Quantinuum Enhances The Worlds First Quantum Natural Language Processing Toolkit Making It Even More Powerful
![nlp 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)
Our human languages are not; NLP enables clearer human-to-machine communication, without the need for the human to “speak” Java, Python, or any other programming language. Consider an email application that suggests automatic replies based on ChatGPT App the content of a sender’s message, or that offers auto-complete suggestions for your own message in progress. A machine is effectively “reading” your email in order to make these recommendations, but it doesn’t know how to do so on its own.
![nlp examples](data:image/jpeg;base64,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)
There are usually multiple steps involved in cleaning and pre-processing textual data. I have covered text pre-processing in detail in Chapter 3 of ‘Text Analytics with Python’ (code is open-sourced). However, in this section, I will highlight some of the most important steps which are used heavily in Natural Language Processing (NLP) pipelines and I frequently use them in my NLP projects. We will be leveraging a fair bit of nltk and spacy, both state-of-the-art libraries in NLP. However, in case you face issues with loading up spacy’s language models, feel free to follow the steps highlighted below to resolve this issue (I had faced this issue in one of my systems).
The goal of LangChain is to link powerful LLMs, such as OpenAI’s GPT-3.5 and GPT-4, to an array of external data sources to create and reap the benefits of natural language processing (NLP) applications. ChatGPT The first AI language models trace their roots to the earliest days of AI. The Eliza language model debuted in 1966 at MIT and is one of the earliest examples of an AI language model.
The later incorporation of the Gemini language model enabled more advanced reasoning, planning and understanding. Jasper.ai’s Jasper Chat is a conversational AI tool that’s focused on generating text. It’s aimed at companies looking to create brand-relevant content and have conversations with customers. It enables content creators to specify search engine optimization keywords and tone of voice in their prompts. The propensity of Gemini to generate hallucinations and other fabrications and pass them along to users as truthful is also a cause for concern. This has been one of the biggest risks with ChatGPT responses since its inception, as it is with other advanced AI tools.
Applications of computational linguistics
Their success has led them to being implemented into Bing and Google search engines, promising to change the search experience. They interpret this data by feeding it through an algorithm that establishes rules for context in natural language. Then, the model applies these rules in language tasks to accurately predict or produce new sentences. The model essentially learns the features and characteristics of basic language and uses those features to understand new phrases.
![nlp examples](https://www.metadialog.com/wp-content/uploads/feed_images/future-of-customer-support-top-5-trends-img-3.webp)
For example, the introduction of deep learning led to much more sophisticated NLP systems. Machine learning (ML) is an integral field that has driven many AI advancements, including key developments in natural language processing (NLP). While there is some overlap between ML and NLP, each field has distinct capabilities, use cases and challenges. This “looking at everything at once” approach means transformers are more parallelizable than RNNs, which process data sequentially.
For more on generative AI, read the following articles:
As computers and their underlying hardware advanced, NLP evolved to incorporate more rules and, eventually, algorithms, becoming more integrated with engineering and ML. Although ML has gained popularity recently, especially with the rise of generative AI, the practice has been around for decades. ML is generally considered to date back to 1943, when logician Walter Pitts and neuroscientist Warren McCulloch published the first mathematical model of a neural network. This, alongside other computational advancements, opened the door for modern ML algorithms and techniques. Dive into the world of AI and Machine Learning with Simplilearn’s Post Graduate Program in AI and Machine Learning, in partnership with Purdue University. This cutting-edge certification course is your gateway to becoming an AI and ML expert, offering deep dives into key technologies like Python, Deep Learning, NLP, and Reinforcement Learning.
Natural language processing powers Klaviyo’s conversational SMS solution, suggesting replies to customer messages that match the business’s distinctive tone and deliver a humanized chat experience. The ability of computers to quickly process and analyze human language is transforming everything from translation services to human health. Cleaning up your text data is necessary to highlight attributes that we’re going to want our machine learning system to pick up on. An example of a machine learning application is computer vision used in self-driving vehicles and defect detection systems. Generative adversarial networks (GANs) dominated the AI landscape until the emergence of transformers.
How to explain natural language processing (NLP) in plain English – The Enterprisers Project
How to explain natural language processing (NLP) in plain English.
