/Kya6H22m3cTtev095IvbwXhvSkp5wEAS9l5EwKhCKQs+MwYIsRtG2YpgHLJi12OckxchHGFpMW9SXEuMEPowLtTOAI5JDgIJ4M9BlSJpzXFSEnnOcTmAHvRxC0+puBYRxhjcUWAkZjsS4zAFbmO2F+G0YhMIpRlYqSw6xBEPMkiiFRA2edhIC1+E7yzFqDYA0sZ1XeqR5rra1pspJGKOPrvSqqnGHI6esSsB9i0nC1AFbFFJCY4clonjcjJsZhtBJ+NgQ2gsRoMAicbE7IJLj7h+MEayzOmkbItXrdwnuC86JAt7BKuJqk+JL1vu/vj3hqDU6nE+ZlAQF4/uwenDOW84ovvvgcxgminVeCJyEqkl6AdRNIYmst7u/vpUuDG7S46E5Nm3hflb+Mk/wdlaOhvB8xWKSQ1WvR6LYGDL5wqDCyMkJmNhWcyoCQIayCOSaM4yhcDWpgJe0WAKBGLCqzofelMFL2h0aFxPAjLVhkbfsTKmlbq/QZzMXTlihMVoAto9cpBkBmaWn03sMRITEQkYEshrYzWYGJAYYFpVLDIobFfJpxPB7gR6nHCSFI8ejgxWgJATlKS25Go8gGZzivuCwsqYI32d6yZqB3Lq4F2y48f+GSiAXU9wlQ3al4UPs0f1N4uXxZ2hVL4QAVc6HcYsm1Uif5SC1ANAHbfunuQT4n9Dvq2aohcGNUbirmr84QAL5aQ+PV17xtAJJ+WVNBfb6bOrOLxIK2KrzKN1JsJsVchdykKNfM/bP2UZ/6a1HtNUVQFmK95i5CUHfAPtqD+t5tQRks50R/zpYyqDZ+ZzTsajiojQ36n+XLi6tfhLrUKCCd0+2zZjvsj2kkWsUmk2OvrtSnI4Aahk2cYJyFV+hWMGEYpWL8fN6QspGcKSQXSzDqsYvQXZYFw2CFBlmfNTHBuxF+ADKvOM/iIW6bdAYICNGKaTpi2TYwA0/un2JTlLqcEkY/IuWEw+GInBNePpwxjoNgBawriLliyBd4XvHwlTchZ2Fb5NLRIeHmEAJALfxbUzAETOMB0TY897CssN7joDwezBrRYq4QxIAS4+SM6XAUYqOctfUWIENwLBX5wlTYKuElXC2KhiA96su6YlkWjMcDDBHuj0eQNZVGOSmwzBaCkJZpRMJYwDpBDRRiKWnNBQBDDO88Bu/w088+hzWEaRiks4IsPvv8C5CmOp49f4ZlnWEtCaGRYkocpknYEhU3d4sBBELKUrdQoKxPpzNC2IT7hFAJjJ49fQJjLU6nE8IWkFOG8xYxMmIM8IPH/f29QkpHaY0sMNFa4W+JhDtDoy/WuRohkRY/1VCsmP5JDRbOyCSGERQWmGGk8BiNeMxp/ZJwPHDFZGDtWgGz8D5IOENQL8GVVhgaYSppAoGaTmJsGmm5BSeh5AakS4HEaFk1HUUkEMsvH064vzsKgJGBXI8gkNYpYRoGhBgrdX3plhGYCFZSsjdzHt+qZqBWMlfB1nyfKnQuPGfuhBbpJ02Yourd5n1z59VQp5T7a5Qb6oRap8gZPXeBfrtLtPaCtz93j/Smz7oLx96o1r7WK1/59ouIDAipSVNsvcdZAwPcd2uUBYmd3diyRtRSC9zwCRqHNzUlzKUOpGjCvTe+m4/UKUZuOOSXaQR9jDqFSkSpZyEs+zSwoXKV/f8d6nL9frfjhfqmftLoWIL2c70b2e4+2ypEuS73e3Y2xy5CcDFJuwePWvgJFkEyHY5S0xEznAdCSDgvC4ZhQMoJg9fQexbPKrN4beu6YhyfAEiqqISa9eXDA4iAaTpgXlY457GtC+ZZBJ4I1wYRK62A8rm3ykAXWD1BwvPnz6tnbkgUvKS0M2pUhQiGLLZtE2z9nDAdjvBeqtJDSNoNoUh0KkusldY6iS6oIsmpernWChAQ51IJLoPtnMUweuW4F/ChEqFhHWPKosBiTHAUpWXRMKBGQE5ZMRKEJpqMgR/E6AmpofARUMPhiTK2TfAXQljBOeP+7igUv5ORHnojSHZF3m7rhpQjhsFjmobaoZGgXj0RpsOEsAn/w2EaMS8bhmnQ6EZCoVwuhmRQ+nJpxTQ67jOmacI4joKl75SEiknhlqUITuoxorT3kYCk9ZHWlFrqEPp3SEkKQo2kewrCnrEWnKKmemRe5JxrxIKZBSlQ2xRFL5jaicFZ0sqJSQtZxdMfvDAuMjlF1YQWiQIcJITPlqvzUAx20vdf0hiUVc4RsEHQK42Vd52YEELQSAojRnm3gMFiVzm+EFA5V+stCmlWTnp9p/TikC4hNsIP8ybb28MRU3vY9tFeGjL3EqoBDO3FXPPOCVRDzru9VADWKu/dPeSmIJrUvTBNrq9aPi9FKUDz+pqgLWYLv0o+75790kB4w9LDn3lLiuX/dW2lUrwZcmhasCjoDltfNtr9kFd53Qdfvu0LAFuYv72fEk7r50A11WTlXSl6EFVQombEthSD5DHRSlhKsU8hGyrzipoSL8qmRRiaYdLubW8w909aDWJcGwZiD/QKvP/RZlUxAkpaoazHXu33Zu9lRU+/KsRzYSBrFbMhZEtAkuKyh9MJGgeX8Kg+aIZBToxliXh4XBC2DcuyYd1m7Ucn+HFCWtc6RcZBCGbu331PcAwGh8eHl4Iw5wesQXrVCRBqWSJVlhHLsuB4vIO1AkAjSj2Kn08FLEjbbrO2ghKUnx5SdKcGoRlL1TWE6U17t6UN0IEg7Yo1/KvGibUC5xtCAiszplS4CzmRdNnkes4cI9hYLYMmxV9wtfc/RfGmZX0lFfBOIjTegllaBsdhgGHpZ8+JcVpneJ+l9kBJdI6Hg0RMBq9pAoMSB0mJscyzRBRSQoyr5PunA7Ztw7xsCCFhmkbcHQ8YxwkvHx6QQpB2zRRFqcWk7ZDNQDbWKuWxzA1nHezB1vlccv6s7ZSZWWF1C78BwMYgxwQ/eOkw2YIyEZJGFKx0jpAUhMIKFkGphcgs0LzlfFKMJ4q91FgZIu2EoWoYlKiCMYwYpIAWljA6jxwY27rCOQs/eJkrlLGGFQDDuwGl8LSMRYgR83mGcxbHw52iCRYHx4CIBVCoeL6JgZwAjuoscS1gFJjviMELPXhWuVCoqJ3TtFgxH0kePMaAnB1Ko5a0A//cWws7ofW6XS71L6Def/PImS9UaJXo+lNz+6xm1t7Jv/JJ9dfecyw/MkotJ9elYVTJt/QEdSJUlIOcV/Y0dcD7qEcR9le1A7ee/+e87QrE6JVv4+e+FSuc+1dVfpE768wt2n3SHN/ufVAx9LooQPc8tacfEHAPPV9fM4DyhuuhLQrQGxlyD/1+l4ZctUybcasGhSkKZ39wb4N2T61Prp5hP7ew31VrYS69/1dsOlYl/N/OqJYB92ZFbx101+0tWx076yycIyB3MTBmcIqYtRDMD9K+Z6y02WVtiZqXFY+nE5zzyDwg5SgKkQQj3ZDkgg/TAY/nk+RnlY9inCYwizL0g5zXOScUwCliYOnHX5cVnBnjMGJwAkkrCIYR4zgJBLExgmrKgKFc8ScEUEfSAMyMsG2w3gu8bwsegRQsR/gWDIZhUiUqqIHWGukrJyC6AGaruWUL46Xn3hoxDFJSfoEYILUuksO2BNwdD8JrYJySGulLZAnnrinDG1RI2gKfTIoeyFEQ/k6PJxzuDij1AtY5HA9H6UoA4+7uHoBWpJeaBSKM46g4DkJw8/LlQ+3iUW5xrEFIkR5OJyzLihQT3DhiW1vx5OCltZEVQCeZgsVhKozxoNdy1sErRkJKUVgHB49xGBC0QJRzxuE44e7uiHlbkXMWA6REBJX62RirXr6kSAjQ9MoG6ybZX9VMStIiaLXuoqClAiQsiRoJIiKwyQhxAzPhOEj3g3e+6wwpsMzitVvjhLRKo19b3GCysB06ayUaUlv/dKVyp3s4I2cxeCW8krQNkTEMYiTGQqZlhVBriwlh2wRMSed7weHgnDCNwp/h/CDGP1PFnHhTHfF2FMZEuKJW7fVy0/fy8GUsLn1+VfBlnPoCFIFWMp2ILsJPQjwEVSBFFBKaEaDhTtUJ9aqtQriecf9g3QOU59t7gipvi+jeKcPWH69WT1MoX/FmrdX819ezSS9/UYblnbUx2lkJ9bfb40Dd91Uh6t+tla+loUw1Jsrle4TBfQqAdmH+0lZY5lm7H1mYt+6u+5BQaTcIzWC5bFMsT9oUdJtvFxZqU9rUTKbduNwwNIEWESiWQznzpbmhQY7XPle5T6nEFwjaEAVTgIBKSkMk8MGUo9DCMvD4eMIWBO6UGYhhE+/VANM4wTsv7XdgGO0jzzlhXQO8HytRUE7SikYE9ZKFXW8YRoAM5vMJIax4cv9UvDiC5nEFKMgoRHLJz1oyINfCzNY4COEi1T7srJ+XdRNCQE4M0ROEcRhh3YDMEtqFMWLYGAOQsPllhRy2lkSxag1AVu4BayQsnpDAJKQ+zhgwScumBZCz4A/IHMpIyqwIlt53UX6m4uGf5hlQo2icRhzGsQbmcrbYtgUmWVhr4L3D4B22LeLFy5cYpwmHcYR1DjlbrOsCEPDwMOO9d0cY63AKomxiiIguK56IzJVtXXE4Hus4gqHdDkZqTXQ+ShW97DMOHsRejGkN36eUwWSUHbAUekqNTiYWWHMloOoFbcqCDikdIEkxKBSK2EK4HKwTDxwEWKNzVeZFSglsZKxTytIuaaS4GSwplGmaJF2TWTkwIqy2VKYkMNPEwDCMapBqF0cKarRZTJoSsUZBkjSdlXPSImppscwsXQsyA7M+n/J/6D5OydsMte4MoSnOysYpKYeYpaaiUneHhIFJDZ0i897MO33LmoGfdRMl28r00EB/uPh2/XethVGuzdXQaNHXoq6vTA3UmoHOICgRgvoXFSlfnq570nJjV0/M3f5ifXG33y/KY/86tl2IvR8v6pQPMUgNuZ2nW3dvoERFeYmCK9pWFCwXj/oiUlDug0gdGezfSDMMOmOE2jHFKGhKuY8MaF8zynxEDS/2hYd17tB+ztTzVsPh1e//eh2Vu2/GZLn5Ugx1OduLZ9+EZm9SAdShE9brlUhKdwPWSo43JfHirZXe8nEcYWPCskpOOibgdF5xOEwVvW8aB2wkofnDNAm0sbM4nYXLPcaIFKVt1LsBQlgnhEgxRizLrOHworDFA7RWECVzihj9AK+IdzkFwa9QVsJCRlS6GmIWMpxpGjXnLzUp1lnkKOFVaf2zCiZEIFown2cdHoPMBKSgczTDuxHWOuQkhXK+1kwkxQ5QbgSSgi5GY78jJ7wCThV7ZoYz0gHBAMhqqB0MQNrIyEorZEwJlEstRQZxViRPg/u7OwAZqxZiWiPtg96IMnHWCx2wMRjGUQyTnOEgisl7j3k+Y5xG4RSIW5m0Uo2uKHen8xl3xzswBNVPEBFF6QqLpMyfpAA9VuAV5N0U7gfnpIMoBMTMOK+zQBofpDByULTJlBKYBLq5YJaUdSadCJ18LelDI4BCVmsDCsOhgJo1Rk2AWppTT5FzUlTNBncM7SpxQyGgorrujHUgg5qzJyPkWed5FsPkcBCDIsvYIClddmFXLN0q1oBjwc+RORSiALNRjQhxRZwMMUlkqXP8ZP6x1AZoFCWvCX4Y4Z22eObGCvumfunPQGHcexdVW18J7SZQuVMU1f++8PIauNAVJGv5nFTclbBysSiYqtdYzl3OW8So7KZef/Hm0SHd7Z5NtFhfIle9r2okXJgevP/kf/ZNVUr3iY5lX0lHrehvt6fuR7rP7mw60EoyuPN6DUpXyV5JEwSrvRggzRour6pLE6AzamhfVd8mzd6gI/Wed10E3JR9b2j049OPVu+x1+87a+lSWZfPXmWAX0YEyniVqFZnS5RC6Po5X5y1AjtBetWldUoAczhneC/UsGSAeV61FUzQ8aqCcxaC6pbBsDCa1ycCWHu913VBZgE1YvXqnBNAHmsFOGZRfvikzHpSC2DUkxXPaVBQFiaDHJXqGpK2WNZV35NW3SdBxZumg2INRPUWRdGnKONjCtQvq8HHCndN4l3FuCkUcG7FcxawXHrgU/VCi8zbtqDtkYzsWLktpGgtJPkZo5A4ZRJlM4yFiQ+1OCznjGkYkL2DtrnL+2UJywtNrxhGjAw/ThVJj5Fxd5hgrcXpvMBYwvm8wHuHqAopc4L1HuOgtLdejLuXpxMAIIYAMHB6fAQ9eSJGlrZlggk5bVi2RboMjK3XBoTgixSRMQqUpITgvRMo6gycllnG1Eq7quIFQjl9NNcvnS7CnyFdGwIFLGtI5qpSHBuDECPWbVNIZ9fSDZC55o3UdkhtgY4pSZ3GGrZalHl3kFTMsi46F1lrOCyctzidZYy8GklR0RCFGEvz+SwFp1LDQYhZu3UysIUk3SVJEtGm4BvoM8Gamp50yvkSFIpeYJItntwdpRgXpAa5VzTXhGWZMWICzJup+bcyBnoBdP1N96sqx+rNlM/U0yGUBalAItVv37f47RTuRYhXP+4hC3RyoHqe5YZKawXXErQqLvVn//ne12zwuBcXvjIivv7tFxJ9oPajjVpfyFk83EYHjM7Yw045XReA7qIB+ntNhBQDEEUJ08Xv+3fYpw3ave99dlJvv7Mh9fMu7VDOvEsLMHowo3q/ZW/qrtT/uPHOdmuKijF6fX8tPtDm6CWC5m7eM9DHPurPEnEgYFk2bCHX8C5IC55MQAjSvx1igsCdmKoMrI7BOA6a2yTFrpf2zMwiCO/u77CuASYEODJYEQXr31k4S2CWwi1mgndWhDNzHf/Sn74sa20JK4Wfgo8gFdjGWvjBYVtFCVtv4RzXlAVbgsOAbVsQkxAZSRZXFDqywN06C8HPp0HJkppnKWFtCfNKu5r8bjRkHKPkxKU7Rjw+0tA/MmPTSvwYgiDHKW+dNcC2lXGQFyVRD1F60nIruWp5iVpAlrMiJEZJ9/ih0guXyCfrfMs5Y1uFNnjbpL+/tERK/pzx5O4IJsLpfEJKAzgxhmHAtgU4P2AcR4zOw3kn5D3a+TAwY9sijAnwpViNS2teFOOGCJtC/U7DAAZwms8IW1BlTHh4fMTddICxDtA8f4m2lKLAGANgpOvAqLFbWpJLC2VKAqUcY0JmMdSssV1UR40NK/TCKUUcDxNClDeSsnQX5JjhB4vDUeoRUsyYlwcQEY7mAGbGOE1YlhXn+XMcpiPee/cdaSc1VLE4aqoiy7wtY7+ta+3OICNRIYJAZrNANIJs62LJMdQoWmnVBBEO41ShuEs3Fedc3z1ya5N93fYzdBNQpwv3Po/Iq6IQFJtevfl9IgBVAmZISD9r5IDaKToegmYw9MeK3Ci9lH3uulfpjJ1IrEVbVOUyd/t1DwoR+EVUd/9XwWy6fW/K+a90+0W0GBbjbuedVoOsWGLdC+S6V2cq8IVilkWyS0H0g6lOtKGi4EoNgHxZQ/ko9kMz5MpnZahuGlBFCKPtX5X5zk6hrtMAbRDK/aDb98IQaH9wf0JcWSH9bujmsT57vUhfuLo/6+6ysi5eVRsB7UNX0qGYpK/bWgAWKW2IUWheT/MilerrhlH77cW79whhQ0wJx+MR67rJWu8CLVYx5afDBOsSSD2VGDZ5p3r3TvvUnRdFzAUeFtI/X8K/pZvG6IsaBg9jRcl576oSJRaYaxAqK6OQbOk8IEbMorScep4AKSRzgJ8GeOMRwyaSjMUgyLEA7YhJbBhgVgWShZzIW8HSWLeI5DJyDliWVXD4nQDnCOeCUOYmRRMUOGGDGCW3DePweD5hWxYc745aEyCokCCCdwaZHYYknAsxSF5bugzEkNiyFAcOaoTNBJznGYP3SFkoc40R9D9kodwN6wayBnf3R9h5VXZL6efnlCtIjxSgOmEyVGOZTaneLxgMpFwIBoMyOa4hYNWCuJwZy7JUz/pwPGikA7UAUiIvCRkZjlyLLupEk5oOadU7HqTrJKaAEBO2dcUSFgCCIQFDOM1nDIOF81J0l1nQUqUlJSEz47Sc4KOXOhEWuGRjnHTZvHwQTAI34OmTAx4eXmCez/jsc1TCpHGalJdCZJct6a3cOgpS5Wyguk6EXEnZCFXFpJQQNmFyFFh4ba9VAq5CWw1kLeKU1soQtzf2VX+GNEG/UZNEKD93Kv/CE+xpYdpWcvxFTZsSbq6h3GYoXH4OlvBxOb5eZReC1c+pBES5/ttHEvTUnWJQM6EPv1I9cvdcPZrd6/LFP4/tq2At/LKtdFCQKfl8/Vy/b8bezg0G+s+uz6pft2OKMq+eeHlnMsjdscVwaBGovkUU9XjUz6qRcPFcxVBh3p+97UxV0PV7tPttz3j1pNyerzeJrs7TFQQy+l/avfQ1L+3wZhi0MzfDm7p/Ly8LBpzzcF4ghLcoOPQ5MdYUYKyHtQbrtgIELOsGsBZPsbSpee+lspyjpBkUKtg5gftlJ17+OE6IMSttrHjaMSUopQucM8oaZzE4C+8snB2wbAGnealC1Gq4tLDdGeUIEFwDxvHuDoCEjL0fUOt6WK5njEAXz4uEzb0b4J2kGrwWHzaDUrwsaVnMSCzYCsSSjxcPDygIfWBBTmQtHktxA2ehFrbOYhy9FoKJ4pqmETEGhCg5bD9ISialJL33kI6mFANA2kZoDTIEyIbAErWxBk6RA8WwSBpVIYScpeI+JtAkqZcQoob/Mw7HAZyAbY0K2iSRjCf391jjhrCtovAHD04S9RF7P8E7MVR64jLmLMV7Os1izjgvC2KIeHL/BKNvHSOSGsgVv2AcRzhFB2SIJ5y1998riiTUoHNd/jyEgJQSDgeBEC6AUtZ5WCsGrDXSiviEJGU1LzMOh1HHi7GuM1KKSEmiCMtpwTRNWLaAkBkhbDg9vsTgPdYZAEkkwkdgnAal7B4xDF7SU8MA753UJYAqlHZSo0ZqC3QekWABOCcET8b5KmMFCTTBWws7TRgnr0WqpqWljNQIpMIACYK3HjCCKPpKT+Bie+vWwv7fvpWv5dmbgN1HDOSIfEMcAk3AFYPBqqdJbQf0/k9RPj3ATLdjUxRVy/fisViVnWdGZf+9Qik31YyNfjxwsW8xOsr5vrrt6+QoKGGuopyL499HB4pB1n9elRq6X6iPEun7qzv2sYH2bLtRv3hmLmPdOdttn65stAr3G2mCG2ulvmvq5jhYDcpOOZfzXlyjPMIu3XXjdV0q/71av1wrt42A8vtu3G+ss74ot3xbPLvMjLxIK5tRg9eS0wJAaZd7PJ1wf3cPa0jQCA1hVDCimKR1bxgH8Kr4DVmUUFkLApYC9bAJwyDK0PsR3okRQFYEorUCR5wyV8ArCfdqF4A+q3eCkmiyKFhrWs1CiXYAJLlxxQoAR/G+IMfEVGoZEogytrDAWSnS4yxeLGvBmVEPW9oWpQAQKcFYRoRQKEuRmbQqem9VqJPcu/dSWJalsIxBQsUbAgqlMZilINB7WAPc3x3x+YsHbCHh4CdlJqSKt2BJ4LqNRuYEElgUhAXBDQbTcJQaDQi19LoaBVlihJAQYsLdYZJn9AYghkkWTNJah6x+Z5fCARHuDgehf9bUU2LGPM84TiOWZUXMSdv8LOZt0fZHqflyxmJeV7ARWuScgJcvX2gER0l4WDoUlmVTnAQGkUWyqaLuMaBprlQxI4gMtk1omTedlxbA+TyDlZPg05/+FON0QEGkZACn0wmEDOsG7VpgMXaYcZgOSucsxaxEhPfefRchLIjBYPAeh+NB+T206yULWFBhGOTcFryxBp68rMbC0giJ5lirOBE5wxiHcZxwmlfM86b1EklgwUFAzshRyLQ2rLoGBiDmipXxJttbwhHr/1WAt2/aHkXaaCGIxgJKukBC+u2gvlKg/k2d7kdxMjusAG7nKL2bO/WtIRgRzOVcrPVt2u9Z9Ee9mVZg2Bs9cpZLM6BPeXQGQKWVNV95yoCIvtbWwutIBOlYvmIsdi9E3zK1qUPoFfG1Z1v0LKGdq/TY75R/Z55eRgbqSTVU3pR0eU8lwrQ/5iIAocKFUCJLqH9jlxl51Suvz9A9I1/8lLl6ua4un2VnMeyvUeoAum1vROln+4UiClLhUAfvhRLWkHrchBAAkFDhTtOIw1Ty0gJSI6a7KE2yFs47zPNcYXJlvwkgAe/xo8W6iYc+Dnfaiy55Uu89RJmJwF+2FVnb6c7zSe94P1dKO1sJYQvtrKvv1lrx3lsxKJAhnSPrFpCTFB0WMBejBEaloj1qK9owuNq1QIopUHrGZVxFwXgnoXtRCHKXmRnLMteWsUkLzgDBqI+KkZAywxipuwgxScqDCGStIuRl5BSF/c5KFb0BsIVNgKMIKN5PiAnEGdM4AEb2lbku43w4TNi2VSmTF4noRMEYmKaDQA8rI6AxFlsMADMSJ1hV1qWYj3X8CBAiopRwmhd4azF5r6FsAoyBsRYxCDnWOAhZ0nk+g5lqMWRJCeacYY0cv24CXiWRg4BliXhyfwcyQoldajdGP1b5m2LC549f4P7JPawbELcVL198oYyT8m6t9TL2Cnr0/vvvYZ0XPH/2DJV1lRWd0RK2TZgVtxDq/Hr5MFe+hsZdI+uMCqSx1gGIUZBBJAWW1lutfWDkLFmKgo8hSJRy7c9fPiJuUkcyHYZ6bWaWSDpYOkhY2rDn8xnOGTnhGyqjt4sMkEq9TuYXoSK7dF4Xcy9zAM6VqrE5i52HVRRG0SlF8RdpXHyZ5mBWmk3qR59Rwye78GwJPTNE6OZOQIqmQV+X0IS1PKzENDrrhG88I4mh8VVvLRf+FVscr9i6TP/Vd208WhB/vxe1l1f+Lv9Tp2TLt5dKbDdn2jVv1wyUv9FSPV0KYldTgCJL9+mjGqsg6iiLux+ddt9FJXZf3h6j646G7sGZO0vjtimKi+Mv9+pMcz13bi23XKcwGISUBVvAOU0BMCOGLAh+LEA4d8c7rMuGlKRPepomLKuEZHv6aiJgHAdsy6xRBMkdryliwCihTMUeIEINtyft3XfO4DzP2LaoLyfX5S0YA6VQqhX2OedAqRRrRQUmEsWakhTnkRFnBJwrOVNZ3cYapKD3Q4ScI9atFTSn1LgOcspI1FDsGI2y2xhCygKdnEGAIakpCFLUV4hywJLuE9IkGYMYJL2ybVuVRayyB2AQcXVMcgY4anqECM4RQmQIgqNcZxhG2TslKZhTD9E6IeLZtoDDYcK8LGIUQlrRnCE4QyAWVEfrgMwWgVOdNERJSwwY4KSMjDKxvPeS6rHSqgoQQuYKXb0sC7YQND0VEIPgKoyjtJEarXcYhkFz/4r5r1sBP3NOcAyOd3dYlhlg0nbWjJACHh8eIAybBvNpBrQbxNkB3nvceUERHAYP7y2cEUwMR9KpIaiK2l0TE1Y1TuflDGscYgz44ovPAGIM4yTvVBEUi2ELqOHIQIwBhoWxMkPWitPI3DzPGuIvbJkZMSRlgtTCXE2lWWvgrYO3knIBifFMVlJdZBhLCCCyMPAIHG/KocvtLUCHRIEyUKRrx0TbBPHOCqlhTPmnZpUZYFN0KvVngLQiCvGw0XPsvCfuhHf9p1yvKcoMhtkpD9SFbUprTJGKF17bHganUxD1sXqjgPcHfw3bZYHc17u9SsVftxG2L4vy52oL9OcqdiYgUaF9Z8BlXKY7bVGGO6NIZ1X9zKiRxu28XWRgX5hXj6ie5P6LfaFiP+/7v9uI4Oa8uGXEtflZd7oZAbjcuwhgvvi8TP3ethCDt12o1UWIohFym4RxOGCLEWGbASIMwyRK15IKRMLhMAnOvub3l1U85JSkAttZgydP7pES4fFR8sohBKyQgqYQS2QBGAbpCbeQgsYYImJK2OKGd549F6KXzCroRfmRMVL17Z0YAgByTJKTBYnSzhnrtiIlqTVIG2MaBxRmPaB47xbWOLBFLaYU+WBrayRIQW/UiMq5cWgYY1SmkRpSuSLeGaXC9YNUulsiEBmt+8nq/UsFvNTaSS3BMEyCakhQ1sIBzjjxAo1ENhILIc2gCsI5RsrAum5Y17ViADgw2EhUJmmahlna2AbvcHc84DyfQeQVA0KKIIkZj2eBLjYako8xIkIiRYIEqE4bUU0HFD2wxQBHXmK3mbEFqQUoKZOwBaWQNgriZFsrq+3C/opZwCA4a3Q8HcgY5VqQd8FZjNjzvADEON4J9bK3Fs8+eI4vXnwGY464u7tHCFuFtnZOEAWFHEmZEHNEhLIVqrE4aGcLaztrYViFGg9bDPWebbI1jZHBEtEBKt2xRHwEbRBohdFZI00CTS0g7IYIxjX+lnEY5J6NhSvRp2XFYRrEqI0R4+DgKhPkz7ubQKXLPpJZPMQmTW+KOS4FgISMpnz56t9yCFUFvBevxY4vx7Qisr0gbPv1uAUEKBY1aZ8smiIhoNDvtshx+aWLCtzcLkX5V6ukfzFGQL81RdeUC+9eVv21kU7sjpcJwXtjinoTABeTSY/Z2341cg5q3uKuZoD2b6cp7otzN3/7xkP0T029b347OkP9/bcZ2n7p10s///qHa4ZVbRGqY8UlCLa/bDGouDex+06Ci3mqAy2ZJunVF/heoYh1TrAArBOQGhH2Tryq41F6yiGhdW8tYg4KGWsRN+nXXtcIThGcHMhY5Aw4a3E8jMiKHZ9TgrNWQVTEuLPWgUi6FAbv8PAo+PgC3GMq8A11KYFib8ozsLaiFWYA6b0O2uKVOYuCZmnb4xxrlEIiAaU/XPOt6miQYTUUtAfcSLSFjAExI8PAWnU40CZf0h5yU1KIJFDQhBIeN7BWiv8EvSfBWg+ygGNR+AQoMqK0rhkACRJRKdX3pNwOwkEg1flJJhFMYimI28RTnEYPBuP+yQHWypiHNSCEoBTJXGsZyBgtUBQUSNbBLp08mUukhHE6zTgcjgABUVEWxcBIqLTCCp5PhEqDLG2JpIV0EZFLwahD5IhCeW6schRAjDfLRo0KgvUeExfsC3nz83LG4XDE4AakGDHPJzXWTIVwFoAi1uhThiGLGAVd0HmJHFjnYKzFss4SxbFDNQrWdRE2TmMVJVCczRKJYmORctRl3Ax5zoy0CZdHjKHxK4DgR41usTjiMSeEkCRCoG3AIWxw1sJ3tRjGGMAJUNO8zFrn8OXbW8ERt1D8XiIXk0Aqd7sv0GU99RdTJaUOUk+9huLpyE9THcpe7GnIsCoHFaydUqELnPbiNRERhnHAuixNCBexyazARHpEeS5NjVB3putNP39d4vjnvH2dBYRlM9oyBDS1Uo2CHUx1U3StyLSBTnU5Hn1fXMe4H8C+Q6GvTOhBhPrvrjdV3jo92nB11+gMh5tn0NBu/9xiYOznz6uv3+Ilam92x3TmLl+o6nrTnQ10bVXsjrk0nss9FOCvy6sy2ju12sPvhxExCizt/d2klM4W1hxxmldMWnA1DINAx+aoTGsEZyet6pcK7RcvXuLJk2cVm+BunBRtTo2AmLGsZ3grhYiGSJQ1MwbnYI73lQAmhgiyWiRoFdyGi0eqXpQKzuK1Ewpkt/R8g7O0DVIBkhJjJuetjohU8ickTvC2jJZWK7GCBw2udn8wBO+gf60lsJ9TlpB8kpRIYgBW2U5KYRcR1F0HI6vCVRYOjkCWokJjbUXlI0irXlQFzBBUw5Qb2h1IDAOhc5ZCTuaAddnEY+XCpSCpEu8E7vlRQ+HT4BFZxu/xdMY4CqpjThmjhqelLRQgTtITr2mb0l1QDNPS/WStwzQ5zMustRYSicralSLFpB5Z4XSLoSE1BDJXYUobaCFNkkGX2hB5Tq8ohtMgTIeZMx5PD5iXBdMo/BZkLMZxqIbKpnUspSjUKHy0gbynoDUC0o0i6YyUJH2QknBoAASy0hopSJcAZQgkdxJ465iFr0HUZa4008KyKZETiRZZIfPytnZbCEFWRkqhcj2klGCYAWOQYxCj1FmN0DAKYdebbD8Ta2ENz3YCVhZG3u3I3TfyG1dlD+qWWS+oVRkTU2Nn0wndxDVX76fBFu3vUS6xV1zW2dqr3qSmRhEuBqycz9QzNNF+rTbaCcvzfJVb6bP+uiMEpVVvp8/Kd/rzYiQuz3D1585A2F+sHcLdvmpYtHdc7usyMqAzgAiAAVEqe9dj+pqBdm/VtL1571zyVNQbEgTU6/ZP2StsNXioP3dnCHc1Dbv3WsaHG4ra1Z11tjCAqgB2xgX6NdEsD2sMBmvBw4AMC2sIdpywLAtyZhymAWUtm2XT6mTpg08QAzrEhNPpjMM0wlgJ/6YQ8Pz5O/DjAefzSSBTIUVTwzTg8XzGeT5hGsQbLK2B53nWlIIwEmbtVSfN4VrnkFQpswLKQNd0hvZjhwA/eBSwN6uobpJNJ4QYEFPQokNUHPgiV4whWKMhYVAFi8mcQMbCcKmo78ZXi8IK5kkpLCyyTULYYjgMzoIgAEsGTVm+eHkCQaiLvfdyDqWkk0hJruRDJQoACB8CJ64ENs5ZjNbvvG4JZWtOWvkcCARP4rJtEViz5PE5JSzbCq8sk0nxHg7jBBqkPW5dFhyPx5rSzbogC6KkMRap9NOjwfjKwpX3LYA+B7hN3qvzUgOwbRuGYZAaM+0mCeo1G+sqAZJEWAyktZNgLFXPfgsBFlKI10iSSNs8HQ5+rGkFYyycE4dG7l1djBRhnGh0BrfuFAZCDNi2UEmbshIVlaJuIilSh6YFCvhRThkhR1jleWFD2FJEVAwDS0aAsLTOwFqLmHPrLrGS1rBWIjVFxy3zghCjsD3GpK26RlJI7s2sgbdLEwAiGDoY2Z3S7fYR+OFmPdcjuIjkru+buXpuLQUg1f0VPUCFV1n0qIK89x25eudVvuvBRMBhOmDb1u6hWodC91EFzBMhu/fAXq1+uf3YeY4//+0XW0B4bTgBqCFa4Nrok90Nbimycs7yswiuqui5nz+0++3q6F2K4FIVFmVb/tlff29EqPrj3aFlz/rRrXvoLaU+BVDiF9dD95p32Gn5+ly19qLvHmj3/TrzsO7VPw+RKBvnYUGAot2N44Rx8NLPboSgSKrCRRCVfvmYhMt+8A4xbqAsL9wai7u7ezCkBW5TqOB12xBTxLoucNZhmo6SPmBAHMxc4WxD2KpycVZa3FIIGMdRHYTe+GKFjEX1pDiJS1lC2DJu4q0TeXmHFYlPzmStQ0KoY8PQsLiC59SuEkNa/CdpFAIjZ0mJgDKsAQayWsMg77K0eTEanj4bicqUiIqkKvQ6XAhpbPWQWYltKrJheafa3VDSHOVtN893w7aKwhoHoWn21kunwBbx8PhYORXu746Ylw3L+iiFetbhdDrDW4/BudqGl3JHpa4/o9Z0lMJOkEDplg6UZVkwqPfvtPMjalSDIFX927rWKM+6roJ8OI4Vs4E5w0xWdUTQ6JWOmTIa5pxxXmZY1+B9/TBqsaZF5oZw6HXdpxhA0HRWEjjjzBYxyDsJOcIYizWuWrAILDlj8FZqPJxEPbZtU+IjTX8YC6Pw0RLVUORKAMfDhBQiFkhHzPEwQvAjMozx8MOAMM8ACQ13L/uHYUBSNEnhdMiKOwEcxwHeqvx4Q6fxrSMDRQiWCd7EM9dF2X9fc5+lBoBZMObrLC5hAjUIFGidUIyJ5r1VD3Knd8u/zYggNVioaiKGtwOMpQpocR2ULuekZrWUBYWSk3wTb5xRTJqvWmm7wvn+NWxNYKJ3/6+23agSa/U6NQ/pcvxuaqheuTaFeGUQFAOR9imT4l3X4ALdXg+tGLAYA+XxihVTegnKPLi4cZ1bfaFhnVe9TdJ/0w6rV9qPw6tiEv1836+vy+3Wd/063UULmDRKLT3c8/mM8XAQTHfI+yIGthCk7ZAMrJF6gpQSBm9hBg/vDM7zGY+nB7z37nuIW8CLF1+IYTEdMIyDAA3FCOdGPLl/InfDuY0eCe3qFqKmLoQK2Bgj+AWMilJora3LVEsGYaww5AWt2jaqJEpRVpu2XGmMBVFuRVLkQ9LCv9opUHkHmkNSPGAwwEqVy+VemAC4mkoSY6qNVyl2TDHWiJTzDhyAu+OEEMS4ypC8NxkjIWY9FzMhMYFS4WQQY0U8GFLvNcAQsCjtcKH8TSFqnQcrhr3BukW8fPkIADhOI85rABnC8XjEsm0AAJsynLFIMSIRKTW1YC0wCy8AE9UiOemK8PqMhKhGQG37NAYmSV/8qPj/JYxewHqWZcH5PKsTJ/UpEUFrJVqaKKaAmAjjOIFgkFiKTLdtbdExlvtlzmJAMoMSgSxAZLCuQdeCYEqkvMCStPwRSVEhK4lRTAnLfMa2CYgSCErNLe18MQS44xExRgj7bkZkIWxCkjlhLAlvgxp4QWt1Bm9hCcK7wVJQGmPENA64OxwETAmyFqSWwsjas6TpAItlWfHk7iigXYbfKoL81sYA735rCnj/Xdul989a/piqcbArQ9A3RwAuU9C8E2xynt5Tr8KuRAoYdYEQCNPxgLAtEvIr56xeoCxiKlKapF6hPiWpyGdhovqycsKXL1/iH//jf4xf/dVv4Tvf+Q5+9Vd/FR988AGePHlSC19ubW+q2NtYNAX2VW6FGONyayqS+w+wfyvXR8n77fahXiH0HnX72cimmpctX9FusvQKvtUJNGV/s5JfjYFLzIYaRag3pudB+4zq9xcDc2t7nQHFqIWCPePgzhLQm2re2P4ctw6p74iaYOzTDUJ9KsrG2eLNM0rlctLFWfqjoxoAKTUWuyLMjQHu7+9BBOWRl5SCcxYEh8wJd8ejtC9CPPKQsuIKAMt8xjKfcZiOcMOI0VgwHfDw8IBN27VC2OCHQZVeM+yddbWtkdSoAHc8AgYwLALYMCm3QLEmZayyhsMrVWxhWTQNN4T1PwJp7l3lEUtlfVSiJ+el9cwAen0CcsK2MUY/1PcmDpKQP8kzJEEZVDY7YpK2QE6V9MbqPAAZhBiQo+TvrZOWzZK7l151Qggb1mXFoB0NEuUxmJdVWhQVyyEnFiCgJYB5w8uXD9JuaqToeg0bck6YpoN2UGRs2ybtgUk4J4q1m5KwUhqSts+nT55oKyfj9PiINQQ8e/ZMUjIFk19poIdhVKNTGCdBqKBRUDjjzEmJCQRzgVhgoTPL3JvogHXdEFPANE6IIWHdNjASDoc7DF6QCY1Gvayz4CQIjDlmuEEAnUySdr3EgvoXQoIxDoeDFA8645TJM2MYRjjr4Ky0aBoN5ceYtTBW15+VrghSmcKc4a2T2gJZlFJgSRnLLF0h42GqbmbQqJwjA+MIBglex8VYMVrWlUGDUSTQr4qboMzguhXPiTp3qEUJirIvdgDpbMxFGdcohhoUHTJNMTH6IvLiQVSvQC34nYfJ3EdT4fwAawnLHJoBwHuhWUUnFUOi4Q4Uj5RVUZF6BRkXRXyaPlmWBf/8n/9z/PSnn8Fai+PxiPfeew+//Mu/jF//9V/Hb/zGb+A73/kOvvWtb+Eb3/gGnjx5gmFoAmI3ur+QVMCrNupeovxdlE1VL9136MK4pYzOlAWB3lPT2dIbAt2p2r5N5dHuf62YLvvv8u6tgPCVT1WUvDEXyl5lLgmaXJnfe4OYyk7XY3X5++U9UDOKX2lA9M+s66Sf6hUZs4vC7Tz/q/PsL0Ta7w+SFsGs3kRRoqd5hrNSqeycx9PDEQwlXtG1Mc+LFN6lDcfjneLBLzhMI+6Od3h4fKhGmeRaRVGRdgUwZziIUXE4HHCcDtI6BWCJSfOkjBwj1gQMWqCWsrZd2VJgJf353nnFLkh1AHJiFAg0YqkDyGggQo4GAFlR49q7tcYq7gA3vH8Wj807od+NmeEowxkGOULOFilmIfgpSIiqaFLOCFo9DoKkHzhqysegFNJaaxBTRgpBWxRJ5aZ0XzARWCGRAcVfSGJIljQDg7FtG06nU+2iylkQAkOQY1uIGQALOiFZi598+hly3MDWAMbBWgGBmsZR8vtO2hYfTyfJXRNVGF4iAT0aBqG1lrA9Vz8hZYGtLt6gMQbOWBzGUdEM5fmPx6NCLwt0sXUWaVXcfZK2u5wThnHQaI4c5+CQcoR1BGsHECQF4JzDsgQs8xnIBwyD1oxYgUAusqK2gWqBZ1bYwBAinB8rQVvJ7TtrEVnIkyoIVUHOBCtgkSneqrRZpigFplbTVE4NT2XCPIweibniTpxP56ojOAs8M+n8iQXNkhlP7u+kzoOlxXLwHlsIrxIuu+1nhCPuN959QgxQ7qhRa6iYO6VPu6Pr+TuHpymQ6t7tlAMArZLUPbub2lcyAIfjHcK2IEXeHb+/vl6vSma1w4pXigL4catQbH/Cd955jt/6rf8X/vAPf4Tvfe97+MEPfoAf/ehH+L3f+z38zu/8jvJoi+B799138c1vfhO/9mu/ho8//hgff/wxvv3tb+OXfumX8OzZs5ofvbrMG4Z+fp7bnhCI1JstN7SfGQTciO60P6uBVZTh7vP+uP2BJV1UlEv9hi8Ns71Z0bALytdUDcny05pGVWyKgq/HtcLDfTCgJQnavCiWBKoxuR+Y/jY7g+DGTnXVXSAetXqc1oLbe7rX16ojvvvNqBHEQM1FEwjbuioCnMLe6smCVj+Po0fYNqwxYByFuCgEi2VdFFRHuADmdcFpnpVOWIS29x5WQWS8cfXdHOwB67oomp8WfXHC4AxylhoB8bgT7CDoeKJPWBnrBMZXGP/UqGOgAqSw0vSiFNYZnYNaha+dBt47ARbSArhYaO4M4MjWQd2CepYgZJZuB2EwFCNqCxHzsimegijpEALYJGTF+CcmGMswiuRoja+K0xhCChmk9RKA1hlQVyRKpMq/OUeyFgy2TfAGmFn76q1wFFCRblJDkJkxeAdkXQsaLZqOR/XCpeAwhoQQI7AusMFg2TYYY/HkfpRWSuWOICI460WBWwukqFDCogDP5xnGStV+LEYBAfO2IsSEeZkxDQOe3j9V5r+Iox/qSkspwVlg0ZqSnBgJYmDkLCmW0+MJZAjTKFEMPwJgQh65RvwK+yVBlKcYZgV0KmFLEmlyToo6Y2JMo0QntpAQUsB0uK/oiAWjgMFKlAUQG5CjSugVUhDaak7CJ5ASpsGLZw8lSyKJljjvFYlyAFGsHRclKhZCkAJBI62eztqqjQ/TAGKDmAHLP28K4+qFdB/s3URAxhu5c+VFKXAFC9pL+xvqtDpRXD381jmAK8PgUhnsClqIJKToDNYl1Nac22q8aLYi6Zs3x8WV7cYBBGl9xIUgJ4YfBvyv/+v/hmk6AJAXfj6f8dOf/hR/8id/gt///d/H97//fXz/+9/HD3/4Q/zRH/0R/uN//I914Y7jiOfPn+Ob3/wmvv3tb1cj4S/9pb+Eb37zm5jn+cb9f7Uba96reCKv92bLa+4nAfSTCyOmU1glxgR0OrgzBIotSWj0yfU2LgymOtUu59qFQbNLP5UIgX5v9I5r+qj+q8ZBiRQUxxyMCxPk2hDob65p8avQRV9cW2Z8G7vOqK3x670FQN3vqMfr83e1LEQEb520vRHVkCKh0L4OSFnz2Fm8eGsHGLIC65qzjpHk51NKOAwjMlnktGJbNkzjhGUVbHnnR3l07RAgAMTCaAci3B3vxBNWL15w2QWIZuWAp0+eYdF1AjUYnB1EVmQZfwFDcih1TIYsYGX0XBKl5YxUfc/nGcY6jOOAEE7wRhRvzAExJnjrFAueMM8LDAHH6SAjxNLKllljDlHSAdJTnxE2BVjaVF4oKFFOIg+tLd66eKXW6trKkoosE4Y5YwtyHWOsvkkBicqaZhEY5aRGhMG2RaF9VhnorJNcPMtnyzwrBgPBWo/HxwXjYDF6A4ryjJlZWAKtxRaiGvSMh8cHTNMB0zTBGMKynIXWeI0oFfmAFkIagslU7yulhOPdEdM44nw+Y11XDOOAed2E/wRGWu+IkNQIsUbaKoVVEhicFH+W6wCstMVr/VvGIGAcGNM4AkyIKdRUyeAHhBAwOo+wrYhJDEVvLWiQqBTHKAReGzDp8cu6InOSThUj3RFRsSuYuSIDZq2lyMgwWRzXwqNBRDAwyBzgnIHVFJ5QYgNMjaMipRIZc2qoek0DBC1GlZQbZQF8AgEpR3gnnUEUesHz+u2tugmKNVkECpUvbuzbK+sSYhfcAGrKlW8czu3Dvt+/5lNVCHDdtz+0aJUm+I93TxHWWatc0XlYph4vsr4YAcXwaAO483B3Ro7+dinIsVcq1lo8efIET548wbe+9S38jb/xNwCIlb8sC168eIEf//jH+OEPf4jvf//7+N73voc/+IM/wJ/8yZ/gv/7X/4p/9a/+leakBjx9+hSHwwHbtuGTTz7B//F//L/xG7/xG/jmN7+J9957D4fDoVsk19ufJ+3QFAxVpNw6JOq8lo/rXLmpIPnqnHtvuteTXQugPEA9sni2/XzDxTFFafcFhTefTcO/ppDPoEsPMWpNyz4jsK9DKO/99rihzXXqxqme96KlsCh83akawtwNfB3Jfjz5MkhzsV18YQAoUA1zhkavQc5iS7KvIQtCrgaP914Uq5XUwhYicpZ2PYIoAD8McOqlz/MsHmZmkFkxjQdBRUsJOQcM3qEUPhdPPsaIdQuIWQrbvPeCQQBBKWSNPBaQlgZmo8hvOmak+AOC9CYIfSFKvQMBcF44GFJMtV0tKf6/12hDUGQ5IoNxGGvPvxwjtRGlSNHkDAPWqnWhpSWCtJ05AmdI66N1yI61yJFhnQeMRYIYSTkExAKBzNDCOWmjzilpakJCzCkpkqEh9cBl7o7jAGsM1m3DOA5S10GEZZnx+HgSvIcseP9Pnj5FjAGjFu9Z5wQ7QLsbyZLC9npkZNzf30l7JyQqez6f4dwAUvjekvMnMmAlRGISEKNSg0LGIaSEo/fYYoDJBD84HA9HSSPofBWQI8FisFbQHtcQ1LiSdx9jFEfM+Zo6cG4Qr9oQhtEhnCI4Cw6BtQbnJYFCwjyvVdH6URgDs5Fi1Ml76VLRdRFzxOAGRBRiK2AaJizrItGEdUMkAozWrUDbZmOs5FkyZmVtSeqGeUMmI5gD6umfTguWZcU0FX0iXRFCWYwWhYCkpxgMC4J1A3KSzhBvjaJEfvn2VjUDdO0H1296cVwE25Wo6kLLtR+/E1x7L+3SI+zCwCVEqp/1ygPdvlJhCuQYhCwC2Cn9osDKxy26gPpFSQtQyaOWOyr74ZYgvxidV2ghYyQvdjwe8Uu/9Ev4a3/tr9Vx2LYNDw8P+OSTT/CjH/2oGgk/+MEP8P3vfx/MjD/90z/F3//7fx/OOTx58gQfffQRvvWtb+G73/0uPv74Y/z6r/86fuVXfgXvv/8+jsejCpbbHuibbnTxez/uuTtfGeJOJe8WQTtB8fO789+4pSsvHi1S8Lr92uevOPGN69QalKq0yzzbGy23Nsb1GL1qJ77ceX8naJZnS1XtnH202EOLGVAzHq7uZb96CRL9LvlsAiHngAyD83nBMI41FF9yIykxYgxKWyxnL6A/nBpDIRnG/f0dthAExY4MtiD7DV6UbIwSAs4543g4ajRIvW1ljBu85EaXdQFrfYMhg5CirkvxIAtvfJEHJR1QoHehz1pM1BijRDBxacvL+3de4kIpR2zzCmulUKwonzL3ODNY6x4ARswZ1kpe2PsB0Ja6lBOQJa+9xQiwICQ65zBYB+sUIEiNFTIET7bSClP3ro0iP8YcKsOd9x5SGb9h3SQ14ayMo7UCmhNjRGGLBM4Vca+g3+WUKxpkGWNDUi1vrIbpmTEq1fMWA0LYQBo1KVhDx8OxpgtYCzCN9zDZ1FA2SKvqtfXPGIMnz+5hjcNpPoEzw3GGtRIGDzHgfJ4BEI6HgxaLOq3BEIpr56zCUCuGgpeUzbpusoZI6hwYAcu2IWwBg3U4Hg6IOWMLG9Ic68LMyKBkcBwngAj3d3dIKUvKRVkWT6eTeuhZaKGVNItThrOi/AVISeaMYGaQ1muQME7q9UII4GgwHB22GNTAKhwH8t4pZWzrpt0cqIZVQc8NOdWOnJik22SLP/eagX0QVNqJ954McQMIVhGqx12YBdz9VYTcpVCv5+kEWBGieg7SnyVqwICCCrFGBZ5gW06IGl5q4d5e0OqP0gLXXUj0x17YGi5eb5e64C83CG5tr1LERIRpmjBNE95//3385b/8l/E3/+bfBCBC7F//63+Nv/N3/g5+5Vd+Bf/wH/5D/PCHP8QPfvAD/PCHf4h//+//PX77t38bm/af3t/f44MPPsCv/Mqv4Dvf+Q4+/vjj2uHw4Ycf4v7+/qrD4VX31XdflJRPyT+Wz2vMvEQFOre4ePbFq+uu2F2j6GHaf30xtDv/+JY3/iqj4BXee/99mX1V+ff7czN9bxkYNW5x6xrU/9LCGQVM6fox98Zvuz+uxuvl3pfKvk8j8P4L+SwVEhwBWclZqupDDBimUXbLooQFajU0jnZrEDRMPvkBYVtBOaqhjpbeSwmH+yOcFzpWqy1pxhqMZmrrGKLcBR4YiAwcrMWySi5ZQtSPuL+7B2nvOgNAEmIa76R4rXiVRITH06MCtjhREM7DD16MiJTh/ai58IBpGEEGNb/divMyvBfv1lknIDyq4MkIxLr0eEfNgcu7dUaiGTnnxqQIwU3YQoSHgcLXV8VpqIAgSYses4TAQwgYx6EW4DLnqkSle6Bw41JlXTTWIW4CHjUOg0IUS9j52dOnSFnQ87JW8R8PQ83hxyRKlEhAhax1wiUQIu6f3IMZCGrIxZhwPN5hnmdpN9UiwmLICIKnYAiklOCdR1g3jNMEMoTDJNX4XqMsScF71nXF8eiQOMP7AccjYV1XKfg0Tu49SZ2LJZLiQyjrn3XKoBgr2mA0cj/OOhhLOE7CuZGTIGFaZaxk5VsAC9sksXQQiOGjZE9ZEC1jjNjWTanAPcZxlGdxTt+RGpfaebKFDYPzKDg8ITbMiJgYIa1ILLDRAhKlBaM6b9ZllXQRR1iWDgSJXoq8y9p9kmJETFsD2XuD7S1qBqgVLanUad5I58HUz/RnJ4F6BcolRNDvrPvTJfFfdcHln3YO/fgyrwxgnA7iFeSo4A96bPHI+shEPTlDCh1FKPWeV3m+do2+IBJVtr/W2fsZtkul4px4KESEd955jr/7d/9unYDLsuDzzz+vKYfvfe97+P73v48/+IM/wPe+9z38zu/8DuZ5BhFddTh8/PHH+O53v4tvfetb+Oijj/D06VP1NvSZL7zyMh7cPf/Ft3slihZ9uZok6hF2MYV2TP2sWB77uXA7395sEqq70NUtfZnx1ncV7P+WuVENly954WXu9Tn/XnFfKvBX3VU/7j2gF10cdTkk7VvaHQEoVG1SAKEsaHaCdGaFRZAJIANrlWZXSA1RnshaqjSzGYyoxD4xJB0bI2HflDD4Qa0ewTaQOoSIaZy0DVErrWPEum04TAcVoHLOlBK2sOFwvFP2wA6Jk9WE2y1XEi/VOazrjJwzxnES3gEIeZAhgwgxHmIKcMbBeSttaCGCiDFOE87nE8AMdyedCkmNk1KFHkLEum6iuNSIWOMGY03lICiRzMNxQtBaCmOkw8IEUZqErEV+kvOWegXxLjknxJyRIcqFLGHdIkKM8B2NrTEl3SWcAs5ZpTlO2spHsIdR8fil68EYoUlelxWMgnwXMQ5DVULLtuLJk3sBSYoR67wic8Td3R1CECPxeDxoUSppJILhhgHruuLx8VG8Y87wgxBG3R3v4K3H6Dy8cxjAcM/upUYCwrooaSpZKd4J8I5A+gpE73SYaj2BGK+MGDYUDIRxGBFjxrotMNZh3RZZCSwUxmFbcXp4IdEKYzHq/Rb5EGOG9xot0EhLitJq6IzF4dlz6V4wkrM3Sm4kNWqSYohacyFskRvG0akRnLFtik7IjBASlu0EEGHwpNGzpHUCK8ZhBEEKPHM2UpdAJO2lWpQJlmJVD+mG2K67wm9uPxMCIXWiBUALYQL7/HpV+01w1QNrkKBYFZ3HXhXGXixeCe8+wgDxEA1LMc3hcI9teayDvBfa+6iAfJLrs8jfUsyyU/FXUrpdf/fYf468/Jtte++WiGoL4/F4xDe/+U389b/+1+XeNOXw8uVL/Nmf/dlVyuGP//i/4Xd/93dxOp2Qs9DSlg6HX//1X8d3v/tdfPvb38YXX3zR2z03/GHG3nTqxowu9u0VevfuW50G9XvvbIZXG1utToP5y/Zs2+Wcuk6D6bPRxdy+fKZXbXSp+ltU4AKJWL4rEYKb2rzz8hlXxhHXsaX6JLeiDb1BXqFTc0aMAZLuNALhmxJghcedAWwp6m2IJ0yZtHVO7lcKtTKiKkZrJRxqlWqW1figXLABrFTKQ4VkCCBmrCGIYEwBRB6lb55JgFUeHx9qyx+Da8FdWRKFTlnw5akWi23bGQXVbjpIBfx5FtIZCc8zjF57nk+wJLUJzo/wfsB5Potnq3nkYnwkxQCIKcLZhi5oySoDXpZIgBpZ1ljYSbqEBP+gpB4YzAnWOOTEGIZRYGk7xyNGYXccBilGiyZiCxJ6ZgaMYYGF1hACmdJWSZraEeje8/msAFBOnTgxVO4UBGgLsRZTLvOCNQSlz7UIWuE/HUZQoaQG43CcKuRw0hQQIPLp4fGhclJM46gOjZFiTM5IOSImrzUWAqKUc4KzXqMM0o0CL8RMpe5MaKUZ67YqpoHHtm0VhZAApLM4SsYYkM3IUaIZAGOU2lM4PyncsRBmGSu4D2QMpmkClDQJ0BSSGqGGZFxTdnWpJoV73pYFRAaH46RUzwpclLOwLhKQohRGMsSAcoN06Tgda2lkEWM4bIIHIuklYd6MZMCmEH5JpGx0DhlSH5Nz0g6XL9/eqmbg2mNpQrBktaRYUBAAoT3QJc/OfEvY6nf9FRjoTfyCLd4D3zCawKx5avWWxpJTQpIwzM375quPmm5qwERyseYF9qHyeps77/EXt70q/D2OIz744AN88MEH+Ct/5a/Uz0OQvNSnn36KP/7j/4Yf/OD3q5Hwh3/4h/g3/+bf4F/8i38h1LEp4Tc+/i4ySwtP7cnv9fct/Uvty7pLZyPIeFONDlx54t1+vSdNl4P/moF/q+xNl2MuhinBoMUtqH61sw2oGWi338OtgdlHW1rh34X5cGkD0/7Y6/NfmWRXe5SnKcQsYBGsxQuzSp4CYuQMJIYW2GXEmEGQ0LHk8VFDoSFKq9qyLnDe4jBJPzdrtfOyRQGQIV1LLGHqEDdwBkYvYXyJEBr1qOQ+t0UgYmmTPLcfRokcbBucH/AQH3CYpDiROddw8rycsSwzxumIeZmREuPzL77AOB4FpnfbEMKGcZAWST8IRjxnkV5P7u8xz48YBokKuEI8o4q+RCesNeodGsA2iWhAmEZJQZgCYEQSBYGy56VC5uMMMiQf77S9jDMhaicHmOG8xRYCcgbWNWILQRkmRRGTsVVZMUt43jsPawUVMAR5ZgJwPE6wRAhrwLqsQke9BXkXpe8fjMNhxPEg1NYpRR1fB0cCpZy07iOrkmZwTRfkXOjihQujcUVIGH5ygpo4k4F3DjEESRfocYMRjZ1iknRDpY+W8VyXpc6/Ql1dogLzsjTkRwJSkFz+OEqNxeAdiCyG6YAUIqD3LYaMRL5kjmsvfxKqbOecdJBoB01MDLEVxMpPUXL3RII2WDpxCBJaW7cgaS5mjNOgz8vwxsGApH4hEw7TAQ4GMTGMEabNEBLAyoVABqMfscUNW0oAScqEIVEGgH/+xkDth+6lVudpF8ell+sZXMOzzbptgqieu/OQauV3cSzVCJgORyzz+UtDu8ZajIc7bMtJKD7LRNw9y20FsU93d4WJJWCB9tgMQSlMxBdn3yuGX/T2uvsYhgHDMOD58+f4tV/7Nfwv/8v/BQAqhvjnn3+OP/mTP8H3v/99/JN/8k8kZAl5J3yJatUrQg0T7gyq2mpAdf7sIkVfZlF1+u9y99vP3TnNF/UDVclepECKUC9ec9m7pLf2yl9u4s1f84VavnD8r/7ovuf+YbgZU9VorYfJ3xlSeXxzjl9cLzPDGNe8MIhQG7XKXjwwrf4mA68EOPM8K5lKgrMEkPSwWyIcxgHbMotnmRlMSSCGs1w9xQBow0vWmgVLBPJGYVaF9TAoQU3O0iefkkCzei/Q4n4YNJ9fogdSGZ81fG+N1W6GBdZ6xMBY5pOsT61w99bi/p13kGLC4TBJL3xmpDwALAazcNpn3B+fIMSobWTQXDtqGnIcpMZC+BWg1LEM4xzWJWhVO0tbmXrOpbI95aTjKSRQISbc3x+VRnjDugWAs8pKg/O2IUTp+yeNGBSgJUPAGiIaHbTVts8IQIiMpNNBxpoVK58AhCCGXkbG4EdYb3FeVlg/gElatJ23OIxSQZ+MRpVSgjscQFw6IBSCl6VQ9KgRhxAFcyCEgJfnGeMwYPFekAMBnOcZp9MJh4My/2l7ImU51mjkIKvSz1ofkUtLrD4vJ4AoqzE6IGUdb2MU5lraWWMq6amk3a2SAoJGo5AYZLLWcxASRPGTsdVwTjkqeJbeqxp4pEZyUhpnw0DUdZSjYGEM4ygEeikBMSGn7hnUs08xI6RYi2kFbrpEMOR/q/DhWZV/jAofbggc3yxP8DMhEHYOTPeJbKbm8FooR6RraeVrKYNiucpLbOeh6jU0oRdDwN2Tp3h8+WInvPdAM8B0uJOXyREh5abg+/17QawFFlS1fLFmgAqYBFLrhpsQLpapjgMRtU6Dm9GPn99WWM5+nls/js453N3d4e7uDn/xL/5F/NW/+lfxz/7ZP8P5/Chwm148kP49l/9r9EbrRwqADOlnrXSwG+duyOSj2xq2nO/NnrwPVXAXxdASwc5AuCo2lMnZlGlvJOpz3Pa3b91F6++v57619Vq6Q+G8epyLq/LF321XMQia8dr+38UQWBDwYkywzsOZDGYDUnhfFIOAgZSlul5qcbL0RLPBFrO0FkbpmzaW8OT+KJ7rsmEcR0lB5IzMRkP4QrEK9RxTlmrs7Bk2SSFXqFXQjUzIOi/KBqLwS4EnGWFpA7c0wboJDC8ZYLQDpukIzgHTJO234i3LtTZahbHRCgztPG8VHfHx8SXGYQIzELZQOQOIGSkLgFgBU8pZiuTIsEL9CuFSioxBgZJKKidrCnNbFukmUNbILWSMo0dKEdsWJCyub3oLUXkARKGmnFEY7oTSVroXcmahsQXBe1ujN8bZGvmKMUhIPWYgE8ZpQAgRyxywhQ3uXoCIrBV8gId1FdjhQQyYu+MR4KRsjMo7Ya0oVbGKpCPBEHJWngadfzFGSHGDvH/vvdYsCIdBDFHJiaDyvAAtoSLAWjJIyDX1IpDPpdDdwjlp0Uu5zHrpyU9R20K9dpiwdMlI10euGBgghlOSKCJCZCn2c8aoUShAUSklraPQaIimzYSkuRWNkiNss/A9OGeE0wCsiJTyfEmhrBnAGiMQEhjCwjh4K8ZUSmDDAAQSOVfGTJkHW4wIm7RwIuONdcXbGQNFJ+rE3LUHlr/brvWzgt0n2v2iwYmb0t/pYaB6aQCwbSsOd/c43N3j/Phy5/VUBDnrMI4HbOsMS4RFC48uhX5pE+vOsP99V9rdPDK9qXbfBBilWi7PfKuy/ee9fR3og68MdYsmRanKbzqqSwMxqqGgmVDNFevcqSGWhvluiPfhmlcM46uCBq9+ji//8DpqcBEdoHbLrEbim1zwVUZNvel+ntHlPCNcrBR90M5I0FxvW4ZU9+mjbX19weUdMWcsW0AIEffjINEAGO1rL7DDMhY5x2ocDKODIYlCMBv5jgCCES+LBEwn5YjMHiCDx/MJ03gHALXQDSigxkoalIunJZjwIa5gvQ9wmyNGsd+L4UbGVMyBwXtEIwaC0XD96SRkPM6JkrXWwCqkbinQ2rYVIILzFuM44jyftQhMit6WZZZjtS0sFWwBU8ZAFQlJLUFOUZkAAeOlon1wXroPorSHyfvLIFjklBCYtdZAIg8pZS3uK0aswaZV/N57zA8nPH16gLeFBhoAC26E0bk4DIN2BihQkha2SfvaCgLhbhqRk/TC5xHCAwIga95/3QTB8HiY1BgDnCHMywZX4J85Y90SjBUAJGckRVLWfElJZUgdU8FpkeLVjCFLdGXwI168/AIMIJ4eYYzV7ofCYyHnKSkpQJyQOMs8HiapRwCgkZ5cUygx5kagpIWaCcXoyiqWDDgmWEPIVmtSSKv+M2tba5m7pBGZXKNRkQOg85OZYZJEqGPFhLAwzggltr4rzhmGZB3FILUjzimkNiRy1gplAbBgSzgr8ybFIJ0EsYBQKQbFrSjuK7a3jAx0HhH1wgfN+wPvlKN+hCupVh6MZXKIk8DqyTdPU08OAHh4+QU++PAvIMYNy3mPwkdEmA53EhrhWKFEbym1W97U7hGrRC5PdIl31wlu/aQwMUra+6s3CABUkpiva7vlD+fLHXROlDEodcDF0zacG6Ws5os5Z2RjwCk3T/pye5390ytgop3RB/QdJPSKl94ZBJ0BWgIA5Tz1qYrRc8PX3p2+XwfVkEA7Zuftq/J/lRHEtKMO7y/Sl1725gOjtHG2sSnPWDZnlJMg5ZrXJ7IghgKrcF2rsmCLIQhAIVW3EBBChnWAs+Iln05nLMuG0UtldkoK6YuMwXnMixTxSchdPBqnxYTMGYkTQB7QSMI0HZCy5mq1opsL2AyzeIk5SehWPXXWueW8pMMeH16AwfB+rEhu2xZ1fwOQhGGTApR5hU8O24ZlmcGZMXjJg1NGQ+NUEpochawpKsugNQaWSgV5wBYA6wVB0Doj75QzCKXgK2tXRYZli8TC/yDFZ+Ix+sFhSFJktmyCQncYD8LIugYs84ZnT++xBjF4KgRyF03NSc737MkdrPOCUmipet7zssJZh3Vdxduk0hkgcNDeSk1FjNLL7rzBYC1SdFiSIgkSASSMi7H+TRWLxJAYDzFJzYP3HtElEAjOWdzdPZGuAyV1SqXdNKU630MINXUpOX0jKYEkHnvWdESu0RORLc4a6YhJIpMKDoNEv3KLIlqpvVi1eDDnoIiIimxrZH2JEmc47wUdE1JzM9AARkbUdVMUudWoEjStEFKGJYIjMRxzzpjGESGx1OcYgnMJzlk1YLQTITPm86yAUhlgTU9YUiZFxVsYXk2O129vaQxouIoIlHkn7ETGNaFZrb5aZ1DO0CmQ6uSUiaqhhwvPt0zkFCMeH17gnXc/xKfxTxG2NsmtdbBuQFhnDBaY1/hqpc8X0MUXW1OwTYL35+rkd/3FcFMPr9dcP79tV8D3NWwaX9nV7RX29L16ujC41LMWg9G21Iu+6swiBCKCMofdMKi6vHm91l4Pv/ad9vf2yudjvjwlrt9lhz9QDIQbL+H1Rlp/091IdZcqdQr1r4vn7I2W/p4vYjXXl74YHyJb2dZIFRepl5k1KgBIKBIMwKjBxhmrUqpu2ybCUMPu52XFtgbp/SZBdkOIsEm46g2MMuy1PiNJFYTK5iae+FnWtWLcn89nEAHbFhSbfdOKe6OcCIPgvhYiG0rIKWPjrcqtElHIGr2wWjtgrdPQNYnxr2x+y7yIUjdWoHmH0kkAIDZ6WzIyZhwFb6BUnhuCRh5kDGMUUqLGZmgAY5FjEJsrC0qgkdNrLp/AOeNgJT3iCGDrkNIGY6SNzDmHh8cFxgiGgbEG3nlRtpsoMe8VVZCkEv0wDtKeuEZElqhJTFlAkSDydssCIe2cF3S/mLGlAEPCO1EwE9YtKIZAUymSssiqnFGVpnEFn0KIeGJaYUhSA0zSNWKtAWLBfMgIISq4EwMkBZfGEBAZUXWRUQjfrI7Htq4C4KRdIWQEAXLJAgnNylmxzCvmZcUyL9i2DcuyYTqM+PDDd3E4HEAkCt96KdIcBgubkwaqBC55iyViZJA4q6HIteXRWiWDghocYM3/p4pLkDsdktUoYkR4b7GtCSFEHUc5zxoCwAQ3qEGSWA0Ai22NsJVTIeJNtp8hMtBtnYLn8g8X77j5Uk08aeCTVfEXUyn3SlROsIsMdNvjwws8efocT5+/hy8++0T6mYlwfCLFPUBChvSGtmjF9fY6Q6BEPG7Bw956/vIcxAAb4GvV0F/jVhT75fNR+VdTJ7f8V/T7VMVHqvjFgzHZgDlVI/HLRpGqc81fsvPtuynbfq7tfX6gzWdR3Nw9dK+hv+xmr6MGNVohN9HutNa29NDYvB/YzjjqimL0HKWbp+1G2I9C/ZmjgKqQpHBTFAS8AsEKRRU0JDgEJmstAgQn/zzPlQuAs/RMx5AEDCVL5Gd+fBRSFT8ipiSwt+MIFNQ3DZESgGWdUTqSwFLMmkLA/RPhjs8543g84nw+VYCbnDMMG825Ck784CwSoP31ksKwyr5HGomQ4iyu4DglJVC2dV0kd24kbcDEmM9nOC+gRUaNiaKAxsFjXhYpzHVSCGidxRoChkEUiS01EikJvry1GEeHwQkmgCEhNcpJQsWlQJJhNBJQsP+l8NL7Acwi7wqwEDMjbQGPUdogpfUtKTaCpFGCD1VmOSvdBCmVyn/pi08xIjIjxBkgYF0N3n3+XBQ0Z5zOZzx98kSmiUZiS9V9gfTOWQiOYKARqIjz6SQ58HGUttNtFUPACzzxsmwVpCdsmypXgTaOKSLFVYr7dE7HlBQOWvrti7G4LCseHh6lJmQLWNcN2xowq9IPQfLvKeq9ay1MSaV869vfxIcfvQciwaQ4Ho4YB4dhHDEdJu24AYbBS5Gp1nbUjgZjpa4mCXQxNHqRM0Cq/DMLDLZIFkl3IUnRpfPi4YdN0macBbFyDYu2qUrBrbMWBoR5nRFjxDiNYBCsc9g6vIQv2968m6DcbC9MVDgWalUND3RSTwenHM3FcNBKTbUEiNsxRmE9bxUJFqH9k09+jL/4q7+GsK14fPE53DDC+Qlhe4A3qBbU22zNkyMVrho9UCFcBWn3bKXlsIwH6ZAQma81fP91bUYZ7W5tVUfhIipwtUf/ezMRxYqCKs0bV7kxoXudWJQogN18qVff5fK/ZFMlLNObmtVRjix2rOlMltdZLzds6GJT1VvsvX3S5700CC7SBH0k5NblNRspKSy+Eb0h6SZIOcGS1apnI0KrmOfUjih5SAZJOFwFLhkAkRDCqgVUBtY5QSQ1wBcvzrAlr5oiDlYK+M6zYOQDwDiN+t6thK6NFLo9Pj5IjhhCqDR6D+sc7u7ucdBWNuNsa1XMUqxlCGASJM+TRhSiMuIJ9HGJaZEqU2FjlA4EqTzfwgZnHYZhgPUWy+Osyh+KKaDFZZoOAAuPw2GQfvmUIxgCY8tZPFPnPdgSkAxSksrvafLIWphZ2BGtFZZGa0TBhZTAHKWmoHiZZEAklfwWrF0PjG0V+GQxzjYYLcgzRgwBA8bdcRIjJpU6B6kLWNcVTK3bwVmLmDOWbcM0avfGMCDFiMEPeHh8xDSNlYTIkEFUQCYhSjIVgnflVcaPDMZxkghNSkBmxBxFqaeM+bwgQxRfTlnBkowC72xYlhXruuF8nrEsC5Z5xXleVNlv1RhIMXf4DZ2hXNZWXTmoEqcYQ8yMeV5w1jA8GRkPIqnBkNZaW6mEiUsLH4GNGCYpJSGlMoLuKV0GgvYYUyvAzjEgEklRoSGENWKZV/hhxKS1OYZIKasJhpxCHVupK4mM8zJLysJJB43wEhBSgHaRfPn2VnDERdzslWIv1gvwB+sA7Y5AkUhiFLSuA1G2WT3yJrJ6g6D/bF1mvHzxGZ6/8wFSCjgc7iS/pVze23ZdMHGpnHsjYw/gI/fJwC6C24ye8iRFI1S/uNgQMG9miP2fZhNI1NTe+W4xdVsxnuSP3Q89EGXZ1V75qhn783Q/L04nOfC9n/t2Ztd1TcIuvVCUZjFc9zKj/k5qHJRh6Ifjy4IUVKv6yokvj6BmENRrykWJr9fHreOKsi8tsrkY8jsLBMpW6AXFLBcPS3q5CwsgiCo6YA1/MmNZg7bGCd5AyoTTeUFMEiYdHcE70/LsRNr7LWx1RMD98SgFZ1kAXIwVLPYYRaCv64rD8ah5aIOQMh7PL6T6XPP+ox8Ftc8IDvtgjDLuidIWchtCQpQw8boIoZdxKEymwvhGNfRLZDGMRxAzBu9hncVhugNTVqAhwTewxqoS0CJZQ4AqBecc5mWV65ecMQlIjSgXZTlMDG891m1FjBuYRClkxRVIKeN8XuCtwTSN4pEyMI0Wy1rCzRGAwfk8Y103GDCcdxKB0S1nxrJuit2QKwW8ADFJFGJdSwcHw4+DtGdzEiApIvz0sy/w3nvvIaeoVfzQroEEzoRsUiUwOp3PMGTVEGRtocsVltg6B87Ai4dHbOuK0+OE83nBw4NEDs6nGfO8YF5WbOumDIJBuk5yaQNu67YuPr5Y0/0aprZM5KMWuS6cE2UtizKXdVDozaMaGNaSFD0Dtd1UUDuVD0KNWUOCVuiMcDKkBFAqxgkJloTWHsTY1q20UHLtpMgKbcxscX93REyM+RyQcsJqNlgiMVqdzn2WrgLrDFL+OeMMcBUp8telCCtsZxXivzhURbJCPT5u1cNQo8BooRLVYEmLAgAXHpD+/Oknf4Zn33kXd/fPsc4PUn1shNXpMprwJjldKsqpi3/s9BDtkcDKZzuZXXTUVxwVKMheX/9G+l6vn+8yGlCVUf93VVaikkseV4ku9DxdVGCn64oSayfl+n8z6i4V5PW93rbUCjZ8/ZZKxEJnRCdAQMWY6VU57R/+VZvOny5m0d9EBc7C7vvbxtf18/bufzG6xIg13b6XbZWmUK6CtdhK8t0wSsOaGAkiYJxWioMJh8NYvcEtrJjnGefTGTkTjnf32GDBOcA7jy1sKHg8RNLuJnj2Z7C2Rkk/vMQzEjEAQcS0xuB0eoSxFtssnBuOXV3bpTq8f7Z1XRFSRAwBy7LhydMnMrdIQdEykJGqcDdGUPfAUvuQWTAItiAkN9IuCBCUV8EI9W9S3Pgcc+1SYAUkmgYH0Ihl2QTFMTcyI2IpIgQI2yZMdyFEae/TvvCkVeiJReEUYp6SCghBQt9RiY2mYcTgPebzqp5168kXIiKAjFHDSxMNXNAgHbZtEe88J4zjgFFTMOG8SorDWFgrID8gCeEP4wAi4PT4qIWJimoJxjoH5FxAncSzPp9nbGvAeV6qUTDPq3QGaMi+FBg3Lx67ZXs171Um9d1tu9ShavhquHdrjnQMKvkUuAquHlCKs8iAzFrnAQJgay3NMAw4LyvmeYEjC0Dme2lJjcwAJF1lFKhIimctspH2x21dlK7YgJQxU7B6hNNjGCZJtTBjW2YYY2t6zur+87xgPByQc8T5HEAo4ENfvr11zYA4ySqYL50/2o9/+U7eJe+srkrOcuF9A1zzQZeCvTcIUor49JMf46O/8Cv4yTrD8wZrgPMcdvt/mVHQn7cKlHr/txRLwRpokr9FE4rP+tUaA4Wk5H+krSyqqiQvhuDiTerfpnPDm5ffH1reRTU0O2OMuY/WvHrM917C695Nef/7WVz/Vu/2uhalRDxunPvK6afmuV/u2zkyXH/poifFKLgRMQNQwYlujV9/bd7dh7R3WhYgFQCKqJYqNCwjggB4a5WwRQlfnEfKXOFXvR8BzErBKr3rIqTlPpy1mEbBrvd+wBYCGFlbDic468WDIsDzICxwkPuSvnmJMozjWIW0IRLv31jpabdWw7BS0MXOYZwENRBO8svjMGDbAjhIzcI0jpqTzoKEyIQtbhi8tFoSkUIWZ3hnwc7W3Li1toawrQEGK7UWmYVimFmiJwBVxeeMEaBzLWy7Ox6wrBuc94hJjs2Bpec/BEXQsxgGJ0ojiOHx8nHRsLVwQ8QoaZnjcZTwNEnFfVSaXmMtpkk6ODZlfQyb1C1QBrZViG2GwWvFfVS0O1GG5/OMbYvImbAsCwp98rZt+Oynn2OeVyzLqhGGDesqfAUF96DA5WK3Frml+coiqL5i5/VXQXCxoMQr262lakS8Yh30q1vQBVX+UKkXKzoDWowo95gzK1W0qSkDZHmvgHSwDF4guQGBHI45IoYMZy2sEy6DlBNCUPChLSFAMClEl1gwKwEIGVgyMINXNENTHaBx9NpCSIgJOJ9XqS+IQgm+rBvAkpK4Jvu5vb11N8HVyFZB1bdddYO9O/rCcyECaT26eF4d3PArDIF+W5YzBu/w5Ol7ePnFJxAAiJbzuTQEXmcQyH6dsXJx7/22s0Lbp8UX+4pNgbY5px7c17C90vjQgZJ1+gpjC0X33Jg/pZ30yrJsx15fj3bXvZ5puusr7uc1ZaV6HGoBVPcEV5EJMX4vzZfrh9ghBnTj2O/VlP+NmbdbWK82AqmfwLWWQCyoHsOoCUXSnv4MYgHoSjG1JZ0iEguSXswC7S2YOdKnTiQtiUQSyj6ME9z772HbBLJ2GCzCuiKmJDSqxiBnoa0dyGBb1xpZOJ3PcG4CovDUS5hUjBECJC9NBD86nOdZ++wHWKfQvEm7CTQqUBAwDQycE4OBId72sq5a0DjAOo8tRpAi41nr4Z0A1iRthSwFiCGGaniUHHmj6pVRDSGAjcHoPZYt4jyvCvMsoXKC0TZkljyzzjNvHU5hrcBmMSWs24a4SYcDWQMyDsuy4hQX9Z4zYhBPzprRFwABAABJREFU3ipdrnRiSBueIel2WLZY03zbumFdFwBcCZfmtIiiZqXhJSi3QMJ8XvHZi0ecHk84z6uyNUqrZE7Ss19C9re2Ngv383K/g0Zji5wuy3u3L1Vns8ia2/00t2UV9/fQ7VcMFNqdR6wTaU2VqMHpfNb6jhEpJ5zOQvhmncfoPciL8RTjBgPADYMY2kgYvJBAJRajmVMGWYuohYsix41EBNSAc85g9IPMHSsOZ06FAtwBsFhX6ZSIIYGppPwIkcWhHgeHsEl65k22tzIG9l5GP9Cy5Q7DvxhbpYSwiM3yAoka5DB0ArdQ/X67VTsAAE+fv4vPv3iBZ8+eY11OCOsjvHdYt1Bf/JsbAqXe4XLCdPK1H4s6GYsmZNQ2xK/JGvhFFCpeXY33v/aLbve2bnrDMmalb7jovJ2+3YUEm1dc70U/as7GdUppf/8qVKi1BPINBV1yervn7TyZ12/9Q1xCB+2jDle/aW754ovb5sZFuFSmYTdhL65m9IPS4lRSeikLpK2BgTFWEeP0ObPA13KUkLoxVsh4Sp7fiII1ytgW1Nu3JJGEqF6wSVLNPi8Lnj9/BzEmbNuKcRgQokD+EjJSYgAWKUfM61qJaryXqIEzAB0nEYTK6Df4AclEYedbJXSddRwsEdIWkFjyuETSVTAcHGJMCEFw7cVzjVhixGE6Kr8BYCzhiy8eAQKshmWl9sFoCJ5FlqnyiDljWwM4ZazaUpiQYLwR7H/vq/eZS2TjLMBHW0oYnMe6LZIb19ZpQ2J4hHVDCrFrN5Q6hXVekeKM43ECQeofJIctEY3TadFugqzsiuLBlwr702muhXfrttWivRYmv5jbdTnu1+OtjfTfZrT3p1Jd0MmLviD2ehJL5LGtrL6A9kucsAu5UiCMa8K7RM2o3U/WcyfFtYDWDAysxqkhjKP8JADj4HE+PdYI27quOCo+Rj0HCGYYYK1BXjbhpDCyFqUNU1aq0ZQMqfHt/YBsGM6YCj1c0DLBjHVe4JyB9yPIGByPhd3QViyGL9vekqio04pcFCKqdUf6vwj+hjvYDuo3+XZXlMcMvtqv+66beOM04e7uKX783z9BCAHvvvMBPv9MenT73tbXhdNv5r4vjIbX6dqqeOqaUKXWKZr/mbZSRHPLsOoNPaAzooqNdKEE23dcj9wxWqt1cKlG98yBVIXN/p294h5r8OFV74eqgq2GHl16IS0Cdilg2lPulXHrB+hG6WYUgOo5qR+3N00J1UG9MrkunhFNECshD1nCFgUbgIwQ8WSlvF22Dcu6SejbOqCEK7XYUEKYFst6xrqtePrkCZAEN947h7wpvSsYT58+0ZxpwN3xKBFBmkT5QsKaOUec5jO2LWG8n3A4HHAYJ4RtQWIjRoZtdUvO2tqtQPq+Ugyw1glRTZYwrYS2GWFbpIUMAmQmXPTCbGi00KsYgzEGZa8jVT6l88BppCGpRythfaHK3XA6nZFZQvhgYDFrzYeTH8AqpxhC0iSRCwnbL+dFgZwkKuAHWwGZUpLOghQFoGhdgwIaBXzx2YNEE6JUoy/LinlecTrPiCEgBCkS3Cv5pnzbCi0OTl0wewMARXpz/e5V5u7VKqNSZ8X78+JaHtd9+jVQU5H7sxfjuMoXlLZlKF+AOh0qm8/z1kUqqyeha5urXU4QACHnpEMFnMW4NUZbJRMAC0OMsEV4hcs2xmCNgu5pSDpxSIsCc2JwFkwG6wy8d2LEQYpJEwsh0TgJV4algo/RvPzSZpiS1IYEA3DOWFaBwjaUMU0jpuNQeRu+bPuZuAnK1odpePe5vrtO2HFxolUIFtQxQMJll5WfRaC/yst7970PkDMQQ8Cf/ukf46MPP8Ddk+d4+PwnOBxGnE7z7tgvU/y9AinFK7vwLq7m7u48FwPzP+UmFuarDZ09ogReIQ10K98xdx8Ub/VaifPlBEM5tvW9f9nWC7/9+fvrlQLWMkdbGqO/TH/I7vDdF+2c+2hJsXJumL7VcLocPKrFgK83M4sl0V/7IvrQfZ1SBCODWYiG/DgIq532mVvjsMYNyxpABhi8sLmFwJqzLCHIDGtFQA7eYstZQXak2O7u7h5bjDhMI+ZlhXdOAGE411SEMUY7E4AhMowJUvAWNzw+SjEUlFQpKWDPYAbtgBBQH2MttnWVZ1MinxgjHtYVFWkQYjwMfgCevgtAWBCHgSulr2WCsQBnTWWS1EHEKEWJGzb4wSPGJNXiTooNt01aBNdVOg2WVOhyARiCDQZpyDAoNQ8WKQWsqvxzZuWwj1JYFyIYjBQzzvOCGCLO84x1aS120i8vLYIFUrd7/d0vbebspRouZiep/qV2CO2PKmH9i5l3Wz52e9Q7+JKoQjEE6ropih3UKXdqilzPlVnC6YWjIerPlBThMSbc399hnIbdnVfZ0EUeAOWPSAy4rqCwfwZA0RkBsME0HUGmMUUC0icHMDhmGCNzjTkj5iQonJwBAkJMYLbVmIgpSv1Nbi2SXue7YAwYsOJr+MEjpoS0ZRhkDKOXcbKlhfbLt5/NGKDdj/b77vMGfFLeZBGs3JEnFKIIQNnWIOhctYrzIiIAANM04Z1338fp8QxvgZUZn3/2KZ698z4eX74ApYDpMOJ8Wt7aQ68GQbEisQ/F9ue72dr1yiXxf+5Nnvv17FdV19LFZ/15sJdPzeCivaLjNtb9MN8y0HZC5pX3398c7wy//TNenImp+w71