Posted: Tue, 17 Sep 2019 07:00:00 GMT [source]
This allows people to have constructive conversations on the fly, albeit slightly stilted by the technology. Enterprises are now turning to ML to drive predictive analytics, as big data analysis becomes increasingly widespread. The association with statistics, data mining and predictive analysis have become dominant enough for some to argue that machine learning is a separate field from AI. As for NLP, this is another separate branch of AI that refers to the ability of a computer program to understand spoken and written human language, which is the “natural language” part of NLP. This helps computers to understand speech in the same way that people do, no matter if it’s spoken or written.
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Prediction performance could be classification accuracy, correlation coefficients, or mean reciprocal rank of predicting the gold label. However, there are other aspects to dive deeper to analyze such probes, including the following. New data science techniques, such as fine-tuning and transfer learning, have become essential in language modeling. Rather than training a model from scratch, fine-tuning lets developers take a pre-trained language model and adapt it to a task or domain.
![nlp 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)
Feel free to suggest more ideas as this series progresses, and I will be glad to cover something I might have missed out on. A lot of these articles will showcase tips and strategies which have worked well in real-world scenarios. There’s also some evidence that so-called “recommender systems,” which are often assisted by NLP technology, may exacerbate the digital siloing effect. TF-IDF computes the relative frequency with which a word appears in a document compared to its frequency across all documents. It’s more useful than term frequency for identifying key words in each document (high frequency in that document, low frequency in other documents).
Let’s now do a comparative analysis and see if we still get similar articles in the most positive and negative categories for world news. We will be talking specifically about the English language syntax and structure in this section. In English, words usually combine together to form other constituent units.
Step 5:Topic Modeling Visualization
In addition to understanding words and interpreting meaning, NLU is programmed to understand meaning, despite common human errors, such as mispronunciations or transposed letters and words. Human language is typically difficult for computers to grasp, as it’s filled with complex, subtle and ever-changing meanings. Natural language understanding systems let organizations create products or tools that can both understand words and interpret their meaning. In the context of English language models, these massive models are over-parameterized since they use the model’s parameters to memorize and learn aspects of our world instead of just modeling the English language. We can likely use a much smaller model if we have an application that requires the model to understand just the language and its constructs.
It’s a type of probabilistic language model used to predict the likelihood of a sequence of words occurring in a text. The model operates on the principle of simplification, where each word in a sequence is considered independently of its adjacent words. You can foun additiona information about ai customer service and artificial intelligence and NLP. This simplistic approach forms the basis for more complex models and is instrumental in understanding the building blocks of NLP. While NLP helps humans and computers communicate, it’s not without its challenges.
- Interestingly, they reformulate the problem of predicting the context in which a sentence appears as a classification problem by replacing the decoder with a classfier in the regular encoder-decoder architecture.
- Security and Compliance capabilities are non-negotiable, particularly for industries handling sensitive customer data or subject to strict regulations.
- SST will continue to be the go-to dataset for sentiment analysis for many years to come, and it is certainly one of the most influential NLP datasets to be published.
- Weak AI operates within predefined boundaries and cannot generalize beyond their specialized domain.
This is essential for search engines, virtual assistants, and educational tools that require accurate and context-aware responses. While extractive summarization includes original text and phrases to form a summary, the abstractive approach ensures the same interpretation through newly constructed sentences. NLP techniques like named entity recognition, part-of-speech tagging, syntactic parsing, and tokenization contribute to the action. Further, Transformers are generally employed to understand text data patterns and relationships. Parsing is another NLP task that analyzes syntactic structure of the sentence.
Customer service chatbots
With glossary and phrase rules, companies are able to customize this AI-based tool to fit the market and context they’re targeting. Machine learning and natural language processing technology also enable IBM’s Watson Language Translator to convert spoken sentences into text, making communication that much easier. Organizations and potential customers can then interact through the most convenient language and format. NLP is a branch of machine learning (ML) that enables computers to understand, interpret and respond to human language. It applies algorithms to analyze text and speech, converting this unstructured data into a format machines can understand.
As a data scientist, we may use NLP for sentiment analysis (classifying words to have positive or negative connotation) or to make predictions in classification models, among other things. Typically, whether we’re given the data or have to scrape it, the text will be in its natural human format of sentences, paragraphs, tweets, etc. From there, before we can dig into analyzing, we will have to do some cleaning to break nlp examples the text down into a format the computer can easily understand. As AI continues to grow, its place in the business setting becomes increasingly dominant. In the process of composing and applying machine learning models, research advises that simplicity and consistency should be among the main goals. Identifying the issues that must be solved is also essential, as is comprehending historical data and ensuring accuracy.
In this article, I’ll show you how to develop your own NLP projects with Natural Language Toolkit (NLTK) but before we dive into the tutorial, let’s look at some every day examples of NLP. Natural language processing (NLP) is a subset of artificial intelligence that focuses on fine-tuning, analyzing, and synthesizing human texts and speech. NLP uses various techniques to transform individual words and phrases into more coherent sentences and paragraphs to facilitate understanding of natural language in computers. It’s normal to think that machine learning (ML) and natural language processing (NLP) are synonymous, particularly with the rise of AI that generates natural texts using machine learning models. If you’ve been following the recent AI frenzy, you’ve likely encountered products that use ML and NLP.
“Natural language processing is simply the discipline in computer science as well as other fields, such as linguistics, that is concerned with the ability of computers to understand our language,” Cooper says. As such, it has a storied place in computer science, one that predates the current rage around artificial intelligence. NLP powers social listening by enabling machine learning algorithms to track and identify key topics defined by marketers based on their goals. Grocery chain Casey’s used this feature in Sprout to capture their audience’s voice and use the insights to create social content that resonated with their diverse community.
Which are the top NLP techniques?