FfeO0+s33t9zLwQ7J73aRb3wvRi8PrJQ6pnzjVQBunGsp9QPuNx4NZRlJ87CFy/Ojyp5C1U0jBAjjocRmZOGMkWxlspoaWGSXv7zvAAZ8M4ghIgQI5z3ABHmZUGMEXeHCYAU4oUk4tI6Cyg3weiFyIhzxmleYYzFNI6wRHg8neD9gMGK4s417yFCuBD7kN6jtx7+6MGctcXSVJQ6a4327BMYsfZkpyRpkQLwE8MGkIRyc8qwpM+2CZyuIbmmMUZxTgin8wzvR8mrK9VzThFnJzUPj6cZOSZl6psRNqmyLyH8TXP9wnmgrYs6A24VyXUTpQK5tqxTmQBtVuwc/t1043qSzp1D/6OdUtcHd1e5UPT9XNzfZzt76UBoqWK58Vrpn3NV7E3BZ0V25HbLVOalUThmA+cthtFI18u2IaaECS2l3eUY26BBjAoB/0nILEZvgTge86iHGHVGGIBU/RsiWE9SJ5CEwKlgKRhjAGeF7ChlbEpBbYyACxnrBNhICxWZWVAjFaVQuhCkLTRx68KzREgQoCGjOBWjF8N6+3lHBkilVf+Kr+aFbl1EBy21UMAfSj1B89oBrlZBLjSAF4ZAX/H/wYffwDge8fj4gGm0yDzi00/+O548fY7D3RM8hAXeEcbRa5HFl0vtmy1pl87ZK8emx4B/O+PjZ9l+FlClP89WFqT5ktzTpT+743vSX/hi5/Y3X/X034roXAoUud61UOwjPVS8HOg81lDhpUFw5e0TtJ2Me7mHi1/r9W7d8/7+LrwhVUL1+yLEby2mm8992/Ski+/3p2rGDbP0T2dF7RPedfGCDRjDOMB7jy2sWEPENE5VGFmlwTXWKGqbGPnCVQ9Mg4c1AI/CrJZSlJ5pEI7Hg8wlzdE6azCvi2CqKy4CyMBbp5j0rGx7UptwPNzhPJ9FMQSv4VI5d0WmY6qFf2SE3phVwWxhE8AWSA69EP8QhKvBGKsES4y0BHAWI4FgJB+fMgKgij9hWVeQUnKFLeDxccY8rzifJNVxnmfp0183ZQlMisRY2stKh1KRr3z9Urt3eWX6dkoVxbhDN4cv1l2LkDXz8kL6XVyvGKxUDeF6rf0v1cAtP0vappqxrMo7N5bAYsDFGPV951rXUlJ6RhV7UfKDes+GWodPmdcylHwx+eWHUfjkqneKUUAXu5d3QdC5KrUDWwgwG8Etwg/g/aCwykYLAQFWJkMhLvLaDZOqsyFFs9JKKl05ci4aZL+CBhqj6K7RjarwIeBFkOgRGAqtrek6ayXSp3w/UOAhF95MJ71FZOBKtKAXO/uiuYYYwB1LIXP5v1fyzWAQpi+oRXorRSDwmx989EsACeiDdwaDMzidTvj0kx/jvQ9+Ccv5gG19xPEwSRivVDMCX2oYXBWVMXDpQb7uuM78+cq2r7utUFo5per7jY9BU2x7D6SbD9Udlm/KvCk2x1vXXdzSjPWLnmzq4tv6zkVSEpoQqp6O/l++YxSEPzl/NQL62oWLG5K/Lv0k8USKcNrXV2DvZV08G19/VO+XunEtiqbzhUAAEiCha823S71NQlIP1xkLSxkxivdjnRVacGWN89Zh2bbOA824OyoJUEzShpgEDnU+LyDr4L2g/IENlm0TeF3nYCDAQKAi3FiBgBqWgFRee+Wnl5B9YgZSQgyC7R9TBFgKGUOQtrmkVffWGkTthRcGRjEMgsL0glm4EbRTQIroknj/q4TkW9vcVovvllm6E7ZtE+jYLNGDimZXPHmgcxouts6z3kXCbhitu+92c60Z3lK7dWF86h63Im6v37iuhWpMV+9dVnPWULbgLfQevH7eGT1FeYvnLrTNxjpM3teOiGJENG+9/igP3Iye3TDqeuo/ZzVE6kE3Snr160uZYxRTgAi1c6TQRwtvhgOQwZkAJ/OGgOrtS0qLBT9D1xfpnBYDV7x6gOt4+FHYCGGUUAnSVmutpBfIEHIS9kRHXtJkBHDKMMQSVdDnIgMFxfry7a0QCGWilQm2HzTiMllIX8beytW1hspJgD4NkJtFS4zEvKO07RfBs+fv4Hh8IiAkJBYZICAcn3/2Ke7un2I8HBG2GZkzDscRjw9zFbhXnlv396txCF49Kleh5jJGX8Nm7Zu1jPz8trd/LjEIeqF0MVbVOJD/+8VehOiXpBf317uoNdlfk6+ExyvO0jycKmRv3QBfvetb5nL5Zn/14rLtTaVX31FJu7VIws07uhGeJRRh2oz38r0zwlgH4yXfmqNi9zPWGKRXH6jgJqWQqnhxtoAQQbD5wVLwJIVukosNMYqSzrLWp+mAVZXn3fGAdV2VjrWQuSThrQdhCwHLuuF4d6f5eWmRM9qjH9ZNcuUKZZs5C6wyADBhXQPWdVGgHplhIm5EUZVCuxgFnKhA2grr4iqGwBaqRy9te9ojtZti+7exfw+t0PiNVhC1Y4pyA4ry50tH/HIG1O9vr5tuRlKRfZ3Ry5rhVg++sA5KeiRJgVtqxEstwt4reMXM9xbDYKoyMtVY3rf51TRh1dXdTRcDgnvXE/vJf2EYNBncjRVfHrQfC+5+K03iYK7tkxiE3ZHUeD0cDhgGQYMMMQs7qzqOBCWFApAzAWpoF0MIrBTcGs63VgmWchkHo7Uf0rIbiXDnD8XiBljXIxejwiHHCOscBi+FuiEExCErDsjlHLi9vV1rIbUXtRNh3dvh3VwtEzpXQ6AZANCH53oMQV561hP10QFArLSPvvFNMIAYV4AldxI1bB5jxE8++THe//AvwLoRMZzhncMweGxbuAgJ31hGN8LSrZhmv9+rtmaZf/UGQbFUv65Ner/fbF+68Xuv8po92Vbrbj/u3tErhnuv1mTMC5zuVUti55e/zq7YfUdFyJkmZOp3+olKKrqImuzHqXU9lPkhi5q673sFz/vPujRUbc29db/d014/1940KeaXISGVCUnocsVwS1iWAC9g9lo4KHPNEeGk5CeUEgDBqx+8rfC2WSlr1029buW2X7ZN4FjxDM5ZrKt45qRscyGsiElyw0VJSc+1h3cD4nZCDBtOy6L93yIsjTFYtyCkNtofv4WgpDQzTo9nzMuCdRWFvyiOvXjzobXR9d5r/57w6jVPN75r7dMXYFc3PHug4eH3cqbULPVvrc4KJXJr0YAWeaj4CobgLMFZC+dK4WQSIqqwYVkjljVogWUrsmudNNTl3wu4kih3MlQVY0unlrV6PRa7Nu8697g9sAqES5O9zne1matMJdTn70VI2b+PINx6lyXCV9JU1I1kCWWSGsHSFmhrZEMMHkmReSdj4J1RIybj8eEBzjs5D0NrCowaoyXKI6ydjFYImHMWsqYEBKWetkTwxlW2S2+86kRZG8ZIzYzJAlpU3lPOSVNduZIpvcn2lmkCxn5UdcDrW5TyP1bY4hJ6Y0blLd+dkcQguLSymUtQl3eT63A84vk774lXEjZtQ0o1B0REOJ0eMbz4HMMwAkFaP+7uDpU8402f9VVK79Y59orn6wMd+ro37/1bGx8yY5qAqfOnm0Y7RVm2tu5vduB1P/bG/89pK8Kiqc3OsidUjIy+6PByZC69jaudiiTj/mHLIbz/WQ65GreL66nS2av+nSTc3VtMGVvKIGNVEcgajjGBPGEwBMeMBYwtrEr5C8zLguNxgnXy/DEmhBQEq54JDIuUA1IIGIYBzluEfFK+gQXTdMBhkkrqzKx4/AbL+awKRvLzRARkqc7//MUDvLH44sVLQbubF5zPC7Y14PF0Fjjk84J5XhC2gBiE/IZzo2CuIXLslene+GR0AczrrQxsvqgsLwqt6rmmQMo87hXjq7qQ6OLNqT+iAEX7/UufuaQmutZBMIgTEpMCBRVZKwrKGqOhZyuV5yRKo7RQ9gKQxZPbR1SrzNaBKqF8vHod7GRHtfjbn9Q9f+9QvkqgVhvkluAoh/bCoRM9l/vv7q0+khxUKKWNEURAqyRBANUixhQ2bBF4PJ0wjQchMyJhhGRI+lv0XTMAFPmjOsdEAKxKS2YY6+CMgBOVd0JkBcVScQ9kDogMySkjkRQpWhggM8gw7BtKxrdKE1yGJ+niJ6OU0ag1h+L1N0OgLcasE0wXRTUAqB7beAxkIr7/wYewbsA8v0BKATlFCd/1cRBmfPbZT/Duex9BQEESrAUOhxHzvHZP0933bqLvffo+knArd9eK1C4m0/+025s/XJEVtcNeF2evJPcK8/oK1ajEfp71MkB8niI4b9d3yHvbn/xVnSEyX/vYWu8iQoU+1+PanO7nVJGn7a53ZuLOkuF6zNX1NP9fTZLeaC579c98ZQi081//peQmdpCi3izV6+sWYJ2D917hb8XbnqZBC/gsnLPKxpaxBemZds6DOEsu0w0g2jAMDodxAFkDv6wYvMfgPYggws45vHx8iZwDRj/AW4eYGf/tv/0YP/nJ53jx4gEvXz5inle8fPmIWMhqYqxpgTreF+/y9Z0//SCpT3npUr5q4zZz61hz9wk1r7YYj9eF0Li6RxR5yVJzIN56aZPT/7N2S9Rwqiqr2popysoaUe6+AJNVO/xydlTLpRrsdfZxexbUOd4ZTuW5mDtgm2Ild2PIbaxeN5aX5uvu99352ud9hOTitNpRwW2wy6PWE7fUxO5inVFSUhtBGTp5ZAy1ONBoIa1BMklxBpzk6U1xgbLWQcippZCVlYkRFS/CGQdvXaVRjjFKV4JGFoQYbMPoBfUz6D0Ks2OBQxY95Jy0HAqttHS+vMn21twERWj3RrOqa1TiU+4AhdRorMIMYgBIWyaDJd2I1BkQAIAsNdxG/7bW4sOP/oK2dqzIKSJnEVy9kiYixBDw8uUL3N/dgSD5y8NBCEOuhOaVp9tZ9+Wpb9QU9FSXl/vV87wmJfHn3b7uIsLuyq/+5tKLxc4g3xkCpZaAbgjWq9HqLPyy59s//f499UbdlxaH6r9EUJDJ4j29zbstpZN7wdRLoyqrb95Bk4Ckwrt8k3k3WVEv0H8MujFmrf0uJ+3V13y7tQ5ERteXgPnEEAFvlVtAiFFiFFAVawQW2KpSEIx0DztajINHzoB3A87zGSEK5O00jeCUMI2DoIYaC4aER/+//+7/h+9/74cdgYw+a5Er7SnrYO4Ef/n+xtgURVdnUbW76Ob03oXhqwKU73oCqEqKXBV9dw8sefaoSIyF/yEnVqa7Fh0lIpBWyltrYZ2F9Q5+NJUBsVTRVxn2utRlr4zrItwbKd0w1rGuhd3UuYG5G/NeUFYboMj+Vxi+l0IBzf2q9RBEu93azXen1He1i6LoOFymg1l2rIE+7t99P07lvosto9Gb0j0jxE3SvmqEcQsA4J2sCYLWTGjERdA8AeYk/f4MofaG0RoMRs7i7YMsWLEsymiTGhveeczbglxqCYrRmAG2AJEFGYgRAGjngmB+ML95RPzNWQuvFiCuXlCZIKz7Z5bFmzOp5V7MhmKBtsryVF7HhSYWyE7G/ZN7PHn6XHpv4yYtFEmssf19SrvU48NLqTx2Mq1szjgeJ5xO85c852XdAOGGjNkZH5ef55Tx8uEBx+MdvFbIvm57W2PhF8da+PrtZsWz/uwVfYaM517BX/5+IdR3FrwKj2I3vuZ+Lg20V+13e2tC46bvwTe/eM3WRFer5WuD0InssvtO4Baj5LJu53rc+eJR++hEOZ98toYNIQYYcohbRNiCtPhZaWVy1iKzVea8ADIZZJ0IO5ICM+sAkOT5Q9aq/Zwxjk6KEwFJ5UHY3aZpBJGBMwCTBYORvSJcKhLA4XDENE04n89NwHfDBbS1yuUL2o9fNQ4uHIDq3VZJtD/ffoRaeL6ZU5raYBHoMUUtrittcqWCvow5dSh00oLmrMPkR82/C7lR2Qe4npNFqRkiLa68+K43bHtF239XxkCfU1InnRFFaD37u3lIFRiu75qqhinaR+Vn3yZ8Vb9D9Yv6Xso91/N38oGMXF88bol4OCf0yc4ahccWmm3nDJy/w+//0SfNuGiP0Rk7esE6NaplonMECnetxX5kFIrb1nQpMyMsKyIR/DhgHAXtj5Tgi9RZyCzogkzSrZIzCeqndhg4NSZiTFLnocWBnMT4ClsAxwxywJYyQmYQR1gn1ONkSdsRm7zLCn/MbJDfUF+8Bc6AFv+hWX/1ReqPfqEVy3snojQtYFipGQmVuI4SVyMCaK1Rpd/0gw+/IZShcUZOEZwTmLO2BXUqRBdUzivO5zPM3VGrnyXMOc/rl1pK+w6D6+++7Pgf/uEP8f/4f/5vON7d4/3338eHH36Ib3zjG/joo4/w0Ucf4YMPPsC7776LZ8+e4f7+HofDoRoNtxTT5WcFCet/xO1mYSawE1Dls1t6lG7sUaux92esP0uaoL+H2+/ptud3eW3q/qmlf1WGcfdArznXpYdahNutB7/qKOitz7bi5PKl9bEJrbeZC5cGRTnnFjeNMBiNFjhkJqXzzYgp4niYkJkAJSpKOUm4n0SRRwI4ZiRtVzSklK8AOCcMg8e6Ms6nGcfDhJQF3GdeAsZxxLIJqZGzA4gI77zzTmXH0xutyv0qqlPG9XIoOkVY3isxVBDvx4CZmzJX5V6KCwv4z67/3XS5d2OE5GgYK5GRMaTXkSOKUdHupfNk9V5vOg4aCbiUc5cpzPosvZIrw1K83O5vw3KtzFI8Kedi7ZZoUl6KFoES+7gc5mpk6FFl7u5mdYmAUTOuxPiR/60i8zlnpN3UEpwhRewDnAGeTIy7I+NIDB8TSGtJ5jXhJ6eMT08Jn66MX/21X+tu7Fp+UFvM9fnKOPf3LWkCMeBAgjPgvBPcAZ071jmFaRfDJKmXYyBtsYysqQYDThE5BXCmiiJojBV4Ysi7H8aD4GbkqO9cZH2j9yYwGZznFQc/AEzwzkJ6EKmmkgY/QNZyhnVvpubfmrXwar3pS66Kv1iaRWR1HQQ1/IJiCfKudqr6RixGgGG5IhnCBx/+EhhAjK1wsPQC969Pjhcu8vP5hHEchQaSJHxyOIw4n/fIhK/2DGknvFsnxLXw7c8RQsSf/vjHeHh4lNxmp7xL280wDDgcDnjy5AmeP3+O999/Dx988CE++ugjfOMbxWj4EO+//z7eeecdPHlyj8PhiEE5xsu5yn19lV0FRRi+yba7l+5HP2J775ivPr/8/Sqkx7i20i62PhUgP29pirav/iKz9urUnQFQBEnnZbzJRt08qtMf3T+726P+ywpDrLeIkiYot3D9ZnYJiXrR4iQTisfCWkEOSGWzhfdcWxi91gWclwTOQjy0hCxAJ5rPZohCt0ZapZyyCBpjRCakKHn+kGDIY1kXjM4BxwNyBuZ1Q4oZ0SY8PjwKIBAFpBRxOBzw7NkzfP7F51VZlTGpClDHo74z6p4XqF665NwFtrco/FQ6CMqh1EBtnPaQHw5jrR4vSvmyyr/cTyEeKvdBKruuQtnl/ovyvPE3Ls7dporm5y+XRC+XdC7V1r8udN4bBeU4oLTvcpV3tasLF0ZEb4UC1RgkI06YLcrd7r12p8qdjBoDxfjS1EmICSEkhDXhFBK2kJBTwmQTno4Z33nO+L//3wjf/HXG+KcZ8Y+BH3/K+P0fMX7KwP/nzzJ++FPGT1fCN3453jYMgYvxvfxrv5UoSU1JUOuoYta2QCNogonF0/dOxjnGCANhIErK7ElwIARYZ2AKaJLRVt2QMIwjDsdJ5llALVbMnAFjhLmSGcZkpCRInoNzgKGKCpoARJauH1KDh8xXyFp4KZx3eVAUo6kFWJsFLkWB0nWRwTXA2wQbxPEAc0sdHO7u8fTZO9J+EQNylrBciKHmS8VpUM+GJNTyeH7Atm0Y3ITMjBgiDodpV0gox75KmRZPBNXoeZPtO9/5Dn77t38bL18+4Kc//Sl+8pOf4JNPPsGf/dmf4ZNPPsFPfvITfPbZZ/jiiy/w8PCATz/9FL/3e79XDYeyWQ1JTdOE+/s7PH36DO+++y5OpxNSSvjRj36E3/qt38I3vvENfPDBB3jnnXfw7NkzHI8SYi0Y129iKHzZPqxC6K2MjjJuBJi89/Vbm1GnoS4P7ffvx54AesPe2VvbpRAv79+YlgfsJV4JL/bOZ8tv7k62/3m5dc5/HzXdHV7tjuba0S0sgqIg+IaBjiLAilfcuYnoOnUg3ARBq5UJwDAeEOOCEJJ4KJHxeDrDWoeUNUJBklu11tYCvnndQFTy36l6zbATtjgL0qCTIqlxmkTxETBYj08++wme2XcAGKzrIgAuKoTf/+B9nM6PQq2rzyvQvg1/XnLw+vsFuI2A2hglI3KYJiladF6AXcr6IEnu1msUxVq6EC4dgV1KQT+znaJvhiXt0lU3C5GJFGLW7D+/fKf9ewdfn6fcS3nduXsenVjFQCi58D7CK8qPNbwNeFsUuyhzbw2sQ1Xs1hRjR1MmucE4bzEhbBvOS8K6ScfXFrIo/FighbULIgOl/bzfpgH44I7wjgWeO8JfeN/iHcogZoRnFuG/ZzwfAeNsjdpkpot1VOY911nf5Eq3gF+1ZEmMF+cchmGEcwOsG+DcUOUFWQsHAhkLZ42wQp43OO9VLxlQfbdSRDg4B2ukDgEG4LGBAxG4RgFAJIYGZyBmeCt02M55WGMRQpD1xgA5qOLMrWbDGGxbuP1wF9tb1Ay0wFETPjp5OkFV5mLmYv21c1Rlr0YBitUKrmHUYjhUh4mB9959H94POJ1miQzEhJyikHjojsV662xeGALO5zOmwUvuM8v1xsFjWbedYrs0CK493FcbApcKchgGfOc7370JCsTMFapyWRacTie8fPkSX3zxBT799FP85Cef4M/+7JNqPHz66af47LPP8OLFC3zyySf4oz/6I6za5/1f/st/wT/4B/9A0OKcwziOOB6PePr0Kd55552aopBowzd2KYrnz5/j/v4e0zRpRfmrMQuKEPRK3/p2G6OHp7xwkPeK7NZc2b3T7lt6pfH/6vvor3sVOdi/f+pd/26uluuWAsLdXWkYu4nrC99jbzPfvMV9L8CFG1YPvhiRTvHX3fi6O6PsYSA8IKxCJ3MGsoRpDSm+PgRg5jwvyuZnEFKEd4MgqyX1/rMgyJ3PM+7uJxg4BJYCwZSBcTzAD0DMi3AUOKf4/yMyGwEfSkIm5JyTVCBLHxaDcRgnfPjc4t//7p8ApOh0mne3Vnjix8ME7x28Gr+9EVzC9EaZFss4tciCvKFSxV3mejECCnAlMysrIl3JiapgLpT+5d9l//baOpV0sa5uGQSXBggDCt2bO0WvBouEBGQGsXim1hC8BZwFvDLxOadK3kKjHjJGpdgxxowtZGzbhnVJWLaIdY2q4NWjL6iDiv1QjI0/zyaGIjB54OiBg5fCUpwYNBCyYcSN8fyZwRefZyy5ze9+xZSOAq4rWoyefl+gGVr9W5BCWSsMguMI7wdBxURhyrQwluDdAIBgnUFMgjzoB1HWZc457wXAi0v3mbQWkrGwrtTUAZwS2Ajd9ei9Rmi07sRYrCnivM54fJxhnt5jcBZIYhAZGGRI+iTFiEgWZBjbG8LXvxU3wa33K4q/yUp9dv27iWvqpbu+LgNBG1Q3QCxS1kiCmnUM4P0PPwJgkFLQUF9E5oTtol6g5mX1esPgcV5mhHiHcZA+6hACjscDlnV7bXj99ufqy77Cer9V9HNrH2MMvPc4HA5455132v3fEOgpJWzbVg2HFy9e4F/+y3+Jf/pP/ym++93v4m/9rb9VIw8//elP8dlnn+Hly5f4wQ9+gP/8n/+zIFEplOs+RTHh/l5SFO+99141Gsr/H374Id577716fwXB7XXbTQGgtkCnWnej2WrFy2edgOT22WUhX+1cKZ99qY2i8+pSgd/y1Grotj8We+vj1qNWA6XcazMmr1T8ZfVkjTx1e3WeYxv8/ThcGVS7J+j/YuzPL0dYa3HQwqdQUgYMEIsCWNZZ2qQ4gsh157NIGVi3FafHBeu24pCmijcfYwKsw+PpEUQE7wec5xdC3Zszti0IOU/cMI4j1iAtwk/vn+F0nustMmc4C3zzm9/ENE6Nsa433DrDrhgBfT79Snmr5DUw+3qEbh+wdgx1Y3+p2AHUNECv/C+vfZXr767XRxpqNKIzSoDuZ87qNWoe3RKcJwyWcJgcntxNuDs6jIMY9iFsWLeIbcsIMWALjG2TDqx5TXh4DFjWhHVNgtRYvHaFcK8Qwn8+vQ5CQR/U8dXHf53BYDQyMToxBiYvgoRmACOBI2F0hKd3Bo8/zvCFVIkL4l433zu9UBej6pfdOmGWDqeyJxGs8WAmxanJIAUhlw4aA+8GgSRWaHxwRjYM7yR3D5biQ4moAYfjBGsMnDNIURA9BWsjY/QDUghYFQiLACSbtZDRgKPIKWccnj+7h3MWIWQMk+B4cGIYMhjGsTrd0IjTm2xvDTr0Sm+svNwStiwejE4mIk0RaDTBoLynErZCPX8rlpLQ4rvvvqeKMSKrMVCKfZhzd28GtXWGCN47pMcZ6xZwGMWjSTlj8lZRn66t9MvfdwtbfrkZniv7/nly97eMiWI43N3d4d1338Uv//Iv43d/93dhjMG3v/1t/KN/9I8qu1WMEf9/7v4s1rYkve/Efl9ErLX2cIY75lSZWVUs1sAiWcXSRMpqqUm1Wmq3hZbVtnsAGgbshl8asGwYgh/87Jf2mwG3AfeDARuwBbdhGA3LdttttC13qyVSpkRKHESyijVkZeV4pzPsvddaEfH54Ys17H32uXmzKjMpMS7OPWevvYaIWBHf/P2/vu/ZbDZcX1/x7NkFjx8/5sMPP+T99ydrwwcffMCHH37IkydPePToET/4wQ/Y7UwDHGIDhucuFg3L5YpHjx7x6isvjT7YIe5j9Hk+hxubJnpTQ53Y2sxN9Lz5mV2Ljlv96DzeTmj2N/tzz5sT+PmVgwZ1tIeHfz1vXQxUasZwGMZ4yLwnQXRv8HrLfiz9nCi5HEwghYm5Uv7WTm37zvanF2KfEAxWNmsc52JgoF3Xs920ZIWUzYqQUk8XezwWfJgKINhqfUJdNWQ1XPe2bUuaphWPadsdKSuLenHDHSUwmvbn0fZzLfkYo56mYerzuGZl2ttzjXpgxGOcz2x9HAb3TcGB7BHcwf8/IBqmPBUkyiXw2e6bS/Bl0dYrqCtHUwnLWlg2jmVdPlfC0imBorX3idhlnmwiF5vE04ue778TebSJbHYdbWem+tgn4ifI2F+kDS4nL0M8wWR1UFUSZjWKzwlD8g5qryyCsKxsfnICgsJSEMksF0JVCS5B44fnzBn/bLmPa19HzWS+Um5Y8Io1c6y5UGjeAJKXUYP/rWtiTsWaAs4FSoFOXHbjNnZerC5H8JYWrwM2g1UEBYVqsEaEUp4YECnCuJJTtMqdVRFiFZaLhlAFg0ye6Q5g1nlNCc2fsGXgkETZ37ZZ9kxlIyuf76OyCAdhgEkosLm3Y8WKP2pWqspyuWa9PjWff+xLFoFdG6NlFUxqG4xEs0hk3gtt29IvG4KvUJkmdbPdlck7IvEf0yZm3x366favfQFF9cdow3MPUwsHwljXVmVutVrx4MGDW++TC6hF13VsNhuurq549uwZjx49Oio4fPDBBzx58qSM1aTYPCQcz5TtwS85EeqBmbpJN53P1SBUMbz3Mh7232aerb3hOTI9cXbm7Qx+5ItzE+HsvU5C3/RzcIfxRre9W9n7PVkFDq8wmjRbJLeZ3PZndnZ/Gef6ef3Yv6+OFpTBJJlRnLPA2hh1NK/3XceiWdIH8/WKUAqmGMOzmJVMTIm2bc0X3ywRMqvlEt8Xf3zJuW7qmhg76qoi58z52TnX1xu8d1xdX+JVWZ+ds21bYooEHw4EsendupKvLQXIZYxlOfJWRnnpYH8OmPvoEffAzI8+D1K0cwtMcjmPVO6NZUkJWtwsxrxCMMjaqjJTfBWE4Dwivtw7A5lTr/yZN3t++guRO/cSyyc91banXmSeJeWt9zr8LpOeKR8+zbz9LPP2MyAK332aeX8Lz1p42sFF1FtTbT/tJmBCYBFwXEl5EzfMEUVwhA7znedb1rD3UAezDCyCEBz0vcCJIAt72mppq7gp6L+hCB4ybRs4tMAdUV5kINgDIZIh8VCK4G+/NSuusvVnvMVKImfNVFWwEsUlNsCHYPDBAlpgs7UAA4i4MQg0pmhYHc7Tp4QXgxdWhtTPjAsVznmkxBmEYPVABjAjF4Q+JhyOOnhb36o4MjhB9NMAHTogWvM0kn1qta+CDB/tlw7TPCP+ZburpRSKTn6n1WpNFSp2bT9uYIGC12xgHSKYSFiiLkepXwwcJcaCP14HnAqxjywWNZvtlFVwXBA4UKUO2u2Mx3060kBpzzOvvYhlwjlHXdfUdc3JyQkvvfTSrc/JOfPkyRN++Zd/GQDviq9sBqU5WIA4EORQJRftYFg7oy921rLm4n8eyNhcHJgxv3nfDpjhoSZ+23j0yPTM/azCIAxMzPzwyfN+3WhyxGJxcGCmeDD3bY1egRujnaUW3n7b56zU8amzLWxXdm1PjGa3GVDvlOK+0yl3WXBcXW05WS3HSmxVCGjR9JeLxcj4nfdUPqA5UdUVofLsOisW5EKwKOimNrO3czRVbfCqQBctXZhiBZFZv7MqXpkCPQcmLxaAtyfAH8zLFDBndepz8bVbdcE0EwhK5LeAE8Na8IIFzhUGV5WAOjdu8wEOWOljsXx0mU1n+P+7LhdzfRrRHGOpA/D5M+Hf/gX4c19yvPYQlrUizxJRxKjzquL993skQtfBtleuWmij8ErFSDfnQu4fRROESqByVvwqOMU7szANRfNUIFocHDlhUMnxuOAeikBVe6GpoPLKrlV0AdQgXmjWjt1lprjsLT3RJuQmzZiR8hvxGexbExhPzbgiMEux9FhNgoB3gT4azTAIbuM3qpal4sRjqYkQNeGdpSRKyacXMPhudaNrKxfFVpxQ+6pU2+zHEsdDRUe7v8UtaM6IZhO4+0geEA/F5j1n2Qcle077eJaBQreed2uVfao3lwsGQcDN38y8iY6WHIrpbrlcjJOspVQjomXSk5lmBrXPSenfAF2i1CGw7RJ9jORcod6TcmJRLfe0v+Om3AMN4WNM1WfRPgrM6Lb2oq6MwU3RNM0UkFWOTZHQ0/l7czS84qKOjibXvC8wDAIHRfgb7EbDxaPAuLdkZJTeb7yxW1045brDTT+zDuRBC2Q6NluQ0zXPm7QbksD0Wfc/Th+OCjUzcnYw1YMwMezF/d4NRgWZlTEuY5p10ObOUrsyUsBsLIUwpQTSo1lZLpcGNuQd15sNbdcRQkWozOITU6LySlPXxbzp6frOIp1LoKxmxYknpq6UVjVmnpMRMe8sGtxXFaK9me1hZPTDJAkHe3FYP5pHRq/ZmLtpE6Z5UzT20SyPmdtxWrRWCj3RYnnLdH0sPvRE39vnvhzPxeweS1S8VfCbXobyYoz5i3ccf/O/LvyLf8Hx4J7i38m4ZTEPo5azXpvQkRPsImw62PbQJ+XemSvV8HR0ufxRNEGoBWoHVYDG68jMnYMC408GYhLagimTMmS5yaxMGLBgxyoodYAQYHMF0jgzATioa6FNECoLNmx8EdhmdHFuqZ5ppAdt2rSjcogtIUP8E4OBLnUuQjBkway5FGyyfeDE0CIzRTfVRIwFpZIM4sbsmwHIaMzgGPmigXtpUXIFgZRKoG+phpgTwVkcQhLous5SFIMDcWYlcQ4vliWUXrC67ceOGTgk5Ic/w9TuXzdMuY5/7Z0xI1w6PsNiCaYI9v3c6YGJmJmpoD2ZClDOMXStEDxVlgL9OI9hoEhjL+bnPxoIdJsG+hlIAyKW7vJZtI8bGbyfhVHmaq7JHdzbZw9iMJ95zzpQzuFAtmAmyT/feHPQr/3nHvZjEEZG5j1nwofnjzc98pzDE2fToeyPZ87p94KcBkGUfcZ/aLMa98Pz+jC/QoTBqKJAXQUq743wKcTcFxO8Y9duCZVF+Me+Y71alYeW/YYJAdJUIIbEpwWpzXmP12CQu9kEd1fS9xQlxcyu3RgiWykN7IsbYbVYlUycfn9wgyynSr97xunSmHnXWdT74JOXrCOmf5+ylSEueewxZtp+0NCHKPj8E/vUrQ6A2DrOQvyIRekF/tpf9vz5/5bj7kJZPAF/IchDj14nUqf04njyJEMWUlQTBnrYJugSnDamDYvxRn481eDFmohpuYNwOjBwwRFEqRw0AZbBmHLlwVelfx4QMRTLBC5KYbQWa3Lo0h7jKKT8FNyCqytFyxciSlgqziuuNutBU4QCOTb3sxdrwuZoJuAYx1JK9kUw2qS5IE0WJdU5Kx2s2QRR8TIKccEboFVMagBDzvhZjIbl4b1l4ESN5nbNxRoVAs4bimefSnnwYsGqQ6BqPDmmyRgvkNSsUogjxUjOsFouAIjFBxPCp4AzcDixk7+VcSPtbag9tWagQDOmP5iYJ5F6vHD+zRitO77m8nc2000uEpQXAzoZd0Vh+FVVFUIxRUujWpAK51EsRRs9ShFuMjH4MawGn1CbP//TbgPokHMfv2TynqTNNF9zf+wYmHYAHrDHMOeKOgwVQo8+77kxA3M94VBz1gLuozKu4Wm4t8UKHAgt5TkyRxlSbrgn9np4i0Az12iOjGjv+OEt9tbHSLgZjDPFMlByo6uatmvpuq7MH7RdD84Zsdaevu+o65qu7WkWje037/E+EFNPcCBixEuKtpc1s1qtiH3PdmfxOX1KJN1ZFLYzK50XIVQmODgn5DwTevYkOMZ7f+5hxS//ybvsusT/+T/9Nr/6G+/sRcB/lk2AWqByQ0aDGSWeB9PVVMKXXlfC44hPgn+k+CDIfUGfQGocT7Ljg4tEyJAS7JIJArskdFmpfGGcMqH0GerjJz9G78wFICJohr74+z12fBHgvIa7tXCnsQyA5OAiq1lsHfQKbSwBxSWAsHeQnOwFc1v5Xkb0QXFmit/sMhoqcMlgsYPHVRC9siwpiLWfkf8jisfQ9lzc08HRvczwfQl0kMoVQCmjRcMed16IMeOSWavjiCmgJVV+6IsfNX2Bsay3SlVgvg3dsesSdR1IyYJ5zYJg0ZFOnMUfaKZPxr/a3Q6HELzisTo8OSWo/JjqfFgt+Lb24sLAntn0xpeMAYF6RMIWRcoGzwNFYnbeeOkkUJDNMtDuWhDGwg+D6jZE8g5SlcOTXUa0RHGO/jyhqmtSn/YYi7KfszsEKs2J0CGzuK19Fgz5n4328anMnvtlxrGmud1nasORPeamN58sw8LhqHK+f25hcM/jEYOgsJc9MhMEJp/EXDcvnZv3QA/OGxRyOBjjBPaKHjnh4NyjX060aS7t7H09Cd/7x4dZt3xpQ4vbqkLWgtaZCVWFc9D2ER88m80WV+oSiJogblNjab+LxYLU7orQYU/0XshJrGqhD0gfCZXHuwoHFnRVhPyUoiHSxTS6o8YplUEhsDF572hqhzg4Xdd0/YshZH4aLTgxbdiZ7bLPFsSXb4bHTE3h2T9VniZYvOE5fSUj14qeCLmBXQr84IOEq4Cs9BnaqOySMeKo0COjFu294KNOLtNPsDkxF0AdbNVmB06NgXs1q8CDRnhzBT91Cq+ewFkFUgnf2wmbpHztruP7W/j9J8rL94Xfe6z8ICtJzULQjwzW3DhOSgYC03ba9kryFjcCllHg1o4oiXUN6wqWFXh3KEbP8B6Yb89JtbSTrQPD3kwxs9v1FrDXJRbNomSNGO0RhVQAsHK5PiUtjF/xUoTt4EdI45yzCQJjtgCjsqpi0QRBnLlWqNlstyZgikdiLFVCe1IuQmdKnJ6sx0BFSz8t9EWUroufgjAwtNuI1sjM55r+wHjnRs1JWxomdfQnq6U4DUU+VDNX11eAjuaV4U0KYmhPXSwSWEazvSgVw05XTEqsChLU3hhKJw6j2zkQEIbDh4N+nkXgsxAN/vkSQPaDeY7N3eFo5ix2OH9+bI56+VFr/UU1xVEg3etBwb+40UudEgJmfP9Y/48tiBu6vu5/OLbN7J4Hwkf5tOd3PWYZObAi2O85foIFBFpFQcEX0+K27c2H6x1ZE+vFwoK0xArmLBdL86dGoS/1DWKKJeI503UREOoQxvLFw3ZPmg2IBSAry8WSLvYMlsBcYoRuuHeGYyW40fs/ur0gGKNsvGmlqhZ0qGoWjP6WpZdV+U9/Q3n8NvzizyT+tX8zILlHV5609rz1TiZWUCesWE2CLgt9gpiUrNAnGfPx62RMOYhF6n+iY5SCQOhMWwchJiymAeVuBV89E372HL7xEM4W1hd1mS+r4859z91lps2OHz4zd8Kvfuj4W/8kkbIU69NQgElvCAHGSoTUK5a6r4hXFIeuhSzK2UI4bZRVXYIIRyF8yFbSYTDjgrph65N5Voq5nHJKpbz3EKNmSuqQgt0XN1hVBbJC13YEbymE3gekKJ1OTCB2TgzgS4REBC1YBEDf91SlJkjX9xaPkiCLQWnTi6XVZ0sp3O42Nk/lPeRiKe+LYOyd0PfRlOgXaC+OQLjH0GfzN5e8BqG0ENU8swAM2vggHMggLIz3LVYB8vwmXFxc0nUtVbWgqhqGtBxxnsWi5npj+co5m/9wILODuWdAJEsp24uAkVimNDdLD3071Aqnkb6oQCAjhf10Wt/3fySuieeN6fn9GcwBQzrV3oW3PseIgS2qaaUcmAnm2vFz23NU71k/zcycjw+1rMtxA97cDrMnTREux548kpyjVgEZn7N//fSwvdTWGx04ph0e6UXZN5pNO6uCx3sTwlOGnJTgAllNO1qvltRVbd+nXIqhmP80O0fuo1Vu06m8t3cmRFjxlSJmlRLnKSUrXY6lYlm/hbqyqoaDTjF0dhDQRWdC2h+xTBykBK8FcxMAJTXM3qAm5TBg3rRe+PalcglcLuFfrhxna6EPNZscedb21GfgthS8eYvCTwoJ85n3qSg7Dhov1F6pnbkSPknqIOUZtTcmj0B0Skn64PW18NUz+BOvwGundq73Jb2wUh5+GdxG6TaJdXBcq/KVAK9+X9j1SkrmcuiSMWjnhwA8TDlUC6CUQbvLCqUGwG4hxABnK+V8I5y1FsQ4tKMONjkQA2RfMNjPQjA8G3EUbBrTzBfJjuWijVfB0/VptGANzN+qe5YU2Wycr0xhSbW12JasBojnakH7EiyfMk1doaVKZnBQh8bKhKspyKjNR1YrO74+qei6Fs1CHC3eL7YafgwEwv0ba/nuNj4xmWcnfWu6bvLN5tGyUEipmpnt6nrDkyePeeWV16kbw9s3F0FgtVzy1F0RCxCEFjNndliKYlZCVSNDFTGZy31GjMwa4FCVPfPmNG7beIe09XYh4JPdiMfaH40gcHxjDe1FYyduO+/mqir/qzHFqWrbsLiPR9o/r/e3jUFnTF6HCm57foUZI50t4KOMaLRcvUhvmDbWHgM/Nhs3j4+PO/LNzeeX8RUrwKQtGQSxSC6IZol6saTvI9fXW6sx4D3eBXwT2O1aC8Yl09QNXd/b3itIZwb7nYgoXduiyQqwKELlLQe6j9GyVOqa2Pc473E+0FQVVaiM+A7WFpne3GH6r8yq6N3WhuC6AcPkk27eCbWHOsCiuCbbPE9ss+j5OCgaDIzV/OhR4LKHnQgnXskiXLawXAmuziQLtdiLkRFMCMnFTdN4JamwiCYQ+MgNAeQnaQKcBotzSE7xogS1zICAcncJr57BvYWy8lBXUC+gqqG571i/rMgTO+YUtPE0HzjOFpGTRknZsr+G9zSCFZkSTcpCl8GruUO0dUgAbZTHTy3d8GQp3F0pd3eOfgaUKTrRm5EC5Ju4p8eawhgn4J0HlJgLwmZSKEB6Sc2lIAqLpjEX0Rho6Ig5lXT5THCe7Ca+lxQr8pSF1aKxY2YWp24qe8cuMNCU2PfgHVWoCFXFUM86JwtOjL3Vt4mlkBg5fUqphUeaFKI5oJmN+NaDbbVsAi3/qSoRK2Ns9G9IDxqIu47BR4MG8t3vfo9XX/0cTd1QNUv89proHHWz4ORkxbOLawYLxFDzQFXBC4vlmi7mUlXN+uadTCAQwFCSdU50Vd0oBJgGIgzWjecJAp9l++fJVXBMO96bxxtzOqndtyjgH0MQ2L/nnlZ9Q8MeBMthbea9z8N5U3Dr3oBAhqyXYil7kf7JcO1w8wMWP2Mk83k8Ljocjvbgb4X9eR3y+SHFSBUqUMExVPDz+BDo+p46OGLfk1VomqZUYxO8d5ZJoEWLEqGuK3YbRgvg4MP03pHU48VRr9Z0XTdmxQyFuTbbdt9Fp4PV8GCko8BwfIaDg1Ul1E7okrJLpk1/UnxSyjMGy8CiUFNfNNwBclrEAv6ympAwmNxrD42zN7FtBW1ARNkirFbQezOBj6qkDJH2ShVMAHFO7bkCXYbrBNe9GLP6hJqivL70vH6i/OMr81VXxTrgsADATiAsHKcnSl1jUf4O1m84qibDyw6JEE4cP/pe4O/+kw5QzhclxbDMTdJiURh4RxZihj5CvXKIV2gVWQj51PPeOz1yAssN3NkK93ZwUc3WzuxtD3a6wS09uoIHy+NsHY2ClxNCWZcgY8ZT1kzXm+/fOUiarBqheLwWXz0W7GcgVz3BebOEZYPiH2LkgndUlQxwEfR9tHTFmEDASyCrst1uyMkQLZeL5djHuqQOWvqi4HwgFzP9CA3+Au1jlzC+/fhU7WokNQMB1aL5F0B5VYOkdGokdUCisngBWxDTMeXb3/4Ov/DNb1JVC9arU3abS0Mj1MzdO+e0bc+u7VEZBAJzXixXaxSH5o46WDEOkUxVVex2VptgLDk6EGMwYizZrAWD2WOgpgN91mmj/1G1zyq1cGgvMtLb5mPiubp37jG8gtueOU7/aB/eTzV9saZ75x9EM4zC3lBHfDADyuHYjvR3D1QQZR7MMC6zj+7aJBzMniX7H/dxBm6arV6I4QnGnK0CnUUsh6oyhp8T6+XC8CVK1o1VMqwQ51mtlnYHzdShGpFBkyp1FQheOD1dW5ni7Q7vAl3Xs2gWeB9KgR01UCJfcAZKFcTBnbcfs3MTZXDUOY6sueDg7sLx0trK6l60mWc75Qql/4QYpTBF8TfBfpxALNC4avzOtNwsJLUg5coZiE41ROgnePy+8LmfLWlsdaBuenJWegd4kFJgyH6E8xrWjdUl8CXqPma4jnAZYPscdD/KvDk3pQsOpayPtaxwuhL+ra8L+dvwnSvDbUhO6DP84Drzf31LcJXj337VIbuEZMEvHNV9cM8yunbwwPHouuEf/nqLoDw40VJpcCC/UlwFBvikWHpcTELfK3fuCk4y0iushaskXERFTiBs4XwH91voKuYa6P7mm+Tr0bU93yxK2WvKtOcLnTL4YGHg2nVdj/gcIhT0QQossbMAw5jRUvzLBTPrOydWlycNKY6G99EX91JWwWPgQ4YvAOIcDkfbW0D9IHwvmoYQqslqmjPBB8sqcI4Y+XRKGN/WbK8WIisTVOyc8GouTH9I/SmmkPFftqAaEwQm323WzNOnz/jd3/0dvvkLf4JmsWKxWJFjjwWbwMsvwwcfPLbiQ9j7WiyWhHpJ27UW0OEBzYYqFgKbiwtG0q2l34OLYvhmlBNmK+gT0yv++Ws+PD+1cJ42ePM7+z2r0Lz//bhqjmjcpc15pexd89HtFgt8ESdyuW8ez9nXRGeQuM954j6zGhjai3Tu2IGJSsnsyP79b2f6h4+dMhJmdxLTfHwwYKmkVkPd1TW73YbG1ywW5r8X57jeWjaBINRVhZOSyqQZ7wN97IyAqdB3fYG8jrS7HYvl2ny8rdm9YzJClnJivVxb5bscCcGVYMXZ2GR/QBP88HwVTM0JnFTCqyeel08cXTYzehstEl91ysH+iZqYSTv4kl5XQSVK1ALDW/riIrgEfVF06iIEmIVACaI8/raif7qyNLpFTbXdETsTKsQJ3k/WgKaCV1bCyUKog40nODM5X0dhFZSrXmifIyBbDr0JEqrmrujicYEgK1yjfO1Pef57d+F//muZJztQr4QsxCRcZaE7DdT3I/rEkS4zyy973DIjZrhFX2747v8lcrLMiEBV/P6DQADKri/M0A0rXEptBeH+52TSEmvh2bsZvOBqhZ2w2ir3dsqH3u41/j/T8yjCoxMhzRD0bgr6k+aeciKoL2W0ZSw1b1ZDuy5nJWHjGqCGd52l4yImHJgAMmRJWAnoIIzSRwBiTFYaeoA1dgbrnTRDVbEUExK8cwQXaOqGAXNHROiiwSOL2vyG4Aui50e3jykMzMmSDWAKlQEDCho+KxPxmSZ3ZPTIWLxjdBVkSk3s4jYYcAQ08Ru/8Ru8+eabLFcnLFcn9P0OEUjB4ypPqAIXl1fsdh3OBUJdoznSVJVNbkEjC1Vg1/ZmipEpnfAgLXwGanOcNT2PyP9xExeG9/NRnvCfZNzDuplr+yaQySThP699BNMdb3PjvLnwKrc+ZlzPMrAf2b/Xj20gOswcODBB3Th7oFU3BQE5dt6NNtkuxmIsasFRkhiD/6qqJgQzjQ5alKhpMN4H26soiKNtd+SUSv32DDhySjx+/JR1gRMXVepqQcqJAawo5gE6dRJrRIW+TzNo6gKJPB+b7tOWATIZwIuyDMKDleOVE+HeUrjs4bITqgEZT0ClIN8dCLAfJx5HAEqEfRNg6c0FkNX6Yeh0Zi53PYQhN79YE4KzzIOFh3ONoCtEEk2zIHih9wJeccFQ9poaFjUsW3jlTDg9MReBillVFUMpvKwtDqHrjq8iEcP6bxx4bxbdvlhjbhMIJML6NcfPLhL/+jbwv/9H0fz5zrACNCtXMVJ/zZF+s6c+czRfw2K3FkAD29xw/WHLvTNl2RRMhCykIhCAgQt1UUdhKmelT8JqIdx9xSGbhBTeFp+YcJQqQU8g7IQ7O6jiXIw/sgtmWQPKAGnNvtBAsQhgdSyi9EBjlQorb9EqWuDWnStuREPwEJVSm8NMRd5Z4KEaXC4xJTxiaYpj7QQpApJp8Vkxwdsbdo73gboeahLIaPZxwWqJaAmKySnjgyuQyYKIYYS8SPsxLQP7q8XqCRQfQBEQRAeB4PjVWiA8c4mkNGNBLnCi029L74g8ffKEv/t3/7/8hb/wK4gPeF+TXI+nwnlH8IG6aWi7jhSN0MmQp5wTOceCJ+558uRqn7mN9FFRN+lQZokezEy6N4IphuBmG+Mm/pi0QfJ8gRN/kq9nevDNo7atde+IHZ5Eh9usEtOdDjug4zveZ8YHrWgTgxAwps7OBIjBIjXaD+SAsByMbnzKjTV0XCA5ZPSDdDMITGPqpR6fxZtCRiF0WYsf0tJ5d7stVdNQV7WBmnQd3pdMAHH4YNpK1/d450gpWbDhZkPTVFRVRd+35L7n9OSUxWLJ9WZDAoMsxlIKh5zortvindDUjVUVTQODd+OCOVnVvPe4uxHfsTdNsxoPXgoITiPcXwmug2cd1C34Tgo0MXsS/Y8TlDvMqBM4DY5VMEQ81NAIh6JFrvzdRlgFxy5aalxwhtR3Z+m4cw9T+SVSrRvCE1gl4cKBBqUqwsCyglUDD0+Fk6V9HiLvhtiEqyhc9somWhzBYfMyZB9YWqIr8QvO2Q7rjuRDnrhMVSmLU+W/8rPwd74rvHdlgXghCykJu17g1FOvO/xDReqMLAW2DtRz9cRAilYrK0AkFKsAxWJYSO22gBCFslxThDdeEpZnIE8UyYZdUfWJtUCbIdYQT2C5hcV1gR060F3HlV9k+cGFfeOdFnOClH9D3EwVKsso0EzSbIiTSqmxIaQMohkJFv9iQpq5v5z3DK5Dg/u29TpmSDCVrnbelYDXRBATNFKMdKkDMeTZ2gcGPuScIzGHSvbFAmvvp2kWL7SePzYc8U1CNZA/xWORpqkEvbiM+fEHYiozH/zsXiYIpOJKyCN8aS5MPOeIauI7f/D7rJcNX/v6N4hZabueHHu8d6X4ToNzFlEZS0EQq6/eI5qpqyXPLq7pYxwRn4YVoDLPJ9/X/kSGoMGBAOv03WCunTOiT1kQOKxa+M9CG5jhR7V5nMBxrIG5m2bfEXCTRBWWoHy0pMFMSxifDzoDdZ/n8O8JDvPAwdG8MF23ZyjQyQqh49eHooZO6+bYkGaCw9FR6f73DsN4N+AS2atJMNLC2X2HZrFrmZx6wAjearUmaS5AQBZFLRheetcbBrqvTfOJySoaNnVFU52x3W3ou51ZGZznZH2Giu3ly6sr8mKBICyqhuvtls322qBbATSh6qyMdinYokXYqYK/sWZGUr1vRrI/RQhOOK2FeytBPDzZOZ7slOAViZYhhO6vwRuC2gu0QWm43wgSbFKDmP/eD9j8Un4cfOnc83gbuUwGVrQKwk+/6bn3JyvkTgYSTVPBUlg5qC4gB0ZhYLWAGOHBGtYLOGuUTodqgUrMcNXD0xYuOqHvbq6xwTJRe1jUZpJPGURyocX7AYgOWIkgvSNkeHg38c2fcvxnv5Xx3pTUmJT1ibl7/X2PPwG2Ckvga0v4dsdJG3lprWwas96IKwKpGlz8IOB5gT4Orhajt1/+aYfTDFssrcAJtSp3otIBrQhPl4qeCVXvxpdjy173hILBOj1s2rkdYXyv5ZCBDO1bjQRTKofFZ+WGTbidhAxbod5ZkaGxeN3IB02Cs+MeJeNLfEKfsjkss9UWQCwWICULzk0YSJN3jhR7Ym8IhpozPgREMxkhxUhMEeerF1rLn0DMwJyw6igUZBR1FiQoDiLmBhhy+Ifp10LIzVJQgraGwiMaISdUE2TDhf4nv/mP2G43vPb6m1xcXHJ9+RSHslwsqJuAE+hjot217NqWmHocymq55Pq6pY9DGVLGgC9bFpOWN5iNZCC1hdMdRjjb6GcMZC+24NNrL6SlfxrtqNJqSUHCBHN7rI1T8xymPddZ58fGe462fspGNy78UZm0JoDIeJ09I5frDlxaB+XLproYt/V2uN/EGMZx7HV+/+yRN48X6PzrvY8DU3x+D450Znb94TWldIr1pExrcA6c4pL1L6fErmtxBj6AlwIEhBJTRx3MejAUZhGnXF5dcro+pe8jzy4eW2eKqVTE0bYtKUV2ux1OHKvlCnHBmCfYcR/2hLsJCKqMLRcmMY5zUjBG2UAMMe986ZCQ+XALq01JvSuKyrE4wo8jEJg/2Rjx184db3WJHjP7o6Z1j9X7xJjcF+8IX1gJH/aOH24yP/s54c//Vxua8wi5BydUq5q0gmYFp48tiDBUYpaBWglLuHMKy0p58xR+tJXR9J9U2fZwsTBXwfbAOiAwVmKsHNTOYI3zYBnQEoi4m9wFXuC1e0KVFNkpzQp+4avCf/47Nj4EshdWtRAvlMWrDiEhO0U2gr7U0/3pFYv34KcewVvvwbUafLBi1qCYLB1Sjc+zaY1peye8tIY3f9rj2mhE5kSQICyCct9pcVUIXS1cnQnuaqIKo5g/bv9BsZsE6mH9zPfY/JyB9o8YAr4UiFKLEcjFveadK9keU2baQLJSjuY6EEeoawueV3MBOJJZFFyxJAiICnF2D6Rk7fTRYIeJ5Cx4Z8GDqY9jSWMpla1yqXvg5ZOOGThGxMuhAT1KRzmucNkBnFmzFdIQJctknh82+eQvBCVbHeZSbUwl4zCBIKuS+8zv/c7v8O677xCqJT96930unz2hqTynJyuWi8o0mVIxLQTP/fv3ca7GuX6svjf0f6DHw2cp6p1MywhGDeRwDmbi5mwpfVYZBv/MpBaWKXh+b16IvM5lc+bvYZTw986e0jxfdCaMdwzr9LBPxzyM+wOberPf02ntHHyvzJMK9u4zjEnGVTa3Juzdff+6cf3qdMZ8bmaK0PCcfdLGOH4pmQSWyVNqpHuha3ekmOhjT9CMOI+vak4WSzRHQ0Irez3FSBsjMe0sy0AscGkIAl6vzlDZjGBZ3nvOTk9n7idFcBYohhS33oSFMJQn3gd6mu232WtSsUDkPpmWvAhQVY4HJ8qHW+XZTth0Sif7suXx2X5+U4yBLRz8qTeEJz+Eq2iBhF6gyYYnEHyJD3Bw767ypocOxz943/HmFx0PX8+WzVEsIt4pKTiq+447jzrax0osAYrnjVAF5fTUUhjfPHc8iSbU1t6sJW1ULnvhWadcdUJsdQiNRTBNP4i5KOriqnDlt1A0/WiAQGBCw8+/IfhtJl0pYQ1felO4dypc7SwzQlFcVi6vheXnK0IANhmWIH3G0+EfOu78KSF83/HeE7h4avfPqSAaJi2M1foYo/Xn6697Th8Al2oS41ogCIu1UGUHXsmV8LSDK1FcNUtvHwXJwZY0KKSOoXrEhA8zp+cloD2nYqkKY0ChZiXliPaKD5aCDhZP40Kw++hUTVfLfVTVqn1qMRXlAr6VU9n4Vq/AixjrLMxdk5n7U86limLE6SRwOC0WDKXE9FiVRcu4g/zcKhlT+8ktA2qTmHRCyMoIqm6ciCEYcJANpBQqOCSsJbHCdmiZYEepOz7WHs9o7nnnR++gCu8/esa3v/N92nbHogks6lDyPR337t7hq1/5aep6bekZs2DFsYjDwIDmeWHT0KZDSsmU2AcnmjTBOan9bFpVhc9WILjB8CfZu3w9Y2sf47aji2WugR/qaPbweQntfWb34mRc9v6ePXHGHManK+PBfYX7oKdHhjwGJx0cnYJTyx1nViZBRqum3fZAzR87Nek0eX7GEDswFxj2blHe2UzzcT4QxGBhu97ggHOKiDjDY3cW0e0105XsnKqqibEvbr2BcQsiwcr99h2h8qyWa9q+o/Zmbl02S3um86XammlDGSUm0652u7ZoXTIyd2ZxK8JkpRu9jjIJPFmhTXDVmTXyfC28fOp4tM083QrXbQECyjpW0zwqGbxAiwlOgvC5l2DxvuHwNxUsi/m8KemAQxyRa4Q37wkSHIszR146mlOPc7vCEBS/UlIIuPPM+nPw8BJCqyyToF6oFVYnQtpkHp4J60sDNTKrrEEXX/fwtBUuO6tnsIs2N06mVESPCS21sz7Wbip0FEt+f0xK44V7TSZvFeltku/eUX7upwN//x/3hGBgQD96L/Mf/R8jf+1f9Xz5zwckdbAQOGsIb/Wob5HGs/qi5+ROZvt2ImZhnZQ+Cn00PIFUAEC3LVTAn/ympw4ZSQo1yKkJAPU50ClSgXrlrvO8S0ZdCeSTIY5mX82ogiN4IaVp3Rzusbk1LadIjKGUMY7E2BNTTRDBZ0EdZa1aMCQpE0qZd1XFBY9DCeLwWUvsmiOaBE4u9UDAkYviaRkHji5GW54lhkaEUjrZ4cXcIYPLO6eMpgm/B7W9FeOL0eMXFwZGBbg8ZNTqjQgoZorVLGNWQE6Df8bMV0M2wUTpBtY6Cz4caxNYyce+z8Qu8Xvf+S5PnjwzCOEiLKzXa8QFTk7PWJ2cFKJsvsYkVvv7t3//B/z27//AzIZ1TV1XLBcLvvWNr3P3/AwGDWlOtHViUKZJFiGgMIb93PhZrvuMSP1xbFV1sFxm/HpiZz+JOHTTMrDHrnW+ZfetAi/2zEnzP24bmITSfcP8EEo0O2tYC7KfjTIXbRE5uH/pgUmT44DmYsV8aU3b5AC18cCytf+AGVOb+TiHYCUT1PeFG0M8c6gmC67TTOUdfdYC5W1BvEO5Ve+bsYhQ27WslksqAp2DXbs1AQLFOQua2u62kDNVVRdAFSOGzrmi7SScODbba7abDctmyQCEJAw58NN8TnECkyQwX3dZrTrek13mWas8OHe8fOp40jqebJXLzir/xTwUE9p7s7P389FNFM5qOH0A9VJwW3MTnBSM/DaYZu2G7AIP9x5YQOHpQ+FiGQjLgFxfI65C1eNCQ956CBm/hvUrQlChO1F0o4QM9Rm0rXC2Uk4b2JT8/CDGTO91cNENroLB/G8uCxGLCHEIlQiNMxhjFYslGNwfXYTLnc3nBosjCA7oIdSZX/qlwK/9VomC90oU4d1tYvPEmRTkFIJHuwX572yRO4q8mhBRHr2jXNeC3IHQw2ln2Q9dbwKWquJV+Pwdzxe/7nGl4oI0wCngHeF+gE1vx9Rx7h2uzVakbs5WihIxNO8saFLLHhpcZXuGgcJQzUXn9gpAqZoroCr1cox/OIuvcYNyYPujT5l6KNLlBj6ZCy/JpS7DAP+d8cEy4wy3owTaFt4TfMCJ0MeI957gK6tZIFb+Hc34ymO7HOpQgYOufbEYs48POqRHNJVhhvKAF2ACQSxpgqkU1hhSCVNRhkygKFK/mpklpUEISCVPObHd9bz19vtcX2+oqkAVHHUVQIqf2jsqCcVnIiUqVtm2PZfXLZdXlzx79gyYoi9ffeUl7pyfjvrVHhPbEwyGBXAgOY7nT+cOfxmh/OMnFIz48TBulkG7VRmySD6ZcQ8boDxqZN23aecvNt86+7ff9oJbJz7N8GGe9z5eOzMmDevh5mq42cNhHGNWEczGtc+apjk+HIruPfvm1/uC1ZzWzQ4PcB+AmWZTjqg62rYjVDVoqS/gLF1QSjSzYr9dCZ6a39M7IYsjxpacLOet6yJdTNT1gsp5qqpGAOcyQT0KrBdLKu+hoB8Os2CAL26c373AwYM5UzXrZJuUp23mw6vMm/ccd1fCG3cdFzvlslV2vUHK5l6J8zsU+vaihoKlh9MaqnN4cN/x7uNEKMfuNbDr4X3RaduIY3XmcZq5e1+4t1ZcKhzEKULG11d0O0+OERchJEWW4KOtHZ8hnED/FBaNcLKA2FtcXanVRtebdeCiEza9KWRtEhADPfLlfa8KjHLlrSZAnQsssJq7oYvCdYTf+ED4c41wWtk+8G3myz8DX/1C4Ls/6HGV1S5Ye/AVcEfM3HBeoacKXz9h919syN9T3Ofg7WeCPIDTE0U6qLdw0kLbWTZDSoJk+HN/wrM+B/GCVsDKW0lEJ7gHHi4TrBSygTA1T24x8owHJ2yDYcEok5oggEqxzmUDDZLagh1DqErAnzPAoGBWq5zzCHjnMNTOTEZK5kDXKU1VMQQKRnVISlbQyoFowREoMR8eoY8WUO8Lfc1JzfKmhgXS9z05Kb4q7os8rDFX9o/gnCH4vigr+ngxA4ModfNLBoZqhDZP/pUDTWcAHdKSRqEjwND0dyqRk31vQkHXx7He9ZyMC4ZVANjqRkoaj0lgrgCqjLnMOpgWhaoK04KRYh+YK/xQPAdydMijdnhjol9Mo/hk2mcscMwEIx1F7Vks7scY+m2BhMow7yaRz3f2MTH0uGBwyzNn7HwQMI7VnRjvNxMAZjLQ7I/RBnDkTdw8OgoMt8jSIz+aXelE2Oe1g6pjzz8KjX3jqfvfDYGeiqUsqUacr0kxmoaSE23blhLGVk/AKoYqfbTsA+ds/3jxbLu2BCulYYSEUOFcO8UEFDQ1K+VqKYmuwKgaihv4UOE1QzY7zDC2EagMGCx/+2LY/lizmqn8slXevco8uVbOT4TXzh3XvVkGttHy1zMC0RQRHe4wmh8+ek09aAw8hgp+9g3ht/7AFOJ1BZ+/ZxH+r20dv/1+LsakTH1S4XtYP1Cii0hYor2VvbWKfFckrdhdRla9IJfAFchWoQO/cLiVgIcQMqcrod0YEyEZUU/RAgkvOxMK+pJlkNXcAb6gD762duxyRpxSB9t1tTMqHpPQ9fAkK/+Hf5C5dxb4b/6rjlc0ErbK2kf+yl9d8L/+XyVEk2EnBNAlcKeGexkqxbkMfzaz/PwJ6b/Ykp1y7pVHO8jnEE5BNspiI6w65aQ3l8HDU+HnviZWhXAB1MAiwQokBORBMj/CEkiBpnKcVH5UBvcCumVSA7q+MMm5RaBsjnncgHGyjPgp9yflSNftqCpPCAEvptHj/SiADyZ6EUqhLmXX9/icrPw3VuY6eLPOqIMggqonZqXvO0Mk7DqC9yyWS7q+g2wljkUNslgrLDanwIIPgrmq9clhWQ9V9WJ84hOJGZjryLbgp8N7gRzFEjBPIRx/0hAbUHKf1UpIDgUX9oFvJukuRqt7NtamKATGaKUQfCB4zyT7zbo9WyzjMEaaI+X483PXb2MFn2b7rFMLrbJWCUIphFh0LpaVJsI8Wu55M3NrxcfhwoMPAxM7OPOGgHB7toLOFubsFjNL15AStP8UGU3Ws4eMC133vlPG2BOZ32P8du/33AIwCQID2ZmetTePw5rcP+tgHg4o3MG5Q9En25pStAfLnc4pEqrKTJVIyQG375zziGS6rqeuQJyZjhVY1DW77YZcBLnBjdd1PduLp4jYus26xS/XJTArIyS8WKZB1syibkpN+JJ6Vojb/lwZYRnSrsZ3InZixpjfdSd8sMn86CLx8h3h3h3Hlx6a/3wbPV2GbKkJdHEopWsa2CGfONa8wMOVsCt4ul96qLx6buMIHs5PhWUN9wSednaek0y1EnyvVHeMCYoPgCESSe0Qt6E5f8DTH1yxvF9B26GtEndC3oFbO6oTK8jmApytYNObK4JkqHaazCpx1ZoQ0JZMrj4V1EQxOORf+GnPb35P0WSWfe9hESyIMau5Cros/GiT+Z/933qeUvE//G9X1Fct7kL5mW8KP//zC37vtzd4zFKyaJyZByozD4uAdhl5JePedPC7Ld98reY7256nUWABsoJqBcsdrBtzGXzzKxVnTUKCh6WDVYIGqDNUgpxaTowsbMChCtw794S55H646WAmTB684WnTmaGmWL8GQLwYYyntbdgDOWdcNmuPqpJjNut1CDRVKOidgqZUrA25SOKGVhgdVtkwWHEJJ+BRrjbXIw5P10fwHu+8pQpqpK5qQmXuu912R+WCVQ7NWCXFFEEzfcwgfsLV+Ij2MWIGDm0vByRuj9MWGXvGYbXYXQbc9yHtYfgZLANaAIfSYCEoQRuTlFfsD2ovtS+FI1JKhGA+HO/9yGxC8COMrk5iv6V/FLqtpfKTuqlAxjTs5zP6EQqnUKyjiFefcJsY3mdjhRjmenZk1JwGJWrQqgY//OQbv+2et1sGnMw/Tdr3zTOtfdSMz+Nb5qq9zLSHEQVzjAnR2fWjuECxJ+zdX45+2BdW5vLBMZ12mM3DscjhviufDefvKK27cZ+bDg4Z50JKtk+OhlTmxeFFcOLJKaEuFyx1I3jeiYEGDYK5mp/BOT9CiQ8pn5Zbb5a6qqqhi/gqUBerXN9Hun5HHQJNvWDc1wxRGzLCuA6TNL6HuYRQjg113c0/Dm1UnmyVty8yr11k7p45Xj539ArbpLTJXJZcKyJK1xtk8CAJHCyDG82wDOxZGoUVmT/zFc+v/1MTMJqF4Qj5Rnh4qnxwDSlYgGCdIv6ksfoFrlSf6xRZg7Bj/XDH9//LxP0HDXXVGc59D3305CgsTz2aI94rJ2thudXRr115gSzEaPC+V1HYFqFt01vfawf3Vo5vfsPze9/ryB7Wwcr/KoZBoGplhXfRYjCeReU//H9EvvaVhn/zL1SEi8Tic5F/+V9f8ux7O5qQefVEOV8rkpbgBX37CTyoYAVsW9y37qAXj1hcJn76QeA7zyLPvOCWIEulqYVFA2dR+cIXPMElwCFrRTegAZwE8At0qZB3sEyIepDM/ZdsbANImI4rZqBKwmIRqCtHH6MdKxtppDYzejZs/pQsAjN4swgM1uaclb7f4by5tUIIVJWnaQrEojLGCgzYHanwQEMlSvg80ZRB0VNVs4p30YofFWtHs6iLhSLRtp1Z7Hy25yvQ251cyWIRejR/0paBG8R7TqCGI0WLGwN7BqHAjg9ZBWb2oxQrySMRnoQDHQUCsxpM8KRzJuLEAkEsLsFMP86lAkJkDL9aLK3ssczCxVTpum5kEiOmvh4JJrytjYRnf15+HCSzj9umZ3y2FokbfZgpZcU+Nm45HbTkT+ZpwHFrwguLRQfMY45mOAgC8/c5yrM3nY9HezdorIf6+CAeKtxwD0xCwXFXhXDs+br3lx4750CAmIjihKgwNCfOcpUxCGIZI5SHPH4r2KVkUopkteiNXOqt+xA4qa30qnNiljrNxH6w5kHlK+oqUNc1qkyARt6xcItyXxNvBCHHWNbS/tsdXuHoMRjdR1ritSYBNanSJeGqU967yrz1JPHSHccbJ47XHzo6DbRjbnsejVDaQz/c91D/OWiVGA0KTonXgrrM17/oePtdsw74WqiWil8Iq7XnpEmkRqiWhphKcDhX4mx6QXaYZFEF6nMrVPTovcyr5x55HMFDR6a/cugiAD3iYLkwBuqL+Sw58GpY9ynBZWuugqTmg47ZAg1/5k3Pm68oa690CCsPy0pwTllVgge6pGyLy+FRgme7xP/ib/X8pT+35BV/jWsdb3wV/sqvrHj2+1vO7yon90GfgLz6CvK5BLKz4gyNs+DRLzrkMfg68cUs/O5Fpg2Cawxcqa4sRuLsnuKSkncZv1wgi4y6HtWEUCO1Q5NHlkZrhMzZw8DJ0o20aNpI08tcLQJN47nezN/xTMgvm8QYqh/jzPxgdS78wXlnbjaMr1V1RRWKJVqGlWmVPFXBVQGnSsb2kROPQ4i91SNAtWj1ai67GDEcl0RWS4nfbnfUdVUqGlpHzXJeIMUpYEQpE9UyF1L+TKoW6j4xlRFZcTpjJLJ51DDnWtjNGILJajBAEg/mu/E9DcRAhNPTE1Rtwq+ur+m6FhGLE1g0Zk4ZXihzP/dQHcPLgUZ/hNjrEQFhkivsw5DqdHSePp1mZTU/uzZYXKAs88IF50RTkL2iT7cJLM91E9zWjlhE9owI42mHAkNhLAePu02wmFxakxV6ePZcw9/r956gMd1tLh6NROnm1WM60NCHw3003vFQIT56t/2rhuuGX3PLRNaC9pezEScxc3NdBUT9KKgkVby3Qjo5GtCUK1VuLGwn09R1Sb1KtO2OuqoBpaqsLruBtVBcAkVoiD2LpjFiPlgpct7Tyt1sb+1nVcx/33yXfVZ2UXi2g7cvlJceJ+6dO84eCJ9/1bNLyqZX2mjaWsyQsowF0z5qGze+APKcW+xSQlkvEr/wM54/+AMTAqr7Ac3QAesm4c6E5k6PC7ZHXA2SepNKNopsBVk4gs9UFTx+p+XBV1b46hkuOKKzoEd1xfzroGlgsRiEASF14NQAljTDs53VZui1WECSUDnhV37RcZqUdS24ZJaBdWVxfxElOCFmYdtbZta2V65a+O0fRf7eP0j89V/2kIU6tXzlr55y+f/s8HWmuiPkH7yHWybcvRqNLRprpEmAIueCVD3crVl/L/PFzvFPN+b/lxrqCmonLJaCbBJpU1kRgqVCJwUewNnJYkBZiIdGqe4Iq5Nh90yLfjJSKoPRcp94TLtGZ39UwUzwwQdyLhlmGZaLJVmTwXDXNVmVplkYYi6QY6IKxULhvWEF5EwsqIJJMyoFpjKbIOy9w4d6jJkL6vHqqJyYSJAMZ0C1QBw7T+qTuRmKoj1g5HnvSakn3rCg3d5eWBi4fV8Uzb+YU/Ig0c8I6sDAh6CO+W+KRWAAIBksBEPKxWAt2NfCy11FePjgIT5UdF1L//bb7HYdkAnBAVZsJVTB3IwDYZShilRhEJbYuUfoLYJ5tkBuCAQHVoHBbCpaICw//fZZZzF6H/ZYHHADZW8w706/GdfCvCDI0VS5wzaaHPZRBiez/c3Tj91qIgTHrtHJMjS7YL987v6NlTmznjRuGTeeTOtqds70983+3fr5MIBSJg35OA7l4eTsj35gqMOwsiZSbGn7TFXXOEloMc8PJn+hCHdqAYPiHdvdDu8asiaL3XUecc4CnVC27Y4+WsniuqksywhHSrEAp1hUtK8bxDmrrJYyToS2t3MmLIHhXejePtSZtldewDjOrJZV0CXlulc+vFZ+8Djz8nlidR5Ynws/pYHLVrnq1EzhfaaPFsmOKjqYi29ZPAsPXzpT/swX7W2oF5xXXv+y53vfy+ipx90X4iNHn1sWtXD+0ONyQjzQg1tUaOysw1uFS2CdcSUgb6OJiy7w4NxRbUAdqLP16JyCU8JCCCtK5KCV80VtfZwt4f4KHm+hzRbQuEvKg3PPN37K47aWIbIUZemEdYCmMnyHyoDs2PbCda9cd5aR0Ebl//P3Ov76X18g2wTbzOp1ofrT5+R3HlvAYK/ok6fo3TvoB8APWuRbC6gTLBTOHJyBtA33PtzyshPeF8aaDSGIZSU4QbeC9g4ageTRPiNcg3sJ4e0iFCSoBLf0hJX54MdtNxIr20/bbWSxSGXZTHtrvkfsciXmRCNWObCqAjFlYtyQ8h2yJkIIVnjIw3a7MTdCY4W8+mhavWbDAJC6MoVKQVNGvAPNxJxoYz+mKg5w3L6qkGzZeCoQ+4LCVJSyruvISen7njoEnPOE4EliKYoIJBVLMXyB9gkFEA5/D0RmPwBqouLTofF4OXcUBAYrQ8mxHIoVHduQqsrp6RnL1Zq2bXn8+AkXF1csmkBdm++mqoJBobLHwsbUJaUAEA3Eu6yKydWx/7zD6mYT+JBM9Oiz5tKfSZtUpcGAe8jeBlO5jGfrGIgJRwSAmXC35+UeT9t/a0XWmt7BQQ9vGG8GwZN9mnBDGDl87N57ny3awkH3HzM3CcwI0PggO64DQ/2INo8DGJ970Mm5zSUffH8IUjT5TKfRzK9wOGLKpBhZLBcTZrsrolzWUTAnO3KefJoGBmRwsqLmequCp6krdtsCQayTtSg4K0Wb1dD4cOW7bKbOtuvQnGjbWCyJ5qpwfhIKpvofMv46NqvKAJ5jfu+rLvPeJXz/UeLBA8/9O8L5A+GLO88HJePgaitsW6UvsLxDgdrbhIE6wK/8nOPLPy2EOuMahwTP+szx0rnHndS4dYT3E6sVtJ3w8ksOt4uwDmgLcuqQgjBHq3ApcCJQO5oIoVI21wm5HwiPe0IHbUGbG7D9/cLBKWgwnogovre/FzWcL+DOwowPXzl3dFF4/cueuzmxjYpkq2DYeGXphWUJDq2cWRY2PVx0ykUnXHcGHfxPv5fp+sBCI7TgYk/99QfEiwtDfHIBnilkh3Rr9K0d+k1BYrCgwrsVGgSNEFzm1VPP4yslent2s7BsMAQ0R/R6iSyugNaiIbUDt0TTfUSvwG3AJaRSpNJhM4xrYVApQNnsIss27W+EI4soJwvgc87jfI9sN/iqYlE3bDZbxA1FgITdbsvl5RUP7t3HO4/3puimpCTJBXRKSDGRxSyBKWfavieW4Oyu7fGhQBSLs+qgUKzliguu8ENb2yIy1vQRjTQLTxcjVQhIpsTLhRL0+NHthYUBIzyTdD7M8qjlF5X70BUwMIVJu9I9E80kPAzX5PEnjRUMZx2Zi+pq+cdVFcgF1KRpKt54/SEnJ0uurlrDg3Zun0AzlJ0ssQsz6jrXdEcr5Mh8dP/3DUKtE0M4tBx8wm1+76Pm9k9YING9/TXq/OVLJg5VtPk9sxwTMT/OhG/LmR/uNfnUJ/S85+naBx2fWahm/+1ZBfYGuXd3IyM6LMJBhh2/nYtCwxqfjVpm93meieLgiUeHMrvvXCDYl8cHAczOHpjZYEmYW0AUMyfWdV3AwZJBoYpFTGcSSVNhrLnUTLcqalUdcOLMfJkTse9IOY2ALifrpRW86U3LadsdLgTEBXLqEIayr2UUWsBZmoZFnccobjAf6DC2gV6guu9KOZi0wQKStSArJuFZq7z9THntUeL8JaF6AC+97Hj9iedHT5VHV8rlRuhKJL3D0tp23fGXVjfC13/RcaYJR3nVjeLvwVf/lZrVHUHu1Oj3tpysYLUO3LsjSK+gHmJCfAexAfVG1DcKFz1ynllXynUW6HvkocevIqEX2lwyXLyQnBAWUiB6Fe0FSYJsQDrwTllWhnsQFF5ZCE0F3/x5T3XdsXGeSgx0qBb7aRz4YIGIGat++LQVnmzhooFdFB5dK911YhFKrMOmw72iSLNAtxuoFS4U4g5edfAn7iM16E5hvbSMABV273jWIXBK5mzheIyVuF40gnOR5ATw5OuIX2U0ATuBlJHwBPQc8hODVETAO8SVtMF9mWBc9LZGjyt6c4Uhl9iXHR3OO2JKLJqEpoRIJlQeVYPVrqqKrm15+uwpi2YxizNwDGiafR8NATJYVcHY9cUlkMf+WLyks9ibkgOci2ugqRYksfTcIZ3Qe0fbd6CGEInziAScWAB+QCfa9RHtx7YMHNXUZ/+P+mOhYJOQsEePR2vOwEjmaYcDRvngXxzOH16vc47Y9+x2LbvdDtXM+dkJP/PVL3Hv7hnf+8G7PHm2K1G2876bJjIyr4FaKgepYvvtRTMFfuu3fov/zd/6jwviYUPT7P/UdT37befYufZTVVYKdvg7hLD38+TJE1SVruu5uLgo/iM3/syLahyaWn+SNgl25fMBN95jToMWvycz2DyPlqHxfnbluH7Grs7Z3rwXH8lXx94eXjMXTuBAuL1x/azf2FzOlXuZ/T8dG0zrMF/ox849fNwhs795zvOBhmB4z7d9a5r2HNJZVamryqBNpZgknaAlIDfPCojNBSfD8kjjPXLGmJmzYkaugBS13Q4fVqgIu7bFuYRg+OsDHkkugr+BHk3gyoN1bqgXP8ygjj/D3OqYLnn4xhXT8DNCG+HRJvPOk8ybV8r5y47FPXj1oef+e4nVI/NXh95Ad0QgeIslOJbNu1jC4nOOVVKSrwkvV4SXE26ZWF30yHWG1ZLqS4HFk0SzFuqlQgTahDSVFSfStb3/7NBW4Zkiq8xqlTi9VjwRgsctYdF5Nikjkg2T32nBFKZENGJ+9VpxO5AgVJVa2n8QTp3yla9W3L8HvCe4c0/lo1WcpRQwEosbCGKulrsNPFjCk6UJBZve6Hh+qnDXQKVkk63WsG/IVzv8qSL3M1StvYkvPET9CbJ6AqsWTT10Fc+uOxp1VCFxdhZ4/HZEFNZLq+qH2nrMl4K/7yAJuvFo2yLVY6T6Ctr9APFtkcY6wO3tpWn125H1KrBaBNquZ07VB341FaqzPT/wj7qqqKq6BBKadaauG5q6out21HXNcrUkpwR4qrpGyOSkpQaIZTOkGG1vqY6VdV1wRSBwFkCLBX/ipND3MFoYKXsGVZq6NlTCPuK8sz4GN2bXHbNw39Y+ZszATaI8MHrYJ2J6cPrNHO7Jb7lnSdBS4zoX1MKxguHxfm22G2LO9F1HjJHzsxN+6qe+wNnpmrbPXF6/PVZzmnpJAUg5GM7cAjCMaa45HlDiIUNhSKMbltWjRx/yt//236bv45j2OE+hHFMpb9HoB6ly/uO9mY2892w2G3LO/O2//bf59V//datvXdtCHYSI+c8geAx/3yaczM+b/1xfX9G2bZmZbEAcTDLUwXIYtbKBdM+jdAewogORkf3FMkjqh+ttMg3PHzq+lj03zt6ssgc9/OPIRSLFLD5/9iBIzsd3KBzsixW3t0N0RW6uj0MX1bE7Hlwz/zTYc8aZEFBNVsJYTaPvFXKMpS9m/peBAOVccNBtf1pddkfX9nR9oq59AbNxXLc72rYneD8WKNrtdqxWpwhWpnWM4zHccnZ9TwjVPshQGfbkHZgAZQYcd5GSW4/Flo3ocsUY44qAnxW2HXx4rTy7Us4U3Ilw567j7olj3TiaoFSlEl5wymoBnQrXSW/QoLsPhPzQ4V7zVFmg3SFR0CvBXS/g6SXcq3DrjuW5srjjcDkal+0UOROIoPQ2wOwxu3yGlKjXymkvuEqRnJAKFiuHb0FyNuOCg1oUqQQNJV0tUAoPWD9rD/eWZjFYKdx91VM3JoBVDSwWgu7KaimAdUEEnJIrOFvAvR3cW8LdHVy0wulSirCjaJWh80h3QQ41/bXgmh5OGtAerhysA+LeR3liBQgeZzQ5tpJKQKOyWgVEWwvQWwGpBMURyZsOskAvBqizBVlfIE2PXmNmD2fpIUK/r0bsuSetJPagic8tbHvSg5qZfbVaECpPHSpWqyXeO5bLBcvlkj72rJYNAlzH3mhoXYMY8qBzQuota2bgIzmbS2hyi9uEV97bWnaCJjW6L2IVpNQC7XcxkVOmriqDPXYWF1BXAacW09XUjXXemfCtaMEx+Oj2MSwDh2RHZkfn0sAwyTOJ68CsCzpqh4OQMLkVdAZoMwgHxwmcKmy3O2LMdF1H7HtW67vcuXuX5XLBnbt3qesPxpSQoS9DDft5MOPE2G/0dI+ZwUCQKJracO50zS/90p/l3/nv/vcLtLJVeOv7SIz20/f9wU9H19nfXdft/Rw79qu/+vf5+3//V3n48CHf+ta39s4b7rndbsdnDc8dflIBchqElENh5VBQUVXa1rI0DKAmFQZxuEIGjW5uwBUQSzMbUjfngiBQzM+DwDjN8e1tJojO38/8qcdiPkp/nisLCDeYsBGKfdY7+MJnFMdwK2ZCJdy2a/Y182E9fSSI9Ue5nW58XzpXxjQK37POpWxxB1aMKFvAVtIRYCgNnnNxqEYjxAW/XouW03edES9AnGO769jtWos+880YQOXFkVNHXS/Y7LYsl4vSLxO0qqomZTVworIWzRW47340dMJpvJYBYRKDqBLV3oUr33kHwZvg0GcrYHS5UTSBLGB1R7hzIqxqiwOogvVnWQlnSwtC3LWGmT9vzzrH9z6oOAk71q0i2cEdtbzuVkzLdyAB6oWnWgHXEakCqmIMfJdQ7ZBwisYLMqaJSlb8Cpa94lYZUYc0UKXM0gWISvZmZCAblHAWYwLqSqqlAxG1dL2VcHlp9RPqB4KrrQrs0iXu3xc+fLtke42lXxQvVqRoVQlnDZw3ynkDpw28ccfjOxsneIt32PTEtGK3hSoJoXHQZfQ9j7y+QPP7VlP5WYL3bLPkDLFXWEKzBMmGsLdaADnZ+ozZpJ7ooXPkXSRfOORugvAB2q+g3dh+jMLgqhzWwyGCft8NgFdF0ZPZzhwEApkUEu+GzBlLs213rdUGqCrDAXC2h1erJSF4g/J2zup5YJUEpy068U3VUr9DrS+hFO+SIhgMXNR5KQXEimuNjPfBDCeAd566dqOrT9xM6dLZ2D6ifUw3wXxWB51u7sebBqyabxDCPbPyniVgHjhopzgmISEPQCAD4x5uo5mubUeml3NitVxSNwt81bBarWmamlAko4FWalZCKbqjWVGnI7PaWxhDX2cfb2VSMw1xsVjw+uuv86Iv4eO2f//f//f5tV/7B/zFv/gr/Af/wf+yPF7H31ZQZpi7fONnLgykUur58GcQIvq+57333uNv/I2/sWex2Bv3MDdMzPlQIy0nM9NL0fEd55FJjXXHRy1/T1eeSfKHAubxdzOt0SlW5XaWeuzLQTA6sC2JFKJ52InZx8Pu3/y41+fDWx277vD3wc3G93