In addition, since Gemini doesn’t always understand context, its responses might not always be relevant to the prompts and queries users provide. One concern about Gemini revolves around its potential to present biased or false information to users. Any bias inherent in the training data fed to Gemini could lead to wariness among users. For example, as is the case with all advanced AI software, training data that excludes certain groups within a given population will lead to skewed outputs. Named entity recognition (NER) identifies and classifies named entities (words or phrases) in text data. These named entities refer to people, brands, locations, dates, quantities and other predefined categories.
Therefore, by the end of 2024, NLP will have diverse methods to recognize and understand natural language. It has transformed from the traditional systems capable of imitation and statistical processing to the relatively recent neural networks like BERT and transformers. Natural Language Processing techniques nowadays are developing faster than they used to.
![nlp examples](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAUDBAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIChANCAgOCggIDhUNDhERExMTCA0WGBYSGBASExIBBQUFCAcIDwkJDxUVEhUWGBUXFRgYFRUXEhIXFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFRUVFf/AABEIAWgB4AMBIgACEQEDEQH/xAAdAAEAAQUBAQEAAAAAAAAAAAAACAIFBgcJAQQD/8QAYxAAAQQBAQMFCAoLCwoEBAcAAQACAwQFEQYSIQcIEzFBFCIyUVJhcZIVFhhVgZGUsdLVIzZCVGJ0dYKhs7QkMzVTcnOTssHR0xclJjSDlaKjwtRDRGOFZGWk4QlFRlZ2pbX/xAAbAQEAAgMBAQAAAAAAAAAAAAAABAUBAgMGB//EAEERAAICAQEEBQoFAgQFBQAAAAABAgMRBAUSITETFEFRYSIyM1JxgZGhsfAGFSPB0eHxB0Jy4jRUYpKiFhckNUP/2gAMAwEAAhEDEQA/AIZIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIr17W5/Li9Z/0E9rc/lxes/6C69DPuI3XKfWRZUV69rc/lxes/wCgntbn8uL1n/QToZ9w65T6yLKivXtbn8uL1n/QT2tz+XF6z/oJ0M+4dcp9ZFlRXr2tz+XF6z/oJ7W5/Li9Z/0E6GfcOuU+siyor17W5/Li9Z/0E9rc/lxes/6CdDPuHXKfWRZUV69rc/lxes/6Ce1ufy4vWf8AQToZ9w65T6yLKivXtbn8uL1n/QT2tz+XF6z/AKCdDPuHXKfWRZUV69rc/lxes/6Ce1ufy4vWf9BOhn3DrlPrIsqK9e1ufy4vWf8AQT2tz+XF6z/oJ0M+4dcp9ZFlRXr2tz+XF6z/AKCe1ufy4vWf9BOhn3DrlPrIsqK9e1ufy4vWf9BPa3P5cXrP+gnQz7h1yn1kWVFeva3P5cXrP+gntbn8uL1n/QToZ9w65T6yLKivXtbn8uL1n/QT2tz+XF6z/oJ0M+4dcp9ZFlRXr2tz+XF6z/oJ7W5/Li9Z/wBBOhn3DrlPrIsqK9e1ufy4vWf9BPa3P5cXrP8AoJ0M+4dcp9ZFlRXr2tz+XF6z/oJ7W5/Li9Z/0E6GfcOuU+siyor17W5/Li9Z/wBBPa3P5cXrP+gnQz7h1yn1kWVFeva3P5cXrP8AoJ7W5/Li9Z/0E6GfcOuU+siyor17W5/KiPmBfqfMO8W/K/Mu2qexru7sC3ea12661kN5u8Ad12mPI3h1HQlaShKPNHWu6FnmvJGlFJn3FW1X3/s/8qyP1cnuKtqvv/Z/5Vkfq5anQjMikz7irar7/wBn/lWR+rk9xVtV9/7P/Ksj9XICMyKTPuKtqvv/AGf+VZH6uT3FW1X3/s/8qyP1cgIzIpM+4q2q+/8AZ/5Vkfq5PcVbVff+z/yrI/VyAjMikz7irar7/wBn/lWR+rk9xVtV9/7P/Ksj9XICMyKTPuKtqvv/AGf+VZH6uT3FW1X3/s/8qyP1cgIzIpM+4q2q+/8AZ/5Vkfq5PcVbVff+z/yrI/VyAjMikz7irar7/wBn/lWR+rk9xVtV9/7P/Ksj9XICMyKTPuKtqvv/AGf+VZH6uT3FW1X3/s/8qyP1cgIzIpM+4q2q+/8AZ/5Vkfq5PcVbVff+z/yrI/VyAjMikz7irar7/wBn/lWR+rl47mV7UgE937P8Br/rWR+rkBqxERXR5EIiIAiIgCIiAIiIAiIgCIiAIiLACIiyAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDL+RbBeyW0OGpkbzZL8Mkg01Bhra2pwfMYoHj4V0kChdzGMF3Rnbl5wBZj6Ja06eDPdk6NhB7PsUVkfnKaKrtVLMsF7s2GK897CIijFiEREAREQBERAEREAREQBERAEREAREQBERAFRL4LvQfmVaol8F3oPzIDleiIro8iZRyS7PQ5bOYzHWC9sFu02OYxndk6MNdI8NcQd0kM017NdVMgc2jZH7xsn/wBxu/4qijzbj/pZguOn7sd+mvONFMDnSZ65jNmrduhZkqWY56TWTRbu+GyW4o3tG8COLXHsUPUOW+kmW2hhDonOSzgtrubTsif/ACNkecZC7w8/GVaF5w/IE7Z+A5PGzSWsaJGsnjmDTZp9I4NjeZGACeuXkN10Dmlzdd7UuFm5P+XbaaDJU3T5Ke9XfZhinqzsie2aKSRrHtYRGHMl0cd0tI74DXUagzM5XqUVnAZqGbhG/GXS48O9LK8j2uGvaHNafgWjc6pLLOijTqK5bqxj3EOuanye4zaHIXocoyaWKtUZLHHFM+AF75gwue+Ihx0HUAQOJ114KRnuaNkfvGz/ALxvf4q1BzB265PLu8VCAetYJ/6VnPPF5QMzg5MMMTffSFpmQM4bDVlEhhdS6InumF5bp0sng6eFx14aZscnZupmNPGuGn35r7yZKebRsj942f8AeN7/ABVFrnL7H0cFnpKOOZJHWFOtOGSyvmLZJOkDw2SQlxZ3jTxJ4k9mgVX+X3bD38l+R4z/ALRYTtjtNfy9l93I2XWrT2NY6VzI4+8jboxoZCxrGgDXqA6yesrrVXOLzJkXU30zjiEcP2Il1svzcNmbmGpTOiuMtWsdWmdaFybebNPXZIZBCT0XBzvB3dOGiiNtns7ZxN+1jbjd2xUlMT9PBeNA6OVnjjfG5jx5nhdHOTUf5lw/5Lx/7JEtD8+HYPpqtbP1otZahFW+WAampISYJn9pEcp3NfFY8TeHGm57+GStXpYupSiuK+hEirA+V7IomOkkle2OONo1c+SRwYxjR2uLiAB51NHYrmwYFmPrNysVixkXQtdakjuTxRsncNXxwsiLWmNhO6C4End1PXotc8yjk6Fu3LnrcW9BRcYaAcO9fdIBlnAI74RMcAD1b8uo4s4TEWdRc87qMaDSpx35rny9hy4ztVkFu1AwuMcFmxCwv03iyKV8bS7ThvaNGuiknyEc2yC7TgyeefNu2WNmr46F5g0geN6OS1KBvh7mkOEbC3dBGpJJaNF1MUL20jaTgS23ne5njt3JsgY5B6rnKfnKztG7C4LJZGFrOkp1XGuxw+x9M4thrhzR1sEj2cB2Le+ySSS7Tjo6INynJcEYi/m5bHEEDEvBI03hksrvDzjW2Rr8C0XzhebyMNWkyuHllnow6G3VnIfPVYTp08UjWjpa4JG8HDeaOOrhru68xvLbtTXsi37M253B4kfDO5slWUA6uidXLdyONw4fYw0gHgQeKn3jZ4MrjopSwPrZGkx5jdxDobcAcWOB6wWSELlLpKmm3kkwVOpi1GOH99xC3mn7CYTaC3kquWjlllhrwT1I47EtcFnSPjsuPQua55BdX7dO/X0c67kmo7Ovx1nFxzR07fTwzMkmfOIrMW4+PdfKS/7Ix0h0JOnQnq1WLcgGbOD2sodI/dj7rlxdo9hZYc6rq7xNbP0L/wDZqWfOt2Y9k9l7+63emx4bkodBqf3KHGcDzmu6cekhdJzcbFx4M4U1Rs08ljiv7kAlK7m98gOHyOCrZHMQWJrF4yTRNbZnrtiq75ZBo2Bzd7fa3pNXa8JBppoou4LGSXbValD+/W7ENaLhro+eRsTSQOwF2vwLpJnbtbA4WaYAMrYrHno2/gVYN2KMAdp3GtA8ZW2pm1hI02fTGTcpLgiCu2+y+Lj2xOGoGYY32Xo452svSSs6SWvBdayV+pJZK+ZoLtSC3jqt78tnIFs5jcBkshSgswWadfponm5PM0ua9o3Xsmc4FpBI4adfBRn5PrMk+0GImmcXzTZzHSyvPW+WXIwPkcdO0ucT8KnZzkG67KZ38Refiew