EQkjl7J4eARAKuIaNojmOwroGfWC40zvaJwxfBEZwzwnN1dW3BZghdTESNhpnuPCKelEwziimOqVDRWZDToPGgWuINzEy9x3NLsBXoaDWbxyMNw/YFjpykBhFbrAbeQR2E2lOAW0oRnlIvxdVCWMPpSlhWQu3tXM1wvoLzpVoA3dbQFuftt3438j/6H7f8T/+9Bb/85Q3SeHSXIVkh9rgTQtohweNCwgVTRNQ5C9UXE7zIPfLKPfjwGiSTs+BUoBbCWpFaGaoIuTpzvnRIhCyOXpUcy6sXh2SxGjFQwHSExiu+cnwYE815RbhbrG7Z4VrlzS84PnjbGK8BR9n4HKaxNx7WtXBWw71GeenVwM++4SAlSzOt1AoEPYG823J9BessaNchu4BuPdJV6NNs2RIbQR856BMuQRIPwQB7JDmCJpbLhEaTJ2MPdTZGr62SryE9jvjXPLJowS/RXbYxiZQB6Iw27W/Eq02kXkyrbBDqB7lgODOrAf94n6iqkgkgDh+8AWeRubp6Rt2YBVUwRNyu76mcw/kwVhscBNuBzwnm868qB1gmThzT7zPqLF5FNZOjUPtAXTdEzSMAkqXqDgK/QKnw69RiCry3bKG2/aRjBp6nlAwa9vgCys8tpvAZax+Z1xA9zEiyZmdriTWYqzSYqbLrOhBHjB0xZZrFguBrvHgWiyXLpYEO2W4ZMKkPtMYDCmwGjtu0zemcG8LOzEx9eP4n1ebPOIwLODzvk2rvvvtOgdY0M9aQOinMBLxBkuZgnooGPQpiMmC0TzjeufwdkwXn3NTLb3LUvfVRfu+5CWZ2gDydUf64ZW4K09lfD4e6/ExDlcOVdPAedP/P4dyb8sbxPXLYCy2azjiew+sOBLPxuht3n91XSmGvbC6gAW9gIojJNE8ciRILoGbp2Wx2gDH0Lltt26quGXKrJVv1ww8+fIQTYdEs6aL5NhfNwohjSqP/s0+xZFPM3+V85mazMyMIToy32nWlzoFaHEEdTLNdVs4qB/op1gwBCYprhEUt1MFM6pW3+750CqsaLlo7vjmYu5iV77zb8r/9jyt+6W8uWK0zadODNiiJzVOhue7xvka8aaqKWCRn7Qu+QAafkDsZWdS40JKugGCmf79U8BlyRkOCICxOFTpITuic0Kc0oehFHU39agYdVgthd6m0WVk8FOS+wrOyfrbwU192/OavCjlbWWcrXmXClHM2L4ugrCvlrIa/9A3P5+5G8jag6kyI7BzyBOKznstnyv2k8DSjVYPWgl616EVGrxS2St5k8i4gKHoq4A31UqJnvcxUC4fGjPaQo1g6YQJayFcWPKkbRZqILBfoE0W9CZgy1rHZt18PeySNZbf3N+ghFdWS1jdUzVSgqQPiLYXWKgcGczlrRZ8MIM/WcqIpIEBa4g76rgOsXoC4gKSEeEddV4YhECmKqcN5j5MhVsZcYlfXLX2MhOAIoaQPemPhKRrtdAre2XfOS4H5fzFe8DFLGB8jUft/7+txeuTUieHPMIDGCwdzIDoR3cz+ixt0G+dM4wBG0+JyucL5AC5QNwtWSzPdgJlr+t4gKFMJ0hhgK+d9nKcLHmu3CThyy3efRvtImORPVBAR9gjyzKJ2w3ICU4DaTNFW1T0kncPc/jnJv7Epnzulx66gCAzHIhKeaxe4ca/5ypu7vuyzzv6fZAmVfdfFnDHPmfPMmHRjFDdsIno4jmkOb2/lLsP7UN1//mxkTkybxxshU/MYmGsoJ5JGFCvb2kcT3KtQlSC7ihg7ur7n4vISVaEKFU3lCFgE9ZAdkFKygkXe0e62PL28QMCEAxE2bUsqkdLzLI8hNmAIQs46uBqNuTdBxmynrAYME5ywCLCuHcvapsM5aGqoagFfBCxfhAAnluPuhaZSPnduVorVtVCFm/M87Pfvvt3zw6drfvrhjvYpsICQhe0FnH/o8OeUwM1BEAa3cGhsIXnrUAA5OTGowJwt2r5PRXIJ5t8IgFdkEdCrjpwzfYK2pyAOqeUPRjEXSOnjailcX1ggpF+B3FH0EeQO/A7ufR4+95rw7g91TFvToY6PCL7UMVh6YeGVZUjcO4O4ETQqqXfkKPido7tueXLV83rn0cfZxnya0YsfkN9PFky3VdpW6Hu1jIe7DrLDixJEuX8mOBIaFY1CTgaKNQSDpFbRC6guQM4jUi9QPbE+97sRgOM2CmiQwt6sX7O4r5GUDWur7DHvDVGy73uqOlCJZeCEECxbJXa0tGi7s2tUixnfLDJpygUswretG1eKFoEYlk6xvA5j7fOguGZSMiuF875Yyt1EPDDXSlLo246qMmHeq+1dOQphdmReXugsmKg7c+1vYNrDOXuk6mhk896nOSVkYv46/9t2/nShDCYdowS5ZBzE4tBbLZdGbESo65rFcmHVnLBz+i6OaYUc9GU0+R4qeDqLpL5lhY2v5VOwBvyz0PaGNUo+3MaHx+8nK5YciHSHirjsX793v0PHg44/NwMN98+5Gf1/y+BUbzxhXOuzoxP73GewiBxMx81YhpnMOz52OP5Rq+YoFPPBZ7nxaS4CHWdmg6tI1PKVbR8NTNsYbC5wvcEL3gf6mBBxLJeOXSvkUh+k7XZcXl1DFtYnZ6Ce7JWmbuhTJAjklNjudux2OxDHsmn24jvquiHnmbWrdHuoWjp0fIz3obgCKov4j1Ig4YtGe9I4zhZw0ghRheCVk4Wh27kg4yJ05T7eCZWHB2t47Y7y+BqWxWJw7J14gZWLSKvEjbJ5HJA1nNz1eBfgmQV5OTGGrn1jWQOrNbSKZpDVCYSMnNXIpSBVtodmh6Qajd5S9HwpnlIvraZBVlLs2LYJDWYJIIpFgUaBZELU8sSTREkILAQao6exVdwKwtPIz3zd8d6PTPFK0/ZCsEcGB5U3C8xuB413pLYC3xO7zOYyUS8yu6uGi00mdh5tFd0o6XHEfVHILhI/9EiETQubLiNXQrMEUsKnxGt34fwcSJkcCy5FNqEDVcRFwJPaTH6k+Je2yPISqgewe4RGP1aynZj7/nvz3hH8DKWwKA5TauFEW4Zsl+GeMSaDkkZGYKxQ1fR9Vywp3lwKrjDrrGYd9YLLZT9ljF6o4lC6XcsQOB+8L3E5MhaHc6VgV9N4UIcPhuFRe08GUp9GzqxiSnLf9bSkYhX/pN0Eo2VgiuYdJ5OJicMBj5e9054jPEztMLtAx4vt1xx4JiUzNaaU8U7GSlEMZsKSeoFaWcdUIqIP05CmoMVj+uFATOWW8rNz8/Sn3z7rqoU324x96ZFv5qowE1s6yrKlaMj7b3mvWbbz8OX8LR305eC+w/u6cc9jnHewEI19ni3YPavXTSFyCprVvcHfxuT3toTqjWP2x8dbSTdlMx1vM2ijN0Vz01Ji6nAoIpbCZO4gDzmiJXq5Sz19H0lq6X9G7AIp7RBnufx1tSC4nUX052SEHCNOPrsREyR4h3eO1XLFtt0hIoXIehQ3CvY2iolYj/Od1dwaRdILTmgqh6jSJ3C5MMFKOF/aT1MZHG9TCWdrx3olyADMlkCz4LTcKyhv3hcerJXr1oIKw2EFM0wZf2kt/OWfhwcPOtoPlcuniUUUeCNSLzxaCdpVELdABScN7osV+vk7OFfhfkqRdQ/5Gk7uwqrBhR5ZB0MmjKWioTrUatgiVaTfeQvYTErXillDKLjHLYYAGGFRO+qVGRZSVtOaK4dmR9wm/ArcI/jcy/D6A/jgcVkzKqOFFkogZhEKnl6XmjAhIktH91h57weBO3dq0IraR2PkSfFakZ964h9GciW01+YK2u6E7U44S1CfCnzgEd9z76HiyeSNZSqm3pE7sSDBfgiuC3b/Z4JedsjqEe7sIfkyW5RnmvbE3uYo60dm+1lmx4cNM6flqplYFMiUMqJCjNECvmNnaeEhsFou2Gy3Vi8nlH3khKQ6MnNVJcWMerW1rqbxo1bXoE8WbB58MIyAkvUwwnMDMUeC1FRVKEG+FBdEJKZI0zQ4gS53lvUVE/4FYet/DJyBQ03/CJef/9KJuWfNeyR/JIaz8+cCgE4Hmb/R0fSr5s/JBZsghMCiqUATqlY1rakDlJrSY/CGUF7GEDioE77AbRRc508ezjkWmf7piwM5v5ik98k2M5cdHGLP1n2gWh8aE+bN5n3/nCNGmf1H7Wm6x2Z6Fi6oN88Y9/0RHfr437J3HznSw6FYjnVwJkjK0J+5VWNGhGZ3OhzzIduxpTfbOeXvQ2vBYYXDSebWG88axqVatG7niH1HcObTzBajZBXwiowUc6LWiuDFYE+zEbWu68iaaeqKe/fv07YdfR8JruRUZ6XvW4s38Wavr+qFuSNU2e62Bd8941wwmN0yHqtjsN//+TyA5cTX3izuTtSUZwenC+HeynG+cjjD+GG1gLMTYbkWJGCCRQcp2r2cg1UtfO6usqos576SeSXNqR+vnQj/jV9w/Cu/ZPERm0cQu8qg8u8op78SCCtB30m4BwvkoVBrj+QtPL2CVYn61wybCIu76EqQtUNDA36HaiyWEANfc6crhAyVkqMSEFIrpCioF+iwNMGdErJweubwjSPF3gI/k0IEObESuO2lEpyjqjLf+BnHr/26IdxpWRuWATTtPSfCrkv020BzT5A6ETvl7XcTux288qpy4h30oClCsGTk+E5G1sL2maMKjthn+j6zuif4pZ3PJlK5BF0pT98LaZcNHjr16FaQUEOISBfQS0Eft+gDD80OOTtHnzwq+/CGeD1+7GOi71PZRyVA9dAyWPiODvRNjcfElMhaMjGWC5wUiO3oWS5WdH3L1dUVq9WKvvSiCn6kJSlZJoO54cwNEFMid2pIoAmqkPDeoI+9h+DNrTZk2mxL0O1yaRUMEaEK3oS1YNVGnRO8eOqqtoDVF2g/GRyxToF9E0+fTepsdvcYu05Bg8MVc4I1CRYzUWPPEjEIDexFyTtx1E01g0xNhOAYUAaG+3uhMDadPXuSAgZ3wXjkplIwCQczPjgIEx8H6OEna5/FM6Y2BA4OhPgYc5xOmH/UG18czuvB2739ZszWwuH6Gv+apIxDBOCZ7Ll3v3nPxnHJzHQoe0gF0xjmjx2Iiux5ICnUfOrTobn/4J4fGXdSBNe988YNdvPjXBQ5vLNhACTQkr8dKmIfafuIpoQPnjZu2XW9MdlQlQhmG2PWjPOBoErSzHa3LaZlK3fcxp4M9DkRkvldrXqh0sdI33fkZAVfTtdnOGdmVOfnPtFp3ubpwEbKC1COsyw3EaF2yrIW7i0dD9aWHqhiOO2na+H8zNEsxfLwe9DWtFDB7rNYwt21ZSUMqYmHwsD9pePf+pbjr/0ivPJmRf8s0V06lqtEjg4WUH0eJDtcreiuQ1IHW2d+/axmrj8J0AtcgNzdoCuBswCpKab+OMYB5OhxK2eIhLWBOjXB0bWZGM0KIzvD+Vk6x2oByzpDb3UUlt7cKfpBhnVFrh3pIrP+YqB/v+X+ffjm14Q/+N5QqbIgTyaL6h+qzdZO6LbKndcssC/2jicXQljAGy9V1D9sSW1B0DtXQuPZ/UCJj2F7ZdULkUSdM8tXAyw6dFkjlztcVHIPKTu6Tkk96Mbh/QXaCnmbqO8t6RDilVI96mz+Ftdw5wHOr5DaFD5l2s1Gz20PxpRGCOA9K+awX0YLOAakxSCYUrR5IVRSagEEvBdCVbHd7ei2W3wI9F1f9qABeFUle62qSoGhUnyvqgIuOHa7FpkpXEPBMM1KFqHtogntWRFnQZB9n8Apmqw6oWaIvWFWuJKeGHMkdp9iNsHAiCfCPfMGH1K24aBOJGm6dtA65pjjswt1etaxfjhv6SlDJkIIjiqIoVsVglGFqdKe1Va3uzvnp/vJpG3MEeTkyDOPtRtxAp8Rjw4vCCbxk7YBDhNmGtoRQn2jHeM+w/nsa8YD89LbLzkIKptuMGq5TH56UXMuDGbAwYhRLji88ZRPNTs0DUNmUsThYryp38vstInYyP50HARQ7t/hsM122ixG4dg583spUzGj+bPnOpOTUhsgG0DQUCcAIGkmdrkw7Yj3xY/pTOvLycyX3juUirY1bIuz0xNy0bxWqyXbXYtD2O1auq5jsWhIKbPdbqlLsFPfR2JO5N5qIUzYHnrzfY1DNoHNOzPje6zIjRfhbCE8PBEenjrO10JUy8I4P3WcnTqqhV1LJ+hOib3Nax3gbA3rhSBtHlE057pV44V/7eeEv/onhVfvB1bnDe9928yypy978pnH36vwktGug84IPVmtUEKrBhBwDbRWwCY/dXBX4MQhJ2v0+hy5fmRRYVsD6MlbB03EVHtHasXS/h5W7GJme+FxGc7uC8sTocqZ/FSJu8z5Gt64Jyxr0PeA2BFeD2x/o0MeOrbfd5xuMg/vK91O+PBxiXnLlooZM0S1YMI7NdR3Feci2mVSFNqsPOkiyy/Bl95YEa53hFOQlxZUvma33dG/leiulUaVsIDF0lPd93CyQAOw2yA9aG+WmrizjA3nE2Eh5DbRX2XwkerVhu3vbKkfN/hnhsFAuEbPV3C6mOsD4y6d0y4Z6h6wv1/39pNOae9ACWw1Jls3i4Jfo4TQ4J3DO09VN4gzfhacG4vu+TzRCkMjBM0GJpdSwRkocNzBiyEUYoGI4hxp1yGIBTBWHu9L+n5SPCbIt21fKh9a9pyVFB/Kg390+7G5yZwWjZbUwaxyRGEZyNlebPZMENhDqRs0tQNrQLlsbCME6ZzwaiL2raEWMkUhgxYJ33I8+74rfZgHKxU/pEwuio+M2v+MtfO9Z39GwYojbsHHuWjYaHKElg8M7YD5f1QdnxtZHuN7nyw/Ovs3Xgf7nw7mTWCGHHjAVJ/Lc+cCbNFDDswFQ4rWzTu/mMw4Cs03tP65LWMulpSddvCwuSCwJxg4sbKrJQ4gJUtnck5o6opt1yPOtMJFUxl0cG+EUsQRgrN8fdGS8uSpKk+flb7trIgRwmKxJOXMyXoFInRdy2KxwJfqoSKWM51THD1Po9AzTPMoQM3mXRlhdF0JcgsO7q+EV08dL51ZfEBfcrfPzoSTteDrMgM95E5I2ca8qoWH57BslLad1s4wX0HgX/iC59/4E/CwFpYvLeGy4+KR4+GfXrL4Ukd70SNPW6iXSLuBXhFn0eX02fD5I5Yqd61oiOjTCvfzCndOoMnohw08VePCWcydgKK9opUn72yS0g4Wa4P7Pz2vWNx1VGcZedaT3lbyec3u+y11rdy743BdQn+k5EeJ5jTQnTtck+juOq4+yDRncGcNRHh8aWCBEZNhclZeORde/5yjWijpMqMLRXuHF8fTJ9C9F7nzlQVyr8P1Usa+QLY72LqCvZ9ZBmVxR5CgpOVr6PUjpDVLQ+ogdtC1DpyyOPVIgP4qc/3E43thsc74ry/Q2pM3LdI6pN6CWyMuHrEITrEAwXuqEEpm2cSbDml5VgPLMuwVY/Q5Z9brJU6k+PdrY8xifn+rhjvUMbHA25gym2hwxSKOULIGrJquo+16XMlwCE5GOmb0xCOiLJrahO7iIhAFFyzzQEua5BgMnCxermk8XoS6/sRjBvapy1wTPJb2NPptB//mcILOzpgLDYeReYM/HzgkmyPZHt0U07Oury65uGjsWFbaXZwqsVHSpdAR9W7OSA4eXxjZjOgeYb56uIjkxYj8P59tZvAfGPNg3Zlr7XNB8caV++2QOT2vHfrI9wNZ5wyvaH1Mpv0bmvGsz8PamZ7DqJGaxbC4tQ73AKXK4NxAoIcLoPheD9eO7vfruWtGb5u9YV/NLQyHs3nTYjD/SrCa7SlbfnbMppGQYdHUrJ1V8gNL/4tpEBw84ixlMPYRdYYHH/vIdmvpXXUd2O56UkwslyvamPChYrtrqatAipEsxfTcmOsg65DhYATVKrNNwcTjGtBpDXon1EUQAGFVwSsnjs/f97x6z7FcQpsdSWB5IixWIHWZgyQQtaQiwp218vrLSlMru4LGl0uwYuOFf+lLjn/vl4WzNqO+ojlT2h/CK3/pHo/P/iyXj9+j+oNf5UR71K8R8bDrobLANo2QtyC90NZfolt8mdxucKsPWPlHhDqbVBM9XFTkvAOnSOPwp3atqzzd0wiibC4N2dH5RO0zegXuVQ87iI+h93B1rTiveFXS+4lelHQJ7lnP2c9XyLnivlRxvfHmr34SOQnA0jwU2wSdKq81cPdEaFzm8hG4kAjRsdsaqt/FdeL6+4G7X6zgMpMvAzQr3EuRUFlZ4ubEkAbXZw2+6hDnyf4O+t6PYFdKT3dC7CFGpW481dLSDLvrwJPHiWa3g5MluwTVn/Dow8qqJGpCZAtyNq78+Xof+IkvAaxza/Vcip/TiaF+QB8TdU7E2BP7gPMexECI+n6qsqmqiHPmViqpgc6B9/VYFjwlhaREtLjcjFK54A1Bsgi83jm6rsN5YblsSNEKh1l9BAN/i0UIBqjrRCyVFtfrBVXlLR7uEHr/lvZjWQb2EeWG3xPC23BoZNRzm+nepRMhHmFcZcZaZZLaZofGT3MiAdD1kR+89Q5t24FIiX4OtF07XusdlpoxD4abHEzs6ViHmujNiSja7QxsSOeT8MetHRHKZnMwtLkUfqztMeU9vqWIZgaj7DGBc/j7BmM+akq+ifc/juGgz0Nq4H4vh6DSm9aESbK9KUweCh4665/Mzj38fXQcHyElTb2cn1iEoQPrwY0mFtxkFjNPFkVy0cwRC2CSofqaIN7yyVWt6IoPnq7UHXCYz7KuKmOcwSqnWQ34aOBFYsGCOSXq1aL4X61gmChj/Y2ui8WqNCEO7iE1HghulYPGw6IgDd5dCF+45/nyq547d4V6LfRJ6TKEBVRLoBbUgWQrVasKy1p59Q68/JLiNyYglLIJoPBnv+j4m/+dwJe/WrH9bubsKwu2v79h9dU1oY78/sXP8fTqz/BKlXj44d9FX+0R10OnFr2YnYHobAFZ8OyN/wn9ybd49vQJz569h/7D7/DwwT/h9TfeYrHo0C6QsyNLxksmR09+Jkh2XL0N6h1tn8lPlLpxuJWiQZBOSTvh8ik8ukhsn8GdteCT0j9VkkDOgo8Z/7RD7jesnmW6lwNdVfHOb1+zWmVe+pKHs8D7v93jgF1SpMtsLx0xClIp9Vq5vs54X9HulGcXntf7iD6D/lHD4is16GOqu47FfYWNsHwFKt/jtoosa3z3mLjpjN4rpPJ+nVfCMuOCJ++E7jry5EMT9vL7mQ+/m3DbHXevPf6LAc4dVJHJOXZgRStLyJh7nJ2j3KxeM2x7oa5qC+LDMmmSFjezYuA+Tui7RM4J5xxVCKNwIIAvlQZRJacOfFOyBJS+pPL6kv6eU7LYt6pCBXxM7LYdm7QDhVB52r6noqJx3urV6IDOCXnTsWwcq+WiWMGTCR8v0F68UNFMEp/p+vv2SBEE22FzQjf+rfuCxB6uQDlvqPu891JmGqAePHLedm3Ht//wLT589HQEZ1ivz9ht29Hk6L2M0dDDvW8kgc0/zn7f0ODmlo3CMCYTz6fX/qhSC+uDFJW9jTZrh+bcudlr/v0wp3u3GHn18ZoD++0A8bF0Kg+SKNMr0umSSV6bL10O3u3cFH3jDN3/au+KmRDBtGYO+3HMInB81czX/YFYc2Tu57E7Qy/nYs7eM7WgPir0sQecuUs00XaRlCyOIKsVQcnRShRLMNS7XIhijBFDuUmsljU+BDRZPvauj0XD6YklGGu9Ws3ccw6y0vV9MYOmguhWxj0T9sdxHwhmwVkaYcF14cHK8cZdx90Tob4jyBk0Uag6kID5l2tD+EMGBU556STz8NVMvcrkrR1PCWI2FMO/+i14/SuO5bdqqm8K/NoV4Tzg+x16/iqvf+5P8eFv/iOenH6Tf/wscvZWxefv/hZn8ghELd27DWinaDb/+3XXstlu6Xphu/0cH374gO/84QU//crv8Xn9IaRrKz29cVy+45DokA+EZ+87mlMlZmGzVfwWNpfCg3Nozh0xKv/0h8L33ldW4nh9B55MrGFZ2RyEHhaPFf1upK4cj7/T0qonnAqvfNmzehPyInP9vuPZtw2euM+ZKxzSCddRWV95NltlQbA0ygdr+qfXxA+gu+hZvPUY3Wzx1DR3O7IkwpngzmvkcTbcg0dP0BRRZxgHSRxZHD6oFUvK0O2gbR39NpNPlzz7wPH4g8iddxacLgPy/gb3Wka++gDVNFkcj+yRWCDY9/ZioUdz2G5QyxTIkaCWFtvUtVnqcka8Y7fbslyuCD7QZjPTt9stLpjVwDlH17b4YIJ3XXA1xBmQUtbMog4Gzy1lveeEClRNjQKh9sTekFmd88SuxzeCDxZvoFCK+SlVsLLi211LcMJyUeH9iymnH9tNcCOqH90TFEBnOfvs+W60aCsyI1iDCWFPsxoIhYxq5/Qdk5I2x8hXVWLMvPPuY95//zE5ZxbLJa+9CtvdbkxPEinRwUNZ1H0Fb/p75AWy93vsxFFF1LILhqj7T6v90aQWYkE3H6MNFpM9d9BMQx7mXpTJuv4x5KgXite4Ib3p9M6f+6w5Ux0Y0hRLMsgbh77J2y0J+9356J5Pi/KYILB/xhFBdRzBwXV7LgcFcfQZxFclUFRAha7rIQSaqkKAKjjLacYyBATTbEIIY+niZd2Qc48XoU2JmA19LaZE3/d43+ArZ35Qiq/UmZtit9sRU2LAZJvN9oE1d3/zqVrQ4LqSEkhoFfrunjhCA7ICToEIbmMEnwZYylgZKlv6PvfXmcUqowUhLmkJnEvKl+7C51cOfr9HNONbJX6gpG1Prir4whc5OXudN97c8l/+3XfYbr+Bf5R5cPYV/vwXfo2fWv4WTjN6bUV3cjyn6zuebd9jt23pu46UIjnD9dWKf/ztb/LML/ma/1vEzSWXP4If/qGQlg63y2QVVmQDfeo8nWSu+kzaBM4eVnQh8w/ebXn/qfL6qefnPl/RPYv4oNQvg39Y4RYC73Skf9QTXvN8+auOKio5KNUS5FpxMXHv5ZpH73ve/aHSukgXhAjEJ7Dy8DQ6Wl3yM99a89rnYftWz9WPItoH/K9nTr+xhD6iHeSdo/0O9CeZ5lRwSZHYEV6pINZo7K0AUjQLiG8Szpt/vF547t5X/Fq42CmcL8jO0+8y7skp+XpLqDsohX9u7JWRTx3ZS2Vp6EiEDFSoa1tCMOvYbrul73uauiZUgaVvaFsrHtfUDTFF4y/eT4IzUFVVSWvPVN7iBJImQxoUywyQZFgG4gQtMMSCFMAvoapC6XsmeNOidruWnDN1sURknWruZLXicprTrbTosP3k4egjdZyIZmY26Xu8XEZNsNSmmdNcZqeVnGlGajsQgcPzhtgCilCy2bZsNtd0Xc+du3e4c+eeld8t55ggYC6G26do0O5k1Pano4ednUYvo/ng4zHNj9vmtQk+y/aizzsWO7B3n4MPQyrPbRr3jftOR2582ns/w2Lbk/VvXnf83kd6URbsUTmQYXXL+P4P5MqjPd9jbVOgCgeJth/Z5paGfeHrYDQHEZ11VRF8sFQrhZgibdcXTABPUisi1MeiIfmKGDO7bctq1Zg2PxBflYKglnAitF1nfs7e4nb6fkNIgeXCyr+2fcd6saDtWkKoELHnxTRV0AQKVr6OxHFAgxvmxgHLYEWGFgHOF8J6KbgaY/xNOWkwqDVAPb0ZzTrGHQzCQYpCjEoXISB86Ux4+q7yn/whfP5cqWLmKsPJCn7p31mQ08+RsvLw4ee5d/9lfve3/t9U8iEp/yJ/5/t/BX14whfl14nXmdwJuy98gw+15urqfbrWEXvLIU+lqqgC35efgfjXWX/7f8f22kzETx4p201PG4T7rbDQci1KygI7x3YjuFPHB5eOJ9tI7ZQfPc5UrqKulIVLPH0v8ezdxKqFVRPYfEdZnSVe/kImOqV/Twi1I5woQRNf+rM1j34t8Pu/l9imTMywyZneR05Xnm9+Y82f+jNC9fgJj38Aj34EsY3ElxasqOE68vh3Kp5eZrZbByx4+STzaqOkJDz7jmOzifQo18ky9FOqCGJ4CXjYpR6thZiE/9/vOt55LLz9fuIrryTOG6gWnlf6hIQJ7fQQ9pw9RdN2hg4aCdPeMNeXReY7FyzGgCkTzirRmrus7yNt21EFT9MsUDUe4xwMuNBDfJqVAS8KoxMq/JjR06Vo9Q6Cx3tP10fabTfShSoEY4fO0fUJkLL/zKUlpVRnUqshcnKyIqVM+4KW5J8QZ2D256Apjdxf9zXv2QVzqf9WSnlgLdizSIx/ziwQ5RxVpW07drsd6/WKtt3Rd/14vwFJK+d4g8ge065uaFuHTGO2qD6rNvThs0otnD34o0c5m8RJOGJ/rTB8Pw/vu/n99Njj7PCmKFCY6IwzzhEIB619uN3NyIPZeQf3ngMH3T4HMnQYZEIEn6+rearffOVMKZMHv7kxfbPHTYRuWP+M59rAjz5j1lJMpbuOlHtDSMuZqqoIVaDtUyl7XeqoDxDCGOMHwxrI0ZnP1CuijpQdfezoO4NprbwzC0FngnkIFbRb+hQt4IqMYFkF4yB02tPTXBzHe2i8BWMtKuGkEZoFSIEbnuRzAa9QATUmHCQjpHWwtZJiAbHrYNfBtodXV4EqJf6TP4Dffiz8hZcz/8afEWQLr/5CjXee6/AFYmxRhG9+40/zu7/5H7HRB/g+semEf3j5F2l/9JTw4Vu4uw3pF36eZ5fvsd05+raiawN9l2g7q/HQlnLkj90dfiHdp0of8uhZz9OrRM6eRM+TXrmThV0XiKkFpzzdRT63FV67q1Rngc3TyPeeJf7Dv5dYVvBm7Vg2UHvllaXn3sJSOd944Kkq5XvfyTx6KrTXyuffFBZLm5d7Tcsv/YsVcnfFb/6+4DrhtfOWN77keO2NwMv3d9SXO558b8d7bytXlw6RzC5mdjGxWDounmbefl/pHCxXHQ98hW6F7VPHZiv84R9mPujgaRTLoPCJWoWlE2qvPHgAd1/NvP1Yee8DzzvXibz1nNSBD52DXom1kt6c6KLONtAYnyYyBu5NCsiBAF9M+XVdUzc1PljJ4qoKLJYLFk2DDw5ROD9dId4Ro5UZpqQWWiVOV+CL7b59TDjJlkkwCLuqI8Jh30fWi4bsPNebHbu2Y7laWNVQMURDzVrSGm3f7u9rGfncoq6IKe2VUH5e+7G4yb7/fs7xB1S5WaaAzK6ZafHTzea8fYghMOvCWAR5dvo8WGoIIJzOsc8p5fHH0ND6iZSLSWzjUhgECp2AKlCxFyW3Q8rOJqPcdzrrsxIL3Mc02/9k7flBgeWUvcHfCCScMa6jsM7sb9AX6NLen6N2rvvHytKYnT5Pgd0nBvs3Hvp/87tpqAVjUCdNZBjrsfVzm+x7M1NiOn9/s+/fcbCaDzhxQxmPQxH1thntY09MPagb94qUUsJSTJvOCSJK1/ZUtaUA1lWFoMQ+sdtFQ2NzIGSrQxAqDBdXWS4ag1t9+ow+KbuuZbkMLBcLmKetFtCirrNSymaVk2l+OKQ5NkJFrMiQF5ZBWHghhOIGyCCF6ZNBPZamN5hQBjhYL+TOiuBkPC6cUt9tuJPhvnds28wPLxKvvg7/7r/r+fI3lc27yoKaD947Q35uSYpXdF2gbtZ8+Wf/a/zGP/lHxfSf2bkVP6x+hnDxFvXPfg3Rjqvr9+l2Fd2uot0F2g1srre0109JF++R+hbZvMO7+oRNFvLWUjY1etRHUoSNKjEKXWrY5MgHT+CNZ4FXHyirc+Ey7QiovQknPAaWneNL58IyZHrNnCw9zzaJt57Cu9fwYSesVFlcw+6po0KhdtzRHX/u5xJ/8ls1um5oTioaUTbvdlx8u+Odt5UnHwaeJjOBezKXl5mLDzPLzytJE5udkCqQPkElaA48fcvjteLkYeTb3+1566mjSxWgrOrMnaD81N2Khw8hh45nTyCnnpPK0ywdcQf5Qnm087Ba0S/mhSR0dAHc2FwHe2lvjwxu5UI4BoFSkOICcLhSzliK1SAEc6mlgogrKP1QdIsJq6KPCR8soyFnywDwGIZHH81ClzdbRKzGjhchah5dELtdZ0iFVSDnWPBzHAMoRuWDLe2SRdd8enDEUxuMMXNmbgRpTqVHEX88bof2gwcn/+CMSKuJBdPmn4juaFnmUCCYHmvFUzq62O/5qocqansnu8F0NJlptQg3AzEy5eKjKsX98WspGcGu6vqjTz4mPen+V2NBqPmmHIS5/Uue3waCPjPLj79nksCgFMrwhLmmqYOZcLolFGyAIftlXKc6Wb84eNiBoLSPfXBTINjfMzfHK8xiovdM+3shuEcunM49FHjnszROT6YIzrHsSdOanDciN6Qd+pzpux6XEi4Ew00XiNmqpKFKjD3Om8mzVws+rNcrmtqT1LSskDNVsNK13nmqUHO5uQa1bALDGSgEtGCFDG6BQSwz4iojTpQWK4Uhjwu4gtWfxSL5WyCLWQKc2t/KWN3PVzXNWmi9J6ry5s//Rb76rb9IqGurrYBZP/4HKeNd5mSdEEnUb1iawTr3PHMbtpfvc/FUePr4CjjhztlDgq9wwZDqXvrTv8jn//JP84/793n05H3SJtBuA7uNZ3ctLKuaP/mz9/jc3fv4rrGRpS9SuV+kd4KPSuoSfVKQiEctDiEJMQttylxvlZfvKWEV+WuvO37hXzJwqIxSCaxQvMucVokliiPTx0QXYZEzq074fFbOK1jVmWU2eOe89nTnmeAydVIWK0FjT3+RuLiuuKo98bUt9X244xOSI5UI67pC1jXcyyx+LvHSg0jUSKiV6m4knwjUa1Ld8doXlO2iRR719OrpYuZslXlQw2v3HfW9HZutsLgbeOPNRLdTHmrH3Sj8buj5e3nLyR8+5Ofq1cgbxn0gw84xV1NKedqYg0I4uqLLTlFbWwP/mVzVxnOc85MrLUacOKtIiGUFaM6kbDExvrjPFEqaoha3gT2oaw3SO+fM1fUGUHyoqKqKtu2Is4yAPkaqyioSDlDHJoYrOSaSMzTeXdthdT8+VdChkawWimKdmUeP72Xa6Yz4DMRP9u+2z8iLNKeDBqlzmj9eNNR7nmclzHRBVM3sEnsLrhiYu9H+uS253LI8Q9wMkpbp1+3TsX/CHzdRYcyf/egzy2/ZOzTw7MFkizCZ72fC1v49PnoWR6Y6Y36zlcm0Dpg2/B5LPBRC9y1Xe1r5eHiwes1SaQ+EkWP9HNqRGbrRBsI0BOLum8mHk468D9m3uBy9bhoGYKlNNvaM8xYxrUNEp1pMQddHJCvr1YKYLODJh2DpgqrmG5UMKqUmgbkE6jrgPdTeE6NF0LdtR1NHczcsG8hWYKxt+4KRX5Nyb30ecCCYZR6paV2PLjL/r199Yin5u4rsXsM7E2SqVvinfyhUb0FVK1KVfZ0F8SALwTUCGfxOEFaoeKMRnfKd39zwn//O/90gYQtanOV1WzaSxR2Zv9g5eO0b97j3csej9z7kre9e8/YPn/L40TN222s+dz9Dc8XTeMX3+0uePkv84PSCx+9f47aevPVcPFEeriq+9vmHLN2HPLu0gDWzYlY4KqNNAVxt2qJzYtgOpY+1CAsR7nnzI3fe8cYrwptfpxQx0mkfjotCRpjlOfjaSMdn341Hy7FUvnQoD3E83FtpN3dCFuXVvyy8Mi6+Amct8ODLghbf+rd+Gb4xbk5D2SNbVU1Sy3lSHiSh3UXa6xa9usJtehZxx0+ljkW6y+9/JyL84d6+uKl4zPbIsG90nyoMwn8ueAE5K+pKRH9WJGYL+FOL93BiEf4gpXKuo6oDFA0/ZS1WBAue9c4VAcGETUQMPRDQnKkru3ZIlb+6bmmahuAdOffFMm4ZQIPA7MSRk+KCsN3u9hWXj2g/pjAw9+PpzXi5Y8xRp8I0o3bIRKQOUeVgoEeHQYMyEUjBTH5pIhwzfWgsbZxK+lQx+pDz7Fkjv5e56rHXtxuq3eFwbwz/080m+KNKLRz2y204ArdN01zzhknAsw+MApqdLLyI2LFP1fb7cPjXdMmwxW+55bHPMyIymAkPBd15tcJJ2SgCxcE8uaM923/mXPA6tEIdF8qmmRcso6VIWOM8jULTjDCaeyMTo2URiCjNYkHsW2JMVMuA5sz1piUr1CIWsexcKUBk0dM5Zbz3iMvkLhGZ4nMcRky7aNHSTd2wWCzMOucgIyybBrDyyNJFmqraq/Q2GAuHN2eMcs0HFxThwAFLJM6sdpv5/Nn70Zynfb43txk0lXlS4IPJPTSzMU+MgZlwqfwL8YJv/Mw1b//Blh+9teHRhz3vvrPh+nrHP9kTQeHBzwtv/qlA/27CbzwX7zre/r5V+fs/ue+XDCktKdblLYm9SlcsVTI7dvhTeUfTeBZNGElZTJnByWLv2ubTCeNzBiOYlHocghVRcqXzE4x7Ob+4Wl1RnhiYWfnODK0FcMeV+5XnuSK0jd+VKrLCoIjZQ125j/My699A6+d0SMdnOXmXD7Mc7N1ZG2807IFp+6jOjjEJRU4GtzEFsXMQKLLBJpe1nYu2X1V+VBiGVMHsjNGnlHGlYmGMEe+EUFcIQopWAKlylcWN9L1BD4eh+J634N7iEhCEJBEJAUplQ1fiFVC19HnNTIn+z28fA2dA936Xo/vaPsw27njhTYZeZvzQnzw/ayaLHunMRHC9E1JZrFqijud9tSpRaexRLqU8DX9db9wXmZ56jLk9L5jthmDzKbU/qtTCoX0cCOa99LC9y4p5fjRh6/hezWqge3M6ChSDor63yOZPssN5+HpYV/Mv2VcW9q1KWFQuA/GRG4ugGBEOejj7chYrcExwmgsLN9rs+HFaJmOfb4jc4yTP5nR230HTGYLwBEVGsBMDPjH+I+bX7BOxT1xvttR1bZqNKlL8PIIjkwuqmhEy791UsTCb+dSLBVdVleW/X11esV4vLfpdlS6mCYM9R2TI+RvHPL2LYT6lME1RKWnCZcxatDjN+4tES0xQgYgdiu7sv8VJADFhhFFYzdnWn86uA/AL5W19n7f+s3fYvQvXTx2XTyeFY06PqjNBP7fjH/+Da/jRinxdWyniojwYoxvunxmAZObzMK2bAjJT0rJuxJyUzg/AThMDzaMiNWiTg8A1MK+Bvtjf+4qfobnOXLXDzsn7z56M7dP6GwYxCWSDoDQIOdP6Htx0AxMexjsi9sn8GvveDUxenNH3IaBmXAJz/jKTBgZ5cT7RZZRTarRYgGlKZb1lREJZ8yY0m1BgTH0QUCjXm3AlpASaMy4I3oUiKJmAId6RO8sSGKdWM+I8MVHcdg7E0Xc9KWU6DMfDAV00K0PlPS5A7A3oK37yAYRz8lnatCIYpaDRpDxtxMl0KaN7YB69Of6eEWpbKzrRuOE8Hd+V5WmOGz7PBJNJckzFdzN0J2VIg+Q4V/GGh6ot4+H5Y2njw2k4GMdn2T5lWeMjHl42ic47ojeWxuz0G1/NGS8wqxJ5YIKfna+i5uvdWzGyd9Ie49WpWxP5GvokN97bXOjIhz0e1vXhffTmu5hIdfn9MV7WXL45Op3D4j8ikB/w/Zt9KkxNdQrMVQx5cLlYEPvOTPmlqIlgFqhnV9ej4BxjogoVXowYBm9pUdH1bLaWjx1jJKYeL7Vph6Fit93SpYjzDbtdS11n1rImZWWz2ZCSslwuuby6out7mnoxdX4kxvNZnQY5F/xFBpI0acIic4YnMwZXrp0JSfN2DLXN7pEnrdTBna8L3/mdJ2x/r8b3zf+fuf8KtjTL8vuw3977M+ec6296UyazfFV7g57GYDCDwQyAGWAAECNCJChSBCARpCIUAl8UoXe960F6YUh6EBUSA3hgABHEIEgQgzGYaTfte7q6fGWlz5vX32M+s/fWw9rmOyezpqubJnQqsu6953znM9us9V//5fAutzobskN65Bm/1rP3VkPz/gjVGkTh52OW+qQM3ouKZUn5+qwQU0xFODbglqDUfaixEkDigG0B0vPktZKVv/NuaXyXh94vAYDVuZDvx7Xpl76/ZG2tjvFg70eG9WnAeSCl8zmXwN3HAAEf9v/T7kENw9MHMk1JoSLnXMoo0FqhjTQiKkNJ7iq04e6aBq2NuJYcoVR3D0jGgLiYNEqHODrnBSCETrpKKep6xGy2oO+lpkTTdKGssdTy6PsepQrJ+jFGwEbXSXMxp1BWKi0m2fkJXj93b4LVd/MAPrngEgswmJ8sjpb90XFjDoX4k77PqIkHwV8qUlDi2ysKE+hEQWdKaRxSRKTwQklGhByvG+sK5CcKN7wq0J8ANKs9FD7Z4P+8rzgc/3OnFhpjlhH0gBGKv/gAqKKFuaocnwYMYsGhaJE/ocBTFOeqYPBLx8stDVfk4JOBIFUhyCx/nGMFoqWRvj2kNPzyeeST/IQJjAwQ67IQXF4lT7yi8iAED64IQTUAAk87x3DM1OBdye6RTZItT/mC1oq2abABVy/aDuU9znYsGielg6sSZ3uUMtF8TXVC2r7H9o52sWC0uQZG2rdG67uqR+jCSdEfDGVZUNUjUVReURYV07Mj8NA0HfPFnKbpJCBLP1kk9qnKKcmdNBOi9EMENl6qE0a5JH0PgsJyee7jrGYltwJlV8DA2lVNVy+YfadAzUsc0aKWNR3Xjq48a6/3nD7smb8rrYmVsk+6kCJdPgAFTxwz2FOrSjLmsee/Sfe6yhr8tCBoHwFEfA41ULBhbLR+uqIeumx1uAe5rRVp8MQijgLk6c83PE7FzwfgP9/dkyBBpXFbdTs/cSjDOffeYZ1FeylC5EL1wt4aTCeBs07pUFQolhWOjEVO+7PWo7WsO6M1ZgBylYIOKYmsQnCjVxpjjAQO+h6PdEx0LnweGC6Fx+GS7lO9SwyJ9BmRInuf5PUzaZOnCuK4CQcKfZjeFaVr8kMNBtx7liZmGRAMhPPw2jkCEK014/FYIjPxIYJYcjb7vmMymTCZjHHO066vMZ/NONrfxymhJJPqSQs9/O2BVb+/ikInF6xcHhu5N6We9un/NK/Uhvl/ttfTeJCI0CPS80vN3+NvLiOF8C2yshsoXJ+QoMcrh/JCRWeWSK7hQtlaazu8B2s7XIil8E6icuM/7114z4LrGVeayhipO+8d3klOsHUFa2sTzs7OohTNzxjnf+mp5PcBbMTzFBmXhmpZ1AyPHYqoXLTrye9+zImD5R/vZQiPBsc85XvOOenMFnquF7qgbVvW1tco2p7+1ElRItcl2lrcbhIsOF90zGYL2qahbus05r21KFXQdj3aFJjCMW8WoDRd11KVJdYVtF3H6WzKaDwJ+7bH2W4AxOSlg1aJDcYibZ8t4OxTxz+Z0RSFdVS2sahR+peGKFrKA7UymLdY9lWPYP1Vz/0/6VCzGsjUuvceomIvPOuvexbHPbN3Cnyf3RUkCzWMq83zGN+HoXIFyzJAiM8zBMGJNRiM4fC4VWCweuzq7zGTavW8H9cvIn5nuOaS2yUN5+p9D8+xbDos6Xy/PB54v7T/5OurbJkckc4a0lkHd7tk4AwZSucsSpXpWQXEunRdE+a5KExwIYmVHyoOEdlpU5ggUsR9pp0Vfag1fWgFjhf3VNtDWRq0UaBiSqFLsQtaiRo0WlFVhRTlUnEP6NDzoCW2OHbFJ0MD/wPqDCz/G4qfZVE0hF4D0TfQ7eqJ7wxfeUPIIshIsCwKLl+5itFF6iHtvbSWBLGcy1BO1XvPyckx77//vrAHxiydf2n9qfBL9G/FI/3wSVV67vz3/7+lHQ432s/wnQTS8pd2draZTMZYZ2WRxZP6DN4kFYzlDRWsKWlI48NGzII4KmvCpnFu4G9Lx9i8yYjWWbxe+OltsggFMLjldeojBR42DR7t86pTBjDw2s1tDo5GPDqYSepQZJfIoFSur9P9pUI4KzTjn+VC+jNBwyd+DXZNXJtBoQWTjuEcMgTX4eqLRUvTiR+06yyiDEU4iRtA/K+9c1gL2sD0bBYqCvbMFwvKqkKZgnkof9q0LQoB6818AV4CE0/PpqA1fe9o2o5F09C1Dd7DbD7HOY/RBd4FUJfm33P7zj2KwizR6TqyfkhQWpQBCkI0dww8G1Dw8e84oUTWJJAeDGIIVAb+SQGFtb39KcPjD85w+1UqHiPLPQQpOocysP6qo5n1LN4pQwVEWZvyW44VGAIQeXadWJzh5yq4aBJ4xmdGLRpQSqcytsM94H22VCObMpRZiaHNFtiSUo2MWWJEBwBjlcF4GlhYzhj6OCAQ52R1PFj5PYOerOQD0ArDk+9zoHpWZHcKZo5AKe6hcL3IThmtU5Bg3ztxYXjx8xtjUlzGMH4lDrHD460TekQpQBpyKQDr6HtLUZgAouUZLJ6qLOmdRSlPXUmRIusczikkKVRjrcd7AeqSHiwxO6YwaOPpbf+Jy+P/zGBg6HuJv6RN4n2ScD4e612OGRgAgDy7ceV9HBgYIluWvqON4erV6xhThAI8OYUGhKYZ9i/Y2t6hHo2xtg+KZbhIBqd+yj0s05LkTTNENem6TyLtT/Ya+i79YNH7/Lf3nDu3zeuvv8qF87s0i1kSmllRuSRE8S5Yv9lKds4O/s7K1IXGGc65EGchSqHrWv5v/5f/M+NRza333grKe6iQgYS2/eD+owIeuoJCgFLaeH55HJcUnA86LQtQGd94fKYLkyD3+RxpzUSBSgiaS8LVZasnxNwqBdsTT11UbFx8hbX1HQmsC0rR+QVtpwYKJtyPGvyNWon8Dr+nY3S4VlRmrDBRarAOl1O6nlygy7AtgRG/egRPPS6mzKHAW0ek0RvdobyirIpAk2pOz6asr61h+56m7UM3Q4MN9dq9t9S1+PuNKSnKkr6fh1KuUNUjGUNrmc/nYV1b6rpmHuqsb6xvMpvN03rue8vRqWd3ew08Sxa+rKXIbnh8H90DeV34AbAVMeXTWnM+77cnXJtPjCxp429dr5mYmo++cYJbZFfGkNrXRnP5i2NOpg0H37Moq5c+T4BGq6W/pbsdKap+KY5A5XTq9JaKyi6vN4/L4HDpGQZ7aOX5lsT6QKYpH8xQBtUuEzgYBHSyzGitWv0fzwIsf/7xTMEQPj8dOMhPld0jPHmupesGpZ3kdZBHk3HNC89f5sbzVzh/4Tx1PaGqSpQ2LJpW8vtDr4Cm7VgsWuYLiw3GifM+xRN4L8G5ygzAihLDJ3oqY00Np5SIASe1AYrCYwoZW2slLXcIAp21zOYNRmvqyoBXae0phTByLsbP/PTX/yCn82BfQbJKWIJxaUNGtJR3Tvg7CPXByZ7UxxkI5MQzWRyjehTSmvQTE54LBcn/RqMRFy5cpOtaok8rLzFPpLFlgtJToVVoFVmYZC1qJU0lohLQShSGlLCsOTp4NBBcLtGLQ8VM+HuJyo5WsnDY2RJPvkDPX/6LX+YvfvVzFIXhzR9+PaN/L0ptCZwlIJGVbFykma7M8+Z8pjuH81AaT982HO2fkCBv0qpx7jONK1G/IkiyVbB8TyiWQdlgv+sIAqIFgF+arRjRHp9pGfnnn/H/w/mETDvnJevytYG10jI/ukVRrqF0gTZa2phGpZ0vTWKn47WCMvdhI6arDABPjugnC6UwJsNxH+gBGYs4Dt6B77DdDIWlLKCqRow2n0GXG+k6Hw9I5X1tDKYo6DvpQtgFBqf0iulsxng8Fh93pTmbdjSN9KAfjSR+wHlH5yx1VaG01E9XWlPoAucso9GIqiyZzuYUAXhsbGxwdjbFaMV8MaPrRKBZ6+j7LgEn5x37+495fHAqShAfrBxZbw7QOq+v7ErMijQqUKUYsAXDxbby3QRO4595/JxzqALOfVXx+E8bdtd2YRJZMA8xOl/B6FmHWXNMf1BRa4tX0R0hP6V+Q0fb2qUMBQ+Jwl4GKFlp+8HSH3KySxHyZGDKys8MYp8EJ8ugNR4/GNO4C1fOsbSqnlDig89/ZgNp+OyD/aNW3Q7D86ulv58AJqvPLI/HtUu7/NVf+Ry/8Wtf5vnnrlNVtfQM6C3ThWLaGGYLm/oClIUEAfZdw/HJKW+/f4u33/+Ak9NpaGMs+0LryBxooovC2l5cC15iCGx4Jh3GeTZf0HZSq0MhoNh70KHssZQHl2JG0Vjx3kn3USUFt2zvGI2qJYP4z3r9TC2MP+4DWeRZium0ZOLQR0XFYG3koDtPDJhiae08ecmMDEVJh+/6SPkuL5h4brwoD62kChreYUwWKnJ4UFxhS2ltuHTlWbZ2LlCUdajP3klPg6C81XBDeojt9xaLM95+8zvAahpgBjxCtYerDZRwUlrJyvZk/9bgGT0s8Glh+5UB9nGUvA/jNNg5Yb8orSSSNY7pACTIPQz6gjuJnh4KATU4Jt5DBAM2AIVI3erB53nuITJHIthJDDfBeo7+uTCJ6fkjYMvpO/G+VxbRQIhmFmA471mgymWUJC2gcN0RB3u3mWxeoigKXFkmt0EWJIPI5KdcMzzMEvgk3evg/YEQi/foh8FtTgKZbN/Qdy1dt4D5XWx7xqhy1EXHqOwZTzbZev5vYKqtcC9P2IAyF2EMjdYURUHfB3o/BD21bY9HM5svxHKfN6xNJmEctUAZ7yiLMuWMl0WBKaUDoS4VrpdqaXhP13e0bUdR1jRNR1lKudneWupqRFVWzJsW5/L9dW3Ho0ePsINUt7h2fFzKMVVwxeITaytSri7MlUuWeFyzrK6HdIonKXqArRcNp/sL2kfSenlovcY7m1zT1Jc9x99X+E5TlMvCuDCGf+/v/nX++Ovf5sNb97KijsYLQ0UbN+vybC7ZyAOg78PGCPpbij4Vwia0nacsRbm0XU/X93jvsb2js8KuRANG2MOwM+J7PsqeEJORZH+WSfF+BmI+3/jgJct/GbQRZCEDYyLvrQxKVr/Pyu/5fCyNp4fwTMtBmlubY/7e3/kl/vZf/2Um6xc4PO15717HqO555tIIUxhmrePdW3vc+vAWBweHaGPY3Nri4oWLXLlyiUuXrrG7e56bz9/k3Q9u8c5779K0C9AqtQlXWGIwdFlompCmaEpJAXUonFIpwNX2HTZ12I3p8IBXaEwwTERO9FjavqdrpfKnUhpTGkk/bDs+yetnyiZYpcqjGF226lWUf0lQo6LVFdmBICAZ0tsD5bd01QEaTleVSRwinqfl3g/TpOIiypXEhuWIkUkKMEYpzfXnX+alVz+HtZbFYs7jvQecnZ7grARmaHJEZ0T8OqCzvOBiR6noI1xehPHaglylSmJUmj4GSAWh5oNijYAiKb9YLTFKiUjbh0f2zgv9NAQZcVp8VLjZYlfh2gJSsqIH0dgpZEPB8DFiQFeci1QrO3zHktRiEiDyOJ5kb6Ql4HHYwRznNaICiIkuqVUQFMV7mtbBelAqr+EERVUW/GEo8Gi81zSd5vj0MWudYjxeYzyeUJZVQOJqCRg8ufbyDhn6WD/2uDgO4X6ci1HrISCv72jblraZM51OKdwJrjmhKiy4DkopAav9Q5qjd5hc/NIAYOSaDmnfhQWjQ0GYIhb5cRJX0fQ9RVVhtGLRNKFLG3Sd0PpSfc9QVQrnJV+66y1eifuuMIbOOWzX4TsJQmzo6fte+gYA3lnqqsZog1dS273tGuk3by2Hh4dSRS04gZfnOo/5EAhkcmBZOcralqyCuOeenLtlN0H8O75nxlBe6jn8psfbfD9DBqs+B9X1nqMfeOwMlFqWS2trY37zN/4qL754jX/z+38MSNpafOXYqOW18rQ1trKS0pisfnc6eE8t2gRysqCWTnkqisSnKu7BPSzjk2VBMJTTaQ8wGKcMLvL45S9LdkfO2HDOJ3dOcn/G77sw9z7LYB/kxxMAJc2tT3pDAa+9dJX/0z/+bV555XXeu9fzB995kzu373Dnzh3e//A2f//v/Tp/7dd+Ca07jg4f8MLzF/jgg/eZLxpmixk/efctLl24wOc//WlevHGdKxfPgzdcuXSFdz94h9t372Btj1YGF/p8OOdpWhdc2y6VKe57i0IlBtp7Acuu7YLclqJfdSVAerHoaBqCW8yDl4BCGwyoKtQ/8E/RjU97/Q9wE0Th7Qc9oCGRonFTMlhMSWmFhTnU9ANdEMuwygkz6o3oLlu3QYm6n7JZlAQTrtUT6roG77hycYtRXcqpAhUfI6Hr0ZgbL7wWOklJ8YrReI3D/T26rkH5Hh2TtuMlFPThwcU6VqTAMlhW7n5AEytxQ8T7tM7lMfIxCj+MqvUpGERBdNKFochAIQ5esi7DG4Iwh+Now7nU8rNAKN6SN1lE7Bn1Z4s3XjsLDSQKN6pB50KuqwR56QBS5JQ5FzwDozx1CfQEgZ6odWTeliaAQTZHFDxpvXkJvEn3GwVnKNfq5WDrFM4pOqeZtppp4zibP2Jzc4udHU9dW4qioCiKJUCQR25ZEC5bN4QxiwGUw6/kPzIYEGug73vatqFpFsynZ7RtQ+WOUL6n1BKY5JzDOoW1nnb+kEm6/gDlDP+OcMDF60nxlK5v0SiJhneetuvorMNow2w2xxRliAGQ8xhj8L3Hup6qGoXgXRWatXiKssRZx2w2xVnJq7dKPu/ahqIwsuZ7hylLlNVY5+jalsPDQ/lsaPkOAEEasaeArFgNbgjG0hRB2p/DuI2kuobrb/DHzksFhx/OsdMi5sotAYFiTTF5yXP8Y0d/qtL73gvo+tSnb/CP/pO/z6c//RW+/sf/LV/5c59F64rvf/9N3nrn/cHazPeY7iPKzJX3VsHM8NinvZZA7wDsf5wPf/Vaq/fxNB//086Xz7EkahL40aHglXIOa/OMFYo0hul5M+LD+5wlvHz/6TeGv8X1oJTnt//GV/jP/9Fvsr6xy1t3Wr7+zR/y4OEjjo+P6K3lhecu8JUvvkHXS+XMX/jyF9g/OOTy5Ys8eLjPud3zXLt+jTt3b/Nvv/E1jPo8L71wg53dLZoHLW+8+mmuXr7C93/4A+YhQNY5YcsUMT5EGk3FtVwYI7UqlMgA7SWuxCFgWWuROU3T0vU9xhQ420vtAyPPGu2yrhXgrT9hbuHPBwaS8s6Kxqd/WUnGT31WC0tIbel7gwC81Yn1w1/yOki09pPfkIPLsuTFF17g5Zdf4uKFi6ytrVGURfIhyqMEJBpp2IDSR+OxLLTSYMyI0miq4gbT6SnOdti+lZKsfZ/S3FyIhl8OhvFEc3pJMKmIaEMVsYHSSpsKljZAGu+g0VVS/H6JbVkWkFlAxLzr+MySyRGCLD0Mg/R8ZChiWt8QMChSoSCxtl2+VAB9kS3yQ0UPqIBwM0MQt0F+1uUI5YzylVLggu92IBzkmaP1mOcVIssxBDDxXB7vwoYM9byt6CSaXrHoPPOOgNg7Tk6OA7UN1hY4V4WaFoMg1ahUhoKL+FF+psiM4DNwzPfMUlqkWOQdTdPQLGacTaeMio6ua6gLl4GsdfhCgI3t5kvj+sTOWBLg8ndrLYVRKFWEAFsRUhLdHPKnvWNUFcR4DWslJgCg713ISAgBfU4in8eTEe2iBaUxRtiDvmkoijLnSystAVdW9tJkPGaxWNDbfjD/bume48pY0jkBZEaN4wKwzqA8gtbsHw9QOP+9BNDyq9rS+EnL/E8V3mapFudaV7D+Gpx80NMeaIkXUZl9+Y2/+Qb/6H/777G9+Tp4RT3aoqosdVXwS7/4JRZty/vv33rCqFn+OwLep8/lx72iARDByZ+lrOMrrsun+dyzbHvatVYBxLLyX07py8/n7HLVQyKw9/l+omWfIJp/EqTISXm6Sgivuir5T//jv8Xf/3t/jbW642zhODnc4+6dj5jP5+xuTfjV3/oLvPHqDXpfc7aQdD/rNBubF/j1X/vLHB4ecnB4hDEFN565zsHRY3rrmbcSPHvlymXm8znbmze4eP4cf/S1r/Nw73F65sJIVk3XSwVBMSyEPeg7yZ4qiiKuToyRwFBrpQpiZJllfWm6VvZv23RoranqUhoVtWnyf+rr58omGCpz+RFU3IrxkVXgUxbtAIDH7w4XmRr+HmpB+2zQZSU6POHgvONRzW/8xm/wyisvD3pXLz9H/qnBPGUwFKANBYZRVbGxvvbEd7OV5xIYsLYPFl0n/zr51/VSTKXrWjmm73GuD9HQvbAAzkcJnTauQhwYUc6JRWefBE1x8w3HW5EV7yCzI2OveK0IqoS6iuOYhHAUqhGA6Az6hsOfrLiYRTCQsFF4D6vCQXAr6FxtbLgOtF62QrxMfAahIc0x1VR/Cs0qtP9AuHhwXlgSrNBszis6C12vmHfSx96Fe+17yb6YzWYURSGVxpyjKIoABswTgnMp0jrcf3zv6S6tAWgLqZTWWrquC2BgwWI+w/YdqCkaR6GloEh0nSTg5zoZf/VkHYonLTkBS9p7TCHlUCfjEU3bM5s20m3Ne7RRrK2NUxS1tRJRbbRClQUox2KxkM/6DlfImDeLBoU8U12P8PQoFalQRde1KCVBUE3bsLtmWLSOP/8XvsCrr99kNptzfHTKwcER0+ksZCNIXQRnpQRspo1jxdEMNK1z2e0VlqePgDvIrvR/BTFlLL4ikFi/aTh6r8U3ZQDmedErDesvKeb7Pc090n6KY/3KZy7yH/3DrzCejOjaHkXP5cvXgAXWlYzGE375l36BO3cfsJgv8vqNwFrlPSTraIDL1VDZr851fj+CvuE6jE8YFezqZ1HWq8Hfw7WzrOifZMWedl9LIHnJIMvXjy6MoVHlo0GyAgRQ5PgFQqyBf/Ja8fxFYfgH/6vf4ld/7a/y4d0jXr+5SV1qPv/6RZ65/Cs4p9jc2qSs1jldaPaPOx4/PuTg8BBre9bX19nZ2WFz+wI7uxfjjXD58hWsg+ms4+joiKIs2NzcAix1tcmv/NKf53f/8Gvcf/AAAvgGiaWKwEt0hrgCJFNH47wK8XBK3CJO6oGUhYaQsu2dp+ssLSIPy1JiepquGxiZP/31cxYdyj8TWBtuNpXGKAjfoYJbFUbyUgP2YPhuvMoTdF9C5qwsSvnsc5/7HK+9+srSYlql2Jau/1MosOH3lgOQBiUzi+XnklQ9lovgeL9k9TWLGfPZlMViRtvOsV1D3y5ESIZnTOWRvAPLUolkT7ZQlsY1Wkme0L89NyjJJETISQ50e7biB+lZREAy3OgBnPmYrREtffmuT52HBoDBe7zOlvPSvT5lrFW4SU/c3GkxPSFMojhXQRD4VDhGJaHhfXwClZ7Bo6U8tRfWt3eaRQfzTtH1ABLgY/sepxXzudToH64pcRP0K2siz44IN73CFrHyd6aT4zzL+hCmSmIFGhaLBqMdvm8otEer0DHQLwdlJoD0U8YYYvc96TrTd73QlFFIeRE0wqYVVGUhaX/I2qqqIuQ9u6R867oSV4GTBi6jakxvHaN6DOFzn+bEU5clDgmaUig2xrCzpmi7MVVlpCnXs1eZTuccHBzS95a+F0DgvKdrW2wYK+89XdfF5RnAlDArsdd81/f0XR/cCKE9t/fCrHgBzNLS2ULo9mfWHa7qcIdliLGIwbDyDOPrCmcs8w9VAJohx195Nq+W/MrffQZtPM1ijlELFBWbGztc3jnl7PR9Kv0GW1de5flnr/Pjn7xNZBJzXZOsJJWCjc1NpmfTFGHu8anWQFxLy5tJtk8GqH55H3i/Iv8GmyvdQX5FmTvEtE/WRMjHrr6W9oBeZgNXFbh3PvjAg/yL3ws3GjVEjDuWc6Q/EoiQvar4zV/7Cr/w1a/yb37/a/zmr7yIo8bpknKkuHR5R2h8qziZw4PHU3785k/4o699jXv374MSQHzh/Hm++IUv8tlPf5aiCIWyPDSLhp+89Sbz+Yymadne3uHFF19kPKkYT9b481/5Mv/qX/8eh8fHqNDTwxgjLcCRgbNWUga1CmyAdyHNUJSLGVD+OsTttE0L4XxKi2HQdn2ai1U25uNeP3OjovT38H+rtY+XhHd8a/CfH1QIG2qogXD38Vt+eTEmQE9c3C4ppfidqix5443X00BI2phKCHf1eT4JCPi4sfg4wBDpLuclb9vZPgmtrutYLBY8uH+Ho6Oj4F/3GC3/Ch3Vmw9UqcIYg1ZBSfso+sPApfrmcZwJLpRwQy77pJLwGFjreAECOQwivxcXaQJ5A0tDqeEcCgCRANdsuWdFHaZ4RVhk5TkUROEeolXtPcNgxiEojbEY8W+FzudXBIE+3BQCAlxgWvre01tPZ6G1ns5Ju12Zt1jsyGJ0Qd+LhR7jBLyXzTwEAmrggoIcAAkk0BXHIwPoIQXul4BA14XAwbahbVvWR8EVZYJl5mwI/FI5LTRW212xyp5GD2utKLS0vfVa0gzbtsVZl9IFi6JkvphTFEZYLQd1XeGcZ7FoQKlQrliARW8tHkfTSO2AqiyDi0oncAbQdT1OxzWpGFdjTucddX3MpcszqlHL4fEWfatYWx9LWWQn0dHOOrpeXHNdSLWKVlZUCN67FIwogbiiMqwNFL4XZgElsRZKge1jzIPD9halYXHxgNP7Dc9e2xIrjhxs2Y8a2nMnlPd32Lgs6ZHWdNSXHRs3FRvPaObFlDv3H7A7XmNSbVJXFaWpOX/11zh6902K+ir1qOb69Su8/e77A+YoBMwGkKu04otfeIP/7D/9B/yTf/ov+J1/+d9lQyDp7mw9R6AeUx6j8ox7XH4sA0VPFCc/TQaSZMfKIvszv5tSEwfniS8b3b4+y2IXArKXr70sr+NrWOYkfscNDIhXbl7jt//2b/D9H73DKze2uHzlOe7sw937e2jteeXmVQoDnXWczTs+un2HH/zg+9y+c5dFK+2DZ7M5H925w+ODAx7v7/Gbf/U3pH+As+w9fsTt27cBmEwmzGen3L59m+dv3KQoSjY2NvjyFz/Pv/79P6TvAqvlPNbmlEPnfMgGUKkbosQDRjauTMakyBth7XwX0hWVkT3oHUURwPRP0Wfx9fPHDCRLMf4aBj28GS0FHxVF1BcrC82roHTicSuvoZ31xG1EsJAWsvy+vr7O9vZ2zt8X7Zg0TUKPy3cSOrI9ebUnrVb1sZ/l8/swgcIA9H1P2zTM5nNOTo45Oz1hb++xCFujQxCMUD/eh1aUWlMZj3c9bd9jTIVJyjT69CJNPtCyUTZEcKUIO0WF5wxpmdHUWFX+S8oqj60iKrzA4gRLSsc5hAFiCIyFk6CxDOD00phFiycHfAE+XCsAi1QCVL4xAG0sYc5osflh//YwHy6xAxK85r3413unBQj0EiuQLV1S8J4xCuNFMTeLJrkFnJPWvcO4gRhUGF+rMQFDylf85bme/JBRimBAUlrln3MW7VtMcA9oTah94AJLoPIY4vmzQOtQoOpCMaor+gAiqqriaDplPKooywqUKPimbTCmoCg0k/EY5yTvuSwK5nOh69uuRwGmMAKAlcIVJUrpwEBIGWOlJM1Xan5AXdacP7cL6oSj00c4f8jj/jEzVbA1/jRuqikmUrOgC8FTi7an7zqclTLIbR+yFUwM8BSlYJ0U1Oq7XrJvQoyIWFOxfLLD6GGGgPhoe9PwXnOH61s3qHdGwe0g49v5hr3JR2wfXmJtewNbdvgLU9hx2E6hKs9WOaF97Pnx3m3G+ozt9SMunnuVK5ef4+q1l7l77xH1eEJVV2xsrnH1+kVQPddujnj22hrb6xvU5QaKCXWxzosvvEJVlHzxC5/mG9/8Bt4TauXb1DsERWJOFGJhStqgsB4RkS+1dvc5LTjtq2xCLIvmZbQ9sNDz50sKf+l3+W5ZFVy9tM325oj1cSWBpl7hHMwXCx4+OuTh/hn2Kd3al4ALWZ674GKN4D/et1JSE+Af/gd/lYPjOc9d3eArX/4cP3rnmP/6n/9L/tXv/gGz2YK/81u/wv/xH/9DrJPYlocPH2JMye7uDvcePCAGm6Jknbz17jt85YufZ2v7QlDchnsPHtA7Sdnc2driU5Mx8+mU9Y11BIj2vHjjBn/65pv0nUVpl2SBzAFY3ScDz5gYQyRu4cgQZDYnVHANQt86x2zWyPtVKWWQ/6foTRCnM4dpZcWXEFmcDII/nawIiLqH7BTINvAynhwG+AxNLaVW6NB4/WSdwfb2NmVRJH8hSq449NWuMifxUh/HCjzpL3sKNb9y/NDKa5qG6XTKwcE+zWLBbDajLGN0qEKrmJMvhSxi+J6c1VIaR9s16FrqoOdAxNhrfMigqNRRTwWqnDCcUemKPPMxo1JmzEFM9FcpRDcgC+/igXG0BM0GCi8HI6h0zWzxZmESLbfhOEXlKVZXOF6pYUaqqPZoAaW1tjqPWcE5RyrqJ0pfaM0IApyX4Djroe0VrZVMAutsooyl4qBDuag8eppmkYrXlEWBK4oECKLSH4KB1ZiB4Ws1viFVLFsKILT0XUfbtJQF4DqKUqF1TCeKNMAAnD9hfT0dCICApL6XNWECs6QVmKLAe0VVFoDCjurQf10ozaosQ293sfiNMSlmpiikQNP6+loKeLLW4gNwUFpLzY+6JlLB8+mC0+qEyUbL+mbJ8cxyMJ3y0dEBuyPPJfMiIzNhNBphTEFlLag5jYKmadBaUyqJ4ajrOgAjYWW0NiE+JwC9MPa277F2EFcQu+oEBeecZa96zPh4g4vnLoAH613w3fbc1Q+pz9a4sHWBZvuYef2Yru1wh9D7jq61HH14xoV6xqXJFlsTOCzhwb0pDx7s8dqrn+b8hUvSea4s2dMfMXrpjGuXNriyXXN+PGJcjCjNhMJsUpc7nJ52zOf7TCZjrl67LIaGlQDoqixTWdzYsa4sC4oQ99GHugJ9JwVvmqaVdDYlMRxt04ayuCK7JItFvlMUJvzuUlle7yLAsIP1ppYs/KGLynsojOKrX3qF/+Vv/zU+/anX2d1QrJnHtO2CWVvgvKHSc44PHvCvv3aHf/Ivfsibb38UukgOQYmAtSQQ/NAIW1rueO95+YUr/OKXbvDu7Smf+/Rr3N+3/NHXvsW3/uTbjCvDFz79Gi/fvMrZ2RRVrqOVZBCU1YhXX3qFjfV1Hu5JzYvCGMZ1xTOXtlkbqbSPzl+4wLkL57l3/x7WWvaPjvjTt9/m6tUrwDpaGQ4PjlmfrLO5vsGjx/uhxwBJnksl2NDdUNnQnVDhjQEFXdelZ4zgX9xF4v6xvaP3fWDRPNq7lGXw016f3E3AilAZDH58I1H6STapZOXlCcxKLClwlq3/aB0Cw942gw/DrzHYbuXetre25FoDpTFcSPH8q2rfh4stC+0nz5+P/3gw4JI1KvRN17bMZlO6tk0KoKoqGQLlg5sg+gUdOBusdYVWUse6Ki1t1zOppTlFjJaOg+g9KCfn80iMX3QdRPUQlWtgHgMrkwYlgTjjQ1DckB2I7I2OQVbLwDCPRc6Rz/EMQ/X05DjmY8L/JV9Ushp8RvzDnf40t464AqwUF3YEClt6enu0IO8AItrO0TtN7yR2IAbuRWrSBWCgAatILV2j9e+coyIDGnl/2fc5BAPDIMnh3/nel5vnSGCpxfbSsnRjDMrHDmUKyPdDYm4ggu3VMX5y3MWCFGUt2RRnp2dU45FQ2WVJ0/XpWaV3hKcwYulrJUi0bRsi2vTBGrVdJylRHs5Op4zqEc2ixVceU0hWRlEUlOtrnJ1M2Xt0wOHhARtbnrI+4aQ95fYHx9w9mPJg9B4PL++xMd7i2fIm58rLGFOyhtDoRaGJsqVtGimJrAidDxWTyXoIPBRXnYCXEqVgPp+LAg8MTmQ6nIe5m/LowSNevvAp1ifriDtBYjgOOWJ6POXahWsc6A/ZPzzCthasorA1Y7PJhp6wVmxQ9hXtWcHeqUepKVXZ8+jhGV3reO7ZazjX8+DxQ+7cu0vLnNlJQVNUNHi8cZTGUhWeQmt65bBugVJw/twu88VcgI3N1HFcO8YYqqoMriwCLe2YzxeMRiMpSNNJh8miMCwWzYDl8iE+Q5ieelTTLFo5b1GktZlYN5cVc9f19C7WeFEBYCrWJzX/6//FV3njtTf4zpsH/Jf/5F+BW/CP/8Ev8uGdln/5+z/m4sVLXL9yji++/mn+2q+e58qzr/NH3/wx/+3vfo3Ts3mQpz7tUxfa/8Y0vOiejfcVd8Ff/Uuf5dqVXS5fuULjNvng1vvMFwt+/S//MqNa5vv2wxmPHh9x6comZVnw0ksv8PDRHl3X88LNF3nphZt07ZRCOzYmFdevXmGytsN0YUOQqubP/8JX+Rf/8nc4Ozuj63oe7T3mvffe48tfvgAYnn/+ee7de8hzzz7L44ODKMgYunq0ib02CIR2MO6CbHFWjOy2ldRCiRlhKXDWeUcRGMxUrOinvD45M5CU7lPeX7U8YEBRS3TkEAOk73hREENWYKioMxs1JJmy+omNSqIiiYJwfX1d7GSfAcqqAZlAy5KPKyqsSI0NvzWgy1R8hqhHV9P58jN6Z7G9pek6urZN54113eW+4/2LgFdo0epeqG2nNBJG6ClUT9sbqiK4PwaUeewToHxOpTJx3AYK2eHSIovDG6HR0LKMCj8usHiUcsIRRPJGnl+luY3gS0rIrgC9j2FeEmszmA4hJJ5WMCNH5McMAR8eRPBh+BnG1FmwXop9WK9CCqGn7aG3AQL5XB0xRqU7l6t+Oe8DjQy671Ahch5IWQURDMSAwZz6Y5aeffVnfI74TENWwIZsE+scGotKTJAL6z+vcee9uEDIIOOnxr84i+s7PAZjDOvra/TOoQbMmkeas3jv0Ua6qc1mC1m/WtG1PYumYTwepfnoe8f+/gFlVUsdhJAO1bQtquvoe8doVOO9KKSDgwNmsxlNO6XpTihHhvWtF/jq8xfZ3d6ldx1n9pij9oDbs/fZLS7yzORFxmpM33WAkqZJZUFdl0GhVSilGdU1BAvK9pK1Y3QpFHpRMJ9NcdaitGF9fV1yt53jcHafUbvOzRefpygqFNC0Dftnj7lz8AHbl9d478FbzA97Lm5d4Pmrz7E7Os9auc6oGtF1HQoVAswcfdexaENTGuu4c+9DrGs4t3uObmF5bedT7J89pjvd51S1jFzHuLbYwlFMNMqXOe0OxcbmBm3XMRpVIQ6poeusBHwCo1GVMl9AUZSyxtZMwagWQ6TtOtqmo65LKSNtDHVV0PWy7mMQpoxrnZggIJXFjUFtLmb5eJK7jbAPr1/a5X//D3+Tz7y0w7/52od0i2NevXmOz75+lboe8+Y7P6asSl5++UW+9e3vg9Z89VM7vPLsIed3vsJXv3CT/+qf/R53Hp6kfRJbCnuXKyL2vQ2xWS6wJDCqK/7SL30RzBqaisUCDg6PmM5mVNWI3jupwti2oUQwaF2we+4cv/LLv8i7777HwcERzinW13dYX6u5cukCl65c53TmWCwaYW2VYntzm7/51/8G3/z2n/Dhh7fEEOz74Ap1rK1NuHL5Iptbm7z51k+YLxZJvSU3h48giqD8LaaUuVFJXyha5/A+nLuXYPUoO7RSWKMoik/e2fbnchNEYR2JbEcM3ggI8SlUTfqGz2olWZqwBBbiIDBQQsNPI1BQOluGOvhP8J7xZJyBwOA+UsTq4Bli0JUO7oiki1bu3yfgIigsVtSD+Ah+6Xt2YM1a5+jbNgWkJSskIPAEBiBRmz6gXGl/YCD4hozRtNYmFiNGRUsKEsEajuoglBAlI3RCTYPMSAygkM9xAemZAzZS5EqAcRa89SidQZMnpkCKEDCp/n8GO8M0wniNIcO0mhkxPGY4h5H5cc6HYMC4KANAdHFdyhhYRwoM7J2iC24B2UB9AkspyNDnwj8yDxLXoQHX91jd0ZucUhgDCaU6YWQFZD69t4P7Xl1TebyHsQNSdVB84m3boHDgOpSO+yFcI58t4FpP6uz5CV5ay5JxzlGaAm8URmm8VxR4OkLUftfSttKXgKqkLERhSLtUKTUs6YMVXdvS9x1FUTAZTwIIhvFoLBXVrGMyrrEhqHBjY52ma7h99z5ts+Arv/AZnnvhZhBsco9n0yk71Xlubr9E4xreO3qTbx/8IVfr57k0uo7rpRbCZDIePJuhKMpgPSHZCVrTdg1KRwtTSUMXY4j+YKU8pvJ8cOt9Xr36OmuTDbSROglq4bnXvk9Xzbn3fsNzmy/y0mdf4sqFS2ysr1MYAmsimQqFMUQ3pnWO07M5k/EIFYIXF4uG2eKIc+e2eP2Vm8yba+xcWGc62+P+vVss5h5qjx8X+ACucXKN3Z1tmrahMJqqKijLgqZpGY3GOC9uAx/ArdKSNWT7PjAjmtGoxp45isoJgGjEWOl6yaKRADT5WZaVZHE4F2JmYLEArW0AwrIX4+8gMtBbx+ULO/xv/qN/F21AVzv8xV88x+ufhs4adrcnaM74K7/yOR4eOL77o/fQboFvD5jOrrB3Oub4rOf69Wf43/2Hv8z//Z9+jceHM7RSdCEAD0gB09472nCfUrtAcfXSDpvbl3n7wwNuPncV5z3z+YwPb33Ec889R60M3juqEnZ2d+isyAvQrK1v8ZnPfjalgsfqtV3nOTpZcHi4z527t7Fdx/r6Bju7u2xsbPGrv/yXWPzCgr7r2Nnepm0ti8UCax1bW2tM1ta5dOkSH976cGW/i2y3pcNLFbsg46UNshESDAWUxtAHty8xfsDFyoYxeP7pqcxPe/0cdQai8giWcfqXMwSCWI3fEMCQLOmEJLKazycdKBuS4o3XWboJ8iJASYUmQnngUfBFMmhqgsrXS3pjoPHFovbBTM7gQ0BLvJpY7T6PwNL3U3Gh8IWURmgtvRWFs+o/zqSHz9XyojLROidqKJ0qVpXa0fYF48LROZ3Ak0bSmRJzkbx48bqZVfEh7kAoPp+A1TCIzwdwZ0z4blLKPox5LFyUFVusfrCqjlaVeQRQq6+sEOXz2Ac9BnQNlk8oRyrjHE8XyPMUJGh9BFYKm2oJCFMwdE3ItZdBQLwfo3WKVHbOCdvSdRCDIcOx0UWglAvNrBRCCuQ6B6uuguGaiH+vBhD21lIY8N4GcBhZMB9iTkhAQClQusz7anCtp74CkLbeSVpeYDTars1d0YLPWSjHHrxUKixCMGFR1KyvjZhOZ8znMwojdfvPn7uAQ8Bw13XUWlMXRWBdHK6XZzRG8+rrL1EWinFd8sILN7BK0XYda5N1qfqJwlvwzlNT88La61wbPcdPjn7Ig/ldXlr/FOPxJCliY4wEpUVl4ZGysFpjdIFWBq+lkZQJPjMVIrGV1hz0e8wOW55/4Tmqupay5G7Gn86/w+PTPW70b/DS515me31LmsWkrqkCm61zSalKG1qZd7GiHR6HKRTlRo+q76PrPZ57oWIyvsLF8zcYjy/z3vtv85O3vkezcJTVmJA3hsagjeHy5XNM1iu6tgtuEdl94/FILH+taduOsjSM6pK26TibziRwODBdp2dTostyb28/BFHLdcrC0HQ9zlqqqqTrLPNFE4q2qVSIKkbFl1Vs5BXkhPXUI81v/9av89Y7d2kWx7z6wq/y7u1jpgvHH/7xtyhLw7//d36NanSOi+em/PJXbtL3z6KUYu+o5YP7Z5TlhIdv73Pz2kV+/Ze+yL/4N9+l6brQFTNkg/RSKEtrTRnceTakXl66eI57j+Z893vf5+//vUsUpuT8uW3mTcO5nQ0WreiRz7/xMmW9wdHBgrPpjL7vAntLANgFtvfMFy1Ns+Du3dt8+3vf4ej4mJ3tbd545SVOTo4A6Ps1qqpiVJccHR3z4P499vf32d09x7Wrl9jc3OL6tWu8/8H7DGPfVEjzTa5HNOgsl4R5jLU/DAYne8wKKyylwDWd7aGDVkvg8Sd5/dx1BnxQ7MOOfOmYaBVHJRqBQHwvWYHDkw+UNctCOh2w8i3vfYjizMFCCkKlOAEHA80fv5S+r4d3oDI1k23peL34IMthesv3PjwuW7ixsmG0iAU5x7SQ7P5IX1e5noLSWkr5hnFTknqBIigLo1AqBjRJxJyUK47uBjm3i8IoVhpMT7nsPli6n3BDGRstz7EK4EMtnSc/OyBCMPwdMFsqjjPUT9HNkOc1rgGVmA3ZDAMACQENy/HOx+PjT0kxlLK4it57rFX0VqoMouIyzZXNXKzk52Vd5/z5ML5eiWUegVYI5oHgRjAmMQTee7wObpJB58ZhKmIc5yEgiF0sUwRxoOrrkUoUoSIHjcowqBBvEqDYUszLn/UKo6yk66f1Htu1OBSLxSIBPRQYpSiris3RKFDHLTGVkMCYjEYVTTNnc3uTpmmZnp1iSinS0zTip+77nrqqmHd9aFUsxYsuXdrl6qUv01rJwFEhKM67nlFd07YdTSNpljo0sZoU63xq84vsdff5wcG3uLHxClfXrlNVo5Sr7bwX1ZsyRHyycuP6lnUZABsC5t56+CYvnn+FyWid3rY8bO/wrftf4/jxKb/83K9z/eZVcd0EudPaln7ecbo44qQ74mh2xMnsRJRloHIDf8faZAzGMVl3PH95wo6pcWzjleS5Hx3P6LsZmxsXeePVr/DhrfdRVNKqHVk/ZVkwGVeg1pgvGhZNS11X0ucBz3pIxWw7izYwriQAdG19HBSNZNVs7WyglWc0HnHlyi7NTLJlPFBVpRSucV5cOsB83ki8UqhB0TatuH6IrXM1XddRlSWLtuXm9Qtsb4zZO2j4wmdeZdFq2sUZH374mPsP73N8eswv3n6Z569fZu/Y8OixZb5oGY8qRlXJYn7GK6+8zkcf3cGimaxtcv3qZd58+30A2q6lrErqUR3KXStMUKxOW5z3bG6ss2h62t5zfLpgZ2eT119+hs9/6gW2N8fMGnju6lV+4Re+yuEU7t2/x9tvv8X9hw9YX1vj5Zde4cqVq8KCdZa2bTg+PuB7P/w+D/f26FspDHbzueucP39R6m/YjqaRfXx8dIDznrPpjMOjI6yzvPJSzbmdbbwjg3CisSSZSwBFIXtQYl1qYV6DsYBWqZmUbGcJ8rYDw9sF3fNJXj93nYEkhYlU+5PKOh8XPw/FUVTSrVnhhiC6YPCIIEp6/OmWTUoF1FHADjoTDu4onkOFCy7FzCVTM2hjle4o/YzR91FoD0FROnIIhlQEPj75r/Jh4Tn1ivLz+dm9DveazklgLKIrQ1MaT+sKRqbFIRSnD3MRMwkSda6ie0Oe2kWg4OMcCEhwT7SIkhGIWQHRf+9UTi9UgHMhSCjOlcrfFkUqSkpHxZdcFuFzH6yzwF6gSf0ppIFX4JkC0HEupi2GYCHE8peYgZA6mNwHis56iWp3OXZASb3HxAbE54tFZ4Y+/AT1VO6UKfX0Rcj3vSYHNAXQZzTGm1SAJgcTEpo4xdUlllh0rdheWKS+66RrWUgpLDQYVHIprbp04lyLmoyA8KewAsRAyk5cKSEwCWspFfRAVVc4Z+mtpHfO53OhK00RaGOf6gn0thFWLkRcz5sGO5uxtraeItoX8wVt17GYL+jaho3NDUAqERIi3L0XC2c8Gifjou87WbnO4lWs2Ca51M+MbrA7Psd3Hn6TeT/lpd3XKE2J947ChPUQUi+NCZXbenFdVFUV0npzVsSZPeHOnfv8zS9/ibk54c2z7/Gjj37A7KTljc3Pce3CVZRSbG5adrcNva348NEhP3z7Pd5/8AGNa6iKUtwuXvZ6bzs619K4Bl/0bGxXvLFzmeakwI4nNGWF0xW+0zTzhtnZHqPRmK7tWV/f5uTkFKMLihDPEFM+k6AKgLhQmtIU1FVNXZdUZXDmhoDCWimatkFpQj47FEb233hUhda7msViwbxpKIsClGe2mDMZjZmsjfFOWIXRaAQeFm2Dd04yRZSiaVomkxEoxV/43HPQd+x+8WWee+YK7fyEe/cfcO/hAdefvcinN5/j2uXz7B+3PDpYcO/RCUo51sY1nR/x8gs3Odzfo+86xlVBVVZcu3qds/mc6Wwa1kCZDS6lpX5FcMV2Xcd4PGI8meAxPHp8xLnz17hy6QL/yX/4WywWcywVu+evMu9GPHz4EW+99RO+9q1v0nY9Wmnefu99/tqv/xrPP/8CbXCB7T3eY//gAIWSfjfKM5/PpUeAUhRlSdN2LBZzvHeM6hE7O+dwdsHJiVTUlPbEUS6YtNa9D6mhxuGsoigLCm0kBkUVUjbfOWHKIvDxIvN0CJ6OtSls77Ii/Smvn68csR/48oNy81l3DATdaknavHAjk+0Hx4uuGhynlq1teeUUt2RpBR8WkCjCpwGI9N7K7cS38u/RpiZf/+Mo14AshvS/9z4E6WVAkHGDpO3pQO+Hhx7s6eDzVZGyDxUIdY5XkDQwG9JthHaMFnq8R52GbfCw3qaUQpCx9z7SzqFgS/JBMWAvYrSrklLAinQ9G3P7POHcIQo2KqxgnclPl8cqWOVJwQfr3IfPI5NgI/Id+sG9CvR/ZBHAIc5v63wAXxrrJXPAWkXbO6wTxZviVnws/SunlaIfA0YgbrQQNKVCAKIKY6NV9vUlQGE8xmugAO/R3sh8Mwyysskdo4KPWqU9EB8qFqiS+vzKW5RecQsov8SqRFZA6SKNpXNSsa/rWpqmYT6XrodnZ6ecnBzzwx99h8PDfUxRhAwCzWg0ke6eZcFoNApuBB86rsF4NGI8rmj7jqZtGdXSn8B38vnp2TyV4o4uO2MMzWIhikwZEdAjifqXwEeFa3tm8zmj0Zi2bYnutsViQdd2st6sZVTVdLbHOnExFIVhU2/x5y7+eb796Jv88NF3+cylz2Ew4ie3kgKrVe7DYbQwVwJU5b5jf/pH/UeUFzu+2/4+R4+PUVZk2TPPn6fcPeF7+l/x/IVdPnPzdS6s3cT4Z3nxWc2D9/9L6q01dnd22T23lYL3RqMqGBSW6WLGg4MH3Hr8LqcP5mxs9sydh9rjCsAZSqPwvscUlmbRUpgS61qabsba5ALOQ1lV0iXSBdeD9yHw0VKMa+ZNx3zRsjYZo2NPiK6Tea5HYjFGwG0d1rZ0nQUvNRfm8wWgGI9GoapjAM1RyfYWO5tSVXVIX9QUpsD2Dm0MZVUyrkuuXL5KVZY8OIC7e1Mun9/mi595kbX1e1SjkmevXccy4fB4j3Pndrl1+wF937C2/QLz+YL5zODtgvURHJ8uWPSa5597BlN6Dk4OaZuW0XiMMVILo+8ts6nEFNSjEX1nuXz5PDtbaxRFydl0QWcdnop6/QrlxIEqWXSKo+NTptMzDo+OUEpR1zJv1ln29+7y2iuvcXZ6hrU9xycnWGdJmVtKcf78efrecXByxPVrV/AemsUChWN9fULTWQ72z9jeOsfJ2QzvO7TR+A5izQuQ+fROil6ZKJeDXExpuoHlIux/F+pkiEGsMWHPOu8xH2NMr75+DjdBVv5RRyZa9ykKNlsvAyrZZ92YOxeSPlu+6LJbgIHgi6kW3tpE+xqdFViktoenVEsxAflO0zsDynZ4O9HPtnSup93v8K1wqVQtKlEh0bJOWf0QqE95xByAJhS4Q3sd7iHwJ15hlKO1BkNDH637BNYGc6B1ggTLEC3WelBpDuJ3lQdlMgvifeh6qEVxxYptw8kUt4bPnRYTbtNJucd0HxljnQkmH+4oUv+O9Hts0amC790HsOC8wCApqCIhnTFYMMYS9FYUTW8J7pI8YVnZ50wCO6gxkFrnepPnMAIBHRo/WQKbIMjeOCM5wSishaLwopQGJWCHsQODZZdWTlwz8Z/RCu96tBaho3DpPmJVzfg3wL179/j97/5TTk9OOTs742x6ynw+p1k0dL1QmhHw3L13j+nZWQJHA9QKSMqZ1gJopC5Gwfr6hNFY+rwrpdja3GA0HoU6GbC2NkErL+CiKJlOj6XlcVFK2h+KMkRtd32HtzbUuJD57ro29B+QOUiBtkBRFljXiatAC8SytscApTJ84fyX+OH+9/nOvW/x2Qufk0pvVlKwemJuNlhnaZq5ZBd4AWnTsuXW/Cf85NbbXFq7wr3bjznXXeb2g/scdw0v6Os8+nAfVVte/7XLlLpC+y3KYpf33v8uP/j2tynLNfYfHHPj5jNcuXoeow3aS56+VgVrm2OubF/gU8+9yvt33uLg8CPKvsWvW/zIo53Hlx2FV1Slo7MWbYTtXCzOmI/G7O5cousXKVJ9vmik14MSK9I5iXCfjEe0XY/rZOw6azk+nTEZj6hHJdpoCm1S19T7D/YoC8NoNKbQEkTqQ9E0rSX10BgB2X3fszae0IbA6LquqCoSaOh7y3h7m8aOOV0Y/tXv/WvKWvGFz36W56+/ygvmIrdu3+XW3TM2tko8mvfe/5Djk0O2dka8+8HbXDl/GWsde/tnHB3vc3Y6ZTxe44UbE85vb3A8PQYFVWmkZwgl3nlGtWSKRLdsWVfsbhZcPL/J9vYWs0XHdN5yenKKdZ7JeIIpBbhVVcX2znZgrGT9b62PuHH9QjL0YiB4DA4uCs2N557l8qWr3Lp9j7t37nLh/C7OK46Oj1kbGQrj2dpc5/hIs7u7w+nplOOT07DlY/ZS3G8FBBbM2hwcbYqCvpVjbbCkRZaENGVFMqCtE+PNGCUW0Sd4/VwVCFO0clQUZAo6OXllb4ebc/mNCCLCv6y8gmB+AlQM/hhqXy9KzA5KVHkPqpDGMZFu8WSLOSpb+TlU+iIAn0IYJEo7xzn49P+l+4q3NTRX47mH4MPna6codZ3P6IL/P3IvJOvcB+syhCgpSTVrekUha2fAWqjAn4ifXQe/wTBWIyofG2jtpcj2CHzCc0RQEusLRUwW3yMy/C5We5SFKsfkwEOjYo4DiWmQe5ExTtX6PEkRi1K1SSH44CZwHim24gMdFlCwAIEQWYtObX3juGT3RHw22UzehQyQMA9aS1cxeXbZgNJ+WacWvlGhKqcoCp3vn1wQxNrwt9JCF/dPjnfM448/xc8nKUVS39/jvViwS8yU98kjkKfec+vWLf67378VMht0uO/MXMn9yK40gTp3gYFJRE+Yy9Y6PG1a197D/h6p4FCMIJfhlAWijU4/Yy2Nsiwpy5K6rjGFpDBWVUVVVxRlwWQ8oiiK0MAI6nqEUtB0LZsb67JWrWcxnzOqaynB2odA0a5FGQFsxis+f+EL/MnDb/HDRz/ghY2Xsb1Q5F3XUepYUCs0OvIS93GsD3jv4C2qfo29j87ort3j9fXXuPXRfWFGTh0P7z7mS699hhefvUHdeuYnls4oSmN4cO9dlOqpyoLRqOLkeMb29oK6li6P3ud6CLaXPX7j6ktcOXed/f17HB81+I0O5S21s3jb05ouMGOeKOun00MunL/M3t4eCrHkXdehC0PTOIwZoVCsjyusF1ZEaS2gy8u6nC/mIj+MTnUECGVwN9bWqQMb0LYtzjs21jbobGyoZhkVBXo0DkVNHcpoqrKiNAWzZoFSGtt3mKLk8eGck9MFs3YGvef9jz5ia/MK/+YPvsHh4QFaOTa3dnj5lVelzfyasFN9N8e7juOTKWfTI8oatqsJp0cLbt++y+6WoTCGzY11Yqt5ua60By4KE1r+GrreMqp6bl6bsL29xfHpjO//4EfcvXsPrSWg9cUXX+DGjRcYjyc89+zz7O/vMVuccencDi8/f5V6vI02ZQICVy9fku611nLh3C7nzp3nzt2HvPveBxwc7qHNV7BNy9HxMYcHC65cPs/6ZMILzz9HWU84OZly//5DlIZ6VGF7WY+mMNIwzIYYKQ8qWlLEYGmp4ilgR0Fw08YgVRCXr1ZKmIUh7f1nvH6+1EIihZrz2aOAj0GFDIUuWchGukANmQKyIovK24UFOlTmUa/Gb1kvuaHpmx5csNDi95Z0MhBzNMNFE/EQM+KXOxz6ZJkSn9LH+48P4xm8Hb+1NGKr0eKiSHLlPbUyWTE8IA6PRPeG64ToeqV0sBA9jgKtnATGReCTYgwy3R3TD6PO8+ERcsGQ+BwBrLjsm0YpvIq5sIGVcaHkqU+OG/m+1qFwT1A64WGcI8derEAv7wEncdYRrITVlPzZIDn7vYvfyQGE1kqMgCcGDkp8AKhQ0TGPf2RFpGd4duXE+uD5ngRSRUWd6fjgighzZYxJroJY7AUIcQMe53IMQXrYAIYi9Q6kwKDYEjsKniI0c4lFqVLQS5rnyKLIc9178Jjvfu/7RFdPrGlRGBOEpJTrNcYwm04lD3rQjlkp8NqkuI2cahrBTtj3YawSoA+91wlrp+8t7WIBChbz+fIiZ5idkt+LY6oHVR1Ho1qsWCOKdm19jdGolpz4UUVd14zHo2AJacqy4Eb1It/b/w6ugxe3XqTvhIFouw6Qwjh4aYX92O3x1sO3eGXtDR74u/St5YXqBY4eTXnr3Q/Y3Fjj3/mV3+CFZ25Qak1lNCU1p/uwUffUhaNZnHBh44hqcoHRZIPJeE2qVvoYCCrBdiqsucCVUpYl1y89y9nsjOOTjlZ3GCVFnaSuvBhT1rZ07QKjKz689RYHh3uM6gqtPFWpJTbJeWqjsLbDOUVZSIXTotTo8QRre8rtNU7PppKp0vZooyX108KF3V0m62v0XS9xBcaIi1MrxkUtKdIxKFjoFQls89IgSisBy23fMalHaO9Zm4zYe3yKQtP3LScnJ9y//4C+73D0zLs5+/cO2d7dYjza4NKFSxTGoZVh72DOyekpKIlB6Z3l3LktHu+d8Hh/SjkpGE0kRqWzEr9T1RIvVhQGacLmWbQts8WcT792hWlf8eGdR7z33oeYouDwZI/5YsEHd27z1dkZr77yBrs7u3z1K3+eZn6MUZ56tMG5S89wenqS9vnaZJ3Lly4xHtUYUzCdtRwcHnF0fMDO9gZ1PeboeMb29jbvvvMm2neMK8fW5i77Rx0HhwfcvnsfYclKlLI4HRrGRRRAlIFx//lkHHrvadtW2LqiQA8s3bbrxX2Oym7fT/D6mQMIU6e6cKuidTOdmxRxtFSToEjfSD+jxT3MQFD5gkmZe8+S0IhMb9/1zGYzsWgSpZpT/+KVvA8FigbABUhAYJURUORngRXFldiJCCiG97sCBAJyifUPhpb7sAOXyqZ6ch8QfcrD83uflGkRlH2hHZ0tqFSP8ymkLyi74dipoCoHqX2eJSs1DW5CIgFgBRSmfAiqU6CdFp9ZQEbWkvNbe5fqN3jEEpN8f5vAhU+CP9yzD3cY2KEYESuLX6w+hwQKxghawTDCgjg0wgT4EEQYFH8oia21Sb7vuCaym8A+ESeQ2AC1Ui5ZyT3EglegUi/2tDzIytmFNEPjDeiQ743EEuh4Lp2ZIh/vJQID7wLPM1xsK+ssrCGhCh1NYxO4eRrgTq4yn8+jtaEsS8bjEXUlitYYyUfXiVnI2SW5ymQEt07YizRGksLpnYAiF6wb72Ogad4iOjCIEZQpYs60RPwvzqQzIQgITaDMRwmhlgSe1hpTGNa2Rtw9f5cH6gG7eouNjTW0Llg0jURje0+31vDB/DY3/HPMR0f88MOf8KVrr3G+2uJ33v4D6g3N5197g5efvRGahYl1rxXY1rC/d8xk3FKOLmJGLzAqT9lcLxiN1ykKaNpW9ouGppEIce96xqNaSFRnUaVmXNUU2yWLRpgKF9a+0QW2P8N2Dc2iYTw2nBw/Cum+Yv0prRjXNWuTMWVhmM6nKOUpCwFHRSnZIkVRUijF9tY6h0fHtLM5ly7uos2E2dkiMDzSi+Pczhb7BwcyVqMKRYFWcp+m0CyanrOzGaO6oGml6I4xW5TGMKrGgRVr2dmsONjcoPCGtVHBpZ01tJbA2npsqBijZ4retXgUB0eL0OI9Fi3qWZ9UzNoFpijZ3ljjwf1D7t3f48ZLV2W+jaEO4NFoRW8lCFhceeKuvPvolO0Xn8c2itOzM6qqoneWyXpNNRZL/O133+bypYusTbZQapOtrR2KQoJAjw6Pmc1mtAtxzyitqcqSqiylnXbYr9poXn/15ZD50rE2WeOZ69cxRlGWYJ1hOj3i4PAoKXaltVj/WtwyCol9UiCgmqjQLcqE7B2lkVY2UucjVtIW113IfiqkqN2ygfvxr58JDERh4sgnj9Zl/GN4XBATJBsvCvj0k6xEo7Ez+CMFuy1ZD8GVgKe3lr3He0lw9oFO7kOJzajE41gMaZT4ymo+Kz8fKdX0bhCifvClASMQTr70XPHxYqpbPixfMQEBluAF0e/jkwAE73LBJMUyW2Gdh0IFS04WmIsgJtLu6dkg+sm9AuNVqgGhdWATGAT9pWj7AcL0YL1NsyG4JPu2ohKSIDmfXRiepXOk5w7MhyPUo0isRgxc1MHadNg+BGQqiSLwKPoQ2CfPJfUE0ryF548xAXFJpY6EPtP9sdpgBBFS7MMF0BPrCARan5BZ4DOLBZbOe4qw1gsj+eB5NRSDZlguxHKoPB/O4byUze36UCIXMIpcqjrMYyoyFaZYhlXe6PoMTqIFPnxlticCsPQBzkljH6WkjnyhJbBOa01hoh9WhXoHstaMAk2PUY5Se7RyCdDK+aAPJaGb3jNvPfO2C3Xx81oAQmxJDPIMgVM+ZJWoCDgjWA1WUtyOAYBWdcWXvvJVfuEv/CJ/+u73ePfeu/ijltP9x5xNF0yblnnb4XD0Vztm77e8O/6Qpm1Z3G85Pj3krXc+4tkrl2i6hud2Nvjm175F13lGoxHjcc1GYCfG4xHtomB35yJXr71BWZVMxhPKsgbO8F6HFElLKC9PFwK/uqal1wpFQdtKHIQxPcZMqKp1irJCKUdzcobRnrLQMhdKmBKPMGaTWqpFdm2DURWTUR3mMgOzvhXLfRFAW1UotjYmEmhXGorNCfuPj5jNpjjvqesRXdtilCgoU2kW84UwMB6c7cA7Tk6PqauKqigxymO0Jcb3nJydMm8dVy6f5/LFCxwf7bM22mZnd5eLFy5wdNJztpgxGtVcOHeZ99+9xd6jh5xNpygNo9Eao1HFM5fPs6vGmLKgbWTd13VFVRQyJnVN2/Qpfsb76EqUku7WWj68+5grl67hPKxNJkwma8wWU3qrqAtpqz2bznj7nZ/w5S9+lXZhmS8WtG3LfD5jNp3SBvbDFAVKG9bWN1GuFRA1qdncmPDp117g5o0XeXxwLOXn+47dcxdpXQ1NyeHxIY8ePaQoJNsFJWWzbd/jEZbRhkBI731gOBRGS8+IPhQBm80XIhsGezLqGzesCol/Yv9/3OvnjBnI+1cN/p+1oF/622cTFe+lNGdG9XJcYgGWzje04xm8J6dz1vHwwQMpQRno1bIKhSjSwXLtDI4GQmRpkKKwzcVoJNtQPfUelgYj+tiH/wXrO+eqx4U6YEOIFnpkVFbqNYTzD2ts6xAv4F0UiqCVxWLQusM6RUre85HQzX0SdO/zqHoR0nFYlBcQIf5kn3sPkaM+ohAOo5jATbbXwlgyWAaK/OkghTMVGIrwzoP3Ogn2WBvBI0GC3hNcFzF4kNCVLsRaBEZg+BoG/lk3qOEQFkQqgJMs6Vz4KP7MLgLZdDmGIWPA6B7QGvpeuo157ymQZ4rrYdjQSCmF760EXkKq1+GdD13nXFi3brB+CTEAeX2k/RLupQ059HKuoOwzxZSvH9gjFcCt9xKn4KywF14jAaMGDFCgKVQofBTnH6lBYLSn1JqyUFSFdFMsC5OaEkUWofOGw5ni8WnDYt4MAjV92kN5qfkELGPaZ567gaRI+09z9fqz/K3f/vfZPneOvcf3efHZVyh8wZ2dO+h9z9qso+l6GtsynyxwB3Bw/hC1bTCMOfM9H52cUFl4fHrKn3v1c5ydWa5eqLj10R4//uG7KfU0ukwuXfoT/v3/4D/mwoVLFGVFXdV87zvf5r333pJ+9VVgXEaVuGmMESu+lFS8qi5RQFmVVKWkbG5s7DCqC/ZPHuHcgqrQdJ3C4ygqIxZhK+2kjVY42+E0tK2nrivqUQlegjG1kdx/2SsOayVNc3tzk7I0gYERF0/b9ZImuDZha3MjtK5WqV7K2dkJo8mY6XSKc5a6KtlYX0vAv2l76rrAO8fJWcM3vv19xvU6X/lzn+f2Rx9y/vJztF3P1avXOX9+B+s6jKn44P3b9IsjtrfGVBMYjUvmM8fpyYzb9w956fmLeO/54Tsfcv78DvNmxmhUYQHbdYS6aMGN4Sl0yCTyEui7d3DE93/8Lt4pnnnmBru7u/R7HY2dBwbMYPuKebMAHG3fcnBwwIOHDzg6OWTeLui6nqqs2drYYGt9k64dMVmfsLE+ZlNrzu1uo1TB4/1DHjx4yMHBAU2zwHnPe+/JurDO8uILNzg4OJaeHmEpd71Q+5FBK6sC5UW567DhettTIG7wqiqEcQ1GjVYhgy4a7NZhux5vNMkP+VNePwczMLCgB6AgKbl0xDLF74N1mjZ4CAdPlBgShBgIQNnoPvtL0jXIQU7OWY5OTlLlLYDa+4HVnG416p8wVj5ZVMvvh1ek6n32YecTxl98OhZYmohVTsGlwjbDSyixgKKa9cMLBIXrY77ospslUUvegymogqug0B1dH/y6Oo+kKCuxo2OfiGFZYEmTC/fsoytC0vM8EpiivEWhsAEsqFTzQOFc6KwVFI5WeqlmQQw8TH9ESjz9Kc/rfFb0Xkm6VKonEEClD6S58+L0kLQxlf5FimwYHBotb7lGdgdIXXOXleCAJXBOquYZo5F+47GfRK4guBwEKNkD8drOSQ48Cqk34BRKuVSYKJxEit2ETnM6KP7otrC9RSvPqkspRurEtZaArXOgCRSrz6664doMzNDTKCkZhx7XS0VPqxxOGZyOaSECiJSPkct5/SsVmwUZvCpAFzilRUipGG/isDZ+J2TFqFj6SySGXqbf0n3ln8smQ/gEbTRf+NKf46//rX+Xw+MDHj66Q1kW4DVb69vcfnybpppTLQoqA/0I3NSzWddMxyX7e1PGmzXaGLardSYbFb33PHvpMpqCw4NDrl6/ypVL5/jRjz5gPm/S8B0dPGJ/7yE72+fQWvPwwV3e/NH3mM5mg7U42I/OhSJH8nwm1JiV+g1CP7/+xgOcszx8cIfxJLhtyoLJ2lgs8TK0pwVG4xrbW4qyl0yBqpDR1YqmbemsZW08ZrQmhYfargitoz2LpsN2PX1Ik1M4NjbWKLSid1LSWCNFo6TVuqYuS/TmOrHnQWKmfOzDYehtz3w249HeA7qF4cqlXV545TO8/e6HfO973+HGs9c4Odhj2jhOzloePz7gxefOMW1bNjfGWG/Z3Byxv3fGu+/f4dZH95jNF9i+54vnd9jcHIWAW6mBYcRPlgLZIyPteodSjkXTc3B8zNH+jPF4g+vPXAOl6O43eG0pCsmSWV8TtmQ2m3Hv/j3Ozs4wRYFxmrb1tN2Co1PLbDFla32Ts9MTDqqKeiRlsE9PTjk4eIztF2xvjLj68gvs7Z/yJ9/+AUVZcfPGM6ytrXM6PaPvOySuwQW56+QZgjyO7KxSGlNofCdGrTYG47X0jxi46KPsinK9t45CgfsfvVFR2pjpf0G5kwRNFKKxdmsus+gG/yJoiEAgCqqB8E7/f9orW6AxmlmocQl8MrpIfu2kdMLpl6BFkjnBso2WondL14hUcLz2kqhSGXAMhatSEQhlFmBYdCYqD58Yi6hY89m1VnitpAshEbBk+jXWW4gllD2ECmCZWk3zhSJmIKT7GjAVBAvRpfdcEFj5nnx0aUTQoqIwDkjU2eCeQHrGSy6DUO8qMgXRwwuxtCrR94wEGEYrmQgEfSjAEUCdIxcOcrbHK5NSw5J7ZQVUrsYCJLfAQPGnxiphXXVdlxgAqXIp1kOcSykOmQFV3/ulVsb5euCNT1Uyk6vHKpzWyY0QazuAKPO+lw572rigy+PIZRAa3SB+8KzOe65evcbrr884PTllOpuyWMxp21jAyGUUn6t6yRpwwjjJuGqc8vTKo3FgNb5Q+EJjY6nlmMZrIqjUaK+wXqPRKFWAMsn9451UR/MhXDfee2ZrBpsqgPbh3iMwdZGnis9dj8b8xW4IYqoAAQAASURBVF/9y3zxK1/lw4/eZTo9Y2tzk67tONzf596du1RzWNQWryXveuE7xrakqXu6maJdSE2E0pdc2Nhh3x3x/PlraK0YVRWXL1/k7HRK42d89vNv8NaP32Z6GlMyLcfHB2zvnufo8DHf+KPfRbkFk1oLgxf2fi7XrpOP10MQ/OB9DxaavuX73/1mCtCN+9iuAAs5l6IIfRWM0dR1xWQypqokS6MsC3Rh2N7cYDSuWJtMUFpRVUZAwmQijY7aJkXnj8c1tnecnE4Zj2qKQgGGyXhEby1loSiLGhwsAqgYGosRZCulmC+mXLtyk3fefoem7fnxj3/CdHbItcuvUNnHTBaK0XiH/YMjHh0u2NmpMMYzKmq8GzGbnnHjmS2g4MdvH3M2nfLw0X3Wtyeh3bgNnk2T3ATOOZq2E/eedWJYKMXJ9ITLVy/z+OCYG5ub3Lz5PLs7m9x78CHT+ZSyqHj9lVdpu56z6RknJ8dsbW/T9x2dXVCWQtkXpcZ5S9MtKMclp8cnHO4fsmgbFrMpz1w9z7Wr11hbW+NkZpmMW3Z2d5jNFmxvb7FYNDx4eF9iknBZbrkM+ovAMsaCdVobqiqmJAs7aYJ7QEEqtJQ2hpKt4rscjPjTXj87GEggwAfLbWj1QaT6YltL8TnnALq4AVKAXngjAoulc8VdsGQH5a2glGI8ngBSCtNow2hUi5XiFfihhRhk3/CGo5VEUPMqC6YAMQY2SL7+QKVlKy0pSQ8Dq1mR08pEWYRsh9C8JrZPiL56UQohcj74xfE63IlYyzpYWrFdsQaM8jhvMNpJTn2iEuK9KqL/Um49ll9V6TAXNnJ8Q4UxFvE7yMUfWMQin1UCXpEudCGIMQGygHBBsGIEBxBcKUoUhXLRBRKBphRB0Vqn1sMuGMG9i6gnVAB0dilYJjIiceakV7gPmQ4CBHqbo/ZXGwXFXu1LtL5fjs5N6YVR4A83dGESQyB+PfkZqxI6Y9AhZdHEKHzvsuvCWpxywcrJYyJ7Jfr6fbIOhMWB3/qt3+Lf+/ufom1bFosFs/mMs1MpMnR0dMTh0SGHh4ccHh5w+6P3OTo8ZDZf0DUNzvYI5yLnFmveB9CmsdZjjAuCiPA8BCsfdKHRXqO9AadRIcZCKOpeAjytsEyp1HRQ8gkUPFV4+ZBEMdzEisnaOr/xN/4W2+d3+PGb32d2NmVUj+mblrZpODl8jO+mlMozbguOywW117iFY72qeNjPcWcwXqtZTFvGusRUimJe8PCjB6jWcvnSJa5cvsi581ucnRTMzs54/bWbfPt7b3N8MkMBh0cnzH/yE77/7T/m+OAxSmkK7cGoAJxiA588hzmxSYV94QflZYObJtE2YF0AmmFxx2Bi6LHWS6ntdsF8erZcKVMkSyq57MP6BDDahHROYb3KqmQykRbWi6Zla3Od0WiEKUsm4xFlVWIKzdbGBkVZgia0fPZUwe3Rp26BNYtmwf7hPT7z+hdpF1MuXjjH8cFDbr//Jm3neXTYcf3GVbQ2PD44pe0mbK6PsK7l3fff59lLNV/9/DVu3T3l1t0Jt+7cox4XlEYaPxmtiF1B7SALZxFofQWURRniijyHx4959aVPUVU13lkuX77Cc889i0IA/2LRc+/+I+azBd6DUZpyNJI4GH+K0pJGPKpqLp07T1mOuDV/wPzsjLPplEsXd9jZ2UApqXw6mzcCknVFWTqOj0+5c+8BTbOQugFdLwGJ5LoIEi9kgxyJwbfRqA3rQQmTZJObQCUpYVSU5S5Uc33KdnrK62d3Eyxp7Kj/fRKuPlgxmRpfdgVExiCVKA4bJCtquYZXmRuI1xj8BUj+/O7OVqBRTChFXC4xoPGVxUfMyQyKf7BB1cpx4cEHZ1KD/0ewsMwsRGCTYFP6vkqbMOsS2fzht4TgFKRyxbFnvMKBzW4YlBIFG0CE1pbeFRjd0nYx+T/4qVUEJ8H6D/Sxjfej5TmVCsInWNkqlDuVCor5/vGamLIIMfCQHEinCJYBwRomuQNEQQeLWut03ugiwMfgviEwC/4/F4VbrFgYrFk1hGckq9377GtXSHc6qxzKBVqNrPzTjEQgEGh6PEv9BJYbDYWVEoR9jFWRJkU6FDCSGBmJzg+xBd4k4BCZBGdUajyc3ATOUnhwFnwx3HoZjOCH61Unf35VVZRlydraGuc4x9Ne3jt+8uY3ONi/R9v2dF3L3uMTjo6PODk+5ex0ynw2pVk0NIsF3lkp8OVdDgsON6W9uG6ck3nSLpA/eLl/L8xPLOokNDYC/KJyTHem0v6KTxYcbukzgNF4zH/0D/4zilrz7rtv8uD+A/b39nj11VfxZcnZ6QnT6Yym7ZnNFnTW0pQtR21LPS85qhdMz1o8nnE15uDoiPObm7T0nK83WDSnHO3tsXf3Ie9MJly7foVLly4wWRtROsfnP/0sv/e19zg+W/Df/ne/m8GjJzE9SomDRevYfloYFa2h0DFbg1RHQJvk4UvPGWWvcRmQChsaxaWAQ8hBpfnbYX1JNHZgIOR8spYttu3pfGRp4dgIuLTWcYd4TUKRt7iXdAK4sfjUaDSirAqqqhJ3R1VKMaC65PatB/z23/7bPL+xw/HJGb40rNULLk0K6nrMyekZJ8en3L//gLZtOZvOaJoFN699jrbzPHw840/ffIfPff4lNrfX6No+dGDMLK6KgNE5WY+9BNKVhcE2LbbvWSzmfPDhW/zCl79K31kePXqAD2WovXM0Tcd0OsU6S13VTOcCKkZ1yeXzF0IQp6GuR2hjmIwn4GE2XzBv5nx0t2GxmPLqC9fwKOoCDg7bxDzevnuPs9mZ1PbwGu8NyqoQvCwGDd7Ttl1gfHxo5iWAxxipLjrUISnuRiHZB4GV0cE2dQP59me9fm43QU5bynR/op+HFv9AwQ1VaipuE3cM8bwkASOPOhQS8T3CYobxWJgA7yQKG+vou3bpmul68fphF+WyuirUJ192TiyxHoNzDf+Oz5/fG25glsZpcAOIpRpdCOHZEyBQCRiAQjm3XIwpWRBSdliYWmnLK9HWFo9OjWZc1MaQwEe8fmQy5BYCA2GCgHY+VT2M33HWgwrpXyksYPl+ReEHQBOzEYIFFItmOA/ORkA1YClC2p4y0a1iKJVK6yX60NI8xuuH8y/P2YDZ8VF5BeYiuQh8slb7Xv61naQFzeZSoc7a7EawVlrA6qDMY35+BATDlEJs6J7nixT4qBOlHoFSLNrjU0antZbITBEAjXTTk7iDuHWykgxDoANIcy2f7BWCTXXBaFSijeH8hZJ6PGJn9xxnZ2dMz6YsFg3zeUMXrBgJ2O2xXSe5572lcw5jPU3rqXEY21Fo6bJWSsvFYLV5XG8ptQQeWgYgPazlCO18WlpxoeX4Aq0Uf+Nv/V2uP/csP/rht+kay3vvfkBV1zw+OJIMBNtJY5leanEoVTCyMC87uqnl+GRKN3eM6xqPZ70es+gtZes4v76JXVis7UAtaOZzPnz3A25/eJu19TWeubLLzevrfOVLz/F7f/QebdNloyVtVZ/WZooJSb9HIKBDSpwJMQMq9RbRSubfEwOk+6QsvHcho0NGyoQWy8IIiDsxZl5E0ICXTqOxEJiUwY7lwD19n11l2mi8McH9FvaznEIwvHdgrVDojczY7Ow0iqf0M4F84Dt/8gO++MUv8fjghD/3pc9y9epVNlTBH/zhN7h16xbjyvPaS9c4nbb80Tc+ZL7o+e//4Pt8+4cf8NHte7z40jV2d9c5Pj5NQZw+WMZlXQEqVE4U0FiVkhYYmbYiROofnhzzB3/8B7zywkt88OFdvvu9H7Gzs83O9o7sAy0VRKu6FAPE9rz9zm12d9Z56eZ16mpMYTSbmxscHs85PjlhOptSlIbOtzzc3+fZa7usrY2ZN4rHByfM53NmizlKy97WRlMpMWBd4ek6MQZc1AMK2lAQymhN17RUdYXtrYBoP9AzITA0ysSUMq+UzPETGvTpr5+9HLGPFu8yE5D/udTGNlvI2YqIqDZaVKmgSfy3dK4IKAb3kBabAtvTTk8Aj+17+l5SP9oQwRmV93KqYCw487Tny9eQLZW+FKXUwArLCv7JzIQnzxlv3DnLEMtG6hAl9etTQGF4O+pRrTRO2aCEXWALFMrHID8lVJYu0MoGCjZH+cf7EN9ljOgLvv0ESqIlJk/vAW8zDR6HIYK86BJI7IYfgiGVMx7S6Gu0CcGPQalHF8pwLaT4CtRSXvnQ6hnSpVHApjFNcyhfij/THEUUiFqa8/yKgMaFwBzp8d73lkXThA56LYumpWk6ur4LTXvsYJzFz+ed+P+L0Lq3KAqcDtUMtUnKQOGTRWhdSHtkOUtC5im4GRKYlXFNTI0HXLOyBlfWZnTvBEtR6VBZDQGTVV3h8dIJzlnJ6FAa07T0fUFRWilMo6VfQ48EoclxHu8081lL283BOwqjQ6OonkKboLxMCmbNwFQ9ec8eYsXTBHw8vPTaG/yFX/7LfP0bv8eN51/h8PCMedNhygoFbGysM5/PaJp5OpdzFl9KjwK77jBHJWWtKICzpmV7ssHR4oRJrzk7ndN2HqUKnKox2tDZHk3BwcExjx7ucefuNr/8lSs8Pnqeb3/33dDxMt+/CutS9m8s/lSk+BOlchfL7GYK5Wbtk22sXUifdjbWxYjj5HOqp5aqc8bIP+kZoNPv0qwp7ihHWUgAowkMpAuBu6GIa1BMCsyyCyyChFhsLG7MaMtEkJ3YPQv3793ndx78DvVkA9c3fPnzr/LOBw/4/X/7J3zpszf5i195mRdeeJ5Zq3j1tVf4//yT/4b3PviI0d0C51q+/Sf7fP+7fxpio0LApVLowlDXkqkxGY9BiWugrAoKYygrGXNpKKSoRiNOjs94vH+E6xUf3LpDWVbs7Oyyvr6G7eacTWchbgjW19f57Gc/jaJnc2Odzc11inLE3sEZb/7kHR7uPWKxaNnc2uTZa89RaMfm5i6nc817t+5z//59Tk5PqUeGtbVayoFbS98L+1KEFtjWiZtUariImzAyabnrZg+BYdNK+ib0XZdirbq+wxSGIjTJ+qSsAPycdQZWA0aWhE2ywHz+3S3HEDD43tAWHwYWeheBx6qgzhdyfUe7mImSDXnhxmhs16UqTj4Im+VvPp1tiK+oEuOx+a98bHI3QBLKHinMM1TCqOU69ILEQ0yAjhHaMScYlDLBWhf6e2gJL4flB7kfggrFenT0vkDrBaGmSnqyHIgi0flEEELe5FKQKEYsCgCJM5QUfhTewdqWwMSg0AM9rrXOCj8odD1Q8EQlpqKCj/EVQY2rgStnoOhT1kNS8PEzlYRuOFCeJ45b1P0r4CKjixgfodN8p4HOhIcAEJdXrAvr2llH24kVumhasaQXDfPFgqbp6bogzJ2nbUPmgDaBLpbsAqPjCopuAgu+D/SukaBCK9als34QdBaYOesJ7SnwriHViY5rZQj4sglODGZ1wbqQALECZx1VJaDEGKlaOC8MzaKh77JVO53PUQqqusRoTVEo+s6m7JWiKEIaqKOzBPeXlqqUEHw6ssqiD9hone5nGJPR9ZL2NqpH/O2/83f5/ve/xYsvvMaFi1d48//7/0apUEt+awu8p2li8ZqQLeJ6Wt/CFNxICjpNdE2vLIWXRk3tWUvhdQKZZVlyenbC+mQNU48Zj8eM1zZ48PAet+8f8vtfn/HlL77G3fsn3L3zMMsHldfYkD2K+yLOSewTEYvWxBzz3JBmaBwtW4RDOWDDrhy6G5cXcLydDKzFT53XgA7yQYc50Jo0H6YQVkZARpYtkgOv81KLTdZQQAyAVLhQIKe1lubkiK9/89scHZ/x4os3OTw64g+//iNu39tnY/0HnM0WvPPuR9x/8Ii1SU3fL/CIKwrUSu68D5UPVdrnonPCs2ehkAyPoijkmUKMRF1N+OjOPUbjMRvrIy6dW2dUtBzQ8GBPGhcZU7K+vsZ80WPvHHB0dMTjx485PjlmsWjoref0bMZi0XLhwnm++6PbPN4/4NHeHs71XL6yy2hU4aylUOIWcIWjLKRcsnUG+g6FknoKbUcf2JrOWpGxbZvci10vBY5cqNVhAvjUKhRBMyS5NgTZf9brZ29hPFyYDH9GNgDxSbtc8ECUu83HxgWqgsL3yxGPERTETIN87gGQAKS+eJvuJ8q5vu8T3aJ99KOplU2Slb332RpNVkRS6IrYmSov+HwGP1xveSnm58uHDwSvWrpetoqjlRsYAke24rxPG8wDKqQd+qQEZTN3TmjZth+4J4YbxWdwEym07IcMit+H+VMgkd8KZQaKPv4egEryj2atKyOn4s+shLMBrxIjEI9P39VDZZ+h2NCCSudVof5+ADcyzTpdJwGQwfnybKk0RxE45BmM/FVaJWF6hpM/sMypwnE1+PUEhMXSc3R9T9P2LBYts0XHbN5xNm9YNC5Ye2K5gaB/H6o1ttbSW7nxwimJIfBarFCtk+JROiccets8YWnHV1xHcc/aXlIqNRIIhvc0bUdRFox8lSoi1mG8jdaiZL2l6Xo80hxHK02qSqiEYtVUIT1KSxGVcD91WdJ0HVVRBhBvUU66+qURDopPyl5Db62UTQZeePlVylLYlBs3X+K/+C/+r+wfPGZ9bcJ8Li1iFT4puMTw4Gn6TrIkektRg24ULZaxqVnYjrVyjWa+YLIzRvcO2/esTzaYzeasbRqms2M+9cZnqMqSR3t7fHhvysb6B7z62g0ePjyg7foVhiMCSNmL1kdjwycw0LTSmCkCH6JcHdJMT2F3wgXytVbnerhQI9T0QUHEeh8ugt8kVfN3I7vqI0tABvVhL+nIQkTQYCSrITaMU4rQI0P2t1GKtrP0bcs7b/2YD95/h7OTI46t4+DxnvRR6HrmTYt3nqaBqipSmq73YcsmuUEKlsT5VKguZ6kJwHHeSVCzhr7rUmBxlIcbGxv0fU/X9vQ3rrOzOeLCrjANjw/n/OjNDzg5OWWxWHDp0jm+8uXP8Uu/+DnKUjE9PebNN9/hn//OH3Pv/gOMKQTc9j0bG2OeffYSRiNln8P9eCTDIbpABQAGd6ASN4L2jrIsBFirwAqg6NqeopRaDm3XMaorUFJHxYWg8uF6sMO6O3/G62eLGVhSGD5t2AjAloMMByvoic8iaFDBlAl0bWAE4kJMYjl9VzZXJBesc2kBD5VK13cihLzH6dAHHoL/e/mRsqXK0gDmR87vZLRPWmhRh6e388FEH2e8xrATXRQJyfoN6XgqXMd5jVc2HKZR2HxOFVPRFGgjiVoBVHgXSww7XMpaiSwMKfc895XQwdcsOeHiv8zBQfEyhEVr0mDlzZiBgEr3D9EKTIeGSH+VlL3WmVXQQaHnFLt4rnztJeuffK0Ib+KzqpBKNLhNIkqOS0AtWVAeFZ1bXvo94FxQSx5wqJCBILEbIXxuUCwnsTn4BBgUQucXSGXQ8djDyIV7q3G+pree2cJyfNZxdNpzNrfJxylWraXtpZOZswpnwGuF1IAI9RZSj4YAYXyHZKuslJpOT5v3rkfSKHE9zvqUotS2HUZLp8KYgVGURShtq1gsGrTWoaxu7rom68djgoAzStG0Hb3tqcsy5d1XpcQo4FSotdBTGxMyPTxoKLT0bi9Cyo1xhrIs+NW/9Jf5wfe/ya/+2t/ga1/7Q95++03eeP11+r7nrbfeZDY94+rVayIsm4aikIwIqzoWTYfTnsVRT7mm6VRI4VSaab9gZ7LJdHoKeCb1OoeHB1y5cpVuy3Jyeoi3locPHvCZz36Wf/tvv0bTWb73433eeOMCFy6d4/ZHDyEVD1PELpnR1ZFFiIxp37Z0Xc/AxHlSlgwMLbXy3mAXPuU1mPuB1TJU/087dkmGRVmtcjZHDEYcnvaJZbZsJeVnDw9WGMXx6QKAvndUlaEqDeOxtERuu56DgxMmE+nT4JwPADPWI1llllUCL5lWz0aiSgHQcmjo+hyCW+Hk9JTT6Ts8evSIh49e5HOf/wyvvPAcV58Z8RKO/cMzfvzm2wB84XOvURaaZrHg7HjG/v4BDx8d0/WWk5PTkO4u8uHoSHP37oNcudMYSmNSdpkxmsKYwBhJsS4dGowR5KKkOEeG2aNNMFmGTF8UVWFqbN+jQivkvv8fuc5AoiN9FoL5px8Io4+h9lfX68D6H9YfSB/H//nVs+VFKFRq9vuicrGY5D/1Xuj2n7JtBmcmqBaiTzwi0QQYVhahGtxftESXairkSDuiMkwmgs9nUcMGNFqjoxAIizk/wMpWVhrx/Vu0cnhlgC74u+OzhZrq2ohlr81A6WvUUxTukFKMVrWOQVwDZD6kRCMwSK6BACjSsdFiIFCmIRMhxw1Eaj8DHKXUYA7CNQZzEmcsSaUBuMNbfOimJ/JCziuBVCHFMChtgpUKkclyxETJNIdB4cf6CERwoMA7hwnjJBa4C+Mmd5lBQnwu2YBbI9gaw/XzmkWjeXyiuL/Xcnja45znbNZJBTqrKazCaEL6XnBTeBXWSgAFIdBMq2Kwp562h+Rn27VE6FroWCtB43uppV8UhpqKspDaFjbUVDDGMJ9LClbTNDRNSxOsLqM1dS01FObzWfBja6njoYQdUFrROxXchwJuCl3gjbhetFaoTvpJeCff39zcZHdngw8/mLG5uc03vv4H3Hj+Wf7KX/lNHj54wMHBYxbNgvWNdY4ODphMJhSF9F1ou45uYelmPd2ip6grzswCYwsoFOv1hEtb5zmpC5r5lPPnL1EUBWfTqcy1M/S948GDPX71Vy/wmc98ij/++jdwFLz3wR1u3HiOjz66J4rIDcc9x7dk8Ewooy4A8wldOvh9CAyeelxiEAZbZyDoBmLlY64wYADSxaJRNryPfEASzcObTPei0k37ACDS/QeZ2PUKmsxKLlrLqerQx/NEhTvnmc77UJMluCiC0ow1LnSSM0ODQm5I3IqDsVEqsQiiy8IeDlkavfMcHh7xjW99i29/53tcuXKF559/lsl4xPsf3OLo+ATvHL/7+9/k/J++R1kUzBdzjo9PODw8ZjZfCAhn2LArpCYrmwB4HAfC2MRbzCnbedaTGzS5buRvY3RiW6uqDIBCKhd6LwxDVRdPm/iPfX1yZmDwEAMGZrAKBpMdf19CpivHDNBbRnrRavFLX4nXGp47WuSR7snUsU6IyXmJtvdB+OtY434Fxqrhzzj44T1NyOlXEY3F+4qK6MnRzsS0fKaVDgskVpfS2KFiU8sDlOh91DLTovLzeicUKkFRR0+L0VJvwKNxKraEDQBA5Y2TaPwBpRkVe/bDD8Y2AoLYqCoepwapi0GZSz2FeI4Vi2jIAMTzDH6mrIE0toPqiGmAhvctu9nj8TZa6i4rcB+CNhNwDQVRAph1SzUwYv0Bl8BqjMZNgGG4uoOF5MM9pKBGctGjWL8ir6+84eMzpr4DCsaV4pnznss7JY8OFLcetBzPHL31GAtt75MwLIzEODjncVqAnwi6UFlRD/aOLKylVeoJTIB1aG1ouk4aqoTKdk55au9QdcnZfM58IWAnBb9pQ28dXdsl4Nw0jTxpKd3jqkIzHo2S8tBOU4W68n3fCyuBNFgZzm8sBIVWaA+jkVTP29pc4+H99zg6PuAP/+C/5/jokL/wF3+Z52+8xMNHD6mrktPTU/Yf78laC+yT956FbbDK0jUWHGwV6zxs9hkVI4pxyZXt82yOJozrEYcHj6TM7OYW9x88oihKNq9tAp5nrl/lhz/8U3bOnWNtMqFtWoyCZ69d4Nbl8+wfHIdeKcJIpNRdBkF4YV3kZRxX+2Cz5I/yuoufLW0HP8DBoS9J1urx0xXrPbuVls6XAO6yZPdxNQ+2wNAojfcxuOF09SEQSEcmfaKWPnOhQuXQReKsjIx1QXPnkUrnU5nyy4BrIFNkz6z21UhDgUbAtQ11NWzv+Oijj7h9+yP63koRo77Hezg7m3Lr1kdABC0hXq0IXUFDdck4l9nFuzIOETCx9Gf6X26WJ7K4Xz4qHbu8XDKIyO6c5fX0ca+fOZvAJ0i4urjirUQRF4/JDzQ8T64FP6hSOFyeQQGuhvrFIJlI/xSFpIFoFVu8RvQk17F5TYH2yef1cf64ZTs/vreMzoeKnqBUnxC2KxOU+8nnzRmDBuPqFasu5OArJeWZdSzLK9S++IfTFBBrCURLW3tLj9Bt2o3C82blE5X36gLJvsCBAg//WwIDKvvpV78TAyLz73HDZySf5mIwRiqUpE2iKyE9+Tu7irKiTko/pm56S+p0Fy381PmOcGy8n/gdnwoASWE7v7Qm5XmjuyAIlrRGXVqDCeEnQZ3zfCHQqyFFMK5NKf0qYyApnaS8fMlB91w5rzi3VXHnkeXOXkthNI0qMEbROyhTY4HAPimVxqm3PVovB5wuv8QlF2sjKCVM22gkVea6rsP1PYXRdD7Hz+gQna2AvrfUbSWpT11LXY9ou5520Gvde6l50HadtHoOwU8x+DLGGkSQ2HV9Etyx34N3jrIsmXvPhfM7nJ4ccHp2xte//ntM1td59tkbNE3D3dsfsrmxxfXrz/Pmmz8KwYsxbbTj0B7TNC1dYyl8CT4EJY7EHbJWj/BemsNsb5+jrMZ477l44TwXL13BmIKHDx/w+PEB3/3uD7j5wg22t7foupZSK86mC65evcjJ6SkxZnjY9RJCuWpCKrP3lKVnHNZkjG3wKaByQIe7LB3TXlFBJhD3a2afkpZRcQ89MftL51JDrRSPSX+rBI6B0CtFLQGBVWUw/CsHr8bDVmGGWv7ekjx+2hmH38syRp5ZBePIr3wvHpvBeNq/6YhwTJBf3vvEnBbGJMAVKfvIAMYOi0qpdFyWgU++hgGkw4dUQeZnLZQdlTFAEp8BmEYeVw90UFTP0cD0LlbV/emvn4kZiEI5PkhU+EmfefLC9TElIgvf5A+Mt+3zgvLhu8pl6/uJhaHUAByI8C2LIoynChtQUmu00tiQpicuyOhjYnkFDBD5AJsvXZN4L/FTldVCpuASFBzcofxz3omy0ZEGDxPth9XsAvgJ/3TUDpAzInxEHcOFnfOK8aJIvFUUWtHF3gbKhwqAURnrjKBZUdRkRLmaP5+AguKJbAEVnzycVMfAwqWxHI7kcGyXmaKs9EkK3wXanvBTqH8PKW4kW/jqCYt/STQtvR8/S0GU6T0XWIH8PdnkPs23c7mFbD5PVG6Dtr/xeX0UpCQwoKKECeBHITneWgkrURVw85phd1Pxwb2GvlcsAiCoXEg91GDiKTy0Tcs/+2f/nNHaLufPn2d7Z4fNjQ0m4zFVXYnACs9bGCPgoZc69N55+lZKMbedBC8u+l4qqeExuqSuyjSGZaiCVo0qag9VaZgvGpq2p9AqFNwJvs6ikBUbrr1WVXTBFdH2FgWhTbBKzEDTNFjrGE/GmM6wu3ue07Op+FELzfpkxLndC+w9EhfBF774FS5fucaPf/Rd9k9OAGkC0/Ud99s9zk7m+Dlsjzd5XB8ymzVUxYzLxQX6TipY9tJAIaWEaq346NaHVPWItpXKhmVVcO/efc7tSpvb0aji0d4Bk7W1YMGqFAymlFi1Po5FEPgRGMo2iMGgcf/kXhdRVkAophXcXt7nktoCbDPDylDeDbbdE7Agii1ETgyPHe7VoWwcSsSnGYTyvn/id//U8w4+yMh6+QazhlmSWyuQI9/pU66zCibyGA3PFgCLi4Zavm8VZHCcPpf0mKxnKVVOMiKksZrPGU3xFQDEMgObv5f9NJK2mwgPxZI8TeMbQVDSO8Nzy/XMik77uNcnBgOOvMiGftPBKksLMXcaC1RsGNyUYujjJMTvRnAQAUcW5DFYcBhEmIQ5gQ0YnEYH+jIquFRv3stTxLr5T1P+oswCPnzKKhcKzg3U/ZJqS38laoflCYyKFi8pkF6CATIODIolnjfBhBXGQSmFtxEpBkg2ADWyerMbQQU3BSqXM433lZiD4ONK+dCJUouRwNnXH0FPBF9eZeSaQEFY8NHlIQqcJLTijk1Nq3zI04+MkbMBPNqBZRQFo0tKVHmP87F0TZzo6B7waZaXZindC+keolspAZRgWUg1QzmnSRsyPpPEwKoEjBVK5ZRWRy6HLfMua9EA6JB7DimuA2JlMfm+ipHF2rO7oVm/WXB/37J3CrUtSY7hsBeiJum6lv/n/+P/xa17h6ESXMVkPGZjc4OdnR3Onz/HxQsXuXjpAs8+s4nChv7vGt1LgK4xmrIsmDctfWdDkZewPwmpvF6Yq7quUaEC43zRSEGV0lCXJfPFQlIq+55KacqyBAi116WhVdf1ydqKgsv1Htf7VFxGa0VZFownE46P9qT2Qm85Pjrkd/6b/5oLFy/TNguee/4mjx/v4Z1lc2M91XNwWKazOQU1rrRsjtbFbbDwwgqM6iWQFMvaFkWBNir0ipgRrbXxaMT+0QnjyRjvoe0sTXtGYUop30zoR+FDXY+BEnOhGqcZ2OUQ6Ouw3iSCPCsMY1QK0MyWtkKHeUgR9fGzgezwxEJWpEqxy3vQZx082BjD/bvKmMZWIAMpnl5PAwKrryffXgUBYR8MlJ281Mp+9jy9rM7wHc9qMO2yoTK83/jdIYCJe3sV0Kiln1Gpx2MkpC1WU5XDoqzOAG+oM0hMhNaKshIXb2YFhvozGlDLxk4GdvnWnjY6T3v9XOWI4zry8cJRIcWHGij8YSzAUKkvodb43fT9wXEMAEc6Ug0GdfiubJ56VCdKdliwRHSDim1SMgxffdb42cqKTX+p4RtpxPFL7Y6Hfhu19Ah+cBJFDnrxXqNjpK6HlNK49Ao0fIgUjYvV4YUuIvuJVDA9tTLExRx/6mS16JQHHcvoplzjJQbhSTfCcDgSzTgAdLGXQVT4YvkHyz5Y+ZFCl2AeGwBjtnY8UVAtb4JktYuEIwdpRnYg05ppowWFv9zVkAGad8GaCwIcmdOo6CWgMAv2JCzDeo04QaoExmJQ8rkaVIOzikBXqWADhPENgs1HKjnJQJmHslQ8dxl2NhXTRuJD0hwonXK6C6P51c/t8O6u5+Ck4fC0Yzo/4t7xAbc+/CDEFoiC+c//D/8hL794XaxQa5OlaZ1jVEuQ30IrFm3LeFQFK9elrIOiKJLysU6s9cloQjtvUB5GdUXXWXFbGE3b9lJ4pyikqEs4V1kWAcSHLAnncKG1bBHiCcqyYHdrzNkJrE9K2kbysu/dvcX+4/uYomJra5c3//SHeCSISg/YNWe9FD2qC9Y319he3wa7B17RuJZ1NcGYKDOWq1wWpaHvbOo2WJQlNjAmzsNsPqfregpTpqBYl2ScGC1xLTuV5d9S4K6KayzjvLxOcwyPWKoRoGt0cCEM92ZS9pGhUqGQlorNtQIw1VKcwobU7+gDT+cJwIQAyN1AbvvB/z/5a6jg0+odnPFpMnlFcfv8dryHJ8BFEg7xK8tUeWLynrj/CN6Xz7l6/vwMETiFb6snVW+U7xkAZNCQdFy+Vdn7haKqKkZ1TV2X0nBKRQN3YGR7P+i4GkFsNsBj/Z1P8voZyxF7CEg0Wmv4PDBLNGsQ8j4eEN9nMLCD97JgJ50fH6O84+FxE4UDfRjoQc0LpRVVXQt1E8BAzilFLEwdlCCDxRTx0xLAiPc2tMBI102fDuCxH551BXNEKjw+bA7wiNZC0qcJ2WWYJe/pleUrmzZu7qCWg3ITgWGIEfqRLYlgQBtJuozR46vuAK9CfEIYHTVAmaJ8Y4T9ELG6ZOE7L7XsBQhIVL+3NjyaDx0X5ft2oNDzOoqbNlhK8bMlwEVgB7zcT5ygsOZkbEUp22h1utxtMF4v/uwHdRcAnIoMD9KK14MOSjhESKQZkvLPckxqpRqFhItMSRzHQGJ4ArMSzhjmXHKjw0EenFZorzDasz72lIWj6SMQzxk1zkNlFH/3V5+lX1zAeVg0HbOF5XTecXhqOThdsH/ScXDScn6zCi4phTKG3vWhO16BUprKaPrAVo1HI/q+x/vIvhmK0ofUOE/lCqqyZG1SUyjFfDoP4NJTFmWoEtpTj6QmQ+wGWVUFi6Zjfa2SGuzKo1SF+NQLjJHaBnVdorojND2F8rhC41zsBQ/1eJ16NOLoaD9JYK2lgUsfUid1bMGkJUhMKUWtK066KdvlRh6LsKn70ESmKAxt0wUL3Aeho6QmhPM0jZSwvnvvQWjFrpL6ybWvZF1JtTlJKCoic6TDLXtxD+CX2YGhMspxJ4BXeCMpplH5gxQLiiDVDfZSlgEmg4Qgk7z3aGNCyezYWZVQNz/W4sgK2wcZH63TmIIawUOqE+Mye/lxryw3gyROiMgvHTVklFO6YPqU/P1VQy7KRJY/8mkc42RJ8KUfnFilI59uPEbjKx4b104UbwTGN8YERIDlB5lOSy7jdJm4hk0uUqak6NPg6kluDl2dS8/9CV8/AzOQlXu0/IaXyeDDh37zWZBHVoCgLFYxZVqwxCK4WREP0VS+GbJQ1YMFocTfWlYVUTHqtCmiopVUrNjtL3q7UQP3QGIF1Opl873Fev7xHtNvg4JFiVrX6drDfzq5M4I1iUoTmoOC4vV8xD8ZOUDqTLV0FypsiVSQJ1r7OrEK0QUgzx3b0WY/f2IXBi4hmxSuDz78PJ/iBsoUvw9olfAdsf5taMkcnyUoyAAkl6jLpfFyaU4iY4AKLqC0ieQ+EliJUduhjnqMrh4CszSvLhRyShRxtiJioygfha0fFI4xQnMT1qIL7gtPbjoUxWdiM1QAbMGsUQp661P1NxFYGm9jRLhcNgSkE4NIjfZURmFdXocpwFRp6skGVSGFSSYj2N4UoOODYNIKut7xqCqZJzeAuK68h75vcK6TsqaEQjLG0HTiTy/KUmCQykZBa6TYV9NKnf7J2pj5TCzntbKk7TvW1nSoxuio6wqjFW0j4EbGUBiu0hg6E7vpFXikWUvf9eJPh1ACWua86z2FKWmbBWdnJ6CCADUC+qUngvhwHZ7GdYydFEu6sLbDlBlWeUamkN1qgpXlQvyODw1hAjPivASXxXbTLqRyTGcLSi1tm4XZCccH/6/S4qTUEciGBZkD0kB7j0ejtEv9P8RXvawcI7CPlP3Q/x2WGd7mYG1jTNBpwgpF+Wa9KFkV9kI0EmIRqShdYvVI8YUHHksVeT8lYLrMvInI8lLIzIlcsCH3PcU9OJeeb7AzBz9jvNjw0/j+4PgAroGVo9PHpE2VhMHqMQOUvvTKsinqG9EgKo1JBFUqmgk6dyPMbIsLazcDtnxb2QUUzy8Fswjl6klG4QDByP9V1h8/z+tnq0AY5PAQaSaFGbVtfIgoyF1+QLfynqBGiSWI/4JUk1MOrK5Vv3m8mSW6DYXSmtFojCIE6wQmQLqjBTo9FvdLijhjvwHfEy7jly+7usS8X10ikO57uHEHUfw+GS7BarehqU9WkPJbrHWfxyVucudcsqzT4vHB7xiuqZVGhYCsJcs/ASCdshzit1KGg/d4+hSMF617F5roRGpfReWc4kRi8Z68qGXubVDQcd5DJHn0sfsBaBwAQh/rvWtQYXwiyo8uhThnKil7n5o0iQDyaa7iuHsyYPARmBAB4QB8aJ1IlwgWo382Wm4xunpY86IPc+6QqmvJMlNxjwwYNCQENFkS4Z6k818QwDZYlB5p4uTls2hZaq2CdSkFWlynwJayKkMtfBMUU9+1tE1L1zrM7AMKJhTVhJ4SpwqU18znXeg4V+Oc+PhtbyXgsJJ1YrRh0TZhL4nNXVUl3hP871BUBa2Vimm99xSFpu1tAp+FVqhRjQ41+2MDHuelkqgxAqdGdY0xmtm8lbUYisUYY0L9dsV0esLv/sv/itnRXdZKj/Mt3hm8VzR2justxkvA5HyxoKCkMgXjoqZVLbN+zqQYZVsAyRPvXOxN0VMqJbSs7dJ6KILLwxSGjfUJi0Ub5kcUZ+xMmFhQpaQXWJRzwVqMgZbRzQAKn6q0DmVVAMKRpfARtOa1rpUKWRvRaiQpGLle2CdBHpgQBR9r2cu45u85K2BHuu2FdN0ojBgEusX9FJRtpM2NkfuLgLU3NuXi97HoUpQZA+MKD7GXihuwEEDOsEiHyr6KL5/viPxSSz+WX/maWccwCOBehSnxTh1KGaLoSkBBxX4UJqXjZmX/cfeQ9V0MZPRBCVrnU8r2Uu2ZILdi7MgKDlsybv6s189WZyBRuQN3wOBmJGhqQBf5XGJz2b+fvy9FU55MMUzzMgQH3qeBAR9Qe55c7zwGgylKWYg+uANCZLZsbp/YJ+99nujBa/iXD5JBhd9VQL9pSIiqP4nxoEjlw1yNajDJAxCTmZKBcvARSmRlEe9heKlIpykVOxQKgCAqe+IOjRs2+xTjho1AynkX6JzYFc1msJai+T3OSkGbmPIo97FM78uQRis7P1scg/hMsc1xtBZicOWQBXA2bByn0ub3+EBQBEHnfShm6cNmzME8kbJK3b4TGnDJ/+mjMA3fseGc+BB7EAVbGKuoKCIQUWHtQY6RScg+YAkJEdAps0WAqUviRLISwuMHSlEAC3jlMdpksGIjo6LSdaK7SCkNvQOv8VrAgHUOF/oFuFjvXlXooqCenkKzh/VgXADKnaVsekw1pphsYMoxioJCrWOKUQjsg05JIxjpIyBBgOuTkURW2wgqo6USymS3oszH4wm97aVyoUc6zAF9aHe8aBpp3VoUlEVBWZaUpuDDu/t00yNstRYEsETqT+dnzJuGo0uXOThZ0PUW6ImxK2ezx3Rnx+Ar2rbDTh1Tf8S5zS0Wp6d0pmHPzxlvlYkOl7xykVHNYoHt5rh+jrMWup5Ce7BtoOhlJo1ajlUizqHPSnqANrLMCdo0ygjxDYf1EC1PLayeGBMmsFI+bfEICOJeFKZRhyDY3FEzvqJi0UYn5bP6inOnjUnyIoo5FXsSpPbJ4Rlj3I1zWZYmgCD7dshMEO+dyOQOU7+H4+HCdbJhldwTga2JSnFY3jnpjWRsRPUyAAureGFFpC8fkAYnldgejuuQ7RmCAYjG1sAAi0bn4NLZIPCphkHfWxmzeF8pG0mlW4zpqoMbDOP1Mahj5fUzMAOhix1B8AVhmYQhGc34gBxdKKeafSQDVOeXy/PaIByH0ZIplSA+V7zGCrjQoZKdUTAej6hHozyyQQijsw8uvoSWjpSdGl5mYONnQBBfKq6fZJEOl0r2CcexGYKZPIoMFtwKGAmKQAVnssKH0FRReIpYOCMuhjAeIaU+7Bl85pbxwZrIzzlQtBAkVv4XKXhRHIJ+8XJy7734/sOzxTS+OK/Ris5AyKciSQmEhO/oEPgWg+aC9Au3NDhnBIoDEBmFgVYqW/nRUxvSHWN6n3XBLx+yEiIIiO1iU7tmIsgKvri02aMgUhmvoBJHG9dtGt0gvHEqTIuS+AOd0wuNj7Ec4rBKSyz20xisqRj8KoZiEIgmoI2wVXTwodq2xRHz1AdBtAp8oMm90lgUtihwtiACR2UdpVasafCuwS9a/By0dXQHis56STl0it4bMBU9BaocoXWB1wZdjWg6R1HWOCf9BHrbB6GuWVufSFMjU2GdlDHuewkiLJz0ITC9pSgcRVlSVxV1VYV0x56NccFH9+9x7bmbTBvLlStX2D84ZP9gn1nTMe0Ue4fSwEwHhuLx2YKD45axUSzmLc55isJzcbvidDpn5mbsnT1mtIBS65QGnahda8MQqaR8ikFKrrU+sGjdkgXoQqq0C74lZcLeIOwJRUpNjXvNaCOfQepXEZZB2AOZ3VNKSuuaWNLWOgnk1BpVZnmptSh/a0N21SD4OLIXybelSI2SlMpV+5Iy9WCKIuwTea4oW+VaOeYgySalEkPpopxR8RnyvhKluSwHQCGVQXXaV85JyWsdWBcXAInRKtVqAAaBdcEoGMiWyDgsGWg+uisH4GUVLAxfCeBExUu2v4AMWNzSz2hA51RzEqjPBpvcj7RNl3tOpYoBlE9VF6Mo8izrnOya/OmvnyGAcFlJR1p3SHfIOsloJv8MgtzFiSH442IUuc+Kh8AW4EPJWJ/OG18xNcer5aC4uPGMjn6sAUqDdHymjYOuJKOsZcUeH335nUgLy3ee+BhJ4XPpnPEV0x7xnj5S5gP4qQKtlLkHnTaf0lo2RHympHgClWjz+HlUaBlr0drjTVwYcdPJtbUS2tqHKP+4sIdlSf2gFK80n83j44I/NXaY0/F5w5jKtLoECpSVk0Yq0jkv/RfSMEu0RVwPRLvZRyGYY0oYLPg477JGg9YPdOQweNSRFXYEbLHjpItgJ4AMQhyBDcGHkeJP+jpaIQFgZcERV4YobU/Os88GRvxbx5lPzwHBrTBcFz6sWz94L6A9Fc+vlDiWlcK1C9CFgDrrUnkKrwSQCJgw+K4VHziijPve0XeWzvpcGCg0Wep6yfSQ/u6yj/uwn7ve0TtPbx0ODdrQWo8uSpQusF7Te4Uqx5iqxvsKyoouUOPGGJrWia/cy+hUpUHrWlr59j0z21NqzcIprp3fYbR3wAfvvM208RRFRVnVKDQP7t/HxSBQxGWCgkXT0zQ9SmsWC/HxTyYGvA5VHUtO5x17p1PWy3FY/5J9AAKAvA8lY72is9JYRtIhPaNSMzYO7UtmRzbIGRdSAqMy1DmGCU+Hw6DSflCDtWMDGBC9GjUMsmacrAejJf7C2hDDkBRTAAkm9yiJ+iwaD9L0JlxVa3zvUhZRvIfoyhHZpSVl0oeYAqUC4xBk2xP1daI7LTBewbDTRqG8Tt+LslPOJ8FysmmW6W2lYpxDPDbIS6VDzEFIA477V/wwGIIsVrmrrTHxWdLF5X61Tms+shFakWI+fJRRCVxEtnOwW1crKsbsnLAmh82odAgKHuq2qANW4wu8D/VHUpM7OcYql10DKjAmRK3yyYEA/Ixugkz7B8rYgSBAHcvePImyQvEQH2ic6PeRgJIYLxDO6zzeDhB1AhQuWZRR+IqQcFAIfeX6AARMkVKRoqKW8YiLV6N1Bhl4sQgzmpMv+cFzk+g1H2F9qPwkx8v8Z4CRfgTlG/NGbaSE1ErAniIFCsnHEV0ZQsRdUAgaYpDaYJJ9GFdFroneOVFwOoYtIyhUaYnEMEqUYwThCRkFcBGBucelNDsCUHHepcIwPvqwvKTMqaVzkZgieTcq5jDXHmxs00wMJBxUCsSFtsrh7wg0BueOuzCyNRCsZxd64CkVzhHvYLA5wnwEaMRwiuMApLgA5yH2gY/gNa738DOyDCgV+osH/6ePsCacP1mYYf0QkwqDRHVxO4tUlOONBA3F50WBC1XOUii6QbuGtTWFH09IzY7s/4+1//q1JdvSO7HfdBGxzDbHpb2+3GVVsdSspkiq1ZIgqfWiJz3osQH9XYLe9CS9NNBAQxABURKr1ZBpFk2T7KpbxWvyZubJPG675cJMo4cx54xY+5xbNwuoSOw8ey8TZpoxvuG+EXN/dBEs8jNKd0M/4YeBYZgEDISYgWQkxEQIouxDhBCFHMgHUfxTSIwh0fvEcYgcx8hpgn5K+AiKQyYeirn3pQyAcBi43EJWFLmP4NoW61qUsURyfoTWTKXrmrVoDP+vP/85YTiybjT7hwd+/hf/nu//4Ifsbm+4u3mHdQ3WWnyQufF+YvLS58GnWBucWZO7LQJWO6y2HMaeznaipCngCZIWizX5YsAonJNSS6FUVtw+DPhksnt/tpSN0RWsa53dxSQMJbbvqxwQZ54AhLax1cIMIRVfANpQSzAlmfI8i7x4DEv1SqmemXNqVJahiZQCOiVJ0kwZ4OtccphXWglfKshlyFlxQ64Ckn1b5FlKJVQyGyzZoqEmUua9rLUm2YWHkoV1rKDwsMwJ6cVyTnWvmZpeL+NbjKWUpBokZP1RG6dlGYQqnUKL5ZNZQ82cJCkJn/rM4BNQUSot4gK0zPJ9Dh3Pxsg8P0Xhv2d21mcv1U4FSKSU0HFm151zwMiNy+ZQvSregXwPevHcf9Px3UmHljH9NFsxSuXFXqyPdA4IqocgzCBABFSYX89/+zD38Q4hMIXA6KV1aQECULKIA/GyRWlTBb1SUv8rLiyqFVsGRwNUV9kSvCBgJm+EYtEX91aZsprYUqzSsmAzatSqJHaUjcvim4u/lExmUayllGU5ZWVixcIVRaFStvKWCjGl3IhJHjYkcZmfBnFrGiXIXNqIBlSURLSk5RljVpyKBX1m9h6k2RyRay2rGJa5EJlUJWNlOcWZRydVa6iQnizBl1Iqu+1E6apcV5+SF0Wd5pksnqcyFypSrThNSVhSlawIo7NAzwBHCd9EpawuAGMZxkqpekwFEMj1JPxSwhvzWqheAlJp4zSDoZJXME/8DDBKBn9ZK1m4xajqxYtwTZQEIl3nKaJIUaGSQWFQKWKHtxB7yXkIHvyUyY0USUesS+AgRYVvNFNjue5aQpCqgRAlvDCOnmGaGHrP4BXDBPshctonXh9GbvdB/h4TY4hz+9TFKj5naZvBkaxLn5NdB4zeUX0htUwKtDYYa1DG4JoW17Y07YppGLi9P3Lxg895ohpub274xc//A6dc66+NNCZSxmBtQzKqAlilcthQJbpG+iekEEhoGuPop6Eq2qxyZmWaldnV5QXHU4+1luOxJ8XE/nggBU+yDcaQLcqlHJQNWkN1RRElZm6LghRBOtup4h5X1XVNktDBlOWpIlXlNIOPhaFR9oQie2RT9ipYUvQkynoq+VUV66KVIUSPyta6ANuYwY7KpbYFhKjZmi57qxpvpV9MWeKGUsevtcYqU/VJZexTJfSRRW0UeurcoYxSIVXc/UsLuICXRClJVliXlWssyZri8SliXEDTnG9VkjjLM1mrKSEEyYcRP6lPcy5WAUnFW1BpgiOZlZLqXVyGy1n8XQ3SxfjJfabFOlTZ01EYYsnnVkKCRslDKiRVf8dgoAr9OvklFiTo/kMAIITzn5jjWdEHQszK3wcmPzH5QAge7wPjODIMA6d+oB9HxnHKbRjn+JPRurpvwiJJLSzj4hmd1Bh8RmzFHbS07ijpXIXCtxx5dyzEM7rMVwG8StVEMzXrznns6qlmxFtif0IVnG3DsiDK/0uyZk7iq+fO9yNKaIYqKE2IcDgd6YeENRHlLAZdQwJKkb0DORZYvCCZXa4iqHxOCQUZqqpPaY63QXWn1yctQCVGcUvnUAKomkmfCgDJCTHVC5RjeEUzVsKf/JqCmdsio+ooty7rTi2eKT+HKmsjxkJbLko191wvdcUxlusU+5VqHRSrQqwreS/mz5a9m9LitYoX5drn8ynvVdd+URQqr6s050PUhMoKJUWpq6QWbaANKSga1bP1L2nDA6XzoopifRadLN6LRFKaRJBn16CMInrpR+B9ZPKRwxC5O0be7iLf3E28upu42Xv2J4/PYFobXZ/n3HI6D50oFt6dskzqFlPZ+VWAXBbSJJQHRo9KE3BCK+mGKOcw3Nw+8Pn3PuOrb99wGPaQBOgSE9M4ASNDOhKBYLystRRq3X+cRo4P97nBjMMkxXHqmaYRraQLXDFYQlZqjXNcrNesupabm3v6w57+eEKlgGk6UracFYnCVT4Fn8F48e6VqU9S6VF+TxKGMIJY5n2d10uKUZRPUUopVau3yN5l/L3syXKtovhASJSMnd3iEkKTZzSq5LmUfVtc2YWzPwOR3Jhnea2lIlNKZyU6G0DViq6KNifWEmr8OwSprlJ64eHNjKolH6GuOw0aOytLo4U8K+VMnQyEineheJlV3qQp5v4XqQiZnFuV1ML7W8IhM4BReUxUkQlp4QUsVvo8hBUkyH4QgyeRFqXvWU5lMVGTH5mTJQvgUMWrnOVALRvXJUyQQYia9+J3Ob47GCADguLWTxK/VUqYkkIU9+M0BabJS+zRe7yfCD7Msa0Q8BkI+FyuI93LfAYBI6fTidPpxPF44nTqOfUnxmEU95UxGK1o7JyYMQ+8Qhs7W1t5EcxuG7IrdxHvyolhZTHEYhV+YADTo9+rpwAWA16i9qq+XuI4MCPNlO+rWEszICyLdL5aiRFRFpESS5w4W+aKbNFNnv1xxNpG4mNWmmzY4uKu1muqD1Tbei4Ub1nclCfMgj2GDBqEh7c8VH4WReIR82BKoAwQCXHpOhSNIN6CczRf7kuhZ9BRFH7NVSxu9SKAMshiFozLMSyvzxUEKVvmquYhPM7yleZH1ZxZJCbledOqtlKuHqZF0lmJ3hVQWpJ7ivtWo0S4Z6EQFiBovu8sCEq1Y0hoJfFdqxWt7nmi7rhKtxgGMIlkygosgjknV9YcHuHqxwvovt/1fHs78uW7kS/fDry6m7jbe45DwNcijFnIz+CkrJUl4C3reDHwZT0V07AKv/n1intYnJh5vuU9dWYBP+z2pK9e4lzL8XgkJSnz84VTYrFuU47hlORaACbPEHeQ6bq99gxM3L59g0Usc1WFuAjc5vKCu3dvubvfsXvY46eRZ1cN9yeFMuJpKAJeKfGoOmtJ+jzpNWUjRusFZXWSvRVSxOR7DUm8e4B4OvScjF1yZcrYleZOBVjNiiB7RLQ6G+Pq3dXCdlncziHfn+zNlEnaVPVgkP+1VsZIYtqi/GMASYsqIIbFvqCCCZ8TkJUyKCOxczFUFM7Y6lUp/A1F2VUgoIrSVVWUFfBgrIVQlKfII5v7YoxDsRKW9G3ncXsge5J0BtIJo2MFXlpJeECAxFylEXzIHVuXdPdUr2OZg1nPzGHKOkdKvLYSHp/3T9krIaScKB7qOWteXJbj5P0kDJyPjNu/4fhb8gykWaBWDwE0zjGNgb4f6U8Dp6HPVka29KeRcRRl3/e9KPhTz+Fw4HgShT/0A8M44icv5ChpRrxKgbPCpGeNxhmN0TPNTHFXxwTGOnSJIVWlshRWqvL1SWn/DAQK8iu14WeAYCGtZmF/NleLv0Xo1WY+Cwk5J//NlMJFRlZUTaonq+77JCmV1QLQZcNnd3gKjAH2hx6tLU3jcp9rjTEKm88RStZ9olY2FKW5FFSQ8viW8s35/lPMI5jU/PD5pIrF86aEcCXE6g2QMZ7XUbFayIJwPtWcRLHMOwhF2OVQQlW+CVQNH8TqNSnCr1rp1VKY73me43kDq6x8Up6DOZdpMQ5J1axvqis030u5blkXcTGWeXhKsYfSGl9jqeR9JmsulRWR40MXbWBjJ7bNxEXTs9IHrJrqhYYp8pdfJ96dOi6unvDksqXTE63qcfSQPK9ve756C1+9TfzFL2746vUD+97jQ5mHxdA8kiNqMXjLtV4kcha1FPdI3Qt1vOf5SIuxr+OU0pnwWoKGCjyK/Jk89/cPCyX4/rlLOAtzDmZEASimWLg5xKgIKTLEEZRbGBPzfdz6SRR5CDideHLdcBwD2m0knl6UlJLYvveiLBVzqRlAysnAIUa0UdKnwOj6fGUNKFWUBZJ/oSREIEmC0mBKKTIfA/mZ51LfWf5kjoAMvL0XOVv6Mcj7JQ5ekt1SffZi8RYjoXiFSu8I+Y6ucfllnLo4OrJerfJlSXK2TFYUOS/MltIfwtWqkBBKveUMCus6W6ymkjdmjGaaJlKKWOuI1pyXPuY4RN5uwCxTtTYUwqYS1iUD02KkiJdGGB/ncORsHJXnF5W0MB7rTzYp8xhXnpi8z0oOQDFeZw9byvM576FFCpXMYwrS9vgc5/zG428HBgpaS1HaIqYEaLQ13N8/8OuvXnJ3d8/9wwO7hx37w4HD4cjxeKTvB8ZxlIYfIZw9xPJQZfC0DPAcT5NYmVFSPlI2lV/EJWOqZeX5ZKpOdNGudeEDQYPKiq1YmzHOFQcLuT2fTwZD/lm8tHg5Xy3bhUpl1rdlF785aY5SGpKvM7cHLYvwzD6n4ISKKDXokBi94tiP+KTpuoa2dcLrblTeiHMiYMleLtJeLJicqBMXPA/1xtQZEJwfvvye7/CxJS5PWhF1mafyKcken5Mzi6dFNoYo/TlXhaJRKYQ9S7BYXGrFzi+hoUCqVRC6KOyyGlJaVE2AUot7YPbwFJiiVEnCyq7qUEIs1HBJEXYzTlqEYsgqKFucBcxKT4Cs8JXOtfWGaRy5v99x6nt2+57jaeBPf+L4kz+5xKUDRM/cjhmCn/i//H93/Dc/m2jblsuLE5vNivWq4+Jyyycf/5CnT65JH8F22/PZswf09Tc8/fYVr1694dWbt5xOfc3dWYiWvFyWbujH+3cBuc9ANBS/3NLrszzE08QMxh4BhgqAUWeKjhhJyRDV/NpZiKKcPy/GiudVCf8ofIKibmOCqBJ9iqgUcygmna3dcRqrfEop8epuQpmGyyedWKDGQFY0VhuUW3gd40yDLTTfChUjzhpqOW9GPEF82vm+RQYUr6jKeU9BgfcRmxVcOUoY9Lwr4jwnQhykMYn83ZJMKN9pGlfd6THFOcs+g3mXOzlmzMKcRxYquY5cd14/la9Fya4q91nkjwAlU3+X7+sqB8qcimyez13mpng14FxpFgZLCVuHuRFcVvBkYFMs7GJopSDntFbyJWIOLRY5J/t2yud3eY8XY2g2PrQ2RXpASjUhuoRyYpWp8rrPYdWUMkCiVNgrStn0EuDVTZZfL8sgkY2SD/a3+fDx3RMIo3AHSFx/qu55aYdr+Bd//q/4v/2zP2Ocpjne8UhgFEWvlaJxwj7mrMJZTWM1rvxka7agpOMY+PZ2kIfNJ1HMmc5lr4YYGcaZta+6pBdIreyL4gSXMS2+giKAJBUMdY43Hz/LDDLkegvngQjBYiGUhZsVbcqIVDZUyRqdY1xn97sACuVIqghmIYnxMXGaEsfeS01267DWZDdRFoJ5C5bkqPMwgKqZ6sWyrdZfUW7lv2rFkxebbJBC8lEsb6nuE7Qf5OEpyHj2Lsk4lPWiF/pkOYfLtZSQGH82oefxqkp3MTNKki6LhyM/YD1/BIjlG8Xlv1izEdCpjkcpfVQqn7N4JdTy+gW4nLvwYpKM8JAFSUoS0mrblu12zZMnV1xfrnlydcmqc7Rtg/cD+9s37A49d7sTf/EX/4H//uWOi8vEP/rdK1LwTFNgPxm++fYVX3z5mv/yz15ymBxd2+LcG7q2oes6rq6u+PKr1xhr+PGPfsiq6+i6LX//j/8BP/7xnq+/+orvfe8zINH3R3a7B25ubnn99h03N7fsD0d2uz2nfsj5PefWZx7wOnlK61JBWdfbbzrqW2leZyTO570AgjKeca6XNzbzJJT1ufhMBRdz5WhZOvW8843IWXyKBHJy6iNQMXscxBiKMWLVibvXY/YGWIwxuMYRjaP4sZRWGXhmeaXmHJQQk1j9uVSQlBPRlEaHWJkMSxKa0eJgXrIF2txK2vuEaywwGxPLzPRSzaCVlnh7NaxSZXKkWqkyh2L35T1avRvZNR6kjNIU8qkQUErAiS7WNKKUQFG6jzonClTaREulhuS6SJkrSuXOqcsujenMPik/ZYrKcwAEPxsJxhriNK+lUkGitBiW5VgaqKrkE+WLWJ1bSqcEKkgZtTFSvWYswzjU9ttKaSnrri3xCkguySoCNEs1nXwizeJJzbqpfr8A8UVktBibhcbd5GRBxSx/SYv0k99yfGcw4KeR4CemaWSaxuoeMq7BOct/9r/8n/LP/u//HJUCziicLspd0VhN67LCNxkAGGlgYrP1L/GnYrFxZhFerhRPNppxSvQehgA+l8wMk58zwWOkPx0IfiK55jc+i1jkiULu8lhQicUo78cy6I/OUZTLmSu6XkBVIXh2zRzD8VVePVrNi5OUBVtjQwsBKb+WPgCRwcPhNNI2Da6Rxi4FBOisrBRKkptQ4tXJt1lcS0WJ1c27LKrPACYVkJCtAUAS9BKLMZBxS0vhnNLs6q+u72wZ15BQth4KMCFnAusMiGK9lfmXfL4ZfMr9pWoVFS8BkDQ+lUlJ78VPlRIXMZE6JylJY5tK6apnl2KZh8oEtsigDrn0TmryI9pYrLVsNhuebFdcXqx4+uwF69WKVato2g3OlDHP1qG2aD1x9fQZTz/Z8Onxlk+ervgv/q9/zr/6qzu+fu344otf883bA+9uHzgcT4QYedhPnCaFNRaKFWcMm/UKazTaaN69u+Xi4oJnT5/QdSu+/vprnj59wjhpVquWZ8+f8ulnDmcNzhmJ0xMZx4HXb17xz//s/82/+bc/43A61XGaweMjpZ/31zIIVADc0mZJi6mtADBmD1F6/7zFCgMxAgQQZHBS1kJZlykVvDav0whRp+pKlPBXAp3ryhd3VMNnZz+QYqRtmqxQ5H7DJKWa/SHlU+f7LN7BbAEba9DairWpFFPO9C/hv5DKPpwXvVCAq0Xp6Vx7Xwc7W4Tidrd1bZfnLu7xMlYxK+cUZ7dzQhWqDgyWRMox/WKczDLPmFLupojR5/PKeyUMuLzPKUVUknCIMYZpku9oDeM0t4ePMWBa8TLMbaxLfD4srnMumcW1L42zSjWLTpmhNcvUAgSsmb21Ur6XZSaKVLxHMQMZLflXBMniB9DKVsNGqbl/x0zAhBgbai59lGuXnDbxShQvdJmfWXKVZ5JzldyR5a7RKpHCHIIqMnY2RPTZN/6m4zuDgT//l/+aL3/9JV99+SVv3rxmOB2xKnG5XfH5J8/44Q++x//6n/yY2zevRdlrha3Ik1zmkFvj6mLhZ3lOnoSaGVm6M4mHwNTM6dKFTHEaxRp2RrFqDK0zdI3hxSfPcXrhmShu9mJVqKzC0/kEzIM2WyIFgi3RWnX5FsVYINrCJaCqPVCmLE9qRo1loooVPiuspXElm1SlJPHFLFSVnChbOwIEjn2gca52eDM5q7TUspb7TXW8Vd1D9R4ymKpOvLzRVA6ZzDo4VaAGedEmcpwtu2jzUyeoXoUYStIjVZkWUCBjq2p8bPYCMCub8jsiFCtYSgtX2wLYxEh9lrLxqi8kSc380v0MiZBCLW0q960ygyZKXLpLQogYU625DzHnrBhD0zRcXlxwfXXJ9ZNLnlxf0zaKrtuiGPLaExeoSoEQRlIypBRIQZr9HE8j79684etv3/CLX/ySX33xFd++uuH1mxumySNJh7JejFZ0XcOLF8/5+3/4lJdve37565cSnhuEbe9ht2e1WtG1Df/m3/0Fm82azWpF2zXc3d7zO7/zYw7HI6tuxXq9pus6VqsVm82G9XpFt+pICf7L/+qf8+f/6t9wOp0ApH9B09A0Qk2cSiOrFGt9dAmVlT1yNr+PjqXl/V44saLR8s/8XogRa9ysxBMLNtRImhJRS1WTQuFDYlQGF4tCiBmoCiFYSEvu/Zk1TkCqVBg0mWcgJhHwyii0nV24BcjAsrNfJnYaQvU01GdUQvsrHUWtJPYZAQ4lJUI7m/fkeQ5CCFI6WYyqlOas95DLuJfu9xKqkvdL2KTIRAG0RcGVCi1rdV33xVK3dlYhKRm8B2vnevgSrqgueKXEo5nvxVpbfze5Z7d83lC5CpSq5yj3D6IPpkkSEY2ZuQB0VvRhUdVWnlfDzPgYhdiuKHFUnIFqifNVYZ8oSZMhlOqjTJAXQu3/USojKj7OnoWyrlWR94v39NL9n72nJl9/6Q2rAKPI2VR0VzpbR8WbIWJeymi/y/GdwcC/+K/+97QGnlv47ErTPNV0ztI0J1bdG9ztDf/k80j45EneIIUxLi+UXNc+8zXrM6Wvjcbl+JUI7DleXja3sRZjZXNIPFxjjUyQNeJhaFYbdBrRWjZ8nU9m+VFIdZaHrIFZfdc4toJYKIuX5ylau0wSizKUPKUsJrF4PcpEqUzgs4w11Q5w+SqKkl06j4MoNlHc3if6KVU3YVnURi1CJPmZUQqzkKXFK6IShBIiYRZKs+ybB+pxZr+85YFFOV/+QBFI1YOQS6OK2/YMKCVdLexaBkes4RSV76PwjydApZBdpXNsOyqx1koVfiK7OhcARpFdeOocdKQKHsJCIKTqqgshMvnMthciShuaxrJarXn2pMlu/g3b7YZutYEw4Jpm9nYpTQgjmihkOvEAyhGT5ng48vbV13z59Rt+8asv+fnPf8nLb95xe//AMExzWajRWK1pGsfFdsWLp1d8+ulHfP75p3z84iO22w23Dz1/9cVbvv+j32W32/HwsONwOLDf7xnHEZCx2B9OHE89RhtOfc+7f/Gvef78KavVivVqxXotP5v1ms1mw2az5t27G/7Z//O/4XTqaVpH4ywgvSqmaZG5rKQPQRFC56728wTBDx3iXYlMUzh3oy6s28XCrlsxeEkSk4qDHNYsXp2QhJ67xJy1WKlu4flBJaJKEGX1qPRYTpTs9lQbMdX2vmmZLDwLabk/Q/bOo8+eP3s/gJT70EsTJo+fxtnWKIBDKUatsdaijEGSVmVstLXZ2i5hN8knMEYtQEBZ85J06HKugbVyr7KfCnDJvSXUeZx/mjwpkfMKwryHUuEFmMOi8uyzgppyfwxTyFwQ4FD6xxija76C9yVsKh7kpXej9GcoTKol9l+8D8VTUeSYKlY+4GPMrISzh6B4BBRUyt+5pHDOR/CZpVGSNaVZllJ67pKoJD+qOGiKpa5UzmOIKpeR5/h/7mdR88mq/okL3TGvvSJjyzqr+W9a2GmLHpnDdsUz/Dfvt3J8ZzDwn/8vPgVVWltm5I0iKlGT4zgyXG5ydqyprgptjDRZychO5YxY2QixunJmt6AgrpSJVwpS0koJ6ciqwzqbkwizvCkWbUqo1BOGB/Tqea2PLeWEdVjTbJ1CJmtI52NWcgeE2IHzPgTLlcnCYv/AsUSzBT2GoGvdcFksFbSo89BDkYCzXpbwgJ9G+klKX5qmqTkWRpdRKxbN4v7UnMxWwgJL/8UygU8sq1jvoJB1VGtbBjCLu3KPhSGEeo7zZK6s6VUhFyI3kzL1uiJgyhMrUgy1irFSCyu1cPsu5iV/r/CRi7dhBhEZMkjJVkXj5b5yAk+ITD4I/36YnXVt49hu1lw/2XJ9fcnFxZbNyqAVOAvWJvw4QRx4uDtIU54+kFA5MUozjBO73Z6372548+aeL1++4auvXvLm7S13D3v6fsT7kk8h9+ac5cnVhs8++Ygf/fAzPv/0BS+eXXF5sWbVNfhp4nQ64ZxFqZG3b15x3N0TpkDrFM+fXfHxR89Yb7Zs1hsRtCFwOBw4nU68fv2aL774NYfjieGbVzjnaJxUorRtQ9M0rLqOtmkYx4Fx9Nzd7ef9nePFrjG05TvOEhsjClPPa+BDeQNLcLB0wwcvJcplAj4EBuZQXXldSputczhnKE2KyvrAIQm3k4DTAizLtUmQstW4bKc936t4/ArXwTLJspSilft7nES3fMYzSy+fWzwBj8ao3F8qHBxyjz544jSSgsToxQJcJCmr3GJaa0LtmKdFbqniUSj0w7nCIIdIjNI5EbAkDdaNVsnaiuWvtV3kbgRZ5+lxsp/Iep8ZIPPNZqI60cjO2ZovoLWugKOco+QCzEmRus59KW9UqnhZYv2sD7ltczayghc9EaJUPlijKotpDf2Q513PlV5FQhRgNt+XopDoFbBQujlWkFYAipLk1FTXsK6yRxXAVzwulBBmqp8t3kQZI7mZJZHX7HnRi7UWz9bibzu+Mxj43b//90hogp8YT0emocf7KS8yI93Q4tKdlgcxFiWPxIfjLPQFZKvc/UrXmJrK4EEbc5bpWQcwL/7CClaQmAj0iD++xl39eLZCF5tuHuLzoyjC6oqhgAX5I2awpj8wsMtXyiIt51yiOCXSE1CZLWrxXvYnVI78QvCcF4UMawZKfuI0BKaoJDxgTc4RWJLkQMwJD/lrFGOlbBpxacU507Y8yXtCuyxK+XUmbFoItgIJMlAqwrTGDctNVSriRbiFkMMHeb7yxoyLjVHGvsbqkdCDuDjz3HOuUIp1XzZ4cTdKMpZY+NMkJXUhCgNiISB58eIj1quGrnWE8QHXdGxWlugnFHvSFHkIK4ie6E8Y16JQOHMkBM/xcE9/3HG3j7x5e8c3r97w5s07bu8PHI8n4fGPZFemhDViAusaPvvsY37wvU/57LOP+PSjZzx/esG6a7HOipcA4ZY/HI4MpyNKKV68eErXtsRk+f7nHwmY8REfEsPoSSiMbeinQN9PXF6sORxPxBhYrVYYY2jbVvJwhpFh6On7gWEYuLvfCaCKgU8/ecHxeGIYBornLsWAHyNh8gz9gDGazbrj+mpLKdeYQeFSus777Bw0ZsEYH1UHpbK8FmBZyR4t+xfELTxOOnvMZvpckzyQWGuHqYI0VSFPfp4gi1AuWeVXquCnrO3Z9s/3tnD3FjnxGAyU3z8EDuZEufPPVnNAlcz3pWGTZlbPNBsOMUzgkTyZxXDLHjCVwEfnku0adjDSOyXkuHcIc2MgAaelL4EoqEI6NFvBqf4uoGP5XGXeVK7HV/Uc01RaPWuapsF7fz7m2RAZp4jRc4h3Zk9UM9jIhhBJPHrW5kZ2mZvGTxPa5Fr/PBeJHJvPhgMltJBlb4rxzOOBovIrlBLxJROizt6PGRjUr83gpYDZLJfIrK+F0bXKVIQNUkiiRM7XtZF7FSxpnsttxsps+3cMBrRJpDiCDrSdwrmWxArJuJHEmeg9MfhZ+adE1AjKIpEaJ8pbm1npZ9RaUh5nlF826Iyg5Jwxg4qceBannJU5N4Dob/+a1af/uAqISvax3BULi7hcj8X2Po9TJ3nOAhjyxnzPO6CKRT5P1tx/oCj9cwExgwFVlZb8J/kCqJSzUrMrM4+tsQ6tLEab7A2YF/a5pI3V0kklya0AnFqWVuAq1bIvHqCqtBevsXz0orSrN0CQ9ww6SrKeWNlxkYVerJ4ZLJTPFVAwc5+j5lKcMjfBz/H85RyIkCd3xEuZYz8yZfAQstBwzrG9eMJVt6LtWjabLev1msNhT4yR4/6B/WlEpZY3tzc0rmHq71mvN6j0hnEcpHY5BiHIGgJvb3a8fXvH/f0Nu91eqLOzNCicFiEni8V0rtjKmh+nwO39AWPvSEkxTp4nV1u265amMVgNh/0erRVPnz2rCmp/OLBeKdabS5rNJ0xT4OHhjq+/fsmbt+/Y7faZRx/WqxWbzZo//N3PMgUxgCakUvUgSrXvex4e7nn58hu++upr7u/v6bqGlGPqswCSH6NV9qJ0knDFwm1b9/b7noDl64Xee/bApbqkH5ck18hViot1EEhTQJtA27XobHGbUaOCZoqRiVjliipeKBLBCp/HlGJWqnHOslUKFUIFDedKm3r9pdGgsjVeRHJKC94OVdb/uXKnruFz0FB0nCiQxRjkiy7litNudhHXcZ5DAClEJj+R+nkOaqyZUmInRloyNncHzI2xFgqvhEnqd3NuwuPQkCh5s5jzCCw4DjRMvrwmJY9FwQnYKBUKcVbAxVouIcBabSByNy2urbWCkLP3cyWDVloaJxVDopA0ZUxRSvxE3OdwUgZJMZUyVplDySWIdVzmPAnya3IuCS3kn9qwjMXnxNMuTqgsB7NOCXEmSlMqE3DleIYu7Y0poCbnZaRUP/Pbjr9V10KlLcY4DGsZcC3hgOQnpuMef5xI2oqyN/JvJequG27x5BQlKb+nJPGyFDzBT5KdGheNcopQUMtcgoWLXiVSiBxf/huufu9/A2adlU7Z7ufPU+8hf3eJoMoinAGExHiins+1tAwK/k7lCwvBcK49OdsoZwKlTvss/Ja3W2AJ2tI2ihCXC2sRA0+Pv6zqWJVniszPm1QhEVG1tjk9/upi+PNFKP/lU1NaET8W2KL45uvPuQeymUMJl+QLyuaImaVtpg8tinNZuqqU7JmYssL3obr6pae9whjLZrvl8nKNtRbrGtq2YRinXGdtuLu74ziMuIcd+92e4/Eg955STTq6//YV+4d7NpuOh7sbjscTDw8PHA5HxmGs8enFlOXxntvexjKPkTNhUdaB9yPffvMNL79+Wa2VpnGsuo7Lyy1Pn1zz0YunfPz8mhfPn3AaAhfbjvWqEUEZPaZ9Rrt5gkuR9eUTPvn8R7KeY8DnaqD+dJSfvme3uyfFxDBF9ocjD4cjr9++4+W3b/n21Wve3dxyOvULYRnoGleVXAGirrGsVi1d27xX+z4vmzkE8t4aLfibREoLV+kCr6bF5+JiPZf9Ua8BqBS46hqcc/R9z2rVsLvbz9TABcjkvSOVpCKgjdZcXl7StR2//uKrutbqXOU9t7T25D15lqLvi+Ivf5NyMQDzOYqlV5TX7G2brcACEiIhfyevH0q4bzGSVamXPZblbDYcqiemXDUDrhBSNayE5yBACgQ/5qZfmkkplClx/pzlbqVaRlszG2aLsSj3VBRr+dvnElW5/5TXf8iKbX4iWUeZ/U/r/G8pU5RrFMU8eyjE+6CYlXNKCOm8WjR5CsLTIGHHBc3wYr3qeeIzXfCclGjy9aRDZU7mzCHK0j59aTfO6z4vhgzwyvyWcVILj0rRJzGHLdVi2uo6WBgV8rqqZYi/OYh9fnxnMGDarUxy8FK6kTNUUwjiEfAelCQCmmYF1s6AYDEKZbGQpNlQCh5KFnXwWWFEdMpZPgZp85gHPKVI8nMXtsf9EhSKNH3J6eW/pPv+f7rQqQtFXY8ZCDw+SuLKTK2bF0nMnv5FtmcBNOfgoZynXKMg+IVSz4JIBPX8eREymS5zsYHq+Smtax89zgcnPcd2c9JMFFO+nrcCh7LCkOQWAQxxLntJWUGnNFcIpEU/gRklLLBPqkl9xBk4FOteLhky4+S86cpcVwBBMaLkfrwP2c2fhP46lwUloG071ptLrlZrTqcTn3z6KeM0cXlxyfF0RGtN3/f8/Be/YrXquLy8pO97Xn79kqfPngGJb15+S9M6joc9Dw87pnFgv3ugP/WMQ09Kcv3apbCOexHO6qzCIVFodYugny27s/jxwrMxt9qORD9yPEycjjteffsNP/vLvD6NZbVacXGx5emTK7abluuLjh/95Kf85Pc2XF5dsGrbmmFeFpHcY6Lve169esXX377lX/+bf8fPf/Elt3f39H2fm4HN7srWSRnVNPl87Xm/GSsgYLVuKdz71bpkVnLi9peNkKNlGdyV+Z0B1KyjVP69lOqVx0h1yc0geDkXYhnd3x9ou5YQfG29rMiNu7TE040Ryu6S3Ky0xmhD13Xc3z0Il8lifWqd5r1a538eq7KfVP2MerROOJv/+b0lUBJhXgAHUD0UxXpVj0+Wx6Eky8XltWXzz9dfChaKqzqJN8ZaaYdcZFsZ42LVA6URWIwRP/T0C9CmjYQbJKFwDv+SWUO1Lr0AUu3/UMqhUTCNPgMpcYs7BynNpYU1tq5V9Uw0jauWucyRyM8CYGOSROuQ4702A9VY12rMwzuDpxiCjGMFVCJHowZXkjLz+pYkvkW7YavO5FwJyRbCtLxE674vVXe18gFpOictsGPeM4ucFOa8BZmbLLezeC9kfcsusL/t+M5goL99I4uhlFktbG2dNFpbyOVSaTiRBlDGopyT11RxDeUM0CQ/s7BP1ZWigsREow+kILHK0lmvLFybN0BMUPolpJy3EBm4+7f/BR+9+COSuzqzYMpgVpV8Nk7zH+dCevGJgsDyhqxoPn+/nHl56mW4oOQ6zGgza/SabV/AQJozqcvGSZDS3Mil9Auf77n+Nj9LVT6xUucua6grSMlKq8Ygmf8uIxPiDLyKIFgCikKCUpVA/lzIikUZnRMRc5JgVpgxzoi3gqrMoVAT+kbPOHnZvEoSpLTSbK6uuLq64uLqihgi1ll2ux2Hw5GrJ0/48quv2W63HI8nXn37ihLvVNla/9UvfoX3nsNhx+m455uXL3l4eGAaJV6+9ECQ50XX2ZYZT2lWTnVs8gZdHo9jwY+PM3cxqQqFxScyM2cWWkxM/cRN/8DN22+y7Das/uVfsbn456xWK66vr/nooxd8/PFHfPTiBUbDr371BX/9H37Bl199xetXr3OZYMoCXLFatdUrU0viUsxJfSVHQ4R62zpWqxVNa2cL5VxTUZTcDJTF9ir5LUUGyGKK56Agfz/W15Z74nxsyshprWjbBusM3gcOxwNEsBeO/jTUsXXWcrntSEnaJJ/6iZiFrtKKJ9fXGKN59uwJd/c7xnESnRoKIdrSBVtky3I+oQCmhd7N4mie23lt1dPI3GfOC7V4vZ5DnQPKpYKJWuXE3OxBQJ3zhpT5UwtIsAAUi9mQl1S538V6LBwGBfTleyxeO6L0oUl+ojDX1vlXdQGJu99aorWYHI4o1RDazRUas/U7V/go5hyfc1mb9ZLSeHLCIOLRKMmHtcoky68QS+dWM4+v1jmsmUGvscSYcNblHJpZcZc2ylqfj1+dtjx+xXtQgbaiJo6mOFMka6UqdbkxpurdkrBprM2yjOwhzmAnxMoxE5chnO9wfGcwYHUjE7DkWI659EclMr+mlGjpIElgYSDFQW7IaLR1oCwKTRhOTP1eBqEqa529BgmdJFaOUrNgiAmSX7iHshvOGFQr7Yx1Lm9J3HP4i/8zqz/8z8GumYMF7x9L19zytXkgZxfM/N4CpcMiK5WqWOdzI89RGc3UYvOVZ2fxdx5jpTN/faCIfyUwk8JFUtttFCG7ELZFqsoTaCDMcxTJxEpLRT5b/eRpLc9WnrmCBBbPmubmKQWNhjxHZdOkBGkKNZRQzAi53VST+cbJV4a7mIQxbbPZ8uzjT+QptGZ7ecHTp8+4v79nGHqmybPb7QnBM00T9/c7xn4gxsDr12+4ur5itVrRn06kFHn95g3RTxwOe+5ub5kmIdOqmednSnsxx3mswiPFX8DA+fp5rBiW4PL99Xa+tmZB8vheyrg/Vjo6c3donbi6WPHs4+cE7zkedvzsL9/xb/+7/47JB/q+RyvFZrvmYrth6LcYy0wqlc8/t2Kd59dPU84lCBitWa07uq5l2bL2/LkW9z7D5KzgZqv1vHXuDLTOxqXc2NnZzxODtQbrLK0TsRZys7SSp3I8nijWu9FGmOOGgFKFQM1i811qpTgdD6QUcbbh04+fc7/bs3s4ZK+PPJ4uuCf/Pd/iEhwsZcksU5ZDVBIZy3Op3EV0GYo4G8+lR0EtTQJyrtG5YlRRna09hXgOqvW/ABTq0TVSlSHLsc9rudy3EsBhjD67hs0eAqPn3gL73UHKPkNgGkemvq8yUiGueKU0UybM8tZWlsmSWA76LBY+kwYtc53K+OnqzifPrV6MBUpAQFHQJTdCmcKMKJ7oJe9BmY+UhNirGBmVdiEPnFFLnofF9xdrwTlL8LG2KC8DrJBSRWPUnFNX56nAOI3R4q6W9t0lXyLle9ayHr7D8d1zBgove4JEXBCwzDeWtEJZg9KNDGRhG1J6zi9ISaCMs9A6Qn8kjoO054qeFCLJy79ZyskEGo1yRuJVxqCteCKKAiNJ2CCGSBgnkg/s/8OfMR32bP/of4u5/EHdtWXRwIctjfeFuDp7X36PzMwCFHg9j8XZGxXCnwlDUYbzd+bzkxdoblOpxFLWGRmqjPzL51RC6qdDqK6pOd40P9t5wtocc5NhkfssHAbVS5DxQnV5Z8VNKtn+8m+pCy5WcfUclJHI6DsG+eyUm1j5ILH9lClY15stF5uGFx99JHOOwjkBoq9evWK7WvH27TtOp56bdzf44Akx0Z96mqbBKsXoPQ8P9xz2e5SCL375c47HA/vdjnEamcbxPeW93KDLI2Vg91jpl3H50PHYavvQ+7/pvfPPnSsMufCjv997a3bPWysJpm3T5HvO957BXohhdiciIK58LsRM9FKUnoa2a7jWF8QQpe2vmZO0yvM8jnmXB5CcD1nraoGFS+xXFEFWYrqEz/LeUGASVC/MAqCpDH6VUjSNRRnF5EMOIaYcI5bvee8pezQlqX7wi/tUJgvRELjYrgjKo5XOFOyKF8+e0LUNNzf31SVdn7HO5Qf2cv29jNO50q1yYTGTc3hxASoWKFCpBbFZVU7z7/P6m42RD4HT87/PZaNSqoYW3g91zNnrSwWnzi+Cc05CM1rjnEN5j2kcKlr6nHS7aU2lBZ69DJHoJ6Kf8EPZbzN3SG3jq01V6NY5UtEzCKCIafZe1qZwObxQOgwWan0pj9S1UVMxrKy1FVzEGBC25DJGYrDOVOyqAoGlDhCDaM71KI2U5HklQbyUURbQECPYQhwVZ8KsEirRetnzJZdZZvBTykN/k1z70PGdwYBSUjOtjEbppiYGluoAgQilg16+v5TLDWOQUpf6cq46SIFkDGhL8pO4W5xFdW1GmnMGf1FEEg5ITKdegEMRyvmX8rt0ENP4N/+Oh//2K7of/qe0n/xDzOZTyK1Gq0On7NgKfx8PnqDvqtdANKsWQFAAA1XYzqcoVpskmyiS1oS8YN4DIBldC11n3vgC4QVMpYAqhBkpZdffnNRS3O1FcdXM+0cAYRnLKjWsstDj7OZTZJAlny8VAqUMcVYCJbY2KxLpkZ7bVGfymHHytX5Y5dhst1rjtOZ7z56xvbjg3bt3eO9xrmF/OLJadex2O7Q2jMNATIkvv7zjdDyy3W6lIdb9A5dXlwxDz7fffEPwE/f395yOhxwnDguOgeV6XgqtPMxl3fJ+pv/7yr8IgzLjs7CchWb64GZ8bB08PuZ1oer8FUleb7F89j37mPNPqEXMd2nePcKgKltLcel2KFn9UNeOc1bq9ZenSXNp4NLCLKeft9UMBJauX1VKzuPsiJ7HRjweYbGfFOnsMZTWGCvuXe8DWkHTiGI/jaXcKyvVVM6p8meYSzujhENiSky5HS3Z+PF+YhwNV5cXGK15d3NP8EsosbwjPvD6YnbqVBQFnKpSL58/90wuZMriMtWbUPJ66ppbjE1VUHOCrpz3fD0oPSuw2WPzCNw9UvyPj3MXvcJYw2az4tSPOGuxznI4nri7P3Dqh6zcwG2cdKGNqSrMxJwUVz2VdTyShI9TgDTWz41lDAowKRSduWxd2B1NDhcofEmIzecM3qOchABM/m5KiRh85WowbbuYn5S5XTShGD9KkgqB6mksCl8tQEPJEyigo/w+5wEASJ+HovyVKo37qPdd3oOZYl1RKiXyyvm7BgPm6vlifcda2hdjhKkn+kli9krlKjyZgKQ0aFckCsmPhCnIRsoWJqaBxpJSQLm8ASePPw2UTl7VTe0jcZoAhWm7yvVdpI54DizkuB9Kk1Rk/ObPGF//f7CbT3FP/h7m6vcw289QdjUr5tJ9r4KD2Vop7vgaD5dZplQZLKA5ZA8KefGWjlzGCMI0JlRFXr5YEwiZz1UZEZWehW71zlA3r1hARbhAVRllzBQ1cepM0eTPhJKXwSz0534PqfY3DyVpKORwQ85r8EESZ6bJM47TWSMbpTXr9RqnHc8/uuLi8hKtNYfDAe89d7d37A9HhnEipUTfD/T9wO3N3RlSPuwPpAT3D3co4PWrb3j39q3E96eRaZoywDwXvsu4+3tKmcUwUaoh5I9SGPAh678AgNl6k3mUP2cuDNK50MwGwyMLq/y+BIZLV+A8V1VosNDjBbgthHYB5IsMlvwwRY3O2kJVX+tCaJyt//cV0/vj8cjN/AFAgFK15Pg3AjO1ABNqfr0qrsV4zXMKxhqUSkLL3NhqZQ7e17kQT9z5kFunaifLklw4RSVthyfPiKJrGxnDJL0ZmsZxdXVJjJHbu4eq0M5lQFrMx1LJlgEprz0CqdXeUO+/OAudxTuztT+z4GW5kT8vYzeHSCtV+uPxjMv1RwUbRc7UZMay7t9bCjOAAAlBOGe5ulijteFhd+Tmm7c8POyFwRMJdRqt+MHzFqsVg0/0Y6CfAuMkZcCxzJsmy2nO1lEJKZS9Vccml0+GHL7VSjHFWSZV0JCpjwupnJ9GSXDM3oCZxlnVEt4CmqUPgehAbUw1pEpIoORplLyG5f6sNO+L15dAQOSErsmV1mos4k04p5aeuRZKtUFJtCxr3ufcgd92fPeuhcNBlH3wEvMNntKTO/r8uzJo15C0JqlQE8VSgjhODPsdxIjt1iil8MMRbQ2mEY7vhGEcIn4Y8f2JFAIoQejGOYxxqNZg2gbdtChr5zBE2et5JRcvQgUpPpDiAX9zx+mL/x6URm+e4Z79Ac1Hf4R98hNM90TAw8IcjMsVVhfa/K9MZkaui00y18MXxKcpnbxAwEXUSpgWUxYLat6ypfivPkua461i9S9FYrmp2ZWdUqlrR0phkoQWan/3hQIs7vsstyTcsqjSENCXSWy8ZO/7HI8VIJFq8s/64gpjDNfX14J+jeF4PHF/f0cCXr9+w2rVsd8f+OblNznOZvnq11/h2kbIPbRm6Ht2ux3r9QpQvH3zitvbdxz2e8ZxyB6OeGbtzF3LFkrxA3OX6jjNczgDzopbF8L3feFZ/hULpMzFQvFnUHeu+OdqAZnKihrmKaxCvLjWl0909nhngmR+vpQ9NVm5y6KZLfPynIkqjOY7fg9OLqwx6j1/eFzPvQLL2O1jy2S5but3yrMsOtNVl/HZuKezv4zVOEOmJM99JfL8lhKvZelexUF5aAojqrGJ1onQfnMrRE4hBkIMOCsMmTElTv2JpnE8eXoluSr7Q80XOnvCWfPzOKY/z//8HOX1EvaYwd78lXT2/dx3JC6HZb7eYoBlX9ezljmdwaKq3oRzkLVEISqVmvhUv392FK9P/rJC8gNu7/Z89fItDw+H6o43al5pWiv+4PM1zy4aQoxMU6QfI+OUGHziNHpOU6AfI8feM0yRcYr4WKqg87mK7IqzVzRm2azy/hU2Qup6k0UCMXrhXCmjm0rrYfI9GqZMha9zXpo2hpjX2ZBDDgU4xzJ0iRqGkHPqqqilx06cK1zUYj2ocy+j96ESMqUMQpYtm0sFQsqh8hQrQ15+7u9GNPDduxbuHmSpFMEpw5Q3u/ACpxiYTruqtELwTKeJGKUXASFg2lbY8YJHaUPwCT8e8yCYujOa9RptTU4WkZFVmayIQsxQoGGKtfIg+SDuzRBzGGEhAIGoNDFlr8aw53DzK9Jf/1PM5We8+NP/HX71fRwDbvWUpN25UHsfDgOpWpHLCa2pdvl7ghRzmQ2FTU9lYpUiPJbnl/a7smbnGFjh4xYvw5Jsifr9SG4YozQx+mqllw2SsrZLZIs/M2mhUm1FHPys7Mec2FfzApBs7cvrKzabDSa3Tw0h0HUdp9OJU98TQuDNm7f4yXN9LSDhcDjw6y9+zdXVFV3XMQ4jX3zxa2KITPf3+HFkfbGlPx7Z7/dSE98PnE578TJstrRdVxOQgvdzaKNaMnkG0jw/Ne6vshDJm7WMbxk/GZqF8kCdtwAtiJuyaZfx7XMAUjb1/FL53uPNKXNfQCXFusuCuFpB5PtPCvNIIleXqpqV4exOT4+uNSuG+t45EhHlzLlS/y6xxw+Nwwyuz5/57DMFTqn3gx7l88uxVEphjaLN8eYiiJVKrG3iMPEekH98+zEmMGCN4tPnWz5/sebNfc+7+5MkbSUhtrJWZ9kn/Q+OxxPXT654/uIpMUWOxz57lD5057LPK8gqOQDZakwsxjUt3n98mjNMNcvhZf8HVWb8g4BxOdYpW8JlzzwCu6Wja7kwCclRqE9U13CqM7cEN2Id96cd797cQ8oNgupFZkRmlLxucjWVIXK9dXNNvbK5WRszgVhSeDTDGDkOgUPvOQyBw+A5DoFhikyhOJ7P4+axELxW8FD4AuZyx1hY/nIJSwwBlQIx5pZCxWhTCnKSu8h4ndsaG6I2Z4q/5Jc5a8/2ZCIt+jPM3tpCGKX13Lmx5DKo4pnIRrDRutJ+l89CwmXdmRYll3/T8bdgIGxmgZutxZQXb1JST47RJGUzs10kKY3prITWEygtzTTC5GWQrJMMaKMXvNpyPVH0CbLCizFJmUoexlQQUOEsze1nZdNqYhC0FzNoKBZWQUyospBBaXHDYFvub75G/fL/xPbqKe7pH2Aufw+1+gRlNwsButxc8+9nQrN6BeZJKnSfxe2kdGmtKYBAFMBM1zvHlgoIyHGsjPxSUsKfn62vRC7cTKXeNOTMfUVpZBFCIIUyf5IlG3Ld/jBOTFOoNeYFgDRty/Mnz+mHnvV6Xcto7u/vefvuLev1mpvbO4iJcRzpTz2rzRoR8Zq72ztub2+5urpi6AcO+wNDLyGgtmm4eXdD27aM44BzDWM/CImJMYzTREqRMWeFJ5Ce8dbS5E1ZgUH+iUEsupLyrbVQDdd2w4UWtYKBOTegSNIi25fW1BIOLhOmHlvOy39nHLC0/94X9nPC0vI850JcFAt1PZfTplRY/vJriXndUWqp5+yC+R7Lk5UTzSecr//4Hh7f8/l7v8lbUe69PMf54OQ/UvHspMUYzPBl+ZrWiq41+blnDoILG3jaRQ5DiaUyj306P0dMcH3R8qNPL7jaujmZEUmJEs6z4vmaLbFxHBmGgYuLTS6bfcfpNNSJzbq0/O9M0apHM/9+7sp8r8u5So/WASqJklSPzprXg1ossg95cs4WG+fXKmO2nC713uVzPJwCDvJniiexjLWeQakqXzg/FXd7zzR6jFZYawk5PGxz1ZRUyYjC1tbgjKZRsGoU11tNSo7gI8MUGH1gCrLffVL4qOinwHGIHPqJYYr0owAGaesgRpHRphoJ1cOkJDyicyO9ZWviRILMe1MeJEZFHBNjTLUDK9nzpLNXwSxKKMvz1/nIhkXx5OjFPi29Ikrp5XKPo3O5swaQ8sKmcTWkGL4DiIe/BRgIXoggQpJywpDDBCkL3woSKiGEzskaLcbZ3IhD5+SNrLBiIEZPip7gR6Sxgq6KNKUkbv6syVPMFL1ZgRpjULYhKY3Slhg94/GAnw55cAv1cW6chMRqjHNV2QiSs5jNM5TbMI2vWDMS7n9FuPsl8E9R7gpz+WPMk59irn6C7p6AMu+JyGpRplR/oMSBZDy0zmRKSmGVriyCxcsS4gSqxHhmV/FSmIqnQOUkt5zwG2e3r/ybqXhzPkAMRfF7SezzkXGa8N5nul5J9luv16y7tcT5G8cw9MQI3apjGEceHh4Yh5H9/iBlXG3Hq29fc3tzi3OOYRhYb9Yc9ntW6zW7+1v6/sTpeEIrze3dbeYaiBxzIuA0TRX1tp3m7bu3lI6FbeYpL/dflKEIrpxdi0Ibmc8mb6bi3ahJhIUkK6UaH0yLeavgIL+hf4M36BwAzNnDxTJdfr5aTYozoV3UXUqg1eNrFAu4xOELAHg/CfLx2lOL+0gFZD6yCKu2yL8XizdfepknWwHz8tk/eDzyBnzIK1Bc/rKUZRIX2GNxf0s4UF5N72GSNnPkl/yUFBNOQ9vKWSaf6jXn5zu/f6PhR59dcLl2tTbbx5lSNulskYaYKyey7Z2kTHG9WnF1dUHfD1IZM03V6lzirLM1cYb4zsf1/L1z2PA+wFKFwyePUgFuAnYXn+T8kAEpMqWqfEV1V+cLnH3+HNGoakiVj8jVxewWwP340T+U5iqvPBwGjBJjM6aBjO9ISTqQSpdbles4S8MjkQ/eB8ZxyuWuuXNtY+k6NzfKQmUPYsvkE/vjyBgSg4+cBs/gE6OH0SdGn70PMWKcqbTHKc6JriGmXL5ZFPAiZ0alTPueMtmaIhFFDgFTAelF0dfQgRjEtuhKpUhY2YNRwhZoSQyUkEwmkcv5CaXNdEqlX4R4OMqYfJfjbwEGBmJIC6FcGjMgNMXWiaVvLdq4XO8vdMTVpVQAQO665Yce3x8oil9rI56GEOpirBF2a9GldacuDYqUEBtlSzuGgGk7UgiE8UTwkyhg53KIITNilc1aFnwQUANaXCxTrj1GEYMnnL4lHt4wvfpzdHuJuf4R7vkfoy9+DM2T6vEocZuU5lMXICDPF/PCNvNCyBoolY2ktCz6QtOpTY71C0Aoxk7Jici7qmb5F9rbkAGADz7H9wPjNOUyH4U1FttoNheXTNNE07bc3t5irOH+4R5jDcfTgZube5RSrNedxEgfdhwPR6Zp4uLqkhAi337zrQCZ3FwkhsDDw443b94yjiPee8ZhZPKeYRxpneN0OrHZbDgcDihFvjcJTbRNSz/0ktUdAk3Tok5HkveUpJiSZJZy3kAxZIsCVkrhGofDzcAsj9Hyp4CDxGMLSuWkzqJCRVvoRVewpYB+3/qVc4gnJ1UXYEpFfszCUYzI2eqfLfP8YOnczVcAYJZDC5BYFGmsZ06Fg78CnaV6T48sTnmmZXvnx0dafG5x99kilJ9lMy+lZmt7BigfUo7ZimYOvZy/Pl/bGoU2MAw+e8aQ5jUI89u7Y2LweezKgxfUsXhtmiL748jl2oksUYrJS+lu1xhOMeRGUnGWYfn/0zjR9z2Xl1dcX18yTSP393626D84eotxq/fygfeWY7O878WcPMZlaml2L86dUmnkkwFEHtP5+zM8LUbJGToE5sTTemOy5zTYua0MoM7zKBdQRf4/j32+IisLn1w6Np10YJ1i5rTIbJUpg4gpJUKuRqrU4+PAME21Pr9xFmsN46TYTx6Szw3Ysis9yw1fPABKcdFZLpCHKWvRNhbjhNGwH0P9mXxk9JEQVSU/oxhk+Z4Ki2JKgDlPbCyde8/Ac0rVKFZK48fhfD1UT5gYrkKIlSsMQgYRZG9zIrdxLqG9WMs6v8vxncFA2zVi1WuD0haMKNhCVpIw2WsgIx2DJ46S4R3GIfccCIRpFBdHdnkrXN1oqsQ+mk4qAhTzxioDUzeT/E/oiXMsOwZInhgnlFE0zQVFQKuEcBmUBEilZFARt3vyqW6oGAMhTQI6nEW3DdrlH9Og0i3c/reow1+i2mew+gy6z4jNNahmXvxZuevMM13qVZu2YxxO4vbKi1ASWDwpyAYoLGhlAKTOP1ZhI/HyWC1/H0KNK42jn0l7jMG6lstty/3DHev1mmnytFn5t12DD567uztiDOx3PdM08fXXXzMOI9Y5DntpWdt1HTEkhmFg6OVzhfHv4mIrij8Gdvs9D7sHjLYChhA36/3DvdQaty1+HDgcj0DidDrlagsjDT+8l056WlpjCzV5XAAnZgs45pIa5hS+WRzPwlGRwwvG5g2asidGxsx7P4OprHwrwVaxupWpYOBDVnIpJYJzJZcyQ1SNh9fU7/IsefPmbOXZwiuSRM1L/vzJznRKdftXub2II5dvKqGfiklReTKWe+oRGDlPqlwomXqFtLjefDwGE2f3UTXGEpbkTylYQoHlE5fhaJ1Cp1SJrRRgFDQWbKM4PiwV1+L5Ht1LTIm3dz2fPt/UsewHjzWa64uOYTwQmHNMlg2XUkocjye22wu2203u5Dhy6od64QQfYjrPQ/D4Gd8/1PnEvo8Azk7IPL5nFSKwHD9Idc0U3ocy4o9n7P1f5VOmgoAFqJhdCuffrSc4fz1jef6zP77k9z+2xJTFcwQfFRHxmo4h4UMiKU1MimEKHI4DfY7jN0ZhGotrXOYImAnQCh+KAmJuXyylo9KLJekyVlLyF8lANmriJIaC09CuLddrl2V0bqmsDMMo3tRhCgxTwAeLj7kypXjn9GwgKKXEg5vDs6ls1URNDlxOqEpiXELObQheKrvyBM4hsxwuU8XLYHIppc7t381vXjeL47uDgetn2ToSViY/ngh9D+ReBSmRwggZIYXR554FMaNTWaAGqQDQ1oqiLZZ9XSfF4iviIQvuZSgiLWmKwwwWYLERDMEHjHO4toMQhdwog5cYA3ifLXG9SNjQ2O0lTq+zF6J01so/2spgo1DJo+MeM36DTjvwG5K7xqsLvN4SVUuiTLRMiLUWhcpsbkGUUzb1vMpIr5iP2Z1bSvpE2Xu8l58Uo8TIJo8vHoEQiEk8ENdX14QQKm93Kf+7u7vj3bsbuq7leDyiFByPR/yUu+/1PbuHB548fQIJVt2at2/fkkJkvz8Ix7/SjA8PdKuOh92OfujZbrbc3d+htWa9WhGTkAGVuTRa2uSO04hrGqZxxFqDsYamacXF5ywTnhQntGm42HQcc5OckjVbqga0onZiLDhR2BUTUEhARISVOt6yhkChjCShGWto26YKkVA4Egp7XbaYflOeQDmKx+d9N/l5vfbj98r7IE6hGhqQeAgxLOrz67dnSFAqD5b75z3rTiEqsLjn67vvC/3zpFk5CnWt5gOKTJ17rCI8el+8LHNOUL7HElMvt6uKdIyPTpDqP1rDthMP3mmUjzUm0Rm4vlR0K3H/lyZuaR6mR88pz3j70HMaPZdr8SCdBk/bGK4vWt7cHLM3R/aV1u7sJOM4MY4Dm+2WzUZAdj+KDCxJgyk/3Kwqz63lDwGpeo+/6b0PHCUR8bF3aznPM+DK63+h5KuJOw/QGSDUSmGNWNPnEQOV11b5bPk9nY1z/hAFrColc/TxpeH5RiztmOTfKQgNeYhIV1tt6MfA/jhymjzGetYqoVYG17ZoY5hCwseED9mNrwwKS4zyd/WaJbnniJQtJsjXUiSkF8IwLTqNLjxeMUasdTiniHFEEg9hu3JsV9K4K8XCUCrtn6VhWu6lk8htxcs9LOY4Sd7LjMtLyG/hWVClT4L8XUKfyiakejBl8JooiYtShfB3DAbGww5KO1w/EqZeLAit6uti2VuctTS2mdeV1rMrNlvqJRM8xUDwU3Xjl4FJ2RJO2cuQgvQiL6+J7NAY16KNq9fWNv+eFSs5ez+RSN4znfaE0wltGoxr0K4Vpb+6ABB+9qaDNMi3SplGbgxjbIuyck3tNijTEZUjJoOaRrQesbzGuJGkr/AhMpIbuBRviFJstlsOhz396VgtuvJcIZP2hOzFCFHGqhDohBjph4lxmrDWMobA3d0d2+1GMv5V4ub2ga5tuL274+bmloS0rT0ej3zxxa9RSjMMA8Ya+lNP9IVYRdyfKMXNuxtiiDhrOQ09+8MeZ51soCilo+Mw0jjhkXh4eMC5pi7aUuIWU2TVdQzDkHNPFGEacUbTtY7WZYDpPVYbmpXjNEiNeNNYrF1xf3/POM4Cr1iJjxM2i/ekxM8VRblB6RNewMKc4FUEpZzXGAEozlkBAxnlp6ywikCpl81I/UNZ9+cx83NhXUCFfE8/+ky+t6oXU41rF1e+UXHhMMuJSmphwc43WMdgadPPAvtc8C/v70Phgg/apwuhufx+vVTVD7PSKO+V7PYS9iiWavlT1R0MrVVcbhQPe2ps+apVbNrExZXC6sSmURzH4rEo9zAbF8vjNHjudgMXa4ePUue+ai3bdU7AyqAixIgrD1L+ScKLsdluWa1X9P1A6xrGcZD3FZXkKJ0PA8uciTNg8KHBXQKDR1jivY+q2RJdfrcmZCsFi3DB2Qc/ADZ19gKUrP86jmr5yQXUee/+570acu5FyXzXKtHaxLZVIvOSxLmDFS+etpZxDJxOIyFMrFXA2ciF0zSrVoycmBi9VA94L0rYaEtMOeyQQcLkJVcrobOylsqAECLRaqJSWbYmIHsqch5VLEsJsbx9iOLRRWR18OkMNJSqr5gERHfOEJKEy6JRxKTz85IN01g9CUWcSABP1dLRBFJtkZPfY5QqBMktmhN+JfcKlMr5BTGRov/wYnl0fPecgXG/WDcK23Z5wQQK3bDSNiv0IobnWLdWMhlKGUHaUyRZg1IzuYMofiGKkGTDFnJCYYrS+CL6MeckuBxDKYRDizrxnJAYQ2FATNIS2ZfsetBxImmNcw2o0nwll2UoLdfQwo6oTEsKIwlNshuSWUF7RWqeEMMohkz7HJNGSC1q9RExeKZhIKFBDYQQ6IcJ16yk54DWbLcX+G6FnyamaRDinOhrdnzfi1Ax1nK326O04ng8cnFxwZt371itOi4ut9xkfv13724oSZiHw4Gf/dVfs91uubu7xxjD8XAkxcR+t8+o9op3726w2uC9l5aeMTCMA9uLC3b3D2IVrNcE7xmnScIOxrBer7k7iWfIOisrIUbhEI+RcRxpnGXVtXgfaJuGGDxt1xC8R2tH2zpSlHa4WiUOpyBxv1xT2zhHItJ2Fput7tKlTCzV4v7XNS5P/nt2S8/lVrXDYn295GlkKbiw4tPCUjpT/CDJfAoUOidx6VzhmrJyO1eqSyX5IaAAs5twCQiE9awABtnkAgg0JicT5aUvIEDpnHWtc+LQnGhKKvujJPrm7+m5fnlWFlRlt6yKeCzny/0vS/ge66zFh2e9PEOCKvyojHjqPYUyu79hu1ZsN/DuPtEYRdSJdaewJtG2CRMVbZtoTrm0LORVcubNmCsrYoSb+4HvvdgyToFxCjy7WrEqJYsFX8aZrGfp0RnHsXrfrDWs1y3By77Vel4ztZyVCsMW4CCPRgFmdZ0tcICaWQEUaQE08nceD9oCQJS1W4HCjEgefUXVzxutcDZ3EpTNU70PdX7rJR+vjvm8MSX6wbPvPa0zPLlo8t5ZJncmFBGrFG7lMNYwTYHjqSf0HjVFWiLWQbvtaFcSWh5y4zJvwQcw2pGzsIgovJe23DEB2opCVhJK8BHxJCTFlMsVQwRtHCEJeBCvghbvbeYL8CECJq+dws5aPAjZ0K2hcxlzH4Q3wZfqNwTMy3KXSgZY7KdcCh0FTeRrRTCmggdtymaavZ6T9zlnYW6Gp4rc+w7H36KF8bom7p0lAWVXZkpADIRJLGpd6uBTSWCQ2Hwkd1IyBq1cXtoRq6S7ISFlyF8yIpO01daGZB10a0q2dEwRPw34aSRMA7GUxBUQkIrAM+gcR7GmqWVYKkXCcS8bly2333zDX//VL/iPP93QrLeYq98VtqwUGG5/RnP9+2AsAYNdP2eMhj5YmqYjpcjQH9GpoTUTIcDucGKaJtp2JX3k/YQ+Hbm7v0cpg3MOY0x13TfOcX25pm0cv/z6JT/7q58zTj0/+Z0fczqduL6+AuCrr77KPOuJX/ziV+x2u3yeCeek9a73nv7U8+7tDa5p6E8HHu4fWG829MOAs5b9bg8p0Y8D4zgyjRMheGEI3O3pupb9/lCVhUJJ+aAfKzOW1gqX2bd8jOiUiEkye7ebNTGMjJOiaRQxCjHH5cVaOCl8lPijNbSNxgfJq4BA21pWnaWxBq0Sf/wH3+Pmbse//9mXKJWIKLQRa7hI2ZRSzf4VpYe0Dc1Iuyq57NMOeZPIxpwtY0nULpK5/o+lkJO1NZ+T/HdJ1qkNd9K5d2D5bzk+VJr42MoWSuWUFb+qHgCFVCRUb4ER16Axal7nUeeuofIsKVuKOuoKHAoWqEBmYVWrR/e4fI5UX1sMRSowrVhLWV4sPlNOXJ0HlVdhaQaXz88qc91JGE0rWDlIUbFuQRtFm5V1Z+W9cZL481LnVaW4eOFu19OPgWMvCYMXmwZntVix+etLgqZlJr2EkgKNa3DOsVp1jKcdyiS0EcGuEB1QCFdrCfviX5ljZlfx+TCInKwDXEz483VUBqxO1SPDX5TTYmoffV0rcE72oqnrONPs6gJ0C1JJ9QTnHif5NWQQcOg9UyY0a5v3n62wfjpnsc6QIvT9yPEwZHkkIHfdWjCa9aYjhMAwDDglXjzdmNp8TWUAHELEm8TGSZJ5jGTvtGLKIYjeizYSToJI07aERI7/K0IUnpukNOMYxBhEShBzVhG+EgoJQCieBJU9MMM4Mk4Rg8JrRUpGoE8sXoh578UiK4ySdeN0zT8g5zpNUyCSmRC1hDhJQkxkRdlVoCEAJZ4tg7/p+O5goNvKjVZyjdl5JxZWIuFRVgYhEYQBqbqkMgVkyu4RP6FNlHrVbJlJYoR4D6S7odSIowNhmgj+JP9Ovv6I4yFnzBJBa0lcazJbVK3pVygjyX1xPIkHI3szxFMR+Oqrb3jx6Y8YlafdfI+x+QxtO0Yfic0PCE3LeLoFd0FMjsMw5QXQM0wTCc142DO9u5N6+WmkbVrevntL0zRSg9/3pBTzvzAMPX0/iPvJB169FouksZrf+72f8PNf/IqvvvyK5y+e8ctf/oq2bXj69ClfffUVp77n5u0NwzDSNA2r9YphGNnvDgQ/cTr1+OBJCOuXc467u1sa13A6nsRTkBFo2zaZblMTU6pVAMZaxnFkHCcSic1mgyJxOJx48vSa02FXhaSzSqz9JM1dYhhZr1q6xgtDnG4YxkTbWLS2+KBobATl6LIAslYDloSicaKoVl1D45Q8S8q9BpSCWMps5vrcMBXPgT5jFaNY3FCBTRFshZuhehYo1cfkUrtHFnJ2yVNfgWrvLtzRs4eC2hRKNn++rwx2Kff0yFVfcxwAXbONilVZwhXkvTjnMiyZzlKaOcvnO5Ufk5OMpBQpZktnAUSKsk/nyWXl/ULHmqBSBKQKHBcAory3HK6i3OoslDqQepUP/AYhKB72kVUmH/UR1p2i6xI6J5OumsT1hWL/APgPKMzlswCnPrA7juxP0h/lcu0yqFKzlEtljZgzMCN9DDwdiaZtaAZL5zS2DTRttvIiUomVpBY9R7LEiiyKIGfP+1CUrpoJwh6PQxnPM1c9i/Uwj+uyVHTGCAW95tMZTdc2dJ3DqOKZyYrqjNSMvCaKp3bRywRAiRI+9iP7fpJnWSC+szWRC+WbxrLatKQE4+gZThPDOOV9rHBOZ6NJSxjn2APCBdA4CUkTE4d9T9sYtAafIlbDShtKPaBY7BIWmIyUFVoL4xRYO03TNpKoiGKy4iWIUdb15CdM50jI/IQkcyUESFItVzxwMYIykntwPPUEFUBHmk4zTRJCIHsLhA1W9mhYVNyU/iCT9yQta8Foyzh50ImohHROmkBJpZgyCuVcXQTRy8JTRi9k1d98fPeuhVWElHK2mMmFwmKBkTMXkyQPTpLoFv0kk6I12lps22Kadg4pqLz4c6lXnAIx9HJ+7/HjKCBgHEghobXLcd0W5XItpStlgzm5y1iwFyTToZsLYgzo1VMhD4oJ3W5Rbo33HhWFROSH3U849GCv/yfcHh9ojiMxDdhmxWmI6HHksA9sLyLWBO73e3R2sa9Wa6Zp4ubmlrZteffuHaUngVKKb775RmLxwLNnz+j7gePxhPcT9w8PXGwvMEYzTRPH04k3r17zj//xP+Z3fvIjvv7q1/zyF79ivVnTdR2/+uUX3N/d13KSxjqmceR4ONCt1xV4h0z+sd1sGE49WivWq7UwCyYhrvDBo7TOORyBzXrFMArrX9NIwpQPnuurLcfTiRiFZfBSa/zYS0w/kwA5g/Qn8JHGGprGYHRi3Tb4CI1b8+RSERKsO4v3kUPvudo2jFPio+cd/RBoGyPIPGkuN5Z+jETVsOpaSg+FIlREkZ+71x8ejrRtQ+Msxp6XAtbvFa8VIlTnXAQ1g41Hlmyxvgub5FKZn3kWUsmlSZlUWuV650wkojLbmcr85HGONxYFWXnLtUInJeRZ9T7gg6YdxROmzz63FNYFFNUfTb5XjSlENgnmJEbZ90V5FcO0hh2W4Y2UrZiF8lgmI84Kq4RZskcgn1gt+AcWVewLL4ni0ENwlkZHDAG0bPX1RkmWuFK0fWKzUqjdo5JMqt1R7JK8viNv78Q70DaGzcrlMNp5YrOUadXUrjIQuWERNM5Ja+dW0a2hFd4tVEgVAHifSFFVL0BMAmh8kLXsfS6pSwrhzRLPytxMabbs42J9lmeb/1aVeGheKQVoyLxYa9isOrpVW71MZbznsc+wIpVET7E2U0okS3X1Tz6w25+435+YKgATIFDNQW2EVCj4upZM0zJNif44CMtpAfOZiE7mR5KiUeINbJyAFpt7l0QSbSdjH3LVkbZL9j+J7RMjaMl3ap1iGD2bRtO0ThRv8HSrDm9gGANTCmhtuNw2EiZIMOcaiPdDKSNNimR3C+DIQEC5CFNkQiob2s5S+AR8iJXdtXQXrB52pYQDxpaSdfEepxhxVtpBO+ekXHyMKEtOEpRn9T7gdcLlzohLQrK/6fhb5AxM1VIoFgspUFZoyHTAKhMBKd1iOrDWSSmiml1CJWM7DlJ6GEOuDgilMqHE5yRr32iL61p0txaYnUqShMpWvpa2mCqXPWqDWn+Ke/5HYDsIA5gVCYW++AFjsjglrHtTMKTo6bRhOAx8/uIFDw+3fPvmHaTEqmtx3cQw+kyUcwDjCCFgreXt2zdY63h42OVuaQ273Z43b94A0HUdfd9zOvVcX0uM/v7+Xtz1p1O1Ut+8foNzjs12w+vXb9g97PnZX/4FT66v+f73PuHdm5fc3U6cjn2NX97c3tI2LU+ePOHd7Y3Q/b55S9d17A97pslzeXlB4xp29w/sDwfatmEcJxRKCC60quRDNod2nDHYdUfTNkIopUTQCSWpVHOsVi0K4YOwzjH5yHbjCMExhcSq1UyjeASSsnSNgKLGWTSBwcPlhUGZQNt2rLqAtpbrTprOOKu52wfW6w5tpYvY3hjGUVgoS83u41hpjJFvvn2L9xFrNW3bsFl3rNcdbesyM1dRlucuZBBBqJVGZ28SQOlkV+LycyigAIz5d7Gw870sfOdlnqOey52AmhBU6qkVORaZ3Y0lsT6FDDqqq7oozGypZf+rUrnfu5otsvKFZZFhUfJnh1K1yjxDgOoOnZ9xtmpJkB9HfpTKYOL8vI9DHnXs63uz5aIE36L1LGcUqsbTR69o246g4XjaY41iNyjMmNhsLRfrhmncMw1zwmVR/EsfZVKZmS2Dn3d3J3xKbFaOtjUZVOVOjrNJXSCfjP1CUc9yMbJuYdUl1msJ55gsKgGCn5WtAHZxXgyjEpe1V/iQ35sSkyeTvCkmP2echyAAoiyx8q9egJzywHXO8zy2zuX90FQQMEPa96teoISp8u8xVq4MHyIPDwdu7/ZiuXK+7oo3oKxLbQyFi0UBUXewXpGmWwwarQMYLYRhvsgpaVmvSJKcnrtJxiR5ZEkpXCOqTIUMQMxsBBRiInI/AaWESGqzkg6EBUCsWpFNici60dBojF1Uu2WrXnIE5PnlXw1KwMIweCYfaVaKwShMBB+U5NMpKUkUH7bJ1QWi8H1muiQTKSmjaQw5YTGgU2LVNDRtg7VOyliTx3UZYOWcqWGc0EDjMhBYgLHfdnxnMJCyki6lfClGNAbt1piV5BOIHZStrprw54n+KAl8wQsY8FISmHwQ5a6ojE7GaLRtsosfSBGtEimN8tksSZWxmO4KdfkJSUkiot5+jOmeEf0e+/E/YgpSLuKs4XjY0a62nLwiaYO2Hb3v6ceJcThx/eQ5m23L/f1blFL8wU9/irUNX335a3HpI70WrDEcj8fqJj0eToS4k9ap2R17OBzY7/dcXF5wc3PL6XRiu92w3+/Z7XY45+hPQ+b+F4u8vP7wsCOEwHq14vXrt/zw849pmo7DaaAfYegHsVgyKt4fD4x+Ep6BKN6a+90DRhu6pmEcpBn4ZruFwwFrbc1E1cZiVMPpdKLr2kx5KeyE69VK4lBNQ4oBHz3btZTfRQzOiCDsh0irDU0nLjdnNZerFq3g+nLL3W7gettwOE20XUNjNMZ2rBVcbAzaSmKR0UJatXKK0yQK8eNnHSnBdm2QKhJVk3ZUnC3fAgxFUM1KR1onn9jtpPGMMQIO1uuWzWbFetXRdU21yJfngfl3VUhXsjU8UzzPPcwLcCgJcDUTv5pbCCAulMpKURoHlc+rDEB0pveOWdnGKFooii+ZxKItb7k+YjUZ6wSAq2USZbmB+b7e85ak+ZPyRvlnVtpVOS/GaE6mXOQdFHSwMKCrgsrx7iUYKPwM5TmSSpg8X2KRRuawiKZpV7Rdw/3+RKMND2PDw7c9V1eO9Q8+5jCNTIzZU5iYk+9AJXAml5YVExs49MKw+vmLLTYLf6NLS1nqMxZEoIrHpVrO5a1EY6FroHNgVaIxQBRFHaTYR9rLZuAzJcU4CTgZR8l1SBr8AH5KBA/jmOgHKUfTGkYPw0Al0ElpLu+sXLVpnvmEymu/o2nE81EZOctaL/tpuWLSvG4qgDUGHwL3d3tubncMk380Npx5BOpa0zkZDyWJxkkqAT7+43/CdHxg2N0y7h8YTwdM0+CPe453N2jruPzoU5y1TPc3wnrrPdGnOuaFTK70symet3GcOA0jyloxIELKfCYS6vOZlKixlpgSPkhjKmNk0rVS2Uthqreu8hMolUME8ryn04gyEZMinVE0SrG2LaMPlQW3AInJy5qOLv+eFCGJt0LrhLUCDEKMNI1h5Qxt19YcszBGLAHbWLpWPLjT6LFJkeoYZOOG73Z8dzAweln4PreFTODDQKTHdiO6XSFNcSZCmPJkeWH3i7ObqSw6nRLKarTOtMBqXnCCHD1a5VJDZTHdJcm0Uj6oNaq9kkz/9SfozWfEGHAXnzAlR+jvCOoC6wIBi2pXtO4qVwpIDf4UpMti2wpvgFjHgSb3s/beS3KVNfzhH/19Hh7uuLm5gQS3d7dcbLe8u3kHShSnc45vv/2Wt+9u6LoV1loO+72wUmnNMIzsdntpjTpOBB9YrVaEEHn79i3dasXd3R1KCUPhNA4Ya3n2/Bnr9ZpVt+Jud4tGQEC3XtG4RqzyccQZy2kc6Bop6RSu7UDbtMTo8X4SoaZh3Un5ZdM4hr7nYrsixsR63XF/d583dqwbX1vFykjyzKrJcU2lMDqxWmX+AOdwztIPnquLjkMvHA6ff7QhRLi+6Bi9WAenIdI6mDysug6UltBATBiTaBKchsRxslyuRAlOHo6jroomJc6buiwathQBX0uhVKknDvjDicPhxJs3d2it+F/9z/8Rv/M7P+Lu9pa3Nw8cjpL0WeR7SYZbxuDFVStVKtqoqmQSIix0sSTqvS7vLb+VisUr2rK0JU0xVcGqFeLuxNAg6zIWkB2Fd0OTarKgtYamabCuXSgpsZCjWoQL6nO9f2/nRmXxPCzADecegvJvAWV13BfXEcU510jNigeWTXzKCVTKSZCqTi6lUtrk59xutmhtcM2Ki6snvHnzhule82l8wcvbV5z6CR8UxkiMVcYVSFIbrrXCJ3IVijyDNoqrbZdzZ8RVLaG+NMunpdWsqo+gAgKjE61OtBpMEmCwbsQzYFQiGjmPaxXGiuclIEo9JBh6oVJWjWbqIYwQJugHOByFc99aOPXwkGDwGQiwAGLMQEBrg20cTdsJx4kIYRTUMOOczUJdAwX81WTLPPcX2xX3uxO//OIVwzDN8/3Im1BlfZ3azOHStEIOpxTGWF787h+z/vjHDMcD7dMjxlrCOHB8/QWHNy9ZXz9F247V9XMUsOtPoK0Yk/sdKUZsIwR4cRzqXk9KM8XAcRhQRmOsNJ3SWsIMfT8yZheMfF7W73bbiWctSRy/dvyTxSPyOTc1StkgCyFxOByxStN2hr4XgiOdIFnNdiW5C+PombKBFZPB+8jkE8GKV2GcAi7BpGcPUM4xpGlabOPohwkfBpyOrK5WIpeQHIEUA9qoWt4tVXnLmf2bj+/etXDMaywZKXdIiaQEfUzjSOxPxJBDCdJiaraa7JzQpPKgimWUXzMNut1SaFeTXUGKmNUTlG4Iw4FkV9jLH2Cf/hQde9AOph1TvyetPka7FUMIaONor78v2fYq0Z8Goso0uVFq9DtnGaaRwsUdY8BpKW8rVtfQ9xz2OxrnuL15w+3tDXd3d3z2+Q/46cefcDwe8N7z+fZ7HA47vn75DV3X8eL5M27v7mmahrvbe8bJs1p1KOXZ7w8V8Kw3G06nntevX9F2HSlEnj59St/33Ly7YbPZsL3Y0m22vPjoBdoYVk2LdY7bu1tCCLjGiYdGKfphoHWOzXrD/cM9q1VL8BOQ2G7XBD8xjUKUYa0kfqkktfyrznD30AOGdrWhayxaJcxa0fcjFxeOUx8l/0EjlhNwsbaiaJKmcYbDaSLpDmU3XGzF62OtxqDQVtNaqT7YbjQpRIagsLbB6kRjAyZotNVsXKRx4JPGJ4vREWMDXSOWXiHVKL7jVP83C7alEBJlPYvtcpSSsB99/2P0Dz9lmGB/OPHwsOf27oF3N+/Y7w+Moz8TjIUlMEHuj1UUyrL0SlWlV6zfOX5OFcqkmfGwfmbRf75U65SSwSLI53LcQGGFaxpH161xTTuzV7Kwyh+NizjZHnEfQO6kWcDB+1+egUDV1vU6H3Ixy3vV1XDmGSiVIfMHZ6WrjVpMl3iipIwq0XUtrrEYo7m4vGC329MPAz5opug49pqo0hxuKEUnCSGqUmBtqq27jVHYnPi1O4Ta3VLuZa7jLuV5s2NGrENSIsWA1RFLDlEEME5q9KXLnIQojIFVA7aVewo5t9oH6JVw5DebhO8SfoDkoT8lGi2esaZRHB2kICs6JnKG+QyGlTIY12Kbdg5rFc0HH5jVef0VxZ7STCB1uV3xx3/vJ/zP/pM/5v/wf/yn/MXPfv1hEJDX52PPUxmnhPSn0dnr4q4+I9LgNit8f0NUDcpGaN7RXL9g/eQTUJb24hJCQNmWZFvS1OP3t/jTAdNtaC+uOLz+SkCdguQa1O4W3TagLcPxCKknkQhhwtoM4VJO6tPQtA7rbJ33wuJblq6xUpWWMs+AMhKC2N3tadomUxiHXEavsK2pnkxjFE4bhiHhGkXwkkvQOQEFwziBiigThZcgRqw1+CBej7YVhl8fR1YWNo2U1qsEQz8xBs92JcZAoUbO5ol4Yb7D8Z3BQDQuI89A8p4UpgU3vrQEVkphXYt2jWyaMKGImQtAgWlE+IQBlMZcfI7ZfMK0+wrsGrX6CL/7Enf1A9zl9/HjgebyB4RxT9IOvXrOOAVSAmvW+MMNbvspXnc02kAuwxiGAWudlNA5x35/YPLSFWuz2TCMA/3Qs1qtq7tfK7i/v+Pi4oJpysgnD+d+L6V6T58+5eH+htNxx9OnL6qgubp6Tj9Ebm9v8GHgeOyZcg1s9IGxH7HO0DYt+8NeFOGpl/EyhnXXSZwIhZ+kbj9EiZMLWBFymdPpxKUTF59zpiaUpKTwk8q1/CPrVSNCyeV62OBpnKFtOh4ejnSdnGMYI1dXl1iduL6EGEeuLhq0yhm8KtG1BmcVq1bTj4GEY901TD5wuW0Zx4moHG2mBD2epDTxamOZfGDwAhSshSnnkSYgosWKtYZGe3zQNE4xeYjaMCWNNWSaUlGCQrJRVuRSnC0V0nkuweNYddVkWWgOo2ecJC8ixMR61eDcNZdXT/jJjz7jeDxxe7+n7wdubu85Ho4M41QFZ0xJqDZEQ8utGPl9GT5QJdkpFqdtcdMuH2eZuDi7Z8/uvXxUFSZGQyKve69IJ09QBzYBXNMIP8N7CrpY6jOQWlYwzIDgHMB86JjHWRR7+X35fgVJ6fFsnX8mRz0qiMpOgeqZKGGKRKJpHKuuExZPrem6lr4/sd/vxOotAKC683MSXz6pQrwG5GZXOtdzf/lqz9vbAa1hf/KynrL1ZYwWT1DxPsWUm+GUJmMBZyJOJSkf9ClHNlXNGSCIm19raptk4wCtMF4RB4lfd60k6EWbICZOWkFIhKhoW2gM9CcIJbsdSVyLyoJuhS5e5f2y4AiY/WbzsQSxxYNbPni5WfEnf/Rj/tE/+CnrzQbnrIC0Oo5nE1mBQJ2vDAJmGC6THPNWGYOmHz2kAa06TNMR+h0X3/sD/JjDlLpFxR7XdKjtCwijhKs/gWn3VijS79/SPf+eePEMDPtbUvTY9QWbpy9498Uv8FOYDVVtMY1l8tBtVrStw49Dbnhk6loTT4P8G0Ik4LOHRTNNnuPxJBwTztQQenlW56wkCY5jrWwzupHwq4a2bYRJM3iU1VgU2jhO/US7bhlHj06R1bolEen7kXUDWmfeg5CYeg8qsN06mkYYbycfCLlU1xhTmwP+tuO7g4Gxz4+YUW/jaqZ8LfIkCQPh85+KwN99RZqOmO2n6OvfI/Q3GAXT6Q735PcxF58z7b6FZFHXv0uzec7a/I+YHr5ArT+BVcOgNG5zJaGHEIgJTHvFYRjRqx/SbrYM+0PNzrRWBn3yQvcr7lM7C+8YmaaxbuCY4+zjOLHdCkf5ZrPl/v6Ovu+5vr5mmka67onU4k8TXdfS5IS4t+/ecOonbt69Y7PZ8h//6f+Q3X7Ht99+w69//SU3w8DkJ3xOlLy8vODu9k7EkdZsN1uePnvGy5cvefP2DVppnjx9igL6QVp5juOAUkri20SeP3+KHweGccQYR9u0tK2ja1sedjsut2uMLh0Lxd3VtQ4f4cWLVa6LVmzXkcmPONexXq0ZJ8Vq1ZGSoFsfDJuupXWS/Xp1afF+AuVou0447rF0rWV/8jkz2eCsCCntHJ2VigKjIu1qTkQyjWXKmVlDbDBqJCFdHbVWkKygWpXpplOQmvH3jkevpcS5/hTlX5LboChT+cUHlWN2kWmS9qfEci9Cm73ddGy3Fzx9+pQYBvaHgdvbO06nnn4YJdO3aMBUqEFFOeo0W0giqGaQonNjrCKki9ehetAWSrp2JqpuEFUrFipvQkj0caQfJu5ytYlzjqZtaZuGppFa+ArO8/1SLf2FYqjhlgIS5o/PY/vbvAHngGZpmdYxKSDoQzNa5DHz10JIuY+E5+JCCLfGUZg0Y4rc3N5IhZAuqqo8GMwtrLOVX2RZAW0Jjr2n76WsrShQk++/0LuCgI0YpSTN5mZsKQYaM9GahLaK5KW1rIhIVcOrKecQ5AmHoNBWXjL5QRubUCaBhjgBTWJqReGvVwqrhEthcBCioo+WqFoBA2gq160CRUnITllhn++ROq91mBLbTcf/4Kff50//5He4uLyQRNfQ83AIDMNUYcDjUMAZCIDZ+5vxQ0yJ0rg15KRYtCMmR1JGckXaK3wImJVi9AkVosiDKKFKUIy7O9bPPye2idjvWH/vjzAqEvyAsh326sDms7/HdLznePuKp7/3p8QYOL39Ej+c2D7/jJDAtSvStKe/vyVpSzruc/KhprR5V0oxjsLrIrkOORfh1Atw0Io+t7B2jc09aDIgNRpjc+2/EmNPaWibhmGcGPpRSpk1bNaO/f7EqtGQAhYxTpSKTD7SWfH4lP069JPQIW8abCPNtsbJ0zQCcXW+t/RYRv6G4zuDgWbVSaZ+yskQCcnUVxp8j3IrSr2lvfoxyW1QT3/KOPToyx8wTT0paton38fYLdEPxOEd5slPUGaLth1oxRAC6snfl3ohLwmHI6Ct0Nmu1iuOpxPOOmJKnPqBrm2FWtfM5YV+mtBKGMKM0TWLfMqd+0peQNs0HA4H2rbNiUxSqyy9o032HFgeHoSN78nTp8LGN45cXFyw3V7wi1/9in448fbdW4Zx4kc/+jGff/Z9fvyj3+HNm9e8fPmSh909N2/fMQwjq/WakDP4jWs4no4YY2jaNtPMyphPo1QODP2JzXpN94Mtd3c3kBKmkUqAtrGCQpXFWcW6a3A2x40Q95OzlpA0Knoutiv6/sRmJcmAika4FlD45FmtWsYpEv3A5VbCEglDU1jvjMUYw6oznPrA5YUlJsPTxuCjUC4bYzBKOBhCkrwDu7T+tCIoi7NiHXmfiEHhk6F1SvgHtGeM0qmLFPA5C20Zt85ijFl9zMQ6yxj3MkGuGuJFx4aJYZiknIuEQohnxklCKqfTXtyIakJrizEtff/AZrOmaVo2wTOMnsPhRAyBKSdyFiWrs1BQKlaWy6W34swVXtzP5XPFjVms7qIYiwLOPtyShHimPSEDSSmb3anMeqa1ZGQ3DdqIO7J+NZvjy3FaWn/LkEHRAUuFTlUQ73tkHsfaVf3O4hxq8dr86/IsxCgdA4e+Z7Nec3d3x/5wIOT47y4n4Eq+kZDKSFrGkltCwpSROflTarFTvU65L4WqY2xKuBNo25aUxDNgSqJi8nQu4IyMWdCSn6AQnvqyHogIP0oQkFDZBCMkL14MnST/wCNu78YmukykZFXCGYUxMKWGY2zxmcxmBpAzoCyTVb1SZ3OR24Bnhb3uHJ9+9IR//A9+h65raKzm7vaBttUMEwJ8siusdLesIbTlfiuA63EYAcndIYh303sBF8ZoAuCMJibxwPikgAFjHTHJGJumI6Y1jbsiKIVZt3SXT0hYtIqFGwncBWraMY4D3bPvobShu3zG6umnwl6rEsP+NmfbX5LMmpVK7L75JSlFXLfGj0KupoylsRNGKcZh4OFhL95pK9VN0yTegrYVWvbgfWYs1CRS9ggG8eJET+Ma+r6n7yeU0rn3jPAZOCfVAUYrcIgHYpwwIdDkqgFjDX0/4IzQtYMwRUpIQDxiSpvMexD/7sGAadaC8twGc/lD1PpzYhhkE08PhOO30FyjL39EbC4JSRP9gHryBOUa2uYE6wuibkiqQa+eE1Yf59pNccHEyaO1yQ8tr2uthYPfyEYes3LzmTM+hsDg53JEP/lc9leoXHOtqp9omjaHDfas1yumyTN5z2azYfIyod4LFXDbNnSqwxjLMPTyWtehtWZ9cUHf94zjwHq94XuffcKzp9e8e3fD6TTwX//X/w+GYeSjjz7m+fMXfPrpJ3z88UfYn/4hL1++5OXLr2lay93dnaDCKKV661VHIuGHnojiyfUlSon7cRgGqVV1FmvgeAysVx2uceJtCZG2EQ/Ier3B6In94cQUNU8vLxn6E0ZrNuuGtrGZ1ldzuXWkJJbt9UWHT4621aTYEKKhXa1FGXvPupX8gJBalA6sVg1GJ6kUaCyNs0IgqRWu3RL9iSlIEmYMEecSFrHGJVE8EaOU2yidsCoyDAG05KKEkCAGVPJEbK2/Potxn7mpz2vqi7AqmcVZImYBJt+JSTFOEfD0g3R+LOWBfX9g1a04HI/4IImD1jrGKXIaBnYPe6y1NG1LTIhL08tcgeJ0PLHdrDMoSpgggre43Qv3fb5d2cRZsMawaIVdPpOfU0hfcrKiKfk48ol5aLISywCgvBFDoA+eU99Xi1sbR2NsPmekdMisWRaKs/PK2MVHgl7ONvM9PJqPsyObiYqcyzE/43vtcjnHBCmJDNgfDlxstxhjMoGXKFvpzZHdo2SCp1z9kZ0D2e2bvQT5Xua2yyrnM8m9FHexZMKbSvParZqcg6Bq/3iVJlrjsVZuWuVkP6Uy2VCCRufQQYBUSgO9QiVD8pBCdrXnZjYqzGvFZFByGAwv7xy/fnD03jwCuGkxVvO/cyOrRSIoSUpXVaRtDD/4ZMvv/+AJnob7uxu+Ok68udhwfdGSYuT66TW7k2J/6Ot4Lct06zqrIZ3F+mb2iJGk4ix4UAScLQ2GIsEmpgDWgNGRYKRHBKWENWkmH/FR47SwoPokSeAgoc4pgkLjukvW62f4cRDPnx9pLz9mPD2Q/AnrOtpnP2TY3+JoaVZrmutPCQHSdMCttuzffM36+jkpBXbffEG//5bu6hnTODAeD1IB1TQ0bcs49LmNu4yL0mC0hYD0ZQm5Aus0ME1C45+QCiPrbDZYhdQqjAFjNH0/EINUaaUkYeEpeGKKNJ2dq5iUsL+SoHGWiHC+WKP40A780PHdwcCz3yfsv0Y//wfE7U+k/jI3QbBG49SfMkWpn9TW0DQrxmHMiSKa0wDOSuXAMIwQpxzPlNUaYqJpOhSKYRhJSWIuKaWMvGVxlYzY29s3GGtpmxbrrHAROMf9wwND3+OcY71eC5GP98SYOB6PtF1L13WUxBHvfWYHFJf8Zr3JkrknRKHHtXYjDYGylTUOQ66A0IzjiGSYahrXsOqknj1GyTB9uH9H3x8gJT766DP+5E/+hOurS7SxvH79mv3+geG05+H+nma1onGWXuekliSVGH6aWK1a/DQwjkFi7UYzToHNZs3pcGCz7oR1q7tCq8g4aZ5eb7ICA73qWK0djZPuYyglHoMwolVL1zXoOHF/TLStJSUDqiGGiDaO7UbjNIxBYVAYFRi8eAkuLtocVtB0NnE4eXycxMNh1ljjQXnhC49GOMARjwsENBP7IbLqGrQWFskUM5cEkZAUMYyZgjkLuPy/s3inSB3UAgjMX0hVOs7JTTBOE8M4SCfIkABTrzOOgePpgckHjocT5DCT1AEbJh+4ub2XPJTsmQoxZBejqNLjMNK10tgqxEiYpGfDUnEWzoRaiQA1S5kk+QA6s+FFShy6uAkyqEqlTFFJ2EBTSyJLR85YapkpoKO4bsUCKSSh8lrMngkJv6VYEh1LSln5SXUsS0vcc6/N7ClQ5Y/yWv6lRLLrZ8pEPjrKfE6TZ7fbSwtwrZhGSZQ1xpBqIUdCFXKfEqCeYyGLxTKT6ZQckEhCp/NW1WpxDyrPhTbSUTKlRPQTJvU4HTAmEYJGG0kWVCgZuyCcBXI9Nc9jEo9AmpQkBRYnRfYgpEypvB8Nv3jV8Hrf0Pvflj+TFmM2ezrqa9lT0jjFp89anj+9wBnN3cMRpU4cHiT596Z/4Ne/lnyrTz5+wqt3J6ZxzOtRrpcW5y5AQGjri3dlvh/h9qcSOh2OA9OUGL0HItPk8DEy9F5Iy4whasNplCq2thHlqZTOBo3hOEw0LkpVTQZzzllAEVJCu06I5cYR013QNFcohK/GY3GXK+zmBcYojjdfYWyCpiMpuPjeH9Kstpz295jtA1fGYWyHXV+yurjg/tuX+H6Hsh3teOB4+wZiQFsDMTBNEz4qXHdBkyKnw17CQc4xjp7VqgEKjbiATT9JVcA4TvgYcI00TLPWcJpGfIgYK3tbklNjLSfpOvH4jbkVt1alLfpvP747A+HT/wgufopqtjgj1LTJrlFqLRtoOojXQFkiiTBOEg7zgWTAGKFzPJ16QoysuhWTl2x2Zy0mZdddzA+XrUZJvhClLfSnQiCxWq+q1aY8jMHLQpo8q9UKpRTTNOXfyQJANka36tjtdpURK6VE4ySm6r3n3bt3XF9doY0k7Rmj2Wy2hPBAjJG+P9FlL8HhcBCKXrXis882TNPI559/xt3dHW3XcXd7x+3dHc45fv3FX/P2zUt+/h/+mt/9/T/k93//93n39jUozZvXrzid9uz2D1xeXxPGnmmK+DBxOo5EL1SpT55c4f0IUWhQrWt59ryDKDGtGEIm92iwemL0sN1uidEzBU1jI61T7I4T6IZtZzn1I9Y1EA1tG2hch1ETY4hC7WkFkRujcEThXE+OzmhxGSbh905EkrK0jWRGK91gjSgRbRp0khpcstWmEDppaUoU8VGhlCUEjVGmzpuEp5TwVGThPidDzYqkvJeywFu6LWO1QGfhnoDTqRfmtPt7xnHi4vJK0D2K+/sHtpsLJp/YH0+5SZPlcDxJgqW1AjitIQ2wPxywzrFeSwJt3/cMg6zflV1xcXXBL3/xK7q2Fc8V4BqDs6ZmLtdDiTVXbLgq5IvFvXiGWMr2ZFdWRSL6ugiDdDYmc0tnsc5riAJQWmGUqXkKTRY8IZc2Bh8yg2N8pF+Le3rprVnce3m0fF9qEdYRP+BCOf8NR4zSLXBndnI/Qao9jJk9gUJslgmBCilFZs6bXdgZMOUhK/kDUimVapxXxkvXDqYxwjAOknuRFJMeUXFklXqhV09KvArMXpLgFSGAKxnq2VNQNbpHmioloQ4nStx3GBTvdpZfvWn45tYx+qX3p8zZPN51kZwdKWPhAhBK613FZt1itOJ4msRyxWCUZ7vSpF7czIc+cRwTMb7Dh8g0Drhc91l4+JfrQClyOebCM5Cb8XgfqreFIF0jT8MEKUqp8+hxzqBzR8IQQmamlfGLUZCSVpIkp5NQtxudKim9ViUXTBHR0mwoGdZXTxGDUmjXFZY4BpwBTEcME251je02oB0qeaZ+h08Ku3lO+3Sic2vCcGB1cY0/3rJ5/hnatqQUGO7f0Ky30mG236GaDc4HXLfCn46cHt7B6YRG02yf0EVP27YEJUZV6A+cdg8YraWEMHqaVSthR6Xpc/m7XvAgKA06lL4S0uQp+Fj3QkrgM1Hbbzu+e2mhfY5pDTH09BhiVCgMfpLkNm1WOO3E3Z9KfaYsiOOpxzmbuz8ZXI5VAlgjFrfQVEYmP9U+zc6JNSU18pL0VOqNhS0vZXpYTdtuhEI3J/SUxj2nzPJnjCEEQWrFkop+knpthdD0ThO7/Y7rq0tp+HM6st1uCZkm2TkrPOSddGy8vLzENY6QF/gw9FxeXqKUuA7XXUffOX74g+/Rnw60zrA/7Pnss0/ZPbzlZ3dvsK7jP/oH/5AnT54wTZ6bm3ecjjvubl7hw8jtzR2vXr0iJGidpW0aVBqw3RbjVrStpWlXhOlISrLQtRY3c+scx0E6RzbtmrVV+GkELUpIG0vTBEJssQqOwbDerFDJk3B0TUQ10phJNvxIyuVB1gh9dEjipjQmZW51cMZgrCB3lUs1Q8h2bQKlDMYkfDAYPRGiRtsOPwnLY0hCpWxtK9wAUYSAMc0inp0T55TKimkWeiU5s4QEgNzlcP6uQiTX5CPvbh/wk2e3P7I7Dqy6juOxR5HQpuf2ToCCVsLaeHf/wGazYbNdY5yEXPb7PRcXF8QUaVtp8NQ2LVpp+lPP4XBEZ0+SeJkmCWfl78fcenTVNXRdS9s48RgUHvooZCelbnjJOV8scvR5Qp5KCR1VpWxeumoLo+KHjIbSAbJWNmQvhOw1g2lMHWsJWQhI8KXt9tlJZ+9B8TpAPu/Zp2bOhflFucFyhrmyIeH9RN8XhRQrJ0gpvyxelxgiIeQHLe7mDAxrPkDKIAqxpEKujtLZ80DuBgnZY+ITpAmlpdNnCp4mnXDNQAwRrxRTSDglVQQhCEnQ5MFpRRczcA2gctiBKB6d0oDKB81Xrw0/+7Xj3c4S4iJksfB6FafHDLrOvV/neQTlCBmIKe73Iw8nhzETjYlcbhxj9gJZo9h0lraJ+DxzIUh8w2qFj0uQUfgI5nDM2b3kNTeMI8UXFHzk5devOPz+99msHLu9hCtCCGgr8XelNWGSElEJMYRKzZyUeBmtEZpnawV8TEHuU7JhIq3ToBpJMo/SHA1l8UE6BmpjmUJO9lw9xUewSlqq+6hwbgW6oXv6A+nV0h/Fut8YnDZMU0SriIvQXDzFrJ8R+3vpYTM+0L/9gimMuM01n33vj9BGE8NE7B8w7QWm7TjevObm9k3NQ/BZNpBJvUqCvPQSsbSbC1KYmPoTKokHu2mkybZ44w11lX9H1qHvDAZskxPs7BqtFNMw0ljhftdGV9QtAFwEtdbiCeg6ic97P+IaJxs0CdeyUrlXuFKc+h5SqlbLNE3SOcwKTW6MgYfdEa01282Gvu+r0vdBSoxSoipvpbXU1iMLqW1bmkzKE0Kk61pCDGLtHfY417BZi3Xvvefy4jLfx5hblXq2my3eT0zTVF2yTeOI0bDdbklJEhOfP39Bfzry5PqpPON04qOPnvO99nucjkd2u3uGfuLh4Z6//Pf/P8Ypcnn9jMP+no8+/oSLiyu++NXP+dlf/YLd7oGrbYvR4P1A266wzZqmCXg/MQ5HukYSRoxWeD9hXcsUNeu1pe+lrjaG0mnQ4lweZ+1w1ufEstw90Ou8wBwRK6VSSshvWiJjkCzVGHI7aa1ReLSKVWj5aDP9tGLVtYRRgEHSFp1GvDegnLBBZs+PzWWSKkRiMgxjzzRNNK4lpYn9fi/WWQ4riRVc3NWcmSZKzBOZ+1ICW8SlaBa0UpyOPbe397SNlPwcHvb4C8kdGIeRh90BbTR93wt51MODZOU3jr4fOOwPTOPEei09H44H+XsYB7abLf2pJ8RA27b86le/RppUSQnTOEoJq3ib+mqdp4SwNTrDqmvZrFc0TUPTSFlXsQaXHu9UKAvzUxaD2xe+D2YlWIDUDCbOBbd4XlKNAdfwRf2CnLwkRCorgqdJZO+BgPnqSQgBzlR/ucv5AYoCSWWW1PypuVfvfA6x/EP1+igUOqacKJgKNsLULqtyqlJ5USoFNKq2ny7u7UAQ7ogsh4qHIKXCMSFNerQWb5kKI606oa0XkqCYmIICk/CTInopqz2NYDWsoyhSosYgYQFhdU+cvObVreOLG8fdwbBYuguFPo9ZAWRL5Vs/q2bCoJQS4+RxrqHvJe/qNEwYa2gaIVYaVWR3jLRdi06errVooxmmSD/B17cKY1ZcPHlBcj2Tl/yNlOB4OjEOQ52TQjFttM6llEJdHE4RZy0ff/wx3aol6hVvb4+8fr3HOcfTJ0+wJmFsSwiRtrVo0xCjJqLYHUasirimYYqqEkIZFaXvQ5JGaM6IPJSqYemkGpICJUZlUhprUp6riNOKKTkGr1FpJE0B16wIuiMgslJjpEHQ6hKVApoW76VLbttJCLztWrTp2N8b0rhDW4fZvODq6lN0s6VZX+A2T4jjkdN+TwgTajyA/5rt5RMOux2QaFcNLsf+L559zHG/Y3/zFoButUJZS7d9zv7VSwi+9pER7KprHC4uiZN+y/GdwcA4icXu3MzLr7W4bhSgjRV3Tra6jqeexjlQOjfgEQgbvCwebaSWfhpHjDGcTieKu1eEka6Ma9aqGrNvXEMp+ZD3HM4JipPyMEkILBSnwXsuLi44Ho+cTic2m02tMFBK3pdyD2n+MI4jTdNma9YzDCPjONC2LdvtFafTKdfH25xo2DKOPdvNBeM4sHu4oWnXkCwhBpqmI4SR9fZK2hiPPev1Ssrtnnc0byxGKQ69sBIeDztevhwJIfH1y29ZdQ5nLev1iq61eD9incMoj2mddOqyHdH3oIy0Jj5q1ptLTsc9q/UlXSfVD5u1ZLG2jcb4AEn6AKw2W2JSXLaSPaubjuhPJIThTmmDs5pxzMImBrDSSUwqDDQJi/cgPMEaTURbGYPJByASoqZpVmjd5ES9kEGVxNAlJ1QBmsY5pnFH262ZxkkSEBsriUeLuuliBReXa+FkKO7qUk9/JiQp1pQA0JubO4wRFsqmbXj37ja3UhZg6ZwTD8UgVNDH45Ehl31eX1/jnOV4POGaRvJhkBK0lCRPZbVe8fCw43gU2ufj8ZQ9A562bapHREHuoy5W9r0Xe8wY8cys1x3rVcfFxSbTyto5RyCPQampRzEnF5Gpd4uBriCpNGOHiiGy5Z1BVgpzkmAlpCnfP7MI5zEVciR3BsxCCPnH1z195rZeKP4cQSgXYJlHUIFPVnzL1s1F0QfCPP/1sUQwKqid/qr734j7P+SnkBI6FiGVTLKeLXfJzk41gU7yASa0nVAp4b1wAYw+gYNpSsRJ6IZ7D87DFKEJoIMADoPi7qD4668bvnxrOYzF/3mm3qtFLd6ABbhKuYdEdQxkr0AGZOPkszyLpDQBOndrTeJ1G7zIvpjQJjEdhJX0OCpe3QmIR7eEpElTxFjLZ588x4fEMAaaVjj+x3Hi7dsbAA6HI6tVx7t3t4SYLfuYuH5yxX/yP/4nWG24urpg3TXc7iamMdI2gaCO2Hhku90gTeCkMso265xlL62EH/YjbRNQ1nIaGqSSQxgOfZD20dI5NRGUhBwsohgTJlebSSimNTlVVis6ByE6tHK5i6oi+j7LLCVeUauFUlpZlI4oKx7GpFowK1CJqFq0DXSrju2LHwp5nh8Zh4HT7h78icuPvk9/6ulf/RURh15fc7F5TrO5lioj09B2LdsXn/Pu61/w9LM74jRIKKFdcfHsUzYXV+y+/rlQNGd20sLrAGCNQpm/Y9Ih7wPGWE6nXibHGSYfs1tQ3L7iKh9JKdG1Tc4NEAashCJ4z3Hs2Ww2aAVTSnRtm3n9dc30X61W2a0fqwVujCR2OedQKtdKIxM+jmNONoT1en2WZxByCeFqtaqf995niuCBrusqMcTxdMT7qeYcKCXlI30vgrA/nfC5+qDvpYOftYbV6gmHwz3ONmy3lzl2Hbi+foqfJiYVUcqK+3h3zzD0+BB49vyaFAPGGJ7EVFka1yvLzbsbnv3DP8GWcR09m5XldNyDbli1wqstlqUi6gZjHKSJzXYrDZZUzzgdaZoVTWa1Wm82EAc6LR22lBZESfT4CO3qkhBGMGsJqwRHqxN+POKDuOq7lSF4T9OuiWHi/8/an/RYlqRpmtgj05nvpJON7hHh4VlZzUYDvSBY4LQgfwA3BH8yG+hFL0gC1Z3FqqwcIsLdzNRU73hmEeHik3PMorrQ5Q2mAoFwMzdXu3oHkW943+f10eBcQWBmHFqssWSZMAkWMV1ZyhpgmkeMdeL7l3fW+ppYlzNPPSixS+ZFRZ7XXOOR3otwxkcRtX27fr5dDlIPLB3eX+/I4dsFsHzFGBmGUQ6uqpRdn5YpwGazYRqFIQCiwlfAOIxkeYZOf+52FRJl1/foXkSEMQSiUlzOF8Zpwl9kGpAXGeMgYrflofT9gDXmO6piTO9TnzQFLr0/Jdr1dL7yl1+/kGeOvMipq4KmrmiaCmdt6pS/cy2EZYer1hHiUhd8Wx2kkXP43oefLvp0IaK+Xa5LIRYWLzvfXbQpe0AucoHrWGOSqMulkXX4bnIghUJIo+mYRs9891r9pzOFZSSuley+89yitWGcl8v4W+WzqNfTA/yrETsKRPXyreBBWxkuR+F0LIOn9XlYCpi0hpK11ogyIlL2EaYoawEDjAMCh/FCFuxnxeihiBC94toZ/vmr488vhn78tsZZfu5vhkiFXp6JZRpAep6+G8Mv2RgxRqZpputHINl7E7MeLTkFAkZbVmniR7dOQnDQjugDL+eON48PeD8LAdUo2q6jKCuU1hRToChKZj9T5Dnv3r1N4lfBkXfdQN93VHXFy9cXfv75JznftcZlGSjFMHrKoqQuM86XniLTZNFRWkfayHA+f6EsS6rS4INhHj0qyBoZU1KXFpRObrKJiCFEjXE5fhoxCoagyePEFDxTagCL3DH5NOWKoltapgf9LKuSIs9pR1kXhQhOwRQ0KgaG+ZslNaq0UtWGcuuIYU8kMkWFjYqJjGGeyOsDubsnRHkOzJs/kh1+YLodyaotpqhpj1/JqprNbsfl6y/cjl8EZz0OdNcLh90D+/c/cQ4zN5MR1UycPcEHqmabAgADIcz81j3Bb88miIIdVimy14cggr4YiWksL51wJiP14NMuUTO0N2KAsizIC+mq50k6+RAXX79093mey85I63Xk9E05Surc5e+Ykup7EXONw0Db3oQKlefyveZ5ZQoso5QlKngReS1FxO12lW6x65ITwWKtjNYv5yNlVVMWBfM8M44D1+uF7WbLNA2EAEVRMfuA1Zrr9ST+2CAvyqbZ0nY3EZOVBQopKMoiYxg6jHbkueXnn38HYaauylRoaW7XE9YFMhsIsUYpg1aezFYE3+O9dO/GKGIw6BSH6vIKExVEn0RUmhAVxlSoMOKjJs8t8zRgTcY4Scc2TV5GdUb2p5KRabHarpdHRGGMY5oGUJ55VjI6UwtRRShdRbllHAemaUyNYhB+AhLvnBc149CLJQzQWpwYXddSljW32wmAPCsBLXyr5UBcJwH62wGaJksh2eTi2ol+d6Uovu0tU0V9u96SG2BAK03XtmJjdW7tzJd/luwIKXRcJtOksizo2h4fPVPCXhsroSIzwh7oul74FUoO4zkVK23XpzF8/Kb8TXdYDKJ3mScJ0hH76yxCrGFi6Ad++fVromuWVFXJpqkEjJVSKVXKT15eObnXvl30qy4hrSnUgvCN3wKEFs1F8CHpB1if7+WyXXrlpev/fmrx3UmSPoMi3l1qkRglJGZK/I1pmpn0tH7u//rrW1lijGJTOzZ1zqWdOV0nxlFYEWFZJRG/Pc7080RYF+7LFiJEaW6WPzcntOxyucq9q9b1hp8XCusMuYz6pwBDgMlHrFIMkrHFOEM/K8wk/389Gf5ycny9Whlff1ezrI8vfvu11FfrK7gMf9bn4ZuGIDKPE+MkJY410jQprRJwSqOjJstzsjyn73pCCJRVmaY28nkYBxFpG2MZpsDhsCdGeHl5pa5KNts912tLiCM2cwzXkf3dgWkYGYaR3XaLtpqvz1958+aBh8cHPn36zPu3b2i7jtl77g57zqcjWSZc5n4MBDQBI8FNUQl8yWqizuiHCeNyghd3w7XtsTpibGAwNd0wYTXEFPCjdYbxvbinjHAIhllSRzNnkktpRhmd0L9SbjktFEIpKAL9FIgpVUoh66kYZBojIXpBMkRMwezlfSy0SscwCTgtxEjmLHa7gxToN08TzoDKG5QLuLJBG8s8TdR3T3gsfXtj6DqmoWNC0Z5eKeoDu7e/J9vcc/jxb6kfP3J9fSZOLd7LpHfqrkxTAD+SN5v/zGfof/71290EUcbB3odkSfPrYaaWqmr2xChj/3EYGAYh+IWQbIVaM/YisgGJg/V+xlm3glryBBASpLClH6RTlzUC6QCRvbgcqjnjOHK7XlOn7lZU6eIECMHLkz97nJMOfZqmVUyotRaKWTroxU41pf26AIuqqsLajHmemOeJptmSZWJTbNuWIjeM0yDCkCBj7jBPdH2Ly0r6/kKRl2glkcLz1DFOA0VR4pzBaAFKBD8xziOb7RZiwGUFLxZiNDJWLkbGUaYJzhlulwlUxJksiTF7XCErhaGX18cYRWYsxMA4ecagIWhhoOcZ2kpkaFEWaB3Jsg1Dd0EbiyPBkWxBblQqwsBYCabS2mHsEos8o1TAR4cKEecKhqFbLwltc6wKtLeWECW5EoQpYa0Te2c0NE2NHQeMc5hZ3BFt2/Pu3TseHx95fv6KD17G699dWN//f4xhFaJ+PyEQ+046GI0hy1wqaoNc7IOsStx3vy+PV76P5IjP0rEHz/E7cSGw2vcWsqA1JkW7LkEpclB1fc9ycQpfIiVSGnEZGPtNfW2Uom6qRM8UK6yfZ6ZpoqorlJIpV4xwvtw4na5E5PAxRnPY72jqEutMCrBackPkdVlC7kDsbsIvYK26lE5ujCCHmIqLWWGxkX13LX1XlC2XWlwuXXmB1rG9/EHW120B+FAU1FUl0bPTSN8PEiwzTqloXK5NmXQ0peXtfcm2nsmd5nSdaHuBQX0//fh+IrCcacs6cXnMc5AEPgV4UfjJ6iDG7//DdZVDCGjzjfQ5zppuFlKgVdDrNOmJiskrjr3l5VfhA4SY8gRY+vL0fC3Fxzr5WiYFaY2SnoFAXKmaPgTh3U8eY+16di2TDGMtMQTmEKiqUtaFuYhV51QAFHlOPwwiZh4n6roizzKOpxPDMFGVJZvNJp1DJZdry/sP73n5+sJ2u6FrO/zsaTYNALfrjR9/9wOL+LppaupNjdKa0+nMOI7c399xvZzQTs4B5zJej2dQhqIwWFfSTxN+HOR9mXnmSTr2PDV3zjnGoZOLPXPpvHOMQePHlpgVmFwxRdBqEqdGnMgyyzArtI+MUxB9mlJ0Q0Rrj9UTPsr3MzomEamsVhbhujVR1idRkSkRgPaTuKkI0wocU1oyD4ZJAFfGRJRxzGmaZLShn6GwBuUcMU4M7YAzmvrxd3ywBco4xr4nrxqaTSPv3fotytzYNO/x3TPdl39GuZy5nzl++nfsHx+Z/nP19H/m67dzBoxetQLGmO/GjLJ3CyEwDB1FUaGUiBwExvItWKZtb4QgkYxCZQrYtM+IXnZxYxIDOuvkjTpP9H2/rgistQng4GmahmHo111iUZQM40DmHNbK5ZllWTpobBqdiWbhdrtijJDYFrdBCIGyLJNGoGCeJ4a+XXHG0zSQZRnXy4myLMXiR06eSbfmrKWPM8ZkZHnJNI1UVUOWl8zTIOrtdMB4D1VVM/SdvOHHUbIFQsBmNUYFUbRrK+PyosYaw+38Stf3whwYrri8xESD0Ypx7CjyLI0LSQrcICxrFZgn6aJVnCmqkjIGYuykAVSSBTD7CFqqZmMKVIhkiXIoYhRhOsxTR9QV2ij8PKbXJ0PrGaOlI51mUS0rbSQoRE1oYynrhtPrC+M00Ww25HkhF5srGacxqa8jBiED9v3Ite24u3vk//C//zcURcaXL1/5f/53/z23642YDuf1YP9u34wCZwVcEmNkv9+R5yIi1clhopTCGbn8rbNCo1OsmNlxlGnBMkEA6GOXmBeJPZAuWMGMjmw3NV0/kOWyPxctS7kSy5yzaCX543khrgOTAFtaa5x1lFUhO8VhwDlxIBgjk6Vpmum6frUo+uBl5Oil8L1eb8Qga5DLtcM5S+YcZVmQOUtRZNRVmbQzyfOeWtFFZvGNf0CasqSiIS32v3nY41o4fK8FCCGsu/yFp7Dcp2vx8f3oHVj86VGLsG0pxGOMotSfZ4ZxZJ6W3JNA5gz3h4JDiOSZIXM9r2e4qMg0ih6AEGXFBMttK4+V+F0BKZMZm1wEq0g1rSSW8UmMCGnSB3EiJG3lHBRDcg74IOPkTit81JwnS0dGmNdhP8s2RB7Ht/F+DIsi4FsBsugownfPNcgkYBxmhnFaVwEhBPLcrWvbsizXCYM2mvbWitgty2j7jsxlbPYN7a2lrisAtrsN1+uN3g5smg3GaPIyZ/YzTVPLOLosV8T6fr8jKsXteqPre27X6/r58X7mcr5wPp15eLjn+HqkrAp8CNyuLfMMdV3g55Hr5cbdnYzXh36QC3sYqModfpLMl9yJ0FjifjXOgcka9HiV6ZK3uCJnmj2ljnI+WY3Go4wl+FEirOeZMHkwwqgJ80TUUvzJug2MntMUTTGHNCFQOs0+A1pHCGJn9MHgE50xJj1FlQWUcvSDR+tICBLaFtESQoTCOZn65LlinmXSpJRis6lkImsUNvtRGu603jC5I3oI04yykrSZ5R+4PD8TvaF8+gPl4Q3j5Zmxu/2mO/63TwaU7MEFiqJwVvYQ0+SlckbTNBtubUueifpbuiDBJ/oQGMYRa2yCAIkIcBxH6YJiEuyNYvcTb6lnGOSSXGAsXd+lEa2gISX6daENQp7lTNOI956iKNY8AaUkzGQpaKqqki5vEn5BlmUJYyr7o/PpFWsN1sphbo3soaexw1nD7fKKs5l430NgHHqsrSnLgtutJct21M2O9nZEKzmAz6dnymrL2F/I8io9ZsM0drTdCHEGlbLotSYvNxA9U3/DTyM2q/BhwiZlubGGEDRK5wTf0nUyBbDWQBylUk6nu/cjNmuwYcAH0Wf4uWea5MUNwYDOmftXlHKAYRg6EdmEGdDYJBqMiNsgpsnF0LfkeZEOckPb3tZ1j7EZ0xxQJqeppUAKIVJvdmQpEMpYKWDaVsKbfJjox4k4jDibEaNiv9vz/PyVIs+oqoqfftrw+HBPiJFb2/Ef/+M/8Pd//w+0bUcI8PPPf1gzKHbbrRzcWnQf+92Ovh+Y/czxdMZZS12LS6beNEzjRNt2yd0APlTrBOn4eqIoC5mMpe5809Rp1FrRdS1FkaMU7HZbfIzcrtdExoNDUwvAKB12m6aWKYeXaUOzaTifr4S4aF2KFdkq+pRiLaSdNSlGWYqHeZpQWuyLeZaBglwJ1GSa5H1/Pl8ZJ1GTu0yog01TUpUlTV2SF1kSe8kEYBUUrrc43xUCckmt4/jvdtnfe/RRy+W//BmSBiGuK4LlglwmDWuQUmQV7imlcJkjT4I1KT4C1xH+/MWz20iOhDEal1LpButF9e5hVMuEQy50778fzS+XsnxppfApxltON1JxIDav4EXIqokJbKRkRTDFxALQtEpxixmdd2twzKI/iMsP9+2ZTXsh1tVG+P7PxO8fY7JG+8CUYnGX0BvnRHA8zVP6OWSFJrhccczkhZBYUYrdbis2tPT+XmzV4zRx9YG7pwO77ZZplAnN8Xji6fGBqq7XQlprza+/fmK7260Wt+12Q9/1afWb0XU9m03DL3/5lf1ui7UGozTTJCu2sqy4nCeigrYfxUGzTAuyKu3xR5R23LpRCIWuZJg98/lM1UScM3SjTqmqCqvkTZxbTZhHplmKaYmBdlz7jqCc2KDnHmsVBishT8AwRpzxKC2WaYHLCd53DkgUeyavq1bhrwrLPNMyNdU+rSUUgnsUmJwmpuddYB7WKNCRUWmZBmpNUFoQyHNEOCsC4JumEZVnMuG0hpBgRd4H7n/+b1M1r4h+pNw/SAb2b/j67ZqBECVqN8qofpom5CDXyTYo1rCyyOVgmmdi8KLaNIY+he1kecE4CrbRJbuiVpp+HBj6jrKsEnFQBIBFkX9jDvgZnw5IULRdS5bliUMgF1yMkaEXIaAxWgSFw8A0y3/rg0wLsvT9hOPvaNtrmngEtLHo7zLjpzmQZ4vTwDGNPdZlaZwqwkVZjSpQls12vx6W1pXM00gMIrhT2qC1ZRikIs4zSz/ccEbsmsM4kpcNgYC2BUpBVe+wWcY4RfK8lO49espqiyJwu12x1rDdNkxesWm2nI+fEqchWT9DRlnt6LuzVLHzCGi0ztA64lzKKlA5PkZcltO1V7JqCyCZDhFUVML7Lgr6vk3aD5LVcEIZh9aWLG+wdmYYOvKsQBEZppmxH7AuSwWP7MIleEbR99M6jp+mmaoq5bHDSvjbbDZkWUbbidshyyxZtmP/3/43/P53P9C2Pe2t5Q8//Y6u6zhfrquNL0Y55G26/P/+P/4jRZEnQZPh10+fMH3H/eEujU0zvr68pvXBjCsc+8OOru2wxkpICaSxrHRkDw/3nI7nFYfdXq+JYimdPcDdYcfpLNCroii43m5ycefiYsnzTNwJTp4Hef/LYS7TD7V+LsqqTCAvT13UKz3ROkvXdWLrHUeqMmeaZsZJYsZn72lPPc7JGuPXTy/sts0qmr077GTH6eyanqmFNvXtwkwJfiFNYpZ9+jdE6qI9II3kv9MPKL5zO3yzPsrr//04/vt9eECjWR+BAtD0U+Qffx3hV5m+OavQOqMoNWUhRVuX9ujTSlOEeU50xQhWaabkYY98C5gK6TGFuNgmBVXt/bIiTXyNAMpLCt8UDV45+mgJk1of6vfbkXUlwLfnRM6RmAqlb/qARZQZg0yApGFKaavaUJYSZb68R/p+SI2MxTqXJqWyi26amkuKUh/Hkf1+hzGGYRg47HfrSq2qKmIIHHY7rrcroDgejzw83PP7P/yOtuuJMVDWFUMnn82npwdOxzPPz8/UTcPDw50wWJb3i9Yc7ra4tMLwfqbIM7SB6/VK1w9o7VDKEBHC6r6uCV7SAauq5NbKe7asSobRUxQZBMXkDcfTlTyTrtlosEY0V/0ooKSycKBzYoB5GogmF53QHPFxJuCIQ49nxtmI04poHEM/yeTGyJnvQyCzCmVFhK2VT1RAyWbxHgyLW8GkxEopEDObJghB4axM3Wa/THBFvGOswxp5PyxY4+gjzmbMHozJCegkhJcVfMRI8IWSZlBs9h5x9f62PcFvLgYEuLPs6+xqxYohCLnPeyIq0dTkQBvHSToH71kiHEWgIg9aYkZlh6qUomkasXHNsusbBhELXq8Xdrt98mWzVlR1LSmDYv+ydO1NxrzpArHWJVfBgMMkYEPOOLRyEJcVfX/DexltT6Nghv08obWkgRFBxRljKxj7JCLbMnQtyir69oyxGVVVM0+j6BMCIorLZOQ2TQPz0K6ds80qxvaCsRYfZrTJyZ101FpFCBNRiaXF2Jy82iZhlxdvaoCi3NB3N5yRjj2vdlRlzuV6le+hLMZmbJsNp9cvaG3ouyt5sUGrWShyKAqtGPobk5cVSZ452tuRkFwORI8xGa5yxOgTuTFH24wQe8lnT6mHl9NXhr4lywopgNKGUymDc5nw8I0ly2Ri0956XJbhQ2ROF1vf97jMYceZw36f3lcSL11VJYsPvu1aNs2G7XbLP/zjP5I5xw8fP6RdqFyUxmiMlfft9XJht9tyu95kZaQkobGpa/aHPefjia7vMMbwejyy322Zpom7wwFjDLf2RuaEL3C93NLFLTGkeZ5xvlwpiiLZkcQK2rYdmXN0XU9VV+K0CYEpFbRKKWY/s902jOPEdtvw5fNXWVFYGfnWdc1i111CtmKc17H/mNDdWmuapuLr1xeZriThXVFkNE3F6+uRKSVzeu8Zp3kVGS5C3L6Xvew0S7cZQxIFW0fTVGw3lUC9rEm00HSdpY4W4vr6SKepUgH2rcNf8hc0i37vr3kJIcgERyEXY0ydvHzuv60ZgDWfAb5pFHyEMKVZhnIoHFEFsixgnQBz5JD0+OAZp8AwCgmVEcZpTrt4UDGmaGApUL2PCT/8DfYjf7dguvtgaXH4pEaXbj6tJFDJ3rmsr74jLf715H9dvyzTzpiel2GQiWjmsuTu0mkNG9J6IDIOI0ZrqrJknCbGQYLcYowURZF29yVZltO2LeMwst9vud1u3NqWjx8/yO+PA01d8/nzF948Pa5rYe9liiWMEk1mLaqA7XbD5XwlyzPevH3DKU3cgvdcLle22w3b7Qai/Nnj8SSdv58psyJFxO+kI05ZLS8vr1yuhrrMqetSwnnyUs5HDOBTtohYALWRCGCXl8S559rJ/WNdzkiBGj1VJs6TeYo4YzGMUjiPhmEKGC0CaKMtEUkLnL3oAsI4kTsJsBsmhbMRP8MUJqxWDKMRQbZPmSvRY3QkKp2EhlJEBozEss9zCrKSpNMQRZQPJK1KYBiDuGbMN5CWUaBUlEbWWoZZ7kBjJDtmHL2AorxYDDPnftMd/5uLAe8DmXMsXn4JY4krwrcqC/phIEapWGRcEtZ9/DTNTJPQ12xaHygF7fVCVdXYpEk4X85URYlPopa+95RluVqQnHOEEJLavGKeR4ahpywlEMYaxxCHdVyjtRKUr06BLtGng2xmniR2UhtRbWZFlXajMt42BvwsTIJpHFBxpmtbnHMUVYOfR0FmDh1ltWMaWtquE3WskknC7ANFZhhjEPV94uBrAiFMBDR1VXM5vzAMohEoXEFR1FyvR6xWabwl1b/SltxJSEqz2dHfjlR1g06ZDVnKZJCRaoX3E31fS5BGL6Ow9npFa4kMLYotMSqMHwl+wroC54qEAg1Epen6VrQVGLKsACUfKGMMWgmDYs4DWVHjwxUQCM04yGU/TgPz5PFzWMWbx+NpDX8JIVAWxXqRi0jOMUyyX8+cEz2CksOvKgsJHckK2u7GbrdFocT62guoqNlu0Ebz0+9/z5/+/GeMUjze3/Hxw3v+/j/+A3mW8zc//8SXL1+JEVye8+OPP+Lnmc9fvrDZbNBadq5t266FZ/Ce/X7H4bDjer0yDJNoEpRa3xvOWe7v7rhe/ylZYRWbTYPRhnmeuF6kaC2LIlkXRXdwPl/JC6EXVnXJdrPhcrnSdT2H/Q7fBbbbarXEFoUcmEpBkee8vp64v7/jcr6myYOMHLtOgnyaphaymbVkKLLMfeMoTLJWW9Xk4yRgpXbkMrWM88zzyxGjNU1Tk2fShTaN2MQk/XA5tNKFlsAz0eg05wYRKUZiCmlaMtWWdUSUKmAFAX1bRyy8+9Sxf0/j+e5r/dx/G0gQWSA4Gm3ydEFEIFAETz8IRljRSxEUI34ZxcdITJqKEOI3NwvyfVGKqB3nkBFS8Azrfv+7KkcJpjjCN+ZDIi4u25TV6bH+s/x6QVqr9HrGKLvykM7Wxd2y22/TOSmgJ3FdiUi6rit5HwCbZoNNQmqtRNvz4f07Zu/5+iLF5OPDPcfjUSA7WSaTIbvj06fP/PKXX3nz9ontbsuf/vRnPnz8QJY72q5DJ37L4+M9Win6fqBtO+7v7mQCPHR8/tRxvd54++aRrm0p03RuHEeIsvKYxpGHhwdOpwvT2LNpNjSbTWowLcMoqzMGT+5I02jHMCnsMMr4XRd0/Y3KRFk1h5muvVKUDTYJy+c5oIxMeKdxIswTReHoR51WShNKG6LSzOMVo0sMAR8lSll5Ib8GIzqkaeilyVt4IUqgdtpIUxWiTpO0kXGOFJlOxaViaEeaWqaDwzjKO0xZ0TEoI+FuPuK9oOWFkJreL+m9smpu1rVe5HobftMd/9vXBIi/NARPVZZopZi/2xkt/l2hHSkuSUCyeEqhI8sk5tjaZcSh0/hUVPVKQV0JFjgGuTj6YWAJBAp+pvczWZYT48ztdhZ7Wl7Qdy3OZSIoTKPUrpNdtrWCsXXOcrtck79TULeKmHatMtGYJ6m4/dRhbCZQEJ0z9i1ZUcsoPe2khv4mXmulGfob4zhSlA3zeEuKU9lfiSe/Tp22iCSnsWcOUJYbrteLTAdKJ4VGXtG1Z5rNHiJM4xGShaXeHMRDGmZimMjLEmNLprFjHD3WZYzTTFXVKG1QKqNpNgL0ScEZ2hj8JBag4EeUkv1pWZW0t5u8uYPkNSwdVpZL147S+DCn19oS/IQxsiLwPtJsdnTdQIiRst6glRZfcuI56ATtqaqKpqlxWcbz81e0lhF6kedpBB5FkNn1BCPuDKV1ulAlBtQ6yzAotpsNWZZjE+65KAqMkn16P0j8c55nXG8tWZ6x2WzYNDXX200sV5nl/u4tX56/kmcZP3z4kMRuitut5enpic+fP7PdbfmHf/gn6rpKmhaxy8YYKIqCPM9XOuXpfObh/p7Pz8+URSHFTpoQTPMsB2MvzA3vRRtT1SXWGPb7LV1CGC9rg2bT4IM4G4qqACLPzy+rMDJLk7jT6UzfDzR1JV5qpZImxjGOE0Uh4KJPn74wzRNNXXO+XGUdYBRdL0WA1pquFQdPVckUw1lL1w8ML8cV9FOnaY21hqqU710UGautUEkjsV7OPqb3m3RcS6zyAksKqUlYaISRlKOw2hGWgy+y3qKkIkB9++dvHfm3YuLbFEEOTVmTWaoyT8LdhrIaGaeRcUihZCnkTFYYrH+nSSJP60TjswYQ/Sfag2UzotMEhO92/8s4YC0AvtuiCLkxhWLpb+z/LBNhtbOOcRrTBSsC0yzLCEE68aKuCTGuHbmsf6SAsyalm5ZFcgolgFqW4ZJOKs9zHu4fALhczngfqDcNb948cb1cuJyvVHXFdrPherlCjGy3DQoEP2/iOrF9uD9QlQVt17HbNLwej3z4+A5CpKqrNMmNXC9XidbWySl1aynLnGnsubWtPO/GoNPKoyxLsqIm+pEQJuaxI2BpsTRNgbGOLN8lZ5hhnB2KZJ+cR2YvjYasWGawMvWe5oC1Hj+OGGa0Lpn9SOZ0mjg6VBzpO09mFXO0+O4mdFu16AsCKowE5Qha9CXDPGOUrAEEBy2x0EUmL24IEiVvtUyhtBKIliFKRLdxRETzoCTcmmGMyfEmboUYJBDOAUVumH2kKKvfdMf/r+AMJHFd8lxHRA3vnET89n0nH4rk71bphYsx4AMsyNW6bqQTSxd30zTcblfa9iYHVVWJYriXF3+/PxBDoG1lBL/Z7sTSphQ+eHSC5vjgUdNAludoDX13oShq+u6axIaCLg5eQmhikFwFl+X4aZBRd9XQ3k6cj2esc+BnvI84JzAO8XrrlEcwkRcNx+MzzeZeuvwo/H2lRGHvyi0QGIY+KbKMpDW6nCwvMD5CFEzzZntPTEx076eVZZBnBVpFpnHAuBxjZP93vRwxNqMsKk7HE/VmS9eJ7iHPi6RL6Gjbjt1uS4yBzWHH7SIpe7friWGcmcaRuqn55ZdPzMnREdPPqFVi/qu0Asqkq89Mck+4nJDsjKCp6zJ1bANGO6wRDUdTN8m6KVVx09TSlWiTIFMikttupGM5Hk+yfsoz+Z4RNk3D+XxKz4tgrY2WS+5wOFAUBV++fGG7EXHSNM3c391TJ+XzJmvo+g4/BxEeBk/7uaMqS1wSPf3uxx84HU88f/0KXrHZ1Kvo9P2H9wz9wMeP71dh1HbTEKKE5pRlQV1XnM8XsiRibZqGw37Pw/0df/7LL+mmSJ+LEKmbmr7raFJxMs8zow+rCEtrw+16Wx0vd4c9r69Hhm5YHTx5UeLnjr4f2Gwartcb202DtY4vz1/Z7jYcX490PlCWBSEETueLrOm0Ic8zqrkUDUaMbDcN/TAwDiNVVUkx5gPKSYda1yWXyw0f5HWckl3y5fUEUdYmxoqd0VlNkefCFjFmvQS/1wEoaxK8J13UQfYKMY3I1zhhFjoi68X8neRg1SsAfL86kH9Ia4S0k/3+0l2Ej8tFU5cVTVWvZ8pqbxwG+uSht9phTKI/LkVLGnwsj2/59be/B5b47UUEmAYI64RgecwhuUAiJDGqkh0wyQY9TImBYdP5O6Tpzoyxhrqu2GzFDZAn+NthtxX7YWLeZ1YSXqu6XO3iRVkw9D1KCUGwqkqKsqS7tVS1oygLFPJZHAaJ1q3rmqqp+PWXT7x5+4ah78lS2iwRxmEiLzJ22w3nP505B0+WVsFlnlPVeVpZ3NhumxTSMzB7m8SPgDIUeS5rj+uFoqxo6lLOj8slibsNaEeROYzJGCeFnnvKqhEHVwwUuWZ5lwSk4BjHAW0ikYyAQ+HxQWGCX3HbzmoiHmsL5hmJtJ8nslzostrIunucwViFMfKG8sjjj34kRINRk1zYs9AUVLRoZYlRinCtIvMk74Us06JpCRoTwQcNUTRrQet1FaGUxyDR9lMU/Pw8y/trmkRcP/nv3vD/C1+/XTNgLcoqpnlMinwZeU7zhCKmXYdax3dLVrsINObVDRCCp0td/LdPquQEyGUoXs0sy3FZxjyPkgyYCo8YA/M0yQg6IZHlG0di2jcJAlgiKv08rQKs9npiSuS8abmcFo/7cON0ioxDxxLiIRV3TkQ8s5INMItYSsuu3hrHlCpSbaxAfWyObzvmeaKqG1QUERjaEaNgKa0xKKNlxK8NMQqxa54mPFA325TUKBStosrws2caO7a7e2IUK6cPnqpp0t+1xxjF0N3QVqIslz2794LCLKsN8zyImNLP7A/3QOTtu7dYazkeFV0vhwtA8DMuqX61NmlfKZ2tsYYwBfK8Sjt0Tdtd1vwHSdCS/ARrLVmec72k8bX3tOfL6jooSyeHXRoFK60lttMI83sJiVIo7u4OPD8/o62irqtvK6tcsMFZllEURXKVyG58GCbKoqSqarq+43aVzIrdbrPu17ebhsv1wvv3b7lcb+uetShLtrsN7a3jffWWf/tv/yd8CGw20nX9+//w99zf3fGc9vVVVXI5y1osyxwuqavneU6j3rRmi5HNdiMpY+nzVFc1MQby5ITJ7/YMyRHjrOSXi31WtAqZs8zJdhiJVFVJnmWcTmesMVwvV/I8x/og05GrgK82myaJQgNai8d/nj3aWPH4T3OadAkhdBwnigRWiiGsK4W6qbm13Zr+Oc8zEcOt7WSKUch0b1PXNJuKssgxRqfiQM4Llc4Naby/BfZIas9f5yosORPLRSzH9XKSJJFiFNG2OGFS0aEXe2AS5sVvBcn/7EuRrJ4SylTkObvNFhR8/vIqhL6YUmMRbcH3E4HvhxYqLjLA71YGi3Rw/WVamURoW2layqqQxNcoTgCFhOr0SRPgkse+H0b2+316LqW7HyeJ8BWhtVhkY5qAVlVF5hzX641pnrk73PHlyxfOlwtKqRSSlVOUMslqby1DL+K9mMBZZV0Rgli7m02Dnz1v3z5xOp3Y7bYQ4f7hjl9+/SQcD61Tod5IQ1iVKK14PR4pi4zdTkuRZRRGW3bbOr2/ZGUbY3J0WUuRW7KsZhhubLdb2rYlaoePgRgNRSE8jvNlwBpPiC3WaPphJneQZZZx9vT9zKZO1scQCSrig8T+GmOZ5o44j2BKtNcoxMrq/UxmAsGInU+FKNRCbMJtK4LxZE52/pM3DOMMSnIWgo9JAqsYpoALI35WKx6aOAMZipCcWz5h38W/GrwXOFK0axR95jSTjyu4LcbkTkBSIcUL81/++s3FwPl8YrvdYYxcyF3XrSsCosCCVKIGCgAlpv1WFIuaFuXrnGyFEgNcJpV3YBo7dOokpXvwCSusKIsSCCmEQYE11PUGZYQxvVRMaMs0DRJw5AoUirwo08VvmWePzQokFV4cC+PQMhtLmCesC4TEj9ZJcWxt5HJ6kRdKK4yrhKYXAqPWBD/L3skG8qyQKQCK7e5u5SMsIBpjlECBrBU64SQOCuEQtBiboZF0LbHavCYHg1y2PnhIalZrLeOgUMoRwoDLSrGZhLAGzGQu5+XyGWf3CeDUo4YRpQJVsyP3nnmWS95YuwYtHQ5GfOs2w2UZ5/OReZbxY+YSaOl2AyU7dcWiqLeyDphnKZSc5TpciVEKLoWiLKtkOTS4zMkll9TOPnjaruVwOPDy8jVx1ScOdUXbdRhtRBzoPZuNTDuWMXjXdWk1JSNPbRT393ciZHLSHdV1nSBBI13fcrjb09S1IIO9F1V/En3VVUmeF2w3G4zWnM7n1ef+ww8f5eLxgfP5zI8/fGS72yWFvKZvOx4f7hmHkX7omaZRdvpdh9aah/s7bm2XvOweMsXwOsi4L8/Y77Z8ef5K8H5FY8cIm81G7F2nS1p3NOvkwFnLNAkSdn/Y8/J6lARKBFyU5Y62FdLh49NDClhahGqSH5IXBdM4JlGwwJWW52xJF4UF3KTXW1ini04pRBDqPbdbR1kWglEeZrTuOZ6vlMkFoY1m20jGQpFsUlrrv0qXVHKyLVgAVhDPd+sCuXFV6v5J41URJi5AH1j8CqmI+E+mA38139ff/qw0Gt/399/9chkDkPazUYRg8B2d8a8e23cPJvWnMYkI+4QMtsm9UeQZKE00pKAuxzBOVFXJbrflepVxuoRnSZBa3TQUeU0EukHOnaapGceJx8cHbrdbcktFsX+XhRSiqRB21vL09Cj6Dy9ApRAFUHR3txeralrrdp38vYe7A9fLlXEcqaqSh4d75mmSNVaMFE6SN4mRoizE6TBINkueZygip9N5dfPYtUgURX7f91RlzjjNybocE+sikOXlqsURK3PJtjnIBRoD+RhQyPmMcTgnKOFhTmvbTEby/QTWZRTOkhMYxonZT2jjUCYkjopYntt2YPYwhomiclgTiabCBMM83bAJLhQjXG8DVitckRNNjmYW0axOurtZ+AU+WBRBHAV+pC7dSoBVCqKfmaIj2og1msnPIkZEXC1GB7y3zEHw4CpIc60S0l0Gb/95fc1/+vWbiwERCk74ecZYEUkpZej7TkRfqfuPqTDwsjiREZaVOODd7kCXPOjD0KWdkhxk8hmRF1Klg+Eb9UytoqaFGKecI4aJoBV5XjMmayLKkheFjOWJDF1LVI7hdpUx9zgwBU9e1gxDi9IuBXrElBynQBmMzVF+omvbNEZzcnHGHlNusLnkBCyqaWstxIkwD7hMvOB+nhj7Fq3Fm1w1JSpOCVVrUck8bK2jvQ4M5wtFWWJsRkRxuHviersINnTosTaT2ODxloRqGdM0pLWASYWXpBoOw0CIgbreYJ0jTBFmT77sR43hfD7J85/lZCGgjTgsvPcYxDrX9x3OZex2NdvtHpdlaKU4WllHlGW5qpLzQgmvQWspFnW5ukOM0akwklWI0dlfseqXr7IoMFqx3+0oy4rb7SZrJeto6hq7iFhnKSKqshSx4TBwd9izUPoUKo145TAlKaG9F/iPMRrrpBgp8oxpErZFXZUrJbAsS6bJ8uuvn0SkqBR1UzONIoDMk8VRa4kp/uGHH1Bacz6daG8t+8OOGHe8Ho8o1DrqdM5RloFhGLk/3DHPM6fjSSiXCdNbpphsiLRdR1kUDMNAs2n4fbpQb7cbs5cL+3A48Msvv8po3WjePD0KlMgZjq8i1vz48R3X2432Jqjl7W7L+XSm2TQ0jQjMpnkGpdjutqmQkthslzlutxZjDH0/MKSAMT978kIKgL4fmKJgbJ2T4ruqylXEphRy2E4zSiumcebzl5fESRCtRFUWaW1jAb3u/9fRe2pyvtUB6lsCY/wuqvq7JlyioJPw8LtcC5keLKP+mHQEye3w3Q7i27rhm5BB3H7fGwO/3fV/PR1Y/gPW52CZoIptVIr7PKW5xiB20n4YV31A18sFqpVKzQ90XU9e5On5EkCV0YbPz88UuWhu2rZjs2nWFU2WZVRlxXE4ctjtuFwuHF9fAfjhh4/kRcb5dKHverqu4827txRFwQJrc1kmK6uQ8MTBUxY5WolD4Hq7oWdxUSwOkLvDnnEYJHE0Vtw/HPDBczrJ2XN3d5Bipq4gRrRRSWjukl5AkhXHcWYchXtizExeVuuUpKrSim3y+GEi+hmlInlWAD5NKGf6YcY6BD6kclHsW7GHOpcTwrQGIXXDROESCj9A13aURQ54tCvlrJ0tVkswVtQlMfaCttYO5yJgMGpeGRMhaqZZkiud1fI4iaALHJ6obRKrqrQuFqGiQTEMHnItLocI8zwmcq3cmc4YlJVYeaUl8GzRhuh/6QhjrQ1tKzS+OE9iAYkiIBRW+iQRuIWIFXwQIp2MOlKB4EU5LSERNsFxRNTW9S1NswNIsJWK9nYl6pQkhkUpSdwKPuCswrqCmKyKWVbJakDJjyS8fYv3I0p5if11Ats4vnxhmmeMK5iHjjLP0CrS9x0+xCQMyumGWyIWaqzT+KCIKtB3V4qiwqiIcjnD0DPOQkKbkwI+oolKaHthnghxSHCemtkLeActpETpykpQhrrZMvSd8Pu9iJSGXlLyykPFGDwuy1GANo7CZsxens+u71IwlHQAYs0UnUEc+rQukYJimieZzEzTCnUZhpE8l27uy5fPKTY3T+I/T1VXdMnvW9U10zTx4eN7+r7ny+cv8nujdNllEoIuHaPkB8wURUJLK9hutiLSGsVl4nu5ULIsriS1qqp4fX0lEqmres0J8N6vArnZB3bbLS+vr+RFIRdOQtfutlvZrefF+v7Ni4KyEq2F0VqCk1DEaAjef5tYpQu3KHIulysP93fSIUfp5IZx5MOHd4jie1iFciEE7u7vVv/2OI5smob379/xT//0z/gQ2G426J1eAUL36c9P00ybxFK7/ZYiAVukgCi5XIWbsN1IV5c5x+HujvPpzKZpOJ1OfPn8hSzL2O2FEVEUBdfrldeXV7QRcFEk0nVdco2IjXTp8JZdc5Y5Xl9PECPGCyb6cr5gjKFpKtEIlDmfP32Rzi7BxWKMwvGY5TUqilzGy2lsXRaCENfGCDFunJjGiX6YEghsoq4KMucoioxNU5PlLh18KmUpLGLDb3ZG0ReIg182Ako4L2tBsdzWcW04YhCs4gpJWvQGLKaAVDoo2fnL76bwIPVdMmK68L9fz34LAGItG7z/hqsOQdZDIaEdl6hZ6xyVMStSuK6rtdEap2mN0F5G6Qv8Z0yXqnjSLfv9jnEcOZ1PXC5XdhtJVi3LgtPpxOcvzzw83GGtfC9rLc2moaorvj5/ZRxGrDZMs1i8lRGWS57nzD5Q1znDOFKUJeMwMicHijaaeZ7YbTco4O7untPpRN93bBqxyi421rLIMCZfR9zGWCSgToqhru/Jsoy6bvBzn37mSAyebugZxonNdicK/9BLgWdMcvHANBvmOWA0VKXDB4sxjnHqsLYmcwrvo9jCvbjO5nEidxJ0NA/Cq8nzCqWEUWN0ZJo90whaR+oCcmeJISNEI8FtWqbPs5eQMpc5KUr8RPSeEYGtOaPJrGKaLQGF90oSF6NY98ERYosx2Tr9QlmcMyv62E89We7EIRZkfzWMniKPSXw//6Y7/n9FauGI5A9MZFlOiIIMBumK/SwX0OLVD8GjVBRxhzYEPyUYkLgBrHX07UVsZfWGPGS0twvNZoc1inEQXYFSka67UdVbCnJu15N8uI3Fe8U0yghHbHIVXXthmOTyaVtxDmir6S+v5EUlDP5C+AIxBMpyK1OP4Ur0F4pcLIp+7lHGURRObCfTSFlvgUh7u6D0IFHHRJyLKJPhrE5CnomqarBTj59GluQok8aASqvV622toeuujKO4JmJSOCslYzKb5WhtyXMZh6OkMHPWcrtdyXIJ8On7Hu8lrjRz0hWr5G0VW6DAh+TNJAdhnhfQdQlw41IwkhyFu91+/UDpdNArVJrqjKLYN0LoWxIky7JMYSjfurkQRPR0vVwYRlFp102N1prT8URZlTRNI+ulcZDzOwR5bSfB6EoR0q4V/uw9TbPh5eWFYRyoqmp1LDhraWNkCcIp8oLL7crlcqGu6hXcM4xjEjFK92kLSVXM6wbn7Lp6+OkPv+f1eOTr84toEdJ/I5Aty36349q2WGtWrsbd/Z38upfu+ccfP8qIfxjY7XeczxfZ++ZZWs3I/vr1eGK/23A6X4gxcr1cKIsHHh/vhR9hNO1N1gIihpRLYEid4zzP7Pc7irLk69evHF+P7HY78iLHaEOxFcfO8fVInuds7+95fv66FvQLanzhNIS0LhiTvbIoC8lzyA1FIcCWeZKJ4BLKdHd/IHhPP4xCHR2EMCeFziTPudGiNbi1FHkuBFIFU5oaaKW4XFuM1sxf55W6uNnUlEW2MvUXDcB6yStYEg2Xy1xbva4YgpdQpkU/sE4QlBya3wKCFptWmijEb5e5bATi0uwv34DIYhkU/YDi28QBJJei63r0mn8SVwdATKAgZ3NsbnG5o7113G4dH96/5XoT/Upd15h+WLUWWZ4RfBCo2jiJwG4c+f3vf0ddlby8voICZxx1KS4Wca1UbLcNdZrovX33TgiC2wbrHHmWs9luko1bcMNTen90N/mcDePA5SIF8eP9Pf3Qk2cuTbXyRJn1lFXB6/EVazSblF9gncG6TMbc1qGCTHHzzAlwq1MENOMUaTYbEQQne3iMUf5dP5A5jXMVfppwRUYMszhpmh3ESDd4qiqHZLc01kLU9MOIs5phHNId1tO2rcDmNGgrzU8/TJS5ISqDioFpVhB6jNU4VyAOL0U/Cn/HuhyrgSgxwviOiRyb5UAkhJEiN0Am4sB5xgfNPA0ok9MNE7lTQi9UhiIvJMgPJ2uBKDHyxohNNcX0EFAIKmSSIspZrLGJ3mtX/cC/WDHgrJU9/pB2m5njertQFBXt7ZIgNRJG1PctEbETLuxlbRx5plZOgPej4F7JGVfGtCGGmejndQxZlBVlWaepghE7W5iZxoG62RJ9KZoEoxm6y0o2lGAjuZA0UTjQ00Se12gloUhWx/RERcZ5wjixUKnomYcRk9WEeUDhV7ubX+KQo4yWYhiZRp92oVEcB9owz0PqLEISamkmlbQL04gxYvMx2uLVTFltpIPc7jgfX2SXpzTDIIEaYsEcpfIzkefnz9i0v+/aGzH4dd/W9QN1s5FR5DiJGjzthS+Xs+xmtcbaDElmTPkQ6bEK1cyu/yziQZns9H1Pljlut2uiForjoG6atL8XLYZzaUIzz5xPZ0KI6wFurECIfFIjL1OHEMVOer1ecdZxa2+rqOzu/h6lFF+vVyk8ijJlV3hOpzMxBqpSxIRZlq0e/rZr2W02PNzfc71eZZSpNZnLODzu+fzli1zq+x3Pz89kmeV8vkjBU0pHu9/tZQStDUTptPe7PSHI322sZruRZLCqLPn//oe/FxpnJR14WQqmuy4LPn74wPzOc7tcyfKc5+evfPj4IWG0BTn8009/4NckvlomRz/9/ndSoKSpgYyNRXglivKR81n2ry9fXzBJf6C1om1bfPD4XtI4XZbRjwOuE93C0A9UdcXj04MUZckb/uHDO6Zp5mV8pW7qdWe/uH4u1ytDP1KUBbvthk+fnuVzZS3Xy4k1zIfIbre8H2e8D+SZfF7KUpDgYYEkpcLhdmvxaWUhvvnA+XzjdL6igP1+K52zEl7CIqZcwmRAfWPMJxsoUbj/4ipMXX1yLailsGCJwBZ08eJm0ElptHylGiIBi7///e+CkRCLGMD11iUGSCmx6sniu9izt9stXdtS1RUuc6to03svgk4vnJWqKsjzQngaaf2y3+/FQTVIofD58xd+97sfhKx6u+Fnz9PTI5fLNRVtE9udFI0xhLWItNbw4cN7/t3f/U/ixbdCsYwRmqoSTUaQhL4wetpO4o2HQXRaddK3dH1PXVdcrxdmL69tvd3gMsvr8xfyZofWHueMrG2nmbppRGmvJNb3+HqmaZrUTDimqU8BeQGlIrttLW6AYeJ8uaQsBrmkYwgoq9HK42dP5gzOiWLfWkk+nf1CAJwEOY+M062r6PoeoxVZnoOSBMOunygyw0yKKI9Rkl21YfIyxeyGQGYiRoMnpm5fQ5BJV/AzRa6JWAlKcobRa0Iw5FazMQYVJ7Ry4lBQEkQl70+XmsiAVoHRK+Ikk6Usy1bRuzEixDZaMhHAp0Lhv/z1m4sBpTUxiB9aG5e6sMTRV4a8yIDINE6p+pXCwFmpLrUyTHHidr3gQ1i7wXmeqDdbpkEmDt3tQkSlbhb6rsN7QR+LnsARo0wEbtcoBco0U5gC4yqM9bS3M0SPthXWxvWijFFhrMOPN4qyASUTi8vpCwFJ1ZqGlmpzx9h3MkLU4uctjGXqrwQ0RbVZ0ZFCZVT4qcdH6Zzb65EBLSN6q7BRCHHt7YrLSubZM00+Ca7kQ5/nos5ub1eUksg4axWFyxnHjmkKqHkWPYNx1PUmxUhrLtcLddXQbDZczmcpgJQmEthuNyLyUzp1+CTBTbE6BATh3JPl+RrT23XdOhK83ULCgUqew7I+8H4Wm42P3N/fJ0S1pSwrjscj2+2G0+lEUZaUZYnWAiERIIpLTPKS4/GUJhUZ7z+85/h6FC1KkVNVFSjW7jTLxCdd1RXWOT59+hUi3N3dEUPkdD5TFsUKVRGQkyj8jRHGQebcelxvNo3YdUJgv9/LiLwQNbU1ltPpjFIq7eR/Yb/fUpYVv7Rt6sZFh2CtIc+kCzLGsG0aTucz++2WfhwwWvPw+MDxeOLXXz8nX7/h48cPEpVrDZvtNlkmxZInWFGDVpr9fs/Xl68c9vs15jfPM5wz6bN0TsmPI5tNQ9d1HPYHmdKMAyHK82GUJrsTt0fbtnx4/57n569rNPjz81fKqkQPovuQUCV5rV5fT2S5k0slib28NfT9LG6DXOLJnZMd9jCMK1iqKkteX08imPQw2ZE8d2mCpciThXMcpeAs8oI2BAprEex0Rtd2GCuTi/PlhjFSLI+DjGHvDtIRFkVOXQuUSfllV69QS4ekvv3eMsVaLvKFX6Dgr/gpPsZV0LiwA2JMyKSkaVz0ADGmAKFxom17mWiUxToBWnQhiuTJT7757U4cC13bUSTdVUREmXOazIBEK9/dH+jajqapRSeUlRT5TFkVPNzd0Xe9TAEqyb54/vqVu8OBrMjZ73e0bcvlcmG73YiAz0iBfL3duLt7oO/HxLzYixA2DvgYVzFhpzoW62cIHqt1EpxWXG9XthuZsH35/Mzbt28wVmONptntyLMcZ+fEMrFrbPc0B9rnZx7u79LKRFJofXIROZfRdR3jmNxJWU6WQxXqNckzS6uWSKTIZRILcLlKlxzSmJ040vcjVemEqEgkqjy5ayBzGh9hHGaMEYeFD+IuM1pSc4OfCVFRlRlTVGhG/BxQlgTos8AkmODo0VpxbQNGj7jMYI0Aq2KwSXtmIXjQgmP2c8rz0YGykvsrSKqBiBeT28L7SOakWFVGns+2G+Xu1RK09i9aDMiuqZJLIAFh5rEj+EmqskSky7JC7HnpkpmmERXFq+usQRtDs9nTdnIh4cXT7L1nDiPG5YCIu4YURNS2gg8WFruQl4aho++79KRH+u4m+Ma+E79p2SQ3gKJrR7K8YJjk4M7Lhmnsadsb1skIxxpN310xWpwFS1StTXQ5pR1lsxfYjx8JQTEHhXEZWS7sfeVn5qkX73fCQ8oB11MUJXWzIyYrl7AXZs6nI7v9PUUhCtvn52eaZpvGqqOwBMqG2/UiI6xkn6zqmvPpyOV8pqoqGYEhh5C8Tg6tixXutB5+xrDZbNcJzfl8RmlFs90QfFgDm5aRsfd+3feWZQnI3nMlB1ZV0gnMaY8v4UPTNPH6+sp2K6jTZbR5Oh5lLL/f4dJrLCl8E9vtNtEmA7v9blXBTtPEbrfl5eVVrEzep/GsdEUqPSbvPUWep45CyHqLvfF2vaUCIaOpGwFLeRmDL8lq8zyJR1pJMXo+ycRLpiMTVS2jbedyOczTayEJlzPTeGWeZnbJL33YCfd9v9/x5fkZa+wqJHx8vOd4OlFXJX/5y6+4XMRUyxohzwu+Pj8TY2S33RBi4LA/8Ho8khc5v/zyK7vdjix3nE9n/vZf/ZH/8Pf/mFIJxUM+pRH++XzhcDhwu92A+F36oTzXm02TwE8COHJpIkGUQ61rO1RT8ebpgT7R8LQx9G3HMIzMqWA2JrltAABuvklEQVSIpQhYu7aT91RT0/cDIUSu15s4OqqKtu3k+8jyn6ap6XrhGRgte9O6qaSIKwu+vhzpu54sjdMz56irivPlQgxBQE7jxJcvL7KmezmlSZ6nqUp2uw11XZIl1OsKJWK51L919osFWn1XCKw7/yQKXKUFKiU6rUaBpagIzF7AZ81GdC7DOCV9ilnf9yFE8txJlHs65xbP/1KkgiIG+bw1dc2nz1+4vzsk6mOaGowTaLHyOms5X87MXkTCdVVRNaL16bqepzdPfPn0hf1hz9PTI68vrzR1jZ88p1bsqE9vHrnebhit+fXXz/z+xx8IBO4PB6bkvHn+2rLbbiX/IsXOL8+o2EzF6XN3kOJVK1B5RlnWTOPINPYYI3bjee7SdFhR1yWn81ki7RGdhrKGLEuoapVYFkaaw77rAZt0F2Et4BSSanjrblRlSdRCSGyaAq0MzkozswRHW5cLNn4UWqe3W9EZVBXBzxhn0LpexZTGLWm1KRdHi5VQJuiRaZaOPrMOtPBtjDEoY9EqEGbPMCukWvUyBdAZ6BwfFAGFUYbMidC8H8UumFlJoxWmjxQGwUe6fsRaiDg0YlMPxLRW+G3X/G/UGULXtslSN69M6Sx1LxCZhk66+hhTx+2ZJzk4xmnCWmHQZ5kE3AhlKpMiYkktHHumoZPktaGnvZ2ZxhGX14LprTYoZRn6VihQ2hKVjI5CFI+zMjlKy1RiaM8yWYhgXUFdFQjsShgERSkVZYhyWWZ5RVHWVM0GlKYoK4KfcM7gbNq5Y8nLLVXVoPDkeZ46TYEtiSgoQxvpnrtWKHLjIPRGmYbKHjMvqtQxa47Hr5yOr4gGw3A+vTCOE1175XR8FWLiNEk3EgPH169pz+vI8zKp9GPC5n6zTlkrnfwiSrPpEge5ZJumkVFohNfX4/rvFt75NE1ywaTkyKUrXSOD01/UJlrdMIzij8/z1KlO7HZ7AE6nM3XTiDuiF63HYgWs65rtbsftdl0/9CaJ3epauh/p0Pe8e/eWuqm5f7jj8emB/WHP23dvqeqKd+/f0Wxk99l1HdM4CsOCyDgKCKht23VHvmgalkjsiKyC/DSx3dTc3R3WqUJdSUR2CEF0D0qnHXtGWVY0mxptNH72SRMyrWKmuq5p6pqqKvn48T1lIT9XWRa8f/+WN08PZM7irKWpBSf9+z/8jh9+/AHrnGQLTBN//OMfmMaR3//uB3766Q+rE8f7wL/+138DwLu3b9L6JvLwcM/hILHNWmu2W4EyaWNWvUKWZUkzkkLDuoH2JjkNy+6473sZm2uxcy1ivbDuvh2bVKgZo+m6Yb0YZNLUU9dlEhNnKEhxzbI22m4bfBDugtaa0+mSrJrSveuEKy+Lgq4fGJPArEzumMPdTlIpU7x5UeSA4uX1zD//+ROn841+8AxjYBxlhxyTIOt7Z8L3X9+zCJZgocWuqJQcnt9AR3z3mZDfXy5nlzl2uw3bbUPwQciOMV2aIVIm+15Vlux3W7bbDV+/vjAM4xrn+/j4wDRPPNzfobWWNdgoF1FZlVwvV4oiZ7vdYozl/fu3LJHcl7NYUaP30mmm8f9m09Bs5LNV1iWki3YcRnHuWCvrGCcwprYTDU+R5zRVRV0Va+e92UrBFfyctEbyGPPMpVC4SHvraG/X1GwIpvtyuXI4bCgLR1k4um5kngO77YYiL+W1mmasFcreZrPFZjmXa8fl0jLOQVJBJwkaurYDXT8SYsA6YZ8oILMGbQvGKeU4JCebpLy6tIZeXm+TRPGLy0nsqsM4gUiNCV5yA2YPk5f3jstKIgbtZMWSZyqhnE2a6FqsMclartFaUZXLOk8KKGMkc8CogFFTEkzrFZwk76/ANHmmaSEVStE6DiMm2RvzzIo40Vmylenzv/z1262FTvbNm+1BLp4wJz98Q4wjbXuhbXsen2S3YWwmI+IiEMPM7XpCm4zoR7K8xDp5Aup6y+12pG8vAOSVxGBebicZmyAAIj9FrpcjWV6hbYkxirlr0VqsiXPwaWftpJBoU6JYCOTOoY10OiEEbpcjWVFh0vRCaZdIiBe0cfh5ZJoG/NylNEg5zNv2RlaXzGMvyN9mxzgOjHFOqxB58YWtn3NrW8Y5UlcZfXcFPSbRocIqsx420zSgiMx+oqm3gj7OSsp6QwwyWRiHnqh04jyo1Qvs0ohuUeGOo1ze0zgxjiJyFJW48BHyQnQRXdfLaDDPOZ/POOvY7bbpgpROZJ6l2Dmfz8zzzPUq6YjNZkvmHC8vL0mo2aWikDUXYWFQLNyJIo38s0yCe2Q/btOBr1lS2G63G2Up32O33TFOI8fjV+p0Qfb9QF3XPDw8rAXIYi10uRO7X9sm6IoUWtvdll9/+YS1ou6/v79LWGYZdW83G8qyoG07yqJEGyGTTfMkY9Si5Hg60bYd79+9FSGY0kStubu7k4PAyTpJJj/iw983zeooKFImQ1FIYfX16zMPd3c8f/2KdfL+a69XUQh3PWWRs9ttOR7P5FnG2/dvuV1u5EWx4oJjlNWG95IncLtK6NblKpbXp6cH2QO/fyfe8vyBx4cHfskzLpdLKsIqfv31M3VdcblcUnHg2O/fcTlfuJwvPDzcc73dGPqBh6cHXp5f1l32/f2B80my6sVLLl1iXZfYtM80iQOvlOJ6uXE4iEV1yaeIRM5neW/liTo5DKP8PLOnSc4VHwImXYTi+DHcbsI7adPkYJ7b9FntMEYn1X2e3AVywY+zJJEK14CVXyLq/WRBDOE7F0JcBYhE/goktKwWQvw2G4hI0iFRoLFKi85CrY2RZbffMaRQLhDi3ziO/PGnP/Dp8xe5wJwU01UlnJFbe2N32HI6n+n6jndv3vD6euTt2zdymFtp0pq65vh65OnpKZ3Vkkp6uL+jvQpvYLvbyqVsRCMD8HB/l3gbV2pq5kkgWH0/4I1nmkdUCtMpy5zz+SLvMWP48vwVa6R4gIFhmJimgfvDbo2wL8qK8+mSSLCsEeMxRIoi43wWkND1cmIaR/LMUVfZGh0tjZbDak2RiwPIGkdwgdnPVHmBKXP6YcKHNEqPXlxWpUCC+tGj9Yg1WvRpiFZt9jKtdU5s4MMw0jQCMApRpsV5ElRaa7DO0XYGk4SIPlqsSXZCrRPPRh63TzoalRgOzpjV6jrNQpc0mYz3p3lEISs0ECgekMBDQiJsx5DCigSGBPLv0C6t5jIkYE7eE4tl9r/09ZsnA+M4UhRSLYpIUMYps5+JURj/+8O9jMBn6WCLImMcWiKKoqjSJEAzDC1j39G2V66XF9kHZbJTm+eJ0/FrSgULa0eotKUoylX0JyxxiQeeQ8DPy15cU1RNYqRXlFWNnwb81KON0PM8mqLakiV/ftNUWGupmx2bzS4RxsQWtdnuUMSUl7CMiDKx5MWY9uE1KkVugk5jQBH1HQ57jIaiKNHpA2utVMvd7cI0DPhpQgF5Xok4chrpErBo4RiIX9Ssqn8ZVWuGvuPl6zN93yfmQ8atbTmdT5I9EEISfAovXkRHyM4rRI6vrzJaDSE5AfQaFzwn9XHTNOx2MtZvmg2kKQzA6+srZVms9sNxHOn7bh3XLVG7MhLNyfMiHSaSdTAne+ACslrEjMZYXo/HVRQ3z17irY3her0xDAOn45F5nuj7PlEtXbpsczabrVAVndALn948cHd/YH/Y8+7Dew53B/b7nYxxrUnuA0m2HMeBshBnRJ5lDONAjIGyzOWS0TIlEiriRFEIg2Poe/740x/TZW2oqoolZ1wS49yqBRjHiS4xCqZhJHjPME3crjfu7+/4+OEdjw/3WGuom5pNXbPZNJxPZ7bbLY9PTwx9z7t3bzkcDrx991aEk2VB0zT84Q+/593bt2LPSxhirRRZnvGv//XfUhYFt1ZGqGVVpFCbkXdvnhKh7pqmM5r7+wNEsSBWRSnx1UMvzIJWeCFTUsuXyaK2322FM5Bwt0sHXdVlen6gLHMh23nppkU0q/j4wwcy5wjJ8mqMvC4hFbubbYPLLEM/JgBVnayMwoYoi3ydrrhEZzRaYRUYJSCWxbUSIswB+tHTdhNdPzPN4VtiYpoarAmNpFjjsHArEkp5wQl8N2Wo6grnJF/jfL6sBEBBfcsq6u6wJ88zttsNRVEwTvJ+fni45/7hjm1CTM9eqJ+zFwHz0IsrwCTwmrMyVVqCq6q65nw+yQRguxHMsNY0m4bZz9xuNy7nK2VR8PbNk1Arj0e89+x2u3TuyJ6/yER7c384YIzlemslkTPLOL4eUVrJ7j94Pn36nMbYkaenR5TNaLsJgbxFtpsCZzVKBZpGihxjHcM4U1UVXTckQJmImfthWouzKX1mUNIA5Jlj9gKwMtqme2cmcwatPEp5yiITy12MZFZTFpKPM/sZHzzny2V1MY2jaABCNJSFaBB8tPio6fqZYfJMs4zk227CGjA64mzEqhmrRTw4eynAlNKgbIqQdkxeMc5LZLHCR4EFLVMJpRR5lqO1uBFizJiDQWsRmofkiimcJXcGoyWAy1qh4WojLh9rhK8jwW6GBYb1X/r6zZOBqtnhbEaIft1lQ+ByfkFri8slDGaaRsbJ03c3hr7D5aIzGPoWbUUPMM8BazwEKdf7lHHvMjBahE2uqBN7Hi6n58QUmCDZoMZpoig3KC3kuzwTi1JM47e+vaC0wY+dXBbDxJu3DVVVE2KNUuCnZewDIUxo7WjbC84JD7y0slcPXnYw4zSgtaUsNzT1hq69kheVxGZmOdPs8SFKpnbq3IqipJ1l1YBS4sd2GbfrmbzIJdJ2kpWLjFgVQ9+RVzIVUM7RXbv1MS0q/izPGYYWgVlIEWWMFgXvPCdh1sgwCBXw5eUrWZanuNxhvaiXbadOQq82oWUXMuA0Tat2YBGHtSmdr+97NpvNeujK/r8CImVZcL2KyGu323G9XuR1ScmEwzCsaZNyEbuUbDmt3/tbIeRFLJQKmuv1CkShrhWScmit8O/btiUEz/5wkOdTizJ9t9sJNe1wxzxPdM7S3loeHu8Zx4n7h3va241+GDm+vKK1xMAqrVeNxfUqU4uqqrheLtzalqaqAJWSOsWx4RKaV/QEWRr/yXqm7VputxubppHpRtfRdx1FWfL08ChahiDuj0+fPtPUQnb785/+wmZTEyI4Y9jutwlstRRTkbws+Pjx48p/ePn6wuHuwO3W8nB3z+V2SdkJGZvthjkBoN69fYMPUozN3vOv//ZveD2e+fTp01r8390duFyvTIkp8rvf/Y7LRSyS0zjx5ulhTa0bx0mmYuOI9wKokVXYUfb700jfD1SVMCfKMhUYp9N68K+Jll4sdJGINZa27ZjnOQHC5HA0xnK53ERZ7cRvNY5jclrIKoE0TVsoh1ar9Dx/swwuOgHvI37FF4rwS6+sjKXr/2Y//P4rIoVNkedYLdOjohTnCxGu1yv39/eSb9J5LtcbzlnqumK7FUfR48O9fCaVWqdu0zjx9u0bfEIOf/78BaUEoR2Te0J4Gjnb/Y66qXn9+irOknu5/LI8o6wkHbSpa06nM2/ePDKNEo2MEtqrn2deXl758P4dfp6pqgJJP5Wz4e6wk2yKuubl5SUBrDaJNSEkzBhZHWHWGYlov57ZbrY4p4CANYqqkhTU9jaKhboosEZhjWKYPCHI5Qmiz5BGMDKOrayEUeuKK2IlwGkc8cGijUNrD0YxTpGycjDP5FnO7SqBYlXhiFi69oa1mYjTZynyykJseVFFdJEzjcm2lxciNFQzRju0c6Ai1ska2USZMoUIYz+graUqMpzSoIIk9IbINAt8yKaW3CbRZJ7JRDOi8FNkGGWl6YxoBIxWWKO5XWexKCMFrRQH4p4w+y3TFCgylWKZ/wWLAT/P+HkSMYKSAKLoPZnL8UE6zXE4crtdyApBuCojVV+MShjTYUZri3WyL7RGwkDkQyoXfB71Kj6MSiwfzuUo40AhaYJGY6Mhzx1hHimqCsWcLoKAoiBGhC3uHFtrUUYuk8v5VRIKnfw9fpopiooseavbtLMWR0NOCCNaO7HMIUlSMREE86LGGMXtdqIsa/b7O5SK3K4XUX6Gmev1Qp5XEL2sVaqGaRywzuFnjcez2QpBcaEWlvUGlJER/ulFOnkfKMqM4OfVZumyjBAijcvSfl+cCdut5Bp0XSsTg+QMkC5p4HyWsKLFMSCuAsuSOmmSG8Q5KQpWu15ZrkWB9+I/jhHyPE873GwllolDIk8riS4BkDKWyNVxHJOeQPaLcnHM3N3dy3ti9qt+QWubSIhildrtRFx4Oh3TpEUU5pfLmSzLyPOcrmtXjcObt2/Ji5y6qlPs8MDx9cjhcFgfs9ZG/PjW8PT4wPPXr2y3G/75n/5E01jq+p559tzf33FNuQXGiP/ZJSaEyzJeX1/5+PEDICmZp9OFd2/f8qc//4WiyHn/7i1/+tNfUFox+1nWFFsRjM5NLZdt33P/cM/5fCIqQ1UUvHv3JsG4xDqYZxkfP7zjn//pT+RZJqEyhYxC66bGz55//Id/5PHxkaoWkZl2hjzLmKeZH3/4gZDEd3me8/L1hY8/vCfMAkDSxnA8vlLXzTqN+vD+LaeTEDGX1cx+v5Pibhx58+YNXdemn93JhdD1KMQKebvd2O92qXuVyOkmhd4MvSTv3a43ijyXZMgg3WGWOSl2M8v1dhOrYIjymSgy2pv8nXVZJAGtcPWnaYaYbIg28d0XUJD4ftfxvjUa60w669JkINm1Zv8tVMinKcaSkqhSJRHjMhqQKcI8+5XW6TKbvPlSBEnIl2X2XiygTqyRSomDY7fb0qbCjEQOfLi/4/V4FLt1lvP0+Eg/iEtlHCcOd3tOL6cUpS0TwpBWOTq9xxZI1ds3j7R9T1HknI5HrHXsU7EcI9zamTePDzjnOOx3xOCpkhtCJrIOB1xvN3b7LdM4crlc2e8PjOOIItI0jWg4ug4/z9xuMrnt+omQQHEAoZ/Ic1Jh2K+EWR/AmoCzoimbp1kscsqk5EXSayMlWN3UaQI544MicwqiZxhntJP3xTQOIhBGg4Ysz4kIGdBHCx6cVmglHb5SMh0Rh4FFW0NkwDmTUmBlGiyduRT9k48k7a1MRxHi4DBFnJafh8S5qJ3i2g6YTOEjCU+tUcwYo1jSGzV6tWxrpIiNSFy4UTAHoTbqzCaNSgbTDMwoJvz02+7437wmEHFc5HY9MvatBOp4j3EZ1mjmUZj8zmYYhbCk8Yibx2OznOgn/NRBmEBppmmQnU0mwIi6KiUPm8A4jEkUJ9z7uiqZxh7tcspqQ1HW3K4X5sC6ry6rJgXBjORFRZYXFGUtMAkldsSh78XPikqdo2KeJIErzwqazRZjEA/o0DKPQ8oOGAVZPIjN8Xq5kOWC4o0h0rZXtCYxD77xEVRMrHQFRS5rk76/MU9jQjor+q5lnsWVUdUNdb2Rv3+U0V5V13Igz4NU76n7nsaRshTB4DRNhDCz3WwRaJFa1xoREst8oOta6hSO1Pcd0zRxvV7XwgBkf9l1gqy93m5rx7F061JYuNXiA6yCNdlFi3fZ+zk5QXRCio5JQ9ATY1i/x+JsqKo6Wa9sKipCmvSYlXdQVqW4QKzl4eFRWAPer4+/LEvKskrR1S6plQVm03XtOh7e7Xd8+PiRLMtpmk3arSkR9VUlm01DXhT88eefcJmlrkvef3gnI/utUNp+/ps/8oc//IGykNH8MkVZlOxFIe6LbuiZEzsD4IePH8idEMWM0ZxO58SBr/DzzNPTI3nmaDZi+zpfr4l1INTAqpZkz912y/6w4/e//5GqLHj/9imtWhz7w54//vQH6RSbBmNlbfH27RtQ0HYt+92OH3/8kWW69P7dW/7r/+a/4svzM5tNw9/8zR/ph45xGnh4uKcsCna7LbvthtvtRuYcu+2W3//+R7Is4+XlhfbW8vMf/0CeScaCtZbDYS9hZUpzvV55enzg8emBuqrSayxTDaMNdS1o2eWCV0pxPl9wTkKW6rpK49CCx8c7qqqSJiLP6JecDCMCSWulqej7QSiby4WdtANhtRfq9fMSk3hVKzDIYWvVN6WhSlwCKQGScDD9DN+LEY3R4rJI7px5EpT7ZtOsNtqmEby2yxxt2yVlfkFVlsKtiMJ3efPmEWOMgKe0ZponhlEilrM844cfZRpUVqXwOLTmehFGR72p+fTrJ0Kainz+8szL8UiR5xwOe56enri/l6J4sSBqrbm1N/qupe9aXl6PxAjNpibLM7pbz+V85Xq9crncUEqz226xxiRx5ywXVoh0bUtTiQBckh+HtWhdBKASkbwo++X87m4X5mkU4auKKGTaOc+BoW/ph5nRR7QW14bRRkSp4ySjcitQnrIUEFCRC29CVlZCyLQuw1mHUSNlWWJdAUozh0SLUGJrHMeRefYYNYqAfZgEGhQVUTkpHFBkeSFsEOcImNT8SXAYSmyBWtsUNCSNZVXmoB2Z02SpNY9YlBaBpU2T0eDntF6IaGMxWlFmogcw2rDd1NLQIkRTlMKYjGG23JK26l+sGMgyiQYmSvVYFCXaWIb2wuX8KjvfviOmH0In7vc0CRp26DvGeen2FSpMq1fZObEmTpPEhGalKGqdCShEeNReX4lxwhr5s2VZUTWinA1+Zhw6/DyyaTa4RKzSWvbzWltimJi9Z7s7oDWcjy8YLQITYzOmsed6uySRWss4DlyuNyYvNsbbrcWlYmEYeiTBaiJGRV4UBO+53S5YK8rN8/nEHJDMBqMTfETx+voiCut0ucX0IXAuT/n1mhBEczH2LdvtHq0NSiXBUowMQ4+1wvxvW/kwzmnXOM0TXScTkq4TwM4SdqO1SuNq4RlkWZ482tnarX/9+lXYDeNA197ws4zuBTYkI3nvw0rvG4aB2Yt+YJpk9LZMOZQSJnrbtpyOp28o4LJKcdbi5hDBWb1yAcZxSD7ibLXudF3Hly9f5INvZGJxPp8JIaR0N9FUGGO5JmRv3/dJ4EfqbsUmOM8zDw+PDIMIAV9eXsQmWZbp8uhWwmJZlqKzAN68eUIpeHx84Mff/Zismpoff/8jh8Oe9+/e8vh4j04F2zSNvH//lhgC93cHEQ6hKMuSpzePOCeJjG/ePqK1YrfbITTAidfjUV7Trsck14JEIh/kuVeKECWNcwmByrKMv/n5Z15fXxn6jg/v3ye1ecHDwz23iwjFirzghx8+st1uOF8uzPPEv/rbf8Xj0+MKgfJ+5m9+/gN/+7d/kyyYGXNiymut+PHjR+7v70WMtmmoKwFxLXhlay1lVfHxhw9rR7nf71Lh3AkwKaUvNk3NdrNJE6Ux7TrFGre4WJwTYWuWiy6C9JrOfqYqUwyvsxgrAKbttmG/22KsZDMszoVFfyMoY5X4AIolWG2ew6oDWOxtCoXR4Jyca2I3DGsRsFYAUr2wkAyX/Iw+cRAOhz0PaQUwjTMoqJuS/X6fNAqSotl2sgppNjVPT4/4WUS4b948JTiQWPLyIufN2yeyzMnEwc9st5ukH0pQIgW/+/EH0flMM9vNBhXV+jpN04RC8fIqotA3Tw8oBMm+sBHuDmJhBTgc9omaKp+RshAIklyygTJ3ZM4ydELItNaSlQV57tg0YrNcwE7X2yATFGtQyqaiXKepi2B9205AbSEqUAmQlsBfSxqhPF+TTHcSvyEGmCfBPgsWW4R2fT+K5bCVM9ZakovHoBkIfiZzkreAUsxBxH9F7li4lrI6E0qsDJNENjoMovBvuxFNIM8s4wzDLNb1qCxKBcATQ5BzdpDwML842pwizzJ8NMwBUAZlMqEbGnG1mWQRl3ehQRkj9kWU5B44y1Lga60p6+Y33fH/qzgD3fUkil6X03adgEqckZGFzZm6K6UzaGMZh54QA0YpiYZ0GUpbVAwp0tGho2doz2x3UuG317PsnOaZstwxzz0qqTyDD+TlTnZm6Y28qIGnKYX4RIV10iFkuU1WQHnxrt2Nfb1FK1HvayfWIx81pcuYxo7+diH4SRTMh3uM7TEKsbuh2FU109SjlHCrp3GA6BlHGdtobYS0WCS+9jhRVhu69kZZbRDGteCDtVa8fH2lbvZrV1lWFohcL2fyomC3v0NpGZHZ5JEexy6pwDfc3T8wz3IILmPKmCyGSjmqqqaqG7yfRSPhp2T1sig1rpwGa11iyku3bq2h7yemtJJY4qm9n1NWQ0hVu5AerbHMk4ywxQ1QJm2AQ+sqaQPKNN2YU4em0uRHDvm+79hstjTNhrZtZZ9X1YBaU9pCgiwNg2Su73YCT5H4axF1XW83ysRsr6pFcDijIIlRJx4eHpNuQgqyRW276CGWi7dtW/qu4+HxgTFZJptmI+P/oxD2xkEgPx8+fmCJ7c6znK8vr6stc/by95/ShCTLM7I8Wycl20ZyBoSklnPYH7hcrlhr+fDhPX0Keslz0Ypcb1c2m42EuGiJqX56fOTzl880dc2mkrTCuqmpq4Jpnmmahrv7O/JcRGtVVdNvpcN79+7dmopptOaHjx8o65JPnz6x3234P/0f/3cUuajh/7v/7r9n02y4v7+jrIQT/8//9M8sqYPpPuTu7sCvv37i+fmZOk22NpuGy+WCUnDY7zmdTry8vMrzO440G0nZ64eew2FP5jLO53PCKesUxqNlrfFypO8HCeLJDOfzhYeHO7p+oOsvEGHT1BwOe06nc/KmJxz3+t6LoDU6iQUXHof3y2dIscRpr3CiuFAGEd1AugrEYqDWwqCqK7qb6EGenh6F3T8LbGsaRx4e7/HzLFbW5ABYwn2W7r+/Duy3W7RS9OPA2zdvyTLHn//8Z5TWPD08UlUyJdpsNjRNTZ6JbVMrTT92tBfFuzdvOJ5O7DaNEA+1TP/qskihRmIpDenMEveFrBtkejey2+0gknQlM7vdlkG472TOMk2KcfbJtSXjelREGUN7u6GVptnVXC43vPfkRUHshzWUyKSJ8DDNaG0oCmHzBz/TdUrIr0WRqIEOazUmgClFzN314pyyTnJbfBTmhVaBptkyzZ5+7KVImwa0kjh4YpHyRG4iPNSGEA0hKMYhrXMx4KN4+kNAxSgXstZoHeXy9lIchiDFjXMyjXZWGlqtjNj+YsQmV8AS7a6ixyQ7vIjyJ5S2EAUqlC2XO2C1cFMsYtUMwaMpcVYQxGEOonnxIeV/WOJvdBP85mIghkiWWMnD0FPVO6oqw49XQvAY6yirinEYRJQTPKgMHzWEQNvfqJst3o9oBT56+eGyZRflqWoRt2mb9s6TF461ccTMEaNPiv2ItRlOG5xVXC5nIQMWpQCRnGXoO6xR9LN0sj5A33eAcADKynG9XGk24ha43W4Y61bCmPeTdCJFTl6UGK3o2gtZLo+tbjYSJhTjmu2OEhRzldYYS7xzVe7p+o7gzfpBM8axaTbYLBM2NWL/mX3EZaVEHHvP7XolywqyXAh+sw9st3vparXGWVkzgIzmFx6BwGMyphQIc7tdiSFijBATy6pmvhxZCGe+7/j69RljLMbUOJete3qInE6vZFmeJhNzEg1maG1WbOpyiC7Aka9fv7LdbimKIh1yiuu1XbUJsu5IHl1X0KWY4jWnPEZOp5N0n9tteq6FWCgIUTmJ+75P3mbFPE74tMZALYAkS9t1Ca0aBdSS9rNVVXFf1anj1fT9wOFwSCRGizFx9XJrrfnLX/7C09MTm61MiA77PSFKoNHTk4zpxcut2W7vVvFljFGei7KQseM08+HDe3wQcMqCoTVpR2qtSeLISVID9zaprYWMmec5u92OaZZJzMs4UpUlt9uVW2JKBO9XQdWCEF4cEu/evePW3gCoKxGCHe4PkpfhRAH90x9/oihyjscTZVnwxz/+lMK8BB6U5eLweXl94e6w53q50fU9t5voep7ePHI6nvnw4R1d16/drTGGfolAN0sEekYIFUUh6vDL+UooA9udQKv8LECp4/FE0zS8efPIp18/A7A/7FP4mUpdUU7XDXR9T1kX1HWVeBbfOvjvGQJLjK/szOP6P5PCgmKM+DmKpuC7giDGZUrwXXph0hMUeYZCrdHadVXLKjIXEeymqXl5PVIWBZfLjfdv33BJ66DzWaYvd4cD/SDhUeEW6NoWrWsOd3diaR5HmQAME02ashmj2e+3HPZSjAmzZeTN0yMxRv75T3/mzdMjSwjS4goyCcu+34t1ccHPRwKPj/d4L2tJAcsJVjlPbiXvRzKnGUfPrevTnxEx5zJtKQtH9DNl4Xg53thtdCpEPEVZEiL0w4RSy9pRQs2ska56MIWMxK2h6wO39oa1RlJOE9/h1vZJkW/l/EZG5SFExikFOhmXNFQGo0UEP6dmU86UiEL+OQQYpyDOBJehlCUEmMYRWxZgxBXjQyRqi9NiTZxmOXeUFtqkhLIuMcUDaJfeb44QZT1VGOEWhCB6BauT6DiKDmUKEaMi1oheZpwkhnnoZ5yJaT0+MQ49Zp7x04hNuRpE/5vu+N+8JrjeWqKWZKQ8lyhHo1U6cDK0AqcF5hO9x4cgZD6lyIqasqySiFCicnMnbxZJC9P4aWQehxST3BPCvIprxG7XM/QtWebS3rljHK703TUhU3NRY0bZCWktlS5B8p+bZoPRMA2dhClpswp8ghc8soBCBOIj+dry2LIsIy9Kiqphnmcu5zPX8ysqBg53Qg+sqhqSahwCfXeh7y7I+KgjzxzeT+vlaWyBy8RmNs9zQj3LBV/VNUppOXi9l+pPK4aUU26dZArcLicJM3IZmctpNhtCmAkxJWVZxzgNonB3wqwWYNDM5XJmtzvIflSL2lgARrkEPIWZqqq5u7tPI3/Z9y6dgqQhimNCMguET77ZbLndpLNXaU20ULtWz3RRiFBGqZVDsHRkSqv1vxXxZc7hcBCrVkpClPWC43w+U1c1McLry6soob1fKWnLDhikYNtud+x2uzVCehE0Ho+CP3bW8fj4kEbv8r+qqtbHL6TLgb4XbkJRFFRNzXa7Zb/fr9ZImUjIPs+5jM1mIx79h/vVornZCnr2/v7A+w/v+fF3P7DdbWnqmvfv3wGR7W5DJLLf73h4uGe7FeeGD56+7zidjsQY6dqO9naTDm6/Z7PZJNeMaCMy53DW8vhwT5MS8Lq+Y7+TVMSqEjteVZW8f/cWbYRaeHd3wFrLxw/v2W4aLucLP//xJ4zWfPz4nrdv3xL8zP/j//5/49/8m/8tb94+rpOlp6dHyrLgh4/vGUe5NIZhJMsdT48PYneMkaoUnVCRLIu77RZSBsg8yQpAsjVENf7wcM+nT5/J85z7FIp0Op1S8VRIx1tXPD7cSRBZyrAIKdJ80bYsXysoCFYro1yOooJfePDei6h1eT+JoSBN45IU4XsH1ziM7PdbPrx/R1mWHA47Hp8e2G23xCChVEZp8iyjqStmP7NJIrhhGOnSKmW32wLCKWgawUxvtxsO+wMouJyvMkUrC/Isw6T3nw+emM5BiUjOaeqa7aaRQKPk3BENjWdJrvzTn/9C09QJYCQOga7t5FJD0mjlsy/ApHGUELayLNnvN+y2Ffd3G3bbBq0VVVVT5IYF3962/RooZKxhmuHWiqgypmpqmj1ai22v7yexDwLTODD7SAhK0nGVYJ+0tux3G+72Nc4qVAyi/UAzTrK+DkGycCRMyaFtRVAZ4xiwRs78iJbVQlBpFZ1TFm4N+vHeo5mpijx9viNzQB7TLA4KnWzHrLHsMsoXkSmgZY2cZ5a6lGY2BtGVRRaxIsmNMYO2sgrQOr1WC4RL+BkuywSdP7cYo5LrSoqN4XqiOz+LcPY3fP3myUBRJkV8INlqRlAikhiniXqzYxyEHa/xmKTyNsbirKbvbglNO6OUQSfJpctKlIoM40RVb9iUNdfLEa8U1uYiIDMGYzPGoRfIRIxkVjH0V4ZpIirLPI94Lzzt2UeKUqYUMUaMlRVF9B3GWLKyFpfDfKS7zbiswJiMLBOohV68q8Gw4IPPpxeyXGJbMyeFBEp8nlme0bZ9OjRG/DzRty1FVSc7kkdri/ct3oswzzoJl5hnT1k1jEPPNLQpmz3iskImEj4wjT3H106sgSmGdIlbLqsc7yfRTCQ4R1M3zLNAP+7u7tMbUehtShvyouD4+rIehuM4UBUVs5vTTn2ibW/EKKPzLgXaLOAYOZTEZtd3Hdvdfr1AJflQdo4v1xcRwaSQpc0mpT62Lf3Q41pLXTfrv1+si7/88stKroPkVEn2J9n7a6ZJfMlDCs6qm4YQhcC4YI8Pd3e8vr7SbGqmaUwdoKKuG/q+53q9JhtU2omnDn4JdrIpiW/poEII3N3t2W4bNkkF37WteKWN2FovlwtN06ygmL7vuaUiqut79rudrMTaVkJUspwvX75Qlnl6HG4Njtnv92S5QKwAfv3lF+q65IcfPqCVPAdumti9fSOXqtZ8/vyZP/70E58/f5YxdAigYOh7UCQUs6Hvesl4qCqy3PHTH39PXcuE5G9+/onD4cB/+A//gU2KSq7rWlw4CTP86y+/8suvn3l4uE9Ohpz/6//l/8z/+//zbynyjLwo+Lt/9+/55c+/MgfP/Z3k2I/DyPPzM/f39391sYtTRSxteZ4lKM+wjsCzPFvpmefTmdPxxDAMKwFvHCe06dluGwnv6jq2O5lKLdwMkwJ2lpXA8rUmbHrJAlgmA34WMeFiHlxHwalb+14qsJIK0/cSl0qeMkJSXkJVMU8z7949JTusYIeHFOd7a1vuHx+wzgo+uO/JipzHpwdO5zPPX79yOOz59OsnHh4euL+/49OnLzR1xfVyZbffCSgsy9a/M89EQOtjYOrFaXQ8ndhtN7y+vHI47Nc1W9OIGLnvxNnR9wM2Ex1G3VRpsnfDGrHS+hCFKhnl/C6LnJAsfsIV0IzDQN/14hqZJDAuy4S5YbSiKq0UFEEuzrL45iIRQbpimjxGR6qyYJxGcTwpCMpKNkyyg0Igc6JJCzEJQbU0dCoEOS+LghhmAvL7MlGSu8oag0cJQhhF1wtvxoeI04qiqiAEtJHcg9mLkj8GCQ9abCrO6pRZk9wXxgqbRC+00yCOgxDJnJYiKxUSIYrOSmlDlcvUwejI5BFb/2yEOBhmlBbx/TQ7Jj9hmHBGMY0i0qzqWhyA+q/tr/9/FwNWS/VjjBx849AxpbQqIeLNGC2qzoimLGvmtNcf+xvNZoe2GTabUEjak3OOaehAG/Z3T6J47y4ENNPYM88TRSU8/75r04s+IkETMjZbAo3msQVl0Zll6Fqc3SZ1/4x1Dq0iQWm0FdGc0ZrRR7JM/q4QSaEPQUKApgE/z7TdSdYPUShqIQaKapMuvolx7IhECQTxI20nBYd1cnCShIb9oEHJLvpyPkrlqg1xmvBeBGJ394+8vjxTViKmyvOC6XphmmaOxxNv371Pe+Zp3anPfiIk6ItzcpEMo6hjL5eLMCGMlSCizU4u0nF5g0TKcsmvF86Bc1J8VWVFUYrae8kQt3bmdDqy28nO2TlRrQugRuyBEqGZC1e+rgRMcpTI3EVceD6fE5depgNL6tmmkUKHGFNhsHANOoZhWHMOnLMCL7KGuZ8xRtMk2l/XtTTNhvxwWMN3irzgcrms+OFrSj4U8lnB5XJGoamqknEayYucEJZI30jfy2VorYOtrHi6FCWrk7Wrqmqenz8nHDQr/0ApxePTU/o5+6R8z8mzjMPhwOvrK977dbd+d3dH1/XymXPCTdhsNmw2W/quI8tzdvsdl8uVvuv46af/mhAlxvZ0OvPx4we01vz880/86U9/oqrlEL+/v0sjYcWbp0c+ffpMURRsNjX39zJ2zotCUiWdrDbu7+9TUtxMXdfpwsu5uzuw3+0EA/32DcfjiSxzPD0+8nMrQJq2a/nf/Ff/io8f3vH09IQxmn/7b/+Ov/u7fy8kxlJCse7vDvzpL7+AkoTL9+/fMk8zz88v7A97drstSuk1V2FJuJyneXW2WGO4uztwS6ulGGXSd39/z5cvX5LLo2YcpKgSx5Jc5qIJgHnyq7vge/LgwiZYfi1vnG+FwPJ7/+n/L5dLN4zs93vu9nte0mtdlSVFIbkQx+OJ3W6L0Yah77mcLkQEGlRUZeL+i6jy4eFenEEuoypz2q5nf9iJMM9K9x0QPv5C9ez7gaenB5mGKtll7zYbySB4fOByvSY1ekORZ0CTCqE5uYYMZVWmSZtH0v10OvMKZh+SU0FJ5G9Vp/jigMptSpEtmWbR9Lgswxkt6vh5xricuZuwVpG5jLbr0SqF9iDMmGGKTD6gDChlMOnCI0rUrzaiV5jGKX32XMrPkVVIlpeiYQuTNI0hUhQKrQKuKfFBWDebpkz6gYhSMxpPxFMW8jwYa9BKsMEhRBnxR2SCrPN0YYvl1eiF+5DRT4HZR3In7IEpratmj6whgXmWiYAziohB49P7KbkEkbXVsiY3eEKQP2cUWCePPYZBCIzTGU3AZtm6evkv3vG/rRSQ/eM4jmhnUGGCMJFXJc4dUFoYyMNg5E3uxbceZlFVZkmc1LU3IODyAmtzxv6WPlkePw94YxiHQQKMoiQkTtOQlJei9h6HDus04zymUagiywq0ilzOJ7JsQ141KG2Zhz7hhSfmOAo5LEq06eLf1dqiDAy9hC5lTkbrKkbGsRfV/5oqGHBZlfzIcVWZhzCvKYDTKMUO6QUYk43OmIUYFUSUElISV5bJaiP58bXJaNvrelBdLyeqesvbtyVFniGBQIr94X59bqqqZvFtj2MnXW1SwscQiDok5bXHKincJM8gcL2cAU1RFMzJnjRP0zpu7LpW/t08E0K+OgbmeeTu7oHL5Sw/Z9onbjabVancNA1jKkyWQoGkes8yYSNcr9d1FD+MA8fjK0M/EJI+oCjKFUzkkh/bJFzw0pFnmRO3grPrBVykf+ecAKmGbKDrOu7vH/jy5QubzYbdfi9BJEH4DF++fJG1kMuYJlnNzPO8MhMgrpTGEMStcNgf6AcJvVqYDWVZ4X1c7YpZlvH6eqQocvpeisXFEZBlGU9Pb3h5keRAwSgXPL19w5zWKt7PZJl0y4sKv2kq3r17mxIiXymrUvQFRc7lfGZ/2PHzz38U0E9ZJGbFaRUiNpsGBSngRTqY3W5HWRZ8+fxMWZQ8Pj7yj//4j2w3G/b7PX/+8594+/YNt9uNaRp59/Yt4zimhDrZhTebDV3f8/bNE4fDHccUTFVVJafTGa0Vf/uv/oZ+HPgf/8d/R9u2fPzwnk+fv6zkwstFLIQxRq43ETg2TcX5dGbJefj06bO4E5AL21lZhby+HlNQVeD5+Zm+6+l72a+7ZEEmRoyTSY6fA2GO6w59rRLSPGApBECCgNQ3jSAgn9FltSDf+puGwGU5z88v5M5xvlzo+k4Y+l6Cxhb0cQyRKUzsDnv2d3tut1b0C7Osv7a7LUuk8jxNVHUlLIkgSPK27djvNpJzkHDj0zhx2O84nxM3JUBWuiTYM7weT7x7+0ReFhyPRy63K3OY2W5qTqeLTAtCFLhZL7Cd86VFgsskXExp0EFQ0nVVwCzuLLE4b1J3HykLt4Zj+SAXZp7nK/PBWfHRZ87Qdy0mywVdH4PY/KIXR0EwxDiTp5RHwUEngfi1ZZ4DReGSVivIWY/ox6Y5pPNRLHrT0OOynIhh9jJFDSGnKBzzLLbIEEZsVqK0YZwhzjNl7kSoFwMu8QRCgMzKY5nmSAwTRZbhg012QHmNx3kpCsy6RggxYpWszkH0AiGKxkHFAMbhAzJF9p6FzBhUFNeZT/djJqwUoqyRi6okTi3X0xG36Kv+pYqBGD020QSn4cbkoXEZ0U/cbhcUWxnFk7qlaaYsSlFSG4fRM973yR4ilxraYk1O9CMiXwiJny9im93+jq7r8EGqND8PlElh3rVpx52Jrc9aR1Xlohcw0s2M04zLLGiLJhDGQfyZ5RatJEzFOnmiQ9S4XPCh1+uVvJDkuWGcyPKS7nZJASuOefIQR8axZ7u/FxHPJDCNaRaxVlE6QqI9GG2YJylyRGUvwUK3y5GuH7m7f8CkC9RZTwgqAX96UYNGeeGd28jeKEpx1rUyqn89vlAWtUQ5l41gjucZYwTW4rShrhteX2V0XpWyU5znic12mwhkiH/VWKnYE0++a1uyvOB0OqXdp+zvYyho2xvzNLM/HPj69evqNpBIVLEfyUWWs93uANm7FUXJNI04J5G3QiMcOJ/O0gHGyGa7Jc+zRPZT60pAopP9ur4YpxFrLMM44rKMsijQWnO9XbFW9oPDOCayYZY0B7I3X5DL8vsiNN3vxZoVgrhOFqEeRJ6/PLPZblGI7awoSm7tLZHuZOoQo6xeFiJkjPDp0ye22y1ZlvH582eqSgKqsixj6AcmM3F/f8/1eqXvBb6UJRFfURR0fbfqSYzRPGwfuV4vifsAXddTFAWHw4Fff/2Fxeq02W4w1vL6+kIMkR9//FHcHlWZCo+MT59+5YcffuDLly8r2lncG467psZZx2azSW6ALa+vJ8Zx5M2bJ/I85+//4xc2m4bD4cDnz5/JnOPnP/6Rf/ynf+Lv/u7f8ebNEx8/fuB6vfLhwzu224aff/4DMUTevX3Dp0+feXx84H/4H/5flFXJy8srs/c0CbXbdcIGeX098vBwT11XwsoPfi1AX19eOZ/PZHnOOE7EkDqixUqYBIKiz/HMs0BvlqLVZZYlxZIAUcX0Wv614HApEr6fEvyn+oNlBdHUcob97ve/Y9s0KblTqJbni5Ac7x/uZTrycMenXz9T5BL7LJkBhq7vyHLRFIzjRF5kdH3P+XTher1xf3fH5XxhGEdej+dUFBmKMqcuK5SCuqnYpkhr5wzjKLHd1komQVGUbFKc/PVyY9NIDoRWWtYG6SK7Xm5UdcnlckuhUzV931FVJSBgKmc1bXvF5RIQ1A3TGve732+YfGRM2PTZWOZhpChEPZ+hU2NTilreRMbEJBiVEv7/3KNUROOpioxbN4nN2pRSDDrws7g2rJX7RCkJT3OZ8HC8n4hBLIDaWAIaHxRNXTJPA1FpMquZ5oAPhqkLaBuxJrBpKoxRKIKc6T5iVUQ5hQ8Kooi4i0y+p0oXttYZnsDpfKMsDCYvEmZYmlyba4ZJXnNZK6tUuEaGyQs7Q0fG2VOXGXVV0A4zBkWcDA5ZkYcg5kdjHWGa0MrQHB5pT6//wsUAKXYhzhiXUWeViL+6G1mWs+AlnTVcz2fq7YHgR3yKr4zodDmNjIME5uRZxv+vvTfpuS3J0rQe63Z/2q+5nXfpERmZRaEUVRFFQSrJEhmFRDApRjBgBP8DCQkEv6Am/B2QmMCEAURFZFZmRkW43+ZrTrd729sYLDvbXVmD8kGOiM+kK1e43/iafc4xW7bW+z5v216oLy3lKqFtaonenGaSNGeaRmCiKNciHhk7xr7DJhlNO5Cm0kaa/cCpPonifx7ZbG8YB6FZOafp+oE8yxhCS5GtmSZP38shX0aGd0Aq/OenJ1AW5ybmoMmLFVrDOFr8KHNXKWZm8ryg7yTw56rKzbOUvrsw+hmXpKhEbqan47NwBaLgJUkc1lrWK/GvWpfQNg2XuibLC/zYU5RVHCdokqQUoc88x8vLLOwHY0msw1iZ7YVo0+sHz3q9EdvP0JHlFatVhVKa0/m4ZC3Y6N8+n09kWUFdXxYvfN93EjaVD9zs91GtncTW+MDYDsKI7zvSxIkqeJYPhHQPxlikFZxOx3hLFoGLRCwr6rpjGKSVes2huKYklmXFw8NDfFaOayaGAJS6eKA5fPBsNlu0Voxcf6cpFhIAStIlk4RhGJcCAIghSiLOUrFVfQ14uv7sUhhIsXAN/uj6JgoWY3591FOkaSZjKW3o+04Ei5OMHLq2o23k4O66nqZp2e33tK201q/ZD+fziYcHuZ0naYofJ0br2e/3HA5HztGCqJTi44ePNE3DECmRSmlx9QwDV97H/f39ktJ4uZzl+9Ut7z57h7OWoe958+Ytf/WXv6asSva3e5gDu92OP/xDwQj/+le/lmjbi3jnszzHaM2Pf/QjTqcTXdexWW+iz7/j7lbEcnOYo1PD8OrVvXSjLjVGaf6DP/kTDsdnLpczP//5n/P48MA8f0XdNPzVX/0th8ORd+/e8q//9d+QJOKu8X7im2/fS+z5PHN7s+fVqzt+85vfsVqtuLndS8u978nznNevX0mIlXMLY+C7dn/4zi4YbX3Ino610maXdMPvxgNcHQQhcCX2XTsH3//nFZmeJI66kdHWzX5Plokg9vkgo0LnHE9Pz9zd3aKt5fnKvEgzqqqkqRvRSjjwo4DZLucaa0RnM4fAjHQtdrstCmg7GUcBsRAKCLRLRiFJxH2XZYlWSjRfZbaMbrNUcka8l9RNP41kTi5d97d7mrbleHgiTdMY9y5ajuPxxCYmj7okFU7BPMU9YVrYGNduXtu2WK8ijG1gmkKETjWLhXkYerKsQCtPj4wu5mBpu2EB/JybFmsSQfM6G+FNV06CivuRJ4QkcmAEmy3dWtEfTHPEUPcDYRJLn9IpOkxYHTkEcbQ5xGJl6Qp5j7YWrTR5lqDiqEArCR7KciuuLyuH/RVapbXoC7yXwKiuH7B6XsYqzmryxNANA85ec2Na5tkRRo/EZczUzRGX5CS5dBGH9oK1Go/GGEWxWv+gM/4Huwn8rNjv70Tc4aflpmasi4AYF32eCZv9HZqJ0+nAOMawHCUHd55LGE8IM03TkuUrVpstSeLIMlGahzAx9CN5XuGcoIXzoqKstnJoT6J0ty5jDgplHHPQ9KPH+8DQ1dHqJspURRB1fLmOnntBjErrdyaxkhOdpk7wl4KUiol/PdfZtkvFlzsM1w6FbAxNXXM8HlHaMo2DzLxdEkNpbGw4yngA1AItGnpBBYcgStkQJvK8IktzbFLQ1DXTDH3fcTicRWgUCWlNI6I0P4qQx48DXXuhqU9oYymrimn29F1DmKeoUJ3i37nIc9BwOMhrVBQlfpSs+KKQwmOeJlbrFdboyAkQu+Ec7ZTr1Zo0zagv58gEkA1WbH5CoYTvQo1EgSvc+MvlQl3XrNcb8lhEJEnC/mbP7d0dfd9zPkuE9eV8XvIUxnGkrmvKsqQsS4qijBRB+f7n84Xnx6clQKdpWvroHglBOhNVtYoOBlGGn04n8T6n2WKLvB6ebduK7dQYtrvN4ujwo48Fhot5EfLc0lQQr1eh0LVomWdJVru9FffJVfgoQU/FAl+q6xprHXlWkOU5VblimjyfPn3g08MnsjzjeJTW+2q15vbujvtX90v072azEcFdIrfMEBAhWCRFaiN2wC++/ALvPZ9/8aXcxv3I3f0rhjh3ffX6FZfzZVHbBwLWOl6/uhfYUIwgL8uCuq65BlEdDgdQii+/+Fxm5bsdeZbx8PBAU9e8ffOaw+HAdrvh6fkp6lwmDs9yIP7kJz+iKgv+9E9/xr/4F79gnAa+/tGXlGXBNM+MfuTuTtj+N/sdZSlZEV999TnGKL747N0SD62N5uHxaUnSHEc5mK4dgSHGcXsvY6Jx8FF0JsKt68H+HW9A/lyTCqVG+M6KeP37c3RMyT4jotXR++X9eI1ittqwiRwBFByen/F+YrfbUZY54yh+/k+RWTEF4QDc39+y3qwZvYjIVlVJ6txyyK9i5HceL1xZ3OcgcLPfxW5DSZqKyLHIM4ZexgdS3UCSJsxR1GaNESJjjHFfr8TNM3oRlKeZRMNbK4FA1jjOFwky0kZQ4T7GeheZ5NNcLrXotUYRuQbEwSG2ZRd1Z0WEXQV6LzdjpQxJJl/X2DR2JBSEUbpF44S1OU03CchnliCxLJXOhdHC+VBKgZYCUVC/itRZqjJDK4PSEkueRCCejJBEj+KuhUBgSQsULYCIy40V8XE/+mhRnBi9p8yvTBexCzgj+ixtJeZYosQTvo+39lPUgKhIYrWJ7GNBRs4uydDZnqRco0xK3/YMl0dOH37D4be/5vnbv+H84a9/0Bn/gzsD6/WGefJo41iXGZMfCPOIto7T6UhRCNwGpRm6hnHsKastSskHS6k5brYBgszOpKKUirHrWpmnGwMYOeC8x/uepunY7XbUTRvRvpIVbo0R2lY/stmsxW1gxXo4RqW2ZiYoEXk5K/MWE0EP8zTSDdI28vPM3M0oY8nTAsJM04iwrmtO8cURwQwEUWejGYeaoR/Z7m5omxqXFuSZ5Ho39YkkX4miOEic77XN3XcS5CLPZFoEkkLbEuaAIsTEPCkuphCo8oq2uUinJhBdDwrvB7wfyfOSdZqhFByeJeCpKAVtWte18OG3O7n1llJslUUen7UQDYtCCFfaWLabHf3QRQ6DYeg7lNLoXFjiWS4pdYfjgaIoqKpVxBwPEXssXmIb5/dXC+E1XvhweIot8O/CkVg2hp45iEJYa82nT5+wRmBSbduR5xnH04ksTTmfpW0ugqF0ualLwSGV8dWBcI38vd6e1+s1z89Pi22VOOoS26QUB13XxlCeYQEoGW3oJ+lqyKhBACp5Lh2Wq0dfwpwkZlpnZomFltc/XQ7c1Wodb85n9jf7+AyE/Nj3fRw3eXa7fSw2vMxu400j5DBN1/S3drE6ed8xjjoKEavFHZHnGdfZeNM05HnOxw+DMASSZBFa/ujHP+bb3/2O/X6Ps45f/qtfLtbLw+HANVkwy2M8dtPGkcuGx8dHdrsd+24gSSy73Q6tBft8OAq/4PXrNxRFKbfiVeAPvvqKJBVy35/96T9lGHr+4//opzw+PccEQsP/9r//H4yj5/7+ng8fPjCOhvP5QlmWfP31l3z69MjvfvcNq9WKvMjo22YpwOA7tsD12Uuyp+Qp+ElmxovjIB72KnYW+F434MoauI4OrqJSQUVv6bqOp8cnScgsK+q2Ybff8fHDR4IC4yzWO5xLuNnvhXrnR07nC/e3NyijybynvtTc398xDgMoxflyochS2n4QjPOmkHGpMfh54v7+jr7ryLIEpZCI7loElt57mrZjt11Let80Ua0qDocTbddJyNo846eZqiwZrrf5NCWxlkt9YZpYdCL1peaaE+An0UGJZT/2k+cJk1hOp5o8T8myhLpu6bqeqiyXbqvS0Rk19GR5jp8FC+19L8mMScaEYh5GnNEYNYPSJEkWaYuKMM0YPZE4Tdd28r2t5OkwT8z+u5CpYfRYPUGQG/qVFjn4wKpIsM6QJEV0H8hYQDPgJ8MUpHWPBuuEgZMm4qIYpwkVRvJEXArDONEPM8ZAlhgI0h3ohmnJwDDaCn9HWQwKZ0MEvmnaYSIN18uUsAf8LAyRGSEb+ikqVVyFLTWumDm9/xVldbMUtn9vxYCNM7VrJHDXXlDaQFCs1jva9oIfPUlWRWFeQClpX+G9iASnmcn3aJOgNQzdhWkKKG2Fed20mLyICl5D37dYm7LdZfSdsLKtle6DVmL/qqqSLB0J8xirU0l+SpIcl8gM0ZrAPPVCQEQsK8okBBTD6Dlfzqh4282LQlo63YhShiwvaWfP+XhkkxSSc2Amun5kvd4wDgNZbkicoQmBslzT1oLeHccRdCuVHTPzJPMlo6PoKS0wznA+HXEuIS8qLpcjWYaEIEWqm7TrxGrXNiesTVhVpRxmOsEYxzwLN9u6JAb4JDKasUmkGA5SWKCWA6Bra7Q2MjYZROjovWCbp36It5wpxhivJE8hSRij9sJGFG6aZahhoCxLRj8u44Ar7vXKGEBJG2+323INZSnKkvVmw9PjI1VVLbe2oihFGJfn0UXQxDZ6RdeJxgBE9WzLkq6TkUaYZ6w1lEXFNE8L614O9I7Hx0/c378ScealXrDHziXUdRPRzf1yoxc+wXppm2aRrmiN5XA8imWs2nC5XMR7HSRB8vB84NXrV2ijF1vjlVVwPXjkd1ALCvr7B5QxlqaR4q0ocu7v78mynG+//WbppByPpyVISBCpApey1lJVkkef53k80OTm1rUdm+1GqG2tJEhud1u890to02q15nw6Ya3jcDhwc3NDHkl3Q9+z32+j48MsP5dzkhh3f38vIsgF0vQtj49PvPvsrRwMASTaVUWGyBy7SOKSGAfJuP/48YEQYH+z5+HTp0W3sd/vCSHwzTff8pd/9de8ffuK1arkm2/e0zQt69VKwERlwdu3b+i6jizNmP0o+SLTtNz0tda4xKJQjKOPOgGJesYoruFfKLnBzVNgmsJy6F9HDn/3z3KbjkS5r776guPxxDiO7Ldb0AqXJtzsd2gTo64VTNFumOcpx8MJZTRt00pcb5pFrK50MgIzibWsox10vSo5tq0IuMPM5SxZKSjNpe7YbuVCcDqdl/fP49Mz61UlREyXiiBXG0xqsVYvY1qXxLC5EJiRlEg/iZV5mmdRrTtJROz7gTxLyXPR0BiTxGeuKcucq0Yzy5MYAaxJUof3avmMGS3Jn30/EsIEsyexBptIB3jyA107UhQR+BYFiUophn6i7Ufy1KI1dB7s1d6tZpRy4rTw0XYYZrnZX/UexoL39MOEDwL8Ao3RAj/qupnBB8bBkxUpKIsJoJkZxgnjFHli8F4xx73WWouz0pkNSHdFRzdXP4bIMfASe6wlBE4bjdKBaRrJE8c49Myz7Nt+HGPmTQwvso7JdxD3lVFlwhX5+k/wfYMKPyy18AePCbr2vKiom7aO0AmPn8Y4X5vlpmnlBuwSEcn5cWQcRpllDC1tDOXxY8foJeUpRNuVOBBGCBOz76QNpmTuNY4jiUskE0FJfsAcuwcqMvc1oI3D2gRrNc9Pn4BYgCjF0DcoLXLgtq0J80iaWqqyYr29Ic2r+IZwpFlFVZX0XY1SUOSpvJkAUFTVimHosE5CdS6XM1kqGQfG5WJzNE6ohoBWYbn1OpcJ5yA+2yTNWG9vMEZGJdJ5aOKHY4q/k4UwcT4e6fsOSSj0pIlD8hsErKRj4mPft3FuJzG8IQjg5WYvoqVLbEdba6NwrBffeyqqdJdILKdSUp1rrWjbhvO5Xm4vMNN3Eq7Stk30tk+LVVBrQ7Ve45yliIeyzO0HhnGI/lxNG/HDWRT/9X2PBP1kS+v5aiPLsgxrBcF77QRIlT+w2+3II4K47YTvfvWYCzpbWnDn83kJERr6Ph4Ec2zjNgtYymi9ZBSI/e8R7z2XSx2JX5Fu6Sf8KLbLthUexM3tLUkiSYnXgutalBhjGMeR81lu3sYYzqfT0o2w1tE0dRyVnKOrZmQYB25ubpevcxVitm2DtUJgnKLrx3svreQ4O1Za0TT1Ir7cbrbLmOL6eoUwc3d/h4BfPJ8+fuLdu7diMYy21QDkeb5YKIXbUMac+cB6tVrgVE9PkrgpUcQC7fnNb/4Nzoo48prp4Zzj8fFRxkqxi7fdblmtRDPz1Vdf8tvf/o7/8//6v3l6eqbren7xi/+M//q/+i/56st3/PQf/fv84j//C/6LX/ycX/ziL3j96o4kTUjzlIBkTYxeRgLfP7CN1lKgKzmUpjhfl6At+eyJe8Yvbe6rY/vaUbg6Cf6uqNBZxzR6VmXFar1mt98zhZnT6UzqEj7/7C3rtcCoulaEeMYatNU8Px/kM+AnzpfLIgxcVWVs4TuyJOUaLy0FlRTu4yipgdZqdtttZHVEfLJS3x3IKoiN1GhW63Jx3bSxCG7aLuY0BJIo9JVAugGNaKOyLEHixRMZtfQD3g9c6lrgQiGglMb7IGmwcUQblMjwlTZYl5EkuRAKI2gOJS1wgpdbPDHWO4iDSysIStG0PW3b0cRgtTnyQlIXbcvasKoysiwRJ5cSyyHKoJRhHHomLCEg+gNjyRLLZl2i9DVOWEciIHLRcClZYkgz0Q4FYJyELmiNxsQDPijB6E+zPHtjNAFJbO36cRn3znG0oZXEEmsmlJoZRtFeWWNRaMbZMKOxVqLn8yyRfx8puNZlsbsh9NJpnum6gTkgfIS/12KgGxi9JG/1fS/59C7FGsvz0yPDGGKQTc80ix7g/ftPXOoW4xxdHytvxJc5joLOrVYiDqybnjSvsDbBD00kfg3U5yea+kKa5rg0i8CZgaKolgprnme6fkC7hGHomYO0nbSWD0KSZLE6NRJbPI0UeRk3AcV6XcWwChH3+XFeWs9PzyeStEJpiQS9KriNBuaJw+FE3w8o7SIwpo/zeS+qdebFuxomUdcGAnXdLPa+aQ50bcscJEhHI4jdyQ8oJTMjZy1d12GcAEKSVGhj59OBS13LmGaWNr8xhrKq0EoikS+n50XVrxSiZ4hRw1di5Xq9jjfqYunqiNhPMLbH4zP90LNarVmtNvFQPHOKN8gvv/xaWpFNHTdbg/cDT4+PdL2Ad67fU7LJFHlZRE0GbLc78lywzk1EjV4u5+XwdE6sjlJMJdFuqOM8GLSSIujNm7fxfSh2QCEC5gvAaL3exFvAFLUNOhZPfUwuE51AmomIUQoyL86Fvudq27xiqL33vH//LdM0sd1uo1skpWs7DocD337zjVg1jV1a+10n9s8sZihordjtdwxDT98PEZwkB9MwjNSXmrZp4+3eUq1WiChMRRdL4OPHj/R9z8PDAw8PHyMXwtI2DXXd8PQkiuI3b98wDFJA+HFkv9+x30s2yPl8JUyOJEnC3atbAjJe8tF33nUd2+2ePM8XcaeORYiPaXXiOJERRVWVrNcrvv32PUmS8MUXn7O/kXZ4lqY8H0/88pe/YrVaL2FVbdtyPp3Z7YSNoFC8enXPP/jjn7BarYWYmGc4Z3n/4RM3Nzd8/sU7/vAnX/PVH3zBf/Lnf8qf/dk/5R/80Y/4Z3/+p7x+c09VSkiO3HLDohkQkZpn9NewLb8UUILvls1VKYkiNva7LfP7h//S1YkjhtP5xKeHB7q+4/HTg4yXoijw+HyIhbCUFs5aJj+x328x8TV11tIPvWCe65o8zyK/H7qm5VLXEsg1T+R5Jp0pLTfgIs+41A2H01nGeohQdp4k0nmzrmIhIz/z6XjhcjkLyjnInpglDgWcz7W06G1YCIBtL46XNDHsd5uluAghSFcgs4x+ph8mhnFEIYVV2/V03ShWvMguqeuarpezJQT5mmWR4oyS/AEteoIkLRi87KXTNFFGaqY1mjyVz+M4jFGvITk1wyBJmSEejF3bM88e5hGtJ5xVgrq/OoAiTZAQSBNDnoitbxw9MxplIo7Yz2RxBJA4Q2Ll0O/GORaNM36cSJxhCop28HTdQJoYESN7KR4GD5MfyVIrECStsEZFjcZM6qTbJ1oVHYvSWbox2kQdjyG1iqbpOJ0uNK1oX/quQ5kU7wN++mHQoR9cDBibxEjcnjTNWW1umMZeqG1KeNDSDvUwSyDHZl1QlQXWGKpK/MfSYpqxSc40ie3D2CQGwDi6fkTbXCp7Z3BJQZqLCn7oWsahwRiZAaVpGvkAEyFIgaGYOR0e6Ls2oifFx98PA9omsW1+vREHUI7zWWbwWkkoUdvVPD58oOsEL6uNRCg3bQOK5QDx40BRVhibYDRcLme8F0zzMMjv5f3E5XKS5KnEMcYcgmkaIfiFoQATfhTMb9AmEvFGskyY9Vfh45VtPk1RVxBfwSvjIEkS4RjEEIyuq7mcrjfWjLJaL0jfYRRF9jCMJC4lL6qlk9HU59jVGeJhq5YCSghrKZv1Fucc/RAhOdZyPp2Y58BqtaJpai6XM6vVhqoS0VHT1Hz89JFpFt1EXV9ia33g48cPYrm81MyTHCpcKV6RSChFHUBgs9mRZTldJyODa4fmmtQIwpKo65o0SclyiU4V4hvRAppFOqJYCtumpT5fmKcZP09SAEdUq45FwPWfYp0US9bjw4MgVo2J3RyNsy4ioudl3KGU5vnpmbZp4rxfNv+qWsd2u4sHkGOehQq32+9Is5S2lQ6K1aJKlv++AmJu/DSx2WzZbHZIoJO8vtutiDSPhyNXAuM8B3b7PaCW2e/N7S3WWrIsZbvdck0ErS9nttvNd5TJeGvWWlDOV1uesY7TUZwqXddRFiXeSwH96tWrJR/hd7/7lhAP4yzNuLnZL+ClpmlYr9fRpdLy6v4V2hju7u74h//eH0vsr7V8+vQQwULCedisN6Rpxt/89d/y+Wdv+aOf/Ii3b17zs5/+CT//T/+M1zElUn3vAL92lYShMYlwOK45khuvOfJp6uIs/d+ev16Li/i/CCFwPJ05Hk+0TRsDgAZQAWMNp8uFh8fnKCr0PD0/E5A0x6aWCOo0z5YC0hjD+28/8PHTA5KLUvLu7WsUMHnPpW6W1xpkfLeqSinEO3HcnM613K6V4vHxQOJc1MMY+n4kjRCksiok4C0Ik8V7T9uJbU0pS5ZF1LaWG66J6bRVmbJZF+R5ijEyVphDiMjiQUYyTorkvusZek+aJqRZwjD2tP0IygGarh+5NB1+CnT9JHoCpcQ2rkPsNA0IiAecVRKYF0JsxYeomZli108EkShJGXTOEJCzRXQ1KmYETIQgN3zBt4OfZ5RxoAxGQ5ZastSSOI01ltEH2n4izXK0MYxjR+JkHMrs0QQSo8X1McvhnVhF04kttqoKFJA6jVZBEMQBCZxSIkocR/l3KMlvGAZPFzNnnBV7ZJpnrNcr+R2TlDxPYB7JV3sJPfoB6wcXA0p5+v6ybLRaiTdSZowrXOJIXCLVmDU09XEBQoAwrdfrDWW1RmsjVSpyS3QuJU0sbXPBTx6tI+8ZI4exgrZrOJwuDONM3/ciNOk7iqISgZoVdWuYpNXU9S0BwSAPYx9hNMICL8uSYWhQSlpGc2z/TbMw6BWBopQI1M16RZg9bdehtYutRc/Dwwe6vidNxMY2Dj3auJiiOICSdndRljG7oACu1d3INF6tX4Yiz2K7Z2KaJKlLRClE21gnrUBmul4shxJuNEOYJbbZObLUUhYFeZYJPpqZoWtRKh5kCHDIGpmfOyutsiRJaLuGK3J4nmRTEYqZjxoEOdgmPyytwcvlslDbzucTxmi2uw1KzVwuJ7I0582bN4CIbK7c9d1WiojJT+SZJOylac6qkkz027tbiGyBYeipqhLBHEfxZt9GJHNDEotQrfUCLyqiAO6qB+i6ntNZ4o5D5M9fMxHmeWa93gg2uK4pioKyqlhv1qxXG+rLhdPxRN/3bDabKOobltasxMkmZHnxvcNZDowkFcrgHMKiCXDOcf/qVbxxN9F26Dgc5OY+TZ6madhsNsvvIs9bvNvTJLettmkEEawUNzc3WGep65oskxvzNE2cTqdFMFkU+fJMzjG2OM8LmrqJAV4s3ZtXr18vz2j0E0NEMo+j4GyNNZzOJxRwOV+Y5pmvvvqKVVVRrVZckzFHP7Jerxbsbh3HQdvtZtEgFEXB559/LmLGAKvVilf392w2W3ERlTlVJZkMl+gisTFEp2k6fvKHP+bLL7/k06cH7u/u+PzzzzgeDxhj+NnP/rHYx4xQ9Ppe4mu/by8cxzES82SzhjjWiEAfGRtcDxUpEK5/7zoa+H7iYQBxPYwju92GupEY8TISMk+nM1ma4icpeoXZETg8H3h6EjGmcAVEXHpNe3z77g3O2iUG2hgJ7bkyCaTobdBa+B7GmBgQpuQipBXj4BcrcVHk3NzsSDNR2ftRwrVCkOCy4YrpTiXRtGkH2q7ncDiiFGxWcvC3/YjSki2RxrCwrh/JM0caCaJJ4shzKRaKQmb8wjKIzoxpYhplJKCtwbl0uYC4xDFPA/PUR26LwjqHQtN3PXXj0TbDuSR2i2UPLop0OUeE4KfiIZ0yjIZpgsCM0nOMp3aSYKlV7HRIF9log4kjlRAUQieUlr/i+j4QYTFhwthU9ioEIeysxF8rYyWWeJLRuNHxT8x8ICiMdqSJY5wmcc0h78Nxku5cEl0KExGxHFMe52mIbASPH6WgCfPE0Bz59Nu/pH3+9u+3GOg6iVU8n46cTkf6YaDIS1DivzRacpWzrKDvepR2rFdrhq6VToBWhHlEgn8k7Un40ZPckINwCpjlZl0W0mKXfPsOFSY26zXVai0bXLQsDkMvog8lCEiXpLg0Jc8Khr6lrs8YYymrtaBt65PghyfRBsjMMmEcGvnQlpIO6JIUZZJrJYRLcqrVhqFraNsLwzBRRv9mmKX1Lt2A78RcebQ0aa3pu1oAOU7oe6v1hizLKVcb6bB4T0BHgJN4ga8WvK7reHp65OHhifO5Zhwnmrbj48ePdL2nj4XOFKBpG7p+oO86jocjRbWmKIs42pDkRRPZ2yDCrXnyosNoa+rLmTS9FhNiJxPWd1hEeyEIyyDLcjbrTbwl6ujb1tR1w6dPH2WeNgxx/t3x/PyEJAFqsjQjSaX1OYdZNnknG5izNgKeZOOVmaXh08cP0ZXglvHC1RFQxjbwVZMgB6tQBGVDkpZ/IFCtKs7n08IsqOsLm414tMUz3y7gonkOGKspy5KqWi1Y3HmeIstgIi8KylKimk/HY1TmS3HQdR1NXdPEQ0Hw0IbbCJpKEskv6OOsdhXfU9cEx6qqYndJRiZt2zKOI8/PB5roDlFK4ayTdD5ro5hRnmUakyaTJGW1Xkeb47SMCtw1GlobPn18oK4brLEcj0eKPCfPc1arNUkiwkLx5QvGOsszsRkaw+Pjw1L0EEFI17jneZabWhkLGxP1Fi5GFH/69FEOfCPCvqaVGOk0zTg8P/Phw/tFJLlZbwizjJXKMme12tDFQyrPM8ZxIs8K3r//GEcAI5e64Ztv3osgLd7cpTMYsbmw3BCvh/o8zzL2mK4HAbRtL2Ci2K26FoTXub38Ccv//82b1+RZRpIllFXB0A9RZHlLGguzawBV03ZLct56vSLPskVLc4WA3d3dkiXSDez7gdv9jiRxrKqS9aqkyHOSxFGVpRQJ1pKmFucMu9166RwkabpojobBY61kVRR5RpZanFFUVU5V5pR5TpZY2rbGOYNzIg72U8CPnrbp0MYICC3MMbjuqgEL0Q4qYu/rSMtaCfAaJ2JwUViCw+S5C08GNGEWsp/SToiF8VA2zhGidbPrZA+Y4s2eMElaqzIMo3BDnLMSBRwmmIcoyHYkTpPnCWkmwvSiyFEmw0exniZgtWaeJi5Nz+nSck1B9HMgcYrcaayJugKtY6dYHFl+1jRd1EKEUQoeFS9bKPpeNCmH05mu75nmwOCvtlXRTqSJ4f52Q566qNWbYZZOsrOij+hHT2LFGpmmDoKm2uyodve0/fCDzvgf7CbY7XbM04itKrS2TLOE7yTO0fWy6R6en6JaWFGUZaxuFGqaMVlBiAKeYehQKEkkm70EUdhSKqWuo2sbtLG0vY9wigbmiTRPGIdWhBrWUl9OTJNsKi7J4hxeRIbDIDGqZVKRpgWh76IQTsRaQTvGqeXmZg9MdG0rIKIkp2uOXI4zY5wDujGNpL6BLC/JC8XoJYrZuoQsl/naVWEtLUeL1o7D8cDkPdWqAmRmfDrJISScBUnfmoMw+rM0iwdaj9KGLJMPwWq9IU2TmIHgpZUaRxhTrCSdTUEFEfKMLT626IzWgjKe5RY/eQk2gizaWmRz1sbStS3WJaRJwvPzA0WxYr+/jUK1jj4GJHVtz34vbfyrQOnS1Dib4Jxlu33Dfn9D21yYGgH0jEMvY5YoEhJVt2aeei5nsTUVRYF1jr7rcEkSRWUIrnf0S8sxy/JF0Lbf7xaB3SXebl28AR0Ox+XQdzHauOvEAx0CkTYoPvqmbUnThCSVwkHQ2OnSYWhj7G6WZRwPRzbb7XK4XYWJTd1wF+NirwAmgKZu2G73OJfSNNLZqFYrLpczu93NonK/CiVFyCjt9lVEu57P52jJVJQx6W4cBtq2JS8K+n5gs1l/zzYpwsr9/ibebgX2pbXmcjkL2CjaJLXS3N4J4U9ev20sssTdY2Pk9G8ef8NmuwHUQqNUSnM4HKPwTrzx1lq5FKgYVRudSN57DvWRKVq+rnkTdX2BIF21LM1i3HPOr3/9a5wTYmmWplzqCyiiMNQCgV/96i/j5+qEtYY3bz7DJY5/9atf8/lnn7Gqas51I4VAhHgBkTWv8H6Ko7fY6v87I1Y/TeiIj/27Y4LreCBEQKGM8lL2+z1zCDGdUpwrz4cDWZpRrUuyNKGqJOZ8tZKEySxNmIP8LHd3txyen3FJQoivsRD6pPN3qevocJipm4aizOXrKelMWGtQwHa7piyk+7aqChSB25sdz4cjk5eCRxsLGJ6ej2RZhgoz/moXLQrq80H0PJMc5GMMCwJIE3nvzH5Ea8TWi2GeOqFBBqIdDsZe9GRtLSLbvMgoMrEBl4V85rpuRCOdmDSVefroRTdwRYGHIKFRzrBoOoRKGUTr4yQyPSiLNjCNA9dgKBktyN+bg8LPltw5eQbxAJ/nGeeUFMYOsmg5TpKEPHXSkY0BVPMkkffOasZYQEwzoKOTaopBeUpDmCTHAIufia4kuUQnaSbUWGvQWtDDonnTmJicOcSOkGQ7DMyzjMWNK5n8wDg0jJMmzTJ80AQ/EUxGdfPZDzrjf3g2QZBf0iUJ9fnIOMF6vZOba99TFhnz5OnHme1mhR870rQkjYhNZx19e2HoG4bBL1wCYyxaebQSAZI1Cj/L4WSdQ+LOFUW1JXGWeRrpB0+YhHA3TzNFKV7r9XrFOE5kWRJbytC1DfMsYTvD0Ir/3AhRKklS/Ciik/Ol4c2bN1xOT8xBY5gJ00TXD7htJqrWeaLphtiylTfp5XJgHEfu7u8pypIhhtEo5RiUCOmKdUFdn9HakDgnUcsQq2fD6AWVe51TGWM5HJ7Zbnf4scc6SR4b0FERPWN0KiEXGtK0jLNnubk39ZG8qMhSEd71vWfGMwwdq9WatpW5rFh/LH0/0LR9nO2vCGFmHD15UWFdwuinZZYsqFxpWc9hZhrFISB2Q43Siv1uH7UaYtURZOm8uBfSNMP7kTRJeW5q5iAH7Ol8XoROo/dL5oKo42eyLAWkLWetxUQYiKjRH3AuiSTDjisURoSYE/vXe5qmEYvWNC2WvLaVEKTJT+x2+wgQEsKhiRyLJIY4PXx6YBxH7l/dL66H6wGepilVJbbaPM95+PSJJE0pinLxq1+LkHEYOD4fkAhlG9kORRSnyi1aIEwpBBFyCuhoxK1XhABlVdE0gha2UVy63+9jp+cjp+OZ9Ua6YS5xHD8dubu75XQ68/j4QN/33NzssVYsjqvVCm30Uhx1XUffiw9ckj+FJTHNcuu63oKzTCxdt7e3Ys2NKYGn0xlrDZvNmtNJkhxlHwl8++0H3r19Q+ISZjx3d3f89t/8lr7vubu9E95+2/L49BS7dgO6KjkcjpimWUS8m7UUrVmW8fD4RJ7lbDYbPnz4wHa75e2bt4i2ZIO1Js7BpS3tJxGXTXFkcL19K63RKOb4mn2nB5COpoliwut/u67rqODduzf8h//kp6zWFaP3ZLstbdvx+PgkzIMso+/Efte0LW3TUZYFVRTHjtHyaYymHwass6Qxk6OuGy51Q1UWpEnCMI6sqoq266hrEaXOzHFsKi6nqqwYx5GmaeRANJr1uqIqC45HYXPkmQOlaZtu0Ue0XcuqWskIVZlIKvRom6J1HKkos2hkuq5jVRV0bUfiHOMUqMoUbQxdP2FUwCYOY6/dvIAKUZMzK/pxxirpwhmdUBnRd/TDKJHACDzrSihVgHYi6JummTS19ENAxRAhYyzaJtD3+DBHW55hBvw8YIMUuBZJuPUTJFpydEKQm3yaWjmI50CqNCixNfopZkAw0/WjdEUIOCcCzxkRT89zQOkIa1KSDzEHviskZtBGCXocmIMV8aJzMr6aJvIswU/QDxNOUAkYl+DnkdSJvsLMHcxydqIkZycASVbgwtVu/+9eP5xAOLQMw8j50uLSSsJYotVitVoLjayqWK9K/NjFmUwQC+Akm4exjr4fmYMmywusk9jWq/pTNnFNUW3o+z564z2rleQEWCts+dl3QKBa71hvd1EprphnKS66rsO6dKnwh2GIIkGLMqlYD41BR4qaHzqy1PL08JFhFHudTXLKquD1m9cw94LWdQmKOXqBK9LUURS5VPbTEOft0qkwhqhAzoQuOCO2SZCKdApMCw6YmHSl6ZoLT48P4j3WcXMyRhSseRGtlHYRJUl07iSWRhMPSZtEm2KCVlrSxUaxj50vF5I0F//x5UjXtQtieBwH2eCUpu06/DhyPD7Ttg39IFbPumkl1GOaxBYYOf7XNmnipJMzz54uKpm9l5tqmmWRKS8gJZe4eEMPi12uqio2kUjZRHBPEhP+QARYq9V6ISFqbXh6emSaAgSWnIOPHz7K83duSU+85kfs9zdUVbXMtptLvRRZYwwlulyEvleWJW3TcD6fQUGaSQBSmn2XPJfn30Up729uI0c+W1rIRSkHw+PDI96PtF0rha6R7oXkyktR8fT4yPFwWJTvp9ORx8ePy/eeJsH7no7HpfBQ0SJ2tc7p6JwQwWZD3/WkacLDw4NYDtdrNhsR3Bljubu7p6wqzuczdV3zGEOT7u/uAGLQVB/b0AldLB6uVszJe7Iso75csE7wu1kmpM5hGOK4IYuY2JQfff0HZFmKdY7ddiu6CWclTOl8xntxVPT9QJFnFEWGVnpxKWRZxmefveXm9pbnw4HPPnvHz376j9judrRtF+fmHW/evOL29o7tdsPXf/AHrNZr/vk//wt++rN/LPjXro+tc7jGYk/+is/1i0PgWsxdnQJw1QvI53aa5L2/3235+V/8M3b7bXSfjPzud99GTUzKl198xma7xhhN07ZczheqquB8OnOOAVIoRV1feHh4xBrDOuqxTidR+19TMnfbTRQ1t7x985qqzHHOcDyeaZqOoR+iW0BxOl+AwJvXd1jneHo6QpijLTpZirj1WqzVQz+w24j2pa4bEaApxXpVSMLe6KmKTITQfoyvSUo/iH12CjNowesqJbfmtvfUbRQkI9h6OQxtvOR5jucLKgRhmBjNFEJMO5Tv2XU+vkaSkKt0hjEujiImRi9ef2djsTZPJE7hnCKEEeYWa2G9ythuKjabDQqBge02FUVZSAx8UItmo8gLtJZ9Pk1SyrKijMJftGWzEQ2cdS6+Bg4pDUSYmlpLmCf6wUuy4iijmWmCoIxY8b1fdCuicRHHkgoTQyfC4CnijbNEBIhaG0xSYBOhJKI01iWsqpyiyFhVJZqJebjw4W9/+YPO+B/cGeiHKaqeV5Jn35yYQzzY05zT6bDYXy6XgWmemC+neEgQZ18TWS6AjfPpGbFO9RiTgtIU1VboetHrTwgLKnLo22gbseBFoCfpgGq5+dfnVuwoVjbI3KRoXWOMZhhk1pemcjiDfOi8l8qu71psKiKf0YvSPS9KcUiMI11bY6wlTZ3YDi8XtJJWjqB4ddzkxQc/DD2X4wO9V7x9+47cey6nx7iRaJI0i1YfsRiVVYkfuoh5llupbPJyw3bWkmY5XfT6l0UOKLSRbIOmqcmykhBGqqrkcjqhrSCig/fyBg0zCmk5ZakgMIex53I+UBQVRZHJCGEQpa8fpYhxLmHyPcMgqWbGaKrVlrZtlg+yhDC1wmhIlbSkjeXh4SPTHNjvtlLBJxl1fYm0vYkslYLwdDpIDnsI5EVB27XMk7R1++iySJIMhUCYnLXxxiYqbJDO0Pv37xdcdpok9In448/nUwy20cvhLZkM5+U9/vj4yDxN9N13pLo0TZeD/urrlnb4yDgOkUTJMhvXSn73qqr48P49hMB6syGxjsvxtICNJNHvWShxeYb3U9RGuKUzobWKbUMZ3+x2exbufT+QZRI/fbU5TtMkGgJYQp52u10sgmaenp5JnOPu/o5xGCNHvuZ4PLDb7mJmQkfqUrZvtqSpZDkI18Jz8qelrT9Nk5Ado05AMOWiys+yPEK3Zryv2W420eopBcl+v2eeJp4Ph5iB0bNaVazXa7qux1lLmAN3d7diGRs9f/ub3/DZZ59xd3e/jF6ujAIJxooH9izv881mx4cPHxbx4n/33/43PD8fePv2DUpp/p//95f8y3/5v9I0EsU+B/HUBwLWmNi9EzAMCOnTR3LldTRwfa7X3IWvv/6KT58eQGu2mzj3b9sl0veKJFbRpfDZu7fRm++FvZAk5FEYqbVhtSqFVDmOi55hu1nR99I98F7Ej36q6Pue29s9YZ7IcyFQDsMQP/NwvjQURcF6XVE3HaOfWJU5TdtxvjRRryLsiGEcqFTBahX1RCa+t41hHqQd3w3Shez6HpQRrYEjtq7BaIv3HcMgB7cf+yg8Zxl1hiBxvdaKO+AKanJWM44qfp1rnPEshEhgGGdCEF2aNZJCa60lzxyXpqFuWqxNhL8Rb95KG7KypG46rMsIcyAtElbv3mBj5HPbj7RtQ55a0qxgtVpLFkAQ7VSRO7quIc8KvBdOgFiN5UZubEKiLNPcCsRuJcJ4bTSHw5mizLE2kWeq1WK3h0A/SOEm77gQ33ay1wU1oMKMNhlN0yJpqgGjJ6xhEVv6oYUgiHo/SAfj6dN7nr79YTjiH9wZqJs6gk1E4e4nYetPY0fbtaRZQQhq8UUKZCchzBO73Zahu9D3cmsWBPFMmITyJ/NvxdjXJIljGFq0UqzXG3lobYP3E+fzmcl7QpBNOgTJgpZYzRZ0wuwHEeSNclMuyg15XlIWIuoYB7H2aWOlJT57/DSx2YmQR8IoAkEZjqcLfugxLsOlBVkmeQhtnEFfhTQA14xrl2T0vWfysok65zifnghhYr2RzXyeBWKSJKnMxLW0hfqhRxtDlq9i7KpU3V3XIgFPHZvNjrIsybMkwm5G6TBYaaH3vbgBrrd0pWTT6vuBy6WhG2QjuVzO8vWR7oVxKWkqsCRCYPKC1l2tqiVT3rpI60vSJVMhy6tot1RsNjvGocM6J50OI2mJVVXKPL1pgEBRlvRdh/cTh8OB4/HENAfarsVZ8bKHWYoCP03xwyOgk2nyvH//PirjxbLz+vUrnDXxfZiy3QqfX16ndKGT7XbbeOC1NE0df+b1ElqiVVR9W8Pr169RSnE4PPPxw0dOxyMKOYifHh+Y58DhWQA4ghQOi8o9zFeFuVmAT0orbu5ucYm07c8ncSjkRUmYiXwM0S4UVYlzCYfDiTTNaJqGLMujDW5iu93hkis50dE238VMXz1I1tklTbPtmkgXTCmrasncOB6P0bdfco6WzBDEXlvkkiBojMFZx+l4wo9XfYT8fl3XRdSr4nI+s91uOcS5sxzwJa9fv46QKvHvv371mqZp4iYYXS0uIY2vk45zW4DtZkuYA/ubPVPEyEqeiIzSHp8eF3hLmAPffPMNXdexXm/iyOGW25sbmqZht93x+vXreNhY/viPfsL/9D/+9/wv//P/wI9+/DVdP1KtVrx6db+MyWT05hdy5DRPsb07R1Gm449+8oe8ffOKH339Fe/evuHduzd8/dWXFLkkthZFQZom7HYb0aAkMtq4u7sliSCnaZq/E7l6KZDTNFl0Rde/P0+em5sd282aLEsjtwOenw9IqNLE3d0NSeLY3+zFaoaIPXfbXfxdBopMBLmDn2haAQxJkqGM8axNRIU/DCSJwSWWskgY+o5+mGKHVnDyWSpef+nIiMVcLmRif/Xek6aW9apEKdEyRIFVTByMDpnBY6wT//04CbAnQJHngDAOhHgqY8u26wmzcC38DH4WVf6qLMSWGxA8cNShSIx3IVZtm5JkuUCctEWZhH7wZFnOV198FvNSMhltGCNnxNCiVGCaYRgEqle3g4w400SisINiGCdQlrxYSdptL53G3X4T+QWW1aqkqgp224okSwlKCtoic9EpJ+MDGfOmWB2iHVLEiZOfMEaBlnwGeV4ytunbhub0TH14j1YTb778Mf/wn/zZDzrjVfj+4OtlvayX9bJe1st6Wb936wd3Bl7Wy3pZL+tlvayX9f/P9VIMvKyX9bJe1st6Wb/n66UYeFkv62W9rJf1sn7P10sx8LJe1st6WS/rZf2er5di4GW9rJf1sl7Wy/o9Xy/FwMt6WS/rZb2sl/V7vl6KgZf1sl7Wy3pZL+v3fL0UAy/rZb2sl/WyXtbv+XopBl7Wy3pZL+tlvazf8/X/AXAqXt02BcmjAAAAAElFTkSuQmCC'}}]},
{'role': 'user', 'content': 'Tell me more about the area.'}]
def convert_to_ollama_format(messages):
ollama_messages = []
for message in messages:
if message['role'] == 'user':
if isinstance(message['content'], list):
# Handle messages with image URLs
content_text = next(item['text'] for item in message['content'] if item['type'] == 'text')
images = [img2base64(item['image_url']['url']) for item in message['content'] if item['type'] == 'image_url']
# Only include images if they are present
message_dict = {
'role': 'user',
'content': content_text,
}
if images: message_dict['images'] = images
ollama_messages.append(message_dict)
elif isinstance(message['content'], str):
# Handle simple text messages
ollama_messages.append({
'role': 'user',
'content': message['content'],
})
else: ollama_messages.append(message)
return ollama_messagesdef inollama(prompt_or_message,
options={'temperature':0.0, 'max_tokens': 4096},
model='llama3.2-vision:11b',
tools=None,
format=None,
stream=False):
resp = client.chat(model=model, messages=convert_to_ollama_format(prompt_or_message), tools=tools, format=format, stream=stream)
if stream: return resp
else: return resp['message']['content']def ingroq(prompt_or_message,
options={'temperature':0.0, 'max_tokens': 4096},
model='llama-3.2-11b-vision-preview',
tools=None,
format=None,
stream=False):
temperature = options.get('temperature', 0.0)
max_tokens = options.get('max_tokens', None)
top_p = options.get('top_p', 1)
stream = stream
stop = None
resp = gclient.chat.completions.create(model=model,
messages=convert_to_groq_format(prompt_or_message),
temperature=temperature,
top_p=top_p,
max_tokens=max_tokens,
stream=stream,
stop=stop)
if stream: return resp
else: return resp.choices[0].message.contentmessages=[
{
'role': 'user',
'content': 'Give me a path to learn meaning of life.'
}]
resp = ingroq(messages, stream=True)
resp<groq.Stream at 0x7fe3b6ed21d0>
def gchunk2text(chunk):
a = chunk.choices[0].delta.content
if a: return a
else: return ""# for ch in resp:
# content = ch.choices[0].delta.content
# print(content)
stream_response(resp, from_gen=gchunk2text)<<Streaming response>>
The question of the meaning of life is a profound and complex one that has puzzled philosophers, theologians, scientists, and thinkers for centuries. Here’s a suggested path to explore the meaning of life:
Phase 1: Self-Discovery (Weeks 1-4)
- Reflect on your values: Identify what matters most to you in life, such as relationships, personal growth, happiness, or contributing to society.
- Explore your passions: Think about what activities make you feel alive, engaged, and fulfilled.
- Examine your motivations: Understand what drives you, whether it’s a desire for success, a need for security, or a sense of purpose.
- Practice self-awareness: Regularly journal, meditate, or engage in activities that help you understand your thoughts, emotions, and behaviors.
Phase 2: Exploring Philosophical and Theological Perspectives (Weeks 5-12)
- Read classic philosophical texts: Explore the ideas of ancient Greek philosophers like Plato, Aristotle, and Epicurus, as well as modern thinkers like Jean-Paul Sartre, Martin Heidegger, and Friedrich Nietzsche.
- Study major world religions: Delve into the teachings of Buddhism, Christianity, Islam, Hinduism, and other faiths to understand their perspectives on the meaning of life.
- Engage with existentialism: Investigate the ideas of existentialist philosophers like Albert Camus, Gabriel Marcel, and Martin Heidegger, who emphasize individual freedom and responsibility.
- Consider the concept of purpose: Reflect on the idea that life has a purpose or meaning that can be discovered through personal growth, relationships, or contributions to society.
Phase 3: Scientific and Psychological Insights (Weeks 13-20)
- Explore the science of happiness: Study the research on positive psychology, happiness, and well-being, including the work of psychologists like Martin Seligman and Daniel Kahneman.
- Learn about the human brain: Understand how our brains function, including the role of emotions, cognition, and social connections in shaping our experiences.
- Investigate the concept of flow: Explore the idea of being fully engaged and immersed in activities, as described by psychologist Mihaly Csikszentmihalyi.
- Consider the role of relationships: Reflect on the importance of social connections, love, and community in giving life meaning.
Phase 4: Integrating Insights and Reflecting on Your Own Meaning (Weeks 21-30)
- Synthesize your knowledge: Combine the insights from philosophical, theological, scientific, and psychological perspectives to form a personal understanding of the meaning of life.
- Reflect on your own experiences: Think about how your values, passions, and motivations intersect with your understanding of the meaning of life.
- Explore your own purpose: Consider how you can contribute to society, pursue your passions, and cultivate meaningful relationships.
- Embrace uncertainty and growth: Recognize that the meaning of life is a dynamic and evolving concept, and be open to ongoing learning and self-discovery.
Remember, this path is not a linear progression, but rather a spiral journey of exploration and reflection. Be patient, stay curious, and allow yourself to evolve and grow as you navigate the complexities of the meaning of life.
"The question of the meaning of life is a profound and complex one that has puzzled philosophers, theologians, scientists, and thinkers for centuries. Here's a suggested path to explore the meaning of life:\n\n**Phase 1: Self-Discovery (Weeks 1-4)**\n\n1. **Reflect on your values**: Identify what matters most to you in life, such as relationships, personal growth, happiness, or contributing to society.\n2. **Explore your passions**: Think about what activities make you feel alive, engaged, and fulfilled.\n3. **Examine your motivations**: Understand what drives you, whether it's a desire for success, a need for security, or a sense of purpose.\n4. **Practice self-awareness**: Regularly journal, meditate, or engage in activities that help you understand your thoughts, emotions, and behaviors.\n\n**Phase 2: Exploring Philosophical and Theological Perspectives (Weeks 5-12)**\n\n1. **Read classic philosophical texts**: Explore the ideas of ancient Greek philosophers like Plato, Aristotle, and Epicurus, as well as modern thinkers like Jean-Paul Sartre, Martin Heidegger, and Friedrich Nietzsche.\n2. **Study major world religions**: Delve into the teachings of Buddhism, Christianity, Islam, Hinduism, and other faiths to understand their perspectives on the meaning of life.\n3. **Engage with existentialism**: Investigate the ideas of existentialist philosophers like Albert Camus, Gabriel Marcel, and Martin Heidegger, who emphasize individual freedom and responsibility.\n4. **Consider the concept of purpose**: Reflect on the idea that life has a purpose or meaning that can be discovered through personal growth, relationships, or contributions to society.\n\n**Phase 3: Scientific and Psychological Insights (Weeks 13-20)**\n\n1. **Explore the science of happiness**: Study the research on positive psychology, happiness, and well-being, including the work of psychologists like Martin Seligman and Daniel Kahneman.\n2. **Learn about the human brain**: Understand how our brains function, including the role of emotions, cognition, and social connections in shaping our experiences.\n3. **Investigate the concept of flow**: Explore the idea of being fully engaged and immersed in activities, as described by psychologist Mihaly Csikszentmihalyi.\n4. **Consider the role of relationships**: Reflect on the importance of social connections, love, and community in giving life meaning.\n\n**Phase 4: Integrating Insights and Reflecting on Your Own Meaning (Weeks 21-30)**\n\n1. **Synthesize your knowledge**: Combine the insights from philosophical, theological, scientific, and psychological perspectives to form a personal understanding of the meaning of life.\n2. **Reflect on your own experiences**: Think about how your values, passions, and motivations intersect with your understanding of the meaning of life.\n3. **Explore your own purpose**: Consider how you can contribute to society, pursue your passions, and cultivate meaningful relationships.\n4. **Embrace uncertainty and growth**: Recognize that the meaning of life is a dynamic and evolving concept, and be open to ongoing learning and self-discovery.\n\nRemember, this path is not a linear progression, but rather a spiral journey of exploration and reflection. Be patient, stay curious, and allow yourself to evolve and grow as you navigate the complexities of the meaning of life."
def llama31(prompt_or_message,
options={'temperature':0.0, 'max_tokens': 4096},
tools=None,
format=None,
stream=False):
return inollama(prompt_or_message,
options=options,
model='llama3:8b',
tools=None,
format=None,
stream=stream)def llama32(prompt_or_message,
options={'temperature':0.0, 'max_tokens': 4096},
tools=None,
format=None,
stream=False):
return inollama(prompt_or_message,
options=options,
model='llama3.2-vision:11b',
tools=None,
format=None,
stream=stream)messages=[
{
'role': 'user',
'content': 'Give me a path to learn meaning of life.'
}]
llama31(messages)"What a profound and ambitious question! The search for the meaning of life is a timeless and universal quest that has puzzled philosophers, scientists, spiritual leaders, and everyday people for centuries. While there is no one definitive answer, here's a suggested path to explore the concept of meaning in life:\n\n**Phase 1: Self-Discovery (Weeks 1-4)**\n\n1. **Reflect on your values**: What matters most to you? What do you stand for? Write down your core values.\n2. **Explore your passions**: What activities make you feel alive and engaged? What are you naturally good at?\n3. **Identify your strengths**: What are your greatest assets? How have you used them in the past?\n4. **Understand your motivations**: Why do you want to achieve certain goals or pursue specific interests?\n\n**Phase 2: Understanding Human Nature (Weeks 5-8)**\n\n1. **Study human psychology**: Learn about cognitive biases, emotional intelligence, and social influences.\n2. **Explore philosophy**: Read classic texts by philosophers like Aristotle, Plato, Epicurus, and Nietzsche to understand their perspectives on human nature and the meaning of life.\n3. **Analyze human stories**: Read literature, biographies, or autobiographies that explore human struggles, triumphs, and existential crises.\n\n**Phase 3: Exploring Existential Questions (Weeks 9-12)**\n\n1. **Question the universe**: Explore scientific theories about the origin and purpose of the universe.\n2. **Reflect on mortality**: Consider the impermanence of life and how it shapes your perspective on time and priorities.\n3. **Investigate existential crises**: Read about historical figures who grappled with existential questions, such as Job, Camus, or Kierkegaard.\n\n**Phase 4: Integrating Insights (Weeks 13-16)**\n\n1. **Synthesize findings**: Reflect on the insights you've gained from self-discovery, human nature, and existential questions.\n2. **Explore meaning frameworks**: Consider various philosophical, spiritual, or scientific frameworks that attempt to answer the question of life's meaning (e.g., Stoicism, Buddhism, Christianity).\n3. **Develop a personal framework**: Create your own meaning framework based on what you've learned.\n\n**Phase 5: Putting Meaning into Practice (Weeks 17-20)**\n\n1. **Set meaningful goals**: Align your goals with your values and passions.\n2. **Integrate existential awareness**: Apply the insights from your exploration of mortality, impermanence, and human nature to your daily life.\n3. **Cultivate gratitude and appreciation**: Focus on the beauty, wonder, and goodness in the world around you.\n\n**Phase 6: Ongoing Reflection and Growth (After Week 20)**\n\n1. **Regularly reflect on your path**: Revisit your insights, values, and goals to ensure alignment with your evolving self.\n2. **Embrace uncertainty and change**: Recognize that life's meaning is not fixed; be open to new experiences and perspectives.\n3. **Share your journey**: Reflect on your discoveries with others, fostering empathy, understanding, and connection.\n\nRemember, this path is not a one-time destination but an ongoing exploration. Be patient, kind, and compassionate towards yourself as you navigate the search for meaning in life.\n\nPlease note that this path is intentionally structured to encourage self-reflection, exploration, and growth. While it provides a framework for your journey, it is essential to remember that the search for meaning is unique to each individual."
llama32(messages, options={'temperature':1.0, 'max_tokens': 4096})'What a profound and intriguing question! Exploring the meaning of life is a deeply personal and subjective journey that can be approached in many ways. Here\'s a suggested path to help you begin your inquiry:\n\n**Phase 1: Self-Reflection (Weeks 1-4)**\n\n1. **Journaling**: Start by writing down your thoughts, feelings, and experiences related to the meaning of life. Ask yourself:\n\t* What makes me happy?\n\t* What are my values and priorities?\n\t* What brings me a sense of purpose?\n2. **Identify your core concerns**: Reflect on what worries or troubles you about the meaning of life. Are you concerned with:\n\t* The existential question: "What\'s the point of it all?"\n\t* The search for happiness and fulfillment?\n\t* The desire to make a positive impact on others or the world?\n3. **Explore your motivations**: What drives you? Is it love, curiosity, creativity, or something else?\n\n**Phase 2: Exploring Philosophical and Spiritual Perspectives (Weeks 5-12)**\n\n1. **Read classic philosophical texts**:\n\t* Plato\'s "The Republic"\n\t* Aristotle\'s "Nicomachean Ethics"\n\t* Epicurus\' "Letter to Menoeceus" (for Stoicism)\n2. **Study spiritual traditions**:\n\t* Buddhism: The Four Noble Truths and the Eightfold Path\n\t* Hinduism: The Bhagavad Gita and Upanishads\n\t* Christianity: The Sermon on the Mount and the teachings of Jesus Christ\n3. **Watch documentaries and lectures**:\n\t* TED Talks on philosophy, spirituality, and personal growth\n\t* Online courses or podcasts exploring existentialism, humanism, and other philosophical perspectives\n\n**Phase 3: Experimentation and Practice (Weeks 13-26)**\n\n1. **Try mindfulness and meditation**: Regular practice can help you cultivate self-awareness and insight into your values and purpose.\n2. **Engage in meaningful activities**: Participate in hobbies, volunteering, or creative pursuits that bring you joy and a sense of fulfillment.\n3. **Practice gratitude and reflection**:\n\t* Keep a gratitude journal to focus on the positive aspects of life\n\t* Schedule regular reflection sessions to assess your progress and adjust your path\n\n**Phase 4: Integration and Exploration (Weeks 27-52)**\n\n1. **Synthesize your findings**: Reflect on the insights you\'ve gained from self-reflection, philosophical study, and experimentation.\n2. **Explore new perspectives**: Continue reading, attending workshops or conferences, and engaging with people from diverse backgrounds to broaden your understanding of human experience.\n3. **Integrate your discoveries into daily life**:\n\t* Make conscious choices that align with your values and purpose\n\t* Share your experiences and insights with others to deepen your understanding\n\n**Phase 5: Ongoing Growth and Exploration (After 52 weeks)**\n\n1. **Maintain a reflective practice**: Regularly journal, meditate, or engage in other activities that help you stay connected to your inner self.\n2. **Embrace the journey**: Recognize that finding meaning is an ongoing process, and be open to adjusting your path as you grow and learn.\n3. **Share your wisdom with others**: Help others on their own journeys by sharing your insights and experiences.\n\nRemember, this path is not a one-size-fits-all approach. Feel free to skip or revisit phases, and explore new topics and interests as they arise. The most important thing is to stay curious, open-minded, and committed to your journey of self-discovery.'
llama32(messages)'What a profound and complex question! The search for the meaning of life has puzzled philosophers, theologians, scientists, and thinkers across centuries. While there\'s no one-size-fits-all answer, I can offer you a structured approach to explore this question further.\n\n**Phase 1: Reflection and Preparation (Weeks 1-4)**\n\n1. **Start with introspection**: Reflect on your personal experiences, values, goals, and motivations. Ask yourself:\n\t* What brings me joy and fulfillment?\n\t* What are my core values and principles?\n\t* What kind of person do I want to be?\n2. **Read foundational texts**:\n\t* "Man\'s Search for Meaning" by Viktor Frankl\n\t* "The Denial of Death" by Ernest Becker (Pulitzer Prize winner)\n\t* "The Upanishads" or other spiritual texts from various traditions\n3. **Explore philosophical frameworks**:\n\t* Existentialism (e.g., Jean-Paul Sartre, Martin Heidegger)\n\t* Humanism (e.g., Peter Singer, Sam Harris)\n\t* Eastern philosophies (e.g., Buddhism, Taoism)\n\n**Phase 2: Exploring Theories and Perspectives (Weeks 5-12)**\n\n1. **Dive into theoretical frameworks**:\n\t* Existentialist concepts (e.g., absurdity, freedom, responsibility)\n\t* Humanistic psychology (e.g., Maslow\'s hierarchy of needs)\n\t* Eastern philosophies (e.g., impermanence, non-dualism)\n2. **Engage with influential thinkers and authors**:\n\t* Read works by philosophers like Aristotle, Plato, Nietzsche, or Wittgenstein\n\t* Explore the ideas of modern thinkers like Richard Dawkins, Daniel Dennett, or Neil deGrasse Tyson\n3. **Consider the role of science in understanding life\'s meaning**:\n\t* Study evolutionary biology and the natural sciences (e.g., cosmology, physics)\n\t* Examine the scientific perspectives on human existence and purpose\n\n**Phase 3: Practical Application and Reflection (Weeks 13-20)**\n\n1. **Apply theoretical frameworks to your life**:\n\t* Integrate existentialist principles into daily decision-making\n\t* Incorporate humanistic practices (e.g., meditation, self-reflection)\n2. **Explore creative pursuits and meaningful activities**:\n\t* Engage in artistic expression (e.g., writing, painting, music)\n\t* Participate in volunteering or community service\n3. **Reflect on your experiences and insights**:\n\t* Keep a journal to track your thoughts and feelings\n\t* Schedule regular self-reflection sessions\n\n**Phase 4: Synthesis and Integration (After Week 20)**\n\n1. **Synthesize your learnings**: Combine the ideas, perspectives, and practices you\'ve explored.\n2. **Identify patterns and connections**: Look for common themes or threads across different theories and experiences.\n3. **Develop a personal philosophy of life**: Based on your synthesis, articulate your own understanding of life\'s meaning.\n\n**Remember**\n\n* This path is not a linear progression but rather a spiral journey of exploration and discovery.\n* Be patient, open-minded, and compassionate with yourself as you navigate this inquiry.\n* The search for the meaning of life is an ongoing process; there may be no definitive answer, but the journey itself can be transformative.\n\nEmbark on this path, and remember to enjoy the journey!'
messages=[
{
'role': 'user',
'content': 'Give me a path to learn meaning of life.'
},
{
'role': 'user',
'content': 'Explain in 5 lines above meaning'
}]
stream_response(llama32(messages, stream=True))<<Streaming response>>
Here’s a suggested path to learn about the meaning of life, along with five brief points that set the stage for exploration:
Path:
- Reflect on your values: Identify what matters most to you and why.
- Explore philosophical traditions: Study various philosophies (e.g., existentialism, stoicism) to gain insights into human existence.
- Investigate scientific perspectives: Consider theories from psychology, biology, and physics that might shed light on life’s purpose.
- Engage in self-inquiry: Practice introspection and journaling to clarify your own thoughts and feelings about the meaning of life.
- Seek diverse perspectives: Read literature, attend lectures, or participate in discussions to broaden your understanding.
Five brief points:
- Life is a mystery: The meaning of life may not be a fixed answer, but rather an ongoing exploration and discovery process.
- Human existence is complex: We are part of a vast universe, with intricate relationships between individuals, societies, and the natural world.
- Purpose can emerge from passion: Pursuing activities that bring joy and fulfillment can help you discover your life’s meaning.
- Meaning evolves over time: Life’s purpose may shift as you grow, learn, and experience new things.
- There is no one-size-fits-all answer: The meaning of life will be unique to each individual, reflecting their values, experiences, and perspectives.
"Here's a suggested path to learn about the meaning of life, along with five brief points that set the stage for exploration:\n\n**Path:**\n\n1. **Reflect on your values**: Identify what matters most to you and why.\n2. **Explore philosophical traditions**: Study various philosophies (e.g., existentialism, stoicism) to gain insights into human existence.\n3. **Investigate scientific perspectives**: Consider theories from psychology, biology, and physics that might shed light on life's purpose.\n4. **Engage in self-inquiry**: Practice introspection and journaling to clarify your own thoughts and feelings about the meaning of life.\n5. **Seek diverse perspectives**: Read literature, attend lectures, or participate in discussions to broaden your understanding.\n\n**Five brief points:**\n\n1. **Life is a mystery**: The meaning of life may not be a fixed answer, but rather an ongoing exploration and discovery process.\n2. **Human existence is complex**: We are part of a vast universe, with intricate relationships between individuals, societies, and the natural world.\n3. **Purpose can emerge from passion**: Pursuing activities that bring joy and fulfillment can help you discover your life's meaning.\n4. **Meaning evolves over time**: Life's purpose may shift as you grow, learn, and experience new things.\n5. **There is no one-size-fits-all answer**: The meaning of life will be unique to each individual, reflecting their values, experiences, and perspectives."
messages=[
{
'role': 'user',
'content': 'Give me a path to learn meaning of life.'
},
{
'role': 'user',
'content': 'Explain in 5 lines above meaning'
}]stream_response(llama32(messages, options={'temperature':0.7, 'max_tokens': 2048}), from_gen=None)<<Streaming response>>
Here’s a suggested path to explore the meaning of life:
Exploration Phase
- Self-reflection: Identify your values, passions, and goals.
- Philosophy and ethics: Study philosophical concepts like existentialism, stoicism, and utilitarianism.
- Spirituality and faith: Explore various spiritual traditions and their perspectives on meaning.
- Personal experiences: Reflect on significant life events and how they’ve shaped your understanding of the world.
- Open-minded inquiry: Engage in discussions with others from diverse backgrounds to broaden your perspective.
Diving Deeper
- Existential questions: Ask yourself: “What is my purpose?”, “Why am I here?”, “Is there a higher power?”
- Meaning-making frameworks: Examine theories like Viktor Frankl’s logotherapy and Maslow’s hierarchy of needs.
- Cultural and historical context: Study how different cultures and time periods have understood the meaning of life.
- Scientific perspectives: Explore evolutionary psychology, neuroscience, and cosmology to understand human existence in a broader context.
- Meditation and contemplation: Cultivate mindfulness practices to tune into your inner experiences and intuitions.
Integration and Application
- Synthesize insights: Combine your findings from various sources to form a personal understanding of the meaning of life.
- Set intentions and goals: Align your daily actions with your newfound sense of purpose.
- Cultivate meaningful relationships: Nurture connections with others that foster growth, empathy, and fulfillment.
- Embrace uncertainty: Recognize that life’s meaning is dynamic and may evolve over time.
- Practice gratitude and self-compassion: Cultivate a positive relationship with yourself and the world around you.
Remember, this path is not a one-size-fits-all journey. Be patient, curious, and open to adjusting your approach as you navigate the complexities of seeking meaning in life.
'Here\'s a suggested path to explore the meaning of life:\n\n**Exploration Phase**\n\n1. **Self-reflection**: Identify your values, passions, and goals.\n2. **Philosophy and ethics**: Study philosophical concepts like existentialism, stoicism, and utilitarianism.\n3. **Spirituality and faith**: Explore various spiritual traditions and their perspectives on meaning.\n4. **Personal experiences**: Reflect on significant life events and how they\'ve shaped your understanding of the world.\n5. **Open-minded inquiry**: Engage in discussions with others from diverse backgrounds to broaden your perspective.\n\n**Diving Deeper**\n\n1. **Existential questions**: Ask yourself: "What is my purpose?", "Why am I here?", "Is there a higher power?"\n2. **Meaning-making frameworks**: Examine theories like Viktor Frankl\'s logotherapy and Maslow\'s hierarchy of needs.\n3. **Cultural and historical context**: Study how different cultures and time periods have understood the meaning of life.\n4. **Scientific perspectives**: Explore evolutionary psychology, neuroscience, and cosmology to understand human existence in a broader context.\n5. **Meditation and contemplation**: Cultivate mindfulness practices to tune into your inner experiences and intuitions.\n\n**Integration and Application**\n\n1. **Synthesize insights**: Combine your findings from various sources to form a personal understanding of the meaning of life.\n2. **Set intentions and goals**: Align your daily actions with your newfound sense of purpose.\n3. **Cultivate meaningful relationships**: Nurture connections with others that foster growth, empathy, and fulfillment.\n4. **Embrace uncertainty**: Recognize that life\'s meaning is dynamic and may evolve over time.\n5. **Practice gratitude and self-compassion**: Cultivate a positive relationship with yourself and the world around you.\n\nRemember, this path is not a one-size-fits-all journey. Be patient, curious, and open to adjusting your approach as you navigate the complexities of seeking meaning in life.'
Image Utils
def disp_image(path):
if os.path.isfile(path): display(Image(filename=path))
else:
image_extensions = ('.png', '.jpg', '.jpeg', '.gif', '.bmp', '.svg')
if path.lower().endswith(image_extensions): display(Image(url=path))
else: print("Not an Image")convert_to_ollama_format(messages)[{'role': 'user', 'content': 'Give me a path to learn meaning of life.'},
{'role': 'user', 'content': 'Explain in 5 lines above meaning'}]
image_url = ("https://raw.githubusercontent.com/meta-llama/"
"llama-models/refs/heads/main/Llama_Repo.jpeg"); disp_image(image_url)
PIL<module 'PIL' from '/opt/conda/lib/python3.11/site-packages/PIL/__init__.py'>
img = PIL.Image.open("images/Llama_Repo.jpeg");img
img = PIL.Image.open("images/receipt-1.jpg");img
max_dimension=1120
img.size, img.width, img.height
long_d = max(img.width, img.height); long_d
scaling_factor = 1
resize_img = img
if long_d > max_dimension:
scaling_factor = max_dimension/long_d
new_w, new_h = int(img.width*scaling_factor), int(img.height*scaling_factor)
resize_img = img.resize((new_w, new_h))
scaling_factor, new_w, new_h
resize_img
def rs4llama(img_or_path, max_dimension=1120):
img = img_or_path
if not type(img_or_path)==PIL.Image.Image:
if os.path.isfile(img): img = PIL.Image.open(img_or_path)
long_d = max(img.width, img.height); long_d
scaling_factor = 1
resize_img = img
if long_d > max_dimension:
scaling_factor = max_dimension/long_d
new_w, new_h = int(img.width*scaling_factor), int(img.height*scaling_factor)
resize_img = img.resize((new_w, new_h))
return resize_imgdef merge_images(imglist):
# Get dimensions
heights = [img.height for img in imglist]
total_width = sum(img.width for img in imglist)
max_height = max(heights)
# Create new image with combined width
merged_image = PIL.Image.new('RGB', (total_width, max_height))
# Paste images horizontally
x_offset = 0
for img in imglist:
merged_image.paste(img, (x_offset, 0))
x_offset += img.width
return merged_imagers4llama("images/Llama_Repo.jpeg")
img = rs4llama("images/receipt-1.jpg"); img.size
# Convert PIL Image to base64 string using BytesIO
type(img)==PIL.Image.Image
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'
messages = [
{"role": "user",
"content": [
{"type": "text",
"text": "describe the image in one sentence"
},
{"type": "image_url",
"image_url": {"url": image_url}
}
]
},
]convert_to_ollama_format(messages)[{'role': 'user',
'content': 'describe the image in one sentence',
'images': 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']}]
Image Prompting
prompt = "Hello"
image_url = None
system_prompt = "Chalo"
messages = []
if system_prompt: messages+= [{"role": "system","content": system_prompt}]
messages+=[
{"role": "user",
"content": [
{"type": "text",
"text": prompt,
},
{"type": "image_url",
"image_url": {"url": image_url}
}
]
}]
messages[{'role': 'system', 'content': 'Chalo'},
{'role': 'user',
'content': [{'type': 'text', 'text': 'Hello'},
{'type': 'image_url', 'image_url': {'url': None}}]}]
def mk_imgmsg(prompt, image_url, system_prompt=None):
messages = []
if system_prompt: messages+= [{"role": "system","content": system_prompt}]
messages+=[
{"role": "user",
"content": [
{"type": "text",
"text": prompt,
},
{"type": "image_url",
"image_url": {"url": image_url}
}
]
}]
return messagesdef llmpi(prompt,
image_url,
system_prompt=None,
model='llama-3.2-11b-vision-preview',
options={'temperature':0.0, 'max_tokens': 4096},
tools=None,
format=None,
stream=True,
provider='groq'):
messages = mk_imgmsg(prompt, image_url, system_prompt)
if provider=='groq':
clbck = ingroq
clbck_gen = gchunk2text
else:
clbck = inollama
clbck_gen = lambda chunk: chunk['message']['content']
if stream: result = stream_response(clbck(messages, options=options, model=model, tools=tools,
format=format, stream=stream), from_gen=clbck_gen)
else:
result = clbck(messages, options=options, model=model, tools=tools,
format=format, stream=stream)
return resultimg_loc = "images/001.jpeg"
question = "is there apple in the fridge? where?"
llmpi(question, img_loc, model = 'llama-3.2-11b-vision-preview')
# convert_to_groq_format(mk_imgmsg(question, img_loc))<<Streaming response>>
There is no apple in the image.
'There is no apple in the image.'
img_loc = "images/llama31speed.png"
question = "Convert the chart to an HTML table."
llmpi(question, img_loc, model ='llama-3.2-90b-vision-preview')<<Streaming response>>
HTML Table Conversion
The chart provided can be converted into an HTML table as follows:
<table>
<caption>Output Speed</caption>
<thead>
<tr>
<th>Model</th>
<th>Output Tokens per Second</th>
</tr>
</thead>
<tbody>
<tr>
<td>Llama 3 1</td>
<td>217</td>
</tr>
<tr>
<td>LLaMa 2 1</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td>214</td>
</tr>
<tr>
<td>LLaMa 2 1.5 (24)</td>
<td
:::
::: {.cell-output .cell-output-display execution_count=95}’HTML Table Conversionchart provided can be converted into an HTML table as follows:html\n<table>\n <caption>Output Speed</caption>\n <thead>\n <tr>\n <th>Model</th>\n <th>Output Tokens per Second</th>\n </tr>\n </thead>\n <tbody>\n <tr>\n <td>Llama 3 1</td>\n <td>217</td>\n </tr>\n <tr>\n <td>LLaMa 2 1</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>LLaMa 2 1.5 (24)</td>\n <td'
def ollamapi(prompt,
image_url,
system_prompt=None,
model='llama3.2-vision:11b',
options={'temperature':0.0, 'max_tokens': 4096},
tools=None,
format=None,
stream=True):
messages = mk_imgmsg(prompt, image_url, system_prompt)
if stream: result = stream_response(inollama(messages, options=options,
model=model, tools=tools,
format=format, stream=stream))
else: result = inollama(messages,
options=options,
model = model,
tools=tools,
format=format,
stream=stream)
return resultdef llama32pi(prompt, image_url, stream=True):
messages = [
{"role": "user",
"content": [
{"type": "text",
"text": prompt,
},
{"type": "image_url",
"image_url": {"url": image_url}
}
]
}]
if stream: result = stream_response(llama32(messages, stream=stream))
else: result = llama32(messages)
return resultdef llama32opi(prompt, system_prompt, image_url, stream=True, tools=None, format=None ):
messages = [{
"role": "system",
"content": system_prompt,
},
{"role": "user",
"content": [
{"type": "text",
"text": prompt,
},
{"type": "image_url",
"image_url": {"url": image_url}
}
]
}]
if stream: result = stream_response(llama32(messages, stream=stream, tools=tools, format=format))
else: result = llama32(messages)
return resultdef ocr_reprompt(prompt, reprompt, system_prompt, image_url,
resp_i=None,
model='llama3.2-vision:11b',
options={'temperature':0.0, 'max_tokens': 4096},
tools=None, format=None, stream=True, provider='ollama'):
if not resp_i:
resp_i = llmpi(prompt,
image_url,
system_prompt=system_prompt,
options=options,
model=model,
tools=tools,
format=format,
stream=stream,
provider=provider); resp_i
messages = []
recont = [{"type": "text",
"text":f"You said {resp_i} on given images.{reprompt}",
}]
if system_prompt:
messages += [{
"role": "system",
"content": system_prompt,
}]
# if provider !='groq':
# recont += [{"type": "image_url",
# "image_url": {"url": image_url}}]
recont += [{"type": "image_url",
"image_url": {"url": image_url}}]
messages += [
{"role": "user",
"content": [
{"type": "text",
"text": prompt,
},
{"type": "image_url",
"image_url": {"url": image_url}
}
]
},
{
"role": "assistant",
"content":resp_i
},
{"role": "user",
"content": recont
},
]
if provider == 'groq':
resp_ri = stream_response(ingroq(messages, options=options,
model=model, tools=tools,
format=format, stream=stream), from_gen=gchunk2text); resp_ri
else:
resp_ri = stream_response(inollama(messages, options=options,
model=model, tools=tools,
format=format, stream=stream)); resp_ri
return resp_riprompt = (" The input image contains a bar chart titled 'Output Speed; with the subtitle 'Output Tokens per Second; Higher is better.' Convert the chart to an HTML table")
reprompt = "Please recheck Model from chart and pick exact names of the model and make necessary corrections"
system_prompt = None
ocr_reprompt(prompt, reprompt, system_prompt, image_url="images/llama31speed.png", model='llama3.2-vision:11b')<<Streaming response>>
Here is the data in the bar chart converted into an HTML table:
| Platform | Tokens per second |
|---|---|
| 717 | |
| 274 | |
| 143 | |
| 129 | |
| 123 | |
| Tumblr | 111 |
| 72 | |
| 64 | |
| YouTube | 62 |
| Medium | 61 |
| Blogger | 68 |
| WordPress | 39 |
| Medium | 29 |
Note: I’ve assumed that the “Medium” entries are for the same platform, and combined them into a single row. If this is not correct, please let me know and I’ll adjust the table accordingly.
<<Streaming response>>
Here is the data in the bar chart converted into an HTML table:
| Platform | Tokens per second |
|---|---|
| 717 | |
| 274 | |
| 143 | |
| 129 | |
| 123 | |
| Tumblr | 111 |
| 72 | |
| 64 | |
| YouTube | 62 |
| Blogger | 68 |
| Medium | 61 |
| WordPress | 39 |
The “Medium” entries in the original chart are actually for two different platforms: Blogger and Medium. I have corrected the table to reflect this.
'Here is the data in the bar chart converted into an HTML table:\n\n| **Platform** | **Tokens per second** |\n| :----------: | :--------------------: |\n| Google | 717 |\n| Instagram | 274 |\n| Facebook | 143 |\n| Twitter | 129 |\n| Reddit | 123 |\n| Tumblr | 111 |\n| Pinterest | 72 |\n| LinkedIn | 64 |\n| YouTube | 62 |\n| Blogger | 68 |\n| Medium | 61 |\n| WordPress | 39 |\n\nThe "Medium" entries in the original chart are actually for two different platforms: Blogger and Medium. I have corrected the table to reflect this.'
prompt = (" The input image contains a bar chart titled 'Output Speed; with the subtitle 'Output Tokens per Second; Higher is better.' Convert the chart to an HTML table")
reprompt = "Please recheck Model from chart and pick exact names of the model and make necessary corrections"
system_prompt = None
ocr_reprompt(prompt, reprompt, system_prompt, image_url="images/llama31speed.png", model='llama-3.2-11b-vision-preview', provider='groq')<<Streaming response>>
To convert the bar chart to an HTML table, we need to extract the data from the chart and format it into a table structure. Here’s the step-by-step process:
Step 1: Extract the data from the chart
The chart contains the following data:
| Model | Output Tokens per Second |
|---|---|
| Llama 2.1 (GB) | 717 |
| GPT-3.5 Turbo (GB) | 214 |
| GPT-3.5 Turbo (GB) | 143 |
| GPT-3.5 Turbo (GB) | 133 |
| GPT-3.5 Turbo (GB) | 129 |
| GPT-3.5 Turbo (GB) | 123 |
| GPT-3.5 Turbo (GB) | 111 |
| GPT-3.5 Turbo (GB) | 72 |
| GPT-3.5 Turbo (GB) | 64 |
| GPT-3.5 Turbo (GB) | 62 |
| GPT-3.5 Turbo (GB) | 61 |
| GPT-3.5 Turbo (GB) | 61 |
| GPT-3.5 Turbo (GB) | 59 |
| GPT-3.5 Turbo (GB) | 39 |
| GPT-3.5 Turbo (GB) | 39 |
| GPT-3.5 Turbo (GB) | 25 |
Step 2: Create the HTML table
Here is the HTML code for the table:
<table>
<tr>
<th>Model</th>
<th>Output Tokens per Second</th>
</tr>
<tr>
<td>Llama 2.1 (GB)</td>
<td>717</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>214</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>143</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>133</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>129</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>123</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>111</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>72</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>64</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>62</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>61</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>59</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>39</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>39</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>25</td>
</tr>
</table>Step 3: Add CSS styles to the table
To make the table look more visually appealing, we can add some CSS styles. Here is the updated HTML code with CSS styles:
<style>
table {
border-collapse: collapse;
width: 100%;
}
th, td {
border: 1px solid #ddd;
padding: 10px;
text-align: left;
}
th {
background-color: #f0f0f0;
}
</style>
<table>
<tr>
<th>Model</th>
<th>Output Tokens per Second</th>
</tr>
<tr>
<td>Llama 2.1 (GB)</td>
<td>717</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>214</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>143</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>133</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>129</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>123</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>111</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>72</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>64</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>62</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>61</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>59</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>39</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>39</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>25</td>
</tr>
</table>This code creates a table with a clean and simple design, making it easy to read and understand the data. The table has two columns: “Model” and “Output Tokens per Second”. Each row represents a different model, and the corresponding output tokens per second are displayed in the second column. The table is styled with a light gray background, white text, and a subtle border around each cell. The header row is highlighted with a light gray background, and the data rows have a white background. Overall, the table is well-organized and easy to navigate, making it a useful tool for comparing the output tokens per second of different models.
<<Streaming response>>
The image shows a bar chart with the title “Output Speed” and the subtitle “Output Tokens per Second; Higher is better.” The chart has a light gray background with white text, and the bars are also light gray. The x-axis is labeled “Model,” and the y-axis is labeled “Output Tokens per Second.” The chart shows the output tokens per second for various models, including Llama 2.1 (GB), GPT-3.5 Turbo (GB), and others.
To convert this chart to an HTML table, we need to extract the data from the chart and format it into a table structure. Here is the step-by-step process:
Step 1: Extract the data from the chart
The chart contains the following data:
| Model | Output Tokens per Second |
|---|---|
| Llama 2.1 (GB) | 717 |
| GPT-3.5 Turbo (GB) | 214 |
| GPT-3.5 Turbo (GB) | 143 |
| GPT-3.5 Turbo (GB) | 133 |
| GPT-3.5 Turbo (GB) | 129 |
| GPT-3.5 Turbo (GB) | 123 |
| GPT-3.5 Turbo (GB) | 111 |
| GPT-3.5 Turbo (GB) | 72 |
| GPT-3.5 Turbo (GB) | 64 |
| GPT-3.5 Turbo (GB) | 62 |
| GPT-3.5 Turbo (GB) | 61 |
| GPT-3.5 Turbo (GB) | 59 |
| GPT-3.5 Turbo (GB) | 39 |
| GPT-3.5 Turbo (GB) | 39 |
| GPT-3.5 Turbo (GB) | 25 |
Step 2: Create the HTML table
Here is the HTML code for the table:
<table>
<tr>
<th>Model</th>
<th>Output Tokens per Second</th>
</tr>
<tr>
<td>Llama 2.1 (GB)</td>
<td>717</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>214</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>143</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>133</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>129</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>123</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>111</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>72</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>64</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>62</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>61</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>59</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>39</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>39</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>25</td>
</tr>
</table>Step 3: Add CSS styles to the table
To make the table look more visually appealing, we can add some CSS styles. Here is the updated HTML code with CSS styles:
<style>
table {
border-collapse: collapse;
width: 100%;
}
th, td {
border: 1px solid #ddd;
padding: 10px;
text-align: left;
}
th {
background-color: #f0f0f0;
}
</style>
<table>
<tr>
<th>Model</th>
<th>Output Tokens per Second</th>
</tr>
<tr>
<td>Llama 2.1 (GB)</td>
<td>717</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>214</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>143</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>133</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>129</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>123</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>111</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>72</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>64</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>62</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>61</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>59</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>39</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>39</td>
</tr>
<tr>
<td>GPT-3.5 Turbo (GB)</td>
<td>25</td>
</tr>
</table>This code creates a table with a clean and simple design, making it easy to read and understand the data. The table has two columns: “Model” and “Output Tokens per Second.” Each row represents a different model, and the corresponding output tokens per second are displayed in the second column. The table is styled with a light gray background, white text, and a subtle border around each cell. The header row is highlighted with a light gray background, and the data rows have a white background. Overall, the table is well-organized and easy to navigate, making it a useful tool for comparing the output tokens per second of different models.
'The image shows a bar chart with the title "Output Speed" and the subtitle "Output Tokens per Second; Higher is better." The chart has a light gray background with white text, and the bars are also light gray. The x-axis is labeled "Model," and the y-axis is labeled "Output Tokens per Second." The chart shows the output tokens per second for various models, including Llama 2.1 (GB), GPT-3.5 Turbo (GB), and others.\n\nTo convert this chart to an HTML table, we need to extract the data from the chart and format it into a table structure. Here is the step-by-step process:\n\n**Step 1: Extract the data from the chart**\n\nThe chart contains the following data:\n\n| Model | Output Tokens per Second |\n| --- | --- |\n| Llama 2.1 (GB) | 717 |\n| GPT-3.5 Turbo (GB) | 214 |\n| GPT-3.5 Turbo (GB) | 143 |\n| GPT-3.5 Turbo (GB) | 133 |\n| GPT-3.5 Turbo (GB) | 129 |\n| GPT-3.5 Turbo (GB) | 123 |\n| GPT-3.5 Turbo (GB) | 111 |\n| GPT-3.5 Turbo (GB) | 72 |\n| GPT-3.5 Turbo (GB) | 64 |\n| GPT-3.5 Turbo (GB) | 62 |\n| GPT-3.5 Turbo (GB) | 61 |\n| GPT-3.5 Turbo (GB) | 59 |\n| GPT-3.5 Turbo (GB) | 39 |\n| GPT-3.5 Turbo (GB) | 39 |\n| GPT-3.5 Turbo (GB) | 25 |\n\n**Step 2: Create the HTML table**\n\nHere is the HTML code for the table:\n\n```html\n<table>\n <tr>\n <th>Model</th>\n <th>Output Tokens per Second</th>\n </tr>\n <tr>\n <td>Llama 2.1 (GB)</td>\n <td>717</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>143</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>133</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>129</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>123</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>111</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>72</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>64</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>62</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>61</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>59</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>39</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>39</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>25</td>\n </tr>\n</table>\n```\n\n**Step 3: Add CSS styles to the table**\n\nTo make the table look more visually appealing, we can add some CSS styles. Here is the updated HTML code with CSS styles:\n\n```html\n<style>\n table {\n border-collapse: collapse;\n width: 100%;\n }\n th, td {\n border: 1px solid #ddd;\n padding: 10px;\n text-align: left;\n }\n th {\n background-color: #f0f0f0;\n }\n</style>\n<table>\n <tr>\n <th>Model</th>\n <th>Output Tokens per Second</th>\n </tr>\n <tr>\n <td>Llama 2.1 (GB)</td>\n <td>717</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>214</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>143</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>133</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>129</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>123</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>111</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>72</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>64</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>62</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>61</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>59</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>39</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>39</td>\n </tr>\n <tr>\n <td>GPT-3.5 Turbo (GB)</td>\n <td>25</td>\n </tr>\n</table>\n```\n\nThis code creates a table with a clean and simple design, making it easy to read and understand the data. The table has two columns: "Model" and "Output Tokens per Second." Each row represents a different model, and the corresponding output tokens per second are displayed in the second column. The table is styled with a light gray background, white text, and a subtle border around each cell. The header row is highlighted with a light gray background, and the data rows have a white background. Overall, the table is well-organized and easy to navigate, making it a useful tool for comparing the output tokens per second of different models.'
import pathlib; pathlib.Path(path_tool).ls()(#18) [Path('/notebook/internal/portfolio/curations/courses/GENAI_OLLAMA/.ipynb_checkpoints'),Path('/notebook/internal/portfolio/curations/courses/GENAI_OLLAMA/utils.py'),Path('/notebook/internal/portfolio/curations/courses/GENAI_OLLAMA/04g_mathgrader.ipynb'),Path('/notebook/internal/portfolio/curations/courses/GENAI_OLLAMA/_metadata.yml'),Path('/notebook/internal/portfolio/curations/courses/GENAI_OLLAMA/03_multimodal.ipynb'),Path('/notebook/internal/portfolio/curations/courses/GENAI_OLLAMA/02_LLMProviderIntegration.ipynb'),Path('/notebook/internal/portfolio/curations/courses/GENAI_OLLAMA/images'),Path('/notebook/internal/portfolio/curations/courses/GENAI_OLLAMA/.env'),Path('/notebook/internal/portfolio/curations/courses/GENAI_OLLAMA/04a_ocr_receipts.ipynb'),Path('/notebook/internal/portfolio/curations/courses/GENAI_OLLAMA/04h_toolcall.ipynb')...]
import nbdev; nbdev.__version__'2.3.34'