/2LW2UoyisnTSwhOFkml248OBETmu7DY7aDNTU8myWSvFj5rTY4pXw78jJ60Ld+SMhwaBM46NI1IHZwOc853kIqYalFlMJFMK0LizIwPmksGNkhY2GzGZNXBgfq14JP74w8AHFWvmLj/SS1+RrP7ZQUz8pRhswy1rEbZYJ4nwzRPGrJIpWlkjHDtaWuI+Fa3WuFnDkbaTTwtoeVx7zlo86AnxAlTWq827Zd+LjlMNwTuotlNju2YPMpgD+kMWvRA73HdDdPMor8tWxMmz2Xu41286Jn2anK7rmpzAmB+va5ujo3Hy4n9mi6H12AYxrR4IotaNOrQVwBp8C21FjxFxZpoaVmamuRzDrtc/cDWlz37oa1gLnOc7QBrQOJJJAA86mByV81zHx1o58+6W1blY1z6cM0letW3uPRulgIkmlHUXBzW66gA6bx0FzYsQy7tThIpG7zI5zaIPVrTry2oifRLFGpgc53bSzgtn5rNJ4it2J4adeUgOMTpt98kjGu4GQRRS6a6gHQ6HTRZvnLKhExo6YbsrJrOD47PNv2Pe0tbi5InEcJI8jky9vnAlsuafhBUb+cTyHS7Nbt6nK+1iZZBFvS6d0U5X+BHOWANkidoQ2QAce9I1LS60cnfLZn6GSqz2ctdt1O6IhcguTyWY31nPDZt0SkmN7WOc4FmnFo6xqDKLlg5Qdl8hgMvUObxcpmx9kRRx2oZpTYbGX1jHExxc+QTNjIAGuoC0/UrksvJ1fQaiDwkmvYiBqIEU4pwiLxx0BPiGqAmpzGsF3PgbN5w77IX5Cw+OCoxtdgP+2Fr41IBYlyO4H2MwGIokbr4KMHSj/wBeRnTWP+bJIstVRZLek2eoohuVqPgERFodgiIgCIiAIiwblF5TaGGJhdvWbm6HCrCRqwHwXTyHhC0+Li4gghunFdK6pWS3YLLOdtsK4703hGcoowZ/ltzVgkQGvRZ2CGISy6fhSz7wJ87WtWJ3duszMdX5S96GWZIh6sRaFaQ2Lc/OaXzKue2ql5qb+RMtFCd20+T98sj8utf4i/SDbLLxnVmUyAPnuWHD4nPIK3exJ+sjRbaj6r+JNTVFE3C8sWfrEa2mWmj7i3Cx4P58W4//AIltbYLlxpXHsgyEfsfO8hrZd4yVHuPAAyEAwE/hjd/CUS7Zl1azjK8CXTtOmx4zh+JtxF4DqvVXlgEREAREQBUS+C70H5lWqJfBd6D8yA5XoiK6PImwObi7TavBH/43T1oJm/2qfe2GzNHL1X0cjALNV7o3vic+SMF0Tw9h3onNdwcAevsUA+boNdq8F+PD9EUpU1OX3a+fBYZ2UrgPfWuUN+J3gzwyWo4p4SfuS6J79HdhAPHTRQNSm5rBdbPaVMm+WT3A8jWzFGaKxWw1Vs8L2yRSSGWcxyMO8yRgnkcA9pAIPWCAR1LW3Ov5YKNbHW8FQnZZyFxprWzE4PjpV3cJ2yvbw7oe3VgjHEB5J00Adt+rZx20+E34nukoZSo5u8xxjmjDwWvbvNOsViN4II7HRrn7yo7EWtnsnPjbQ16M79ecDRlqs8nop2eLXQhzfuXNcOOmpxRHel5T4o21ljrr/TSw+03fzBWju/NntFSmB6DNPr8wUpdodmMZkTGchjqF4wh4iNypXtGIP3d8RmdjtwO3Ga6aa7o8SizzBv4QzX4nU/XTKrn9yht3Bd9u61b/AN1pr9mqpZHetwKLNzTKWM+HvJH/AOTTZv8A/b+D/wB1UP8ABUKOdXjqdPaa9Xo1q1SCOCoOhqxRwwtkdWY95EUQDWOO8NdAPH2rV3dP/qf8f/3XjnagnXXUHjrrr8KkVUuLznJB1GqVkd1Rxx++w6b7K6x4elunQsxlbdI0PFtVmhGvX1LHeTPaentfs82WVjXttV5KWTra/vc/R7lmL8EEOD2nr3ZGHrV/2c/gSp+S4P2RqhVzVuUsYDKiG3LuYvIhsVkuOkdecfvFx2vgtbqWOPkyanwAocK95Nrmi0tvVcoJ8mv4JjUK2O2TwAZvFlDE1C57yB0spbq57yBoHWJZXE6DrdJoF9XJbnpMphsdkpmhkl6syy5g8GPpSXiMHtDQQ3Xt3dVGLnjcqtbJGthsXajs1IyLN6etK2SCabUiCuJIzpII9C89Y3nM7WnSQ3N5+1bA/k2v/VSdbUd582zNVylY4R5JEOtgGNG3tYEDdG0s4A84uzbn/FopW87R2mx2X6+PcI4efJU/0KIWGvCttrHO7g2LagucSdAGnKua4k+IAn4lNHnG4mS9stma8LHSS9yiZjGAuc41ZorW61o4ucRCdAOK7XcJxfsIml41WJeP0OdhXSjkZ19rmC1Gh9iMdw8X7kiXNmJheWsjBkfI5rI2MBc6R7yGsYxo4uc4kAAdZK6b7BYx1HE42nIe/qUKleQny4a8cb/0tK21fJHPZa8qTOb+2ziMrkyCWuGSvEFvAtItykEadRB+ZdC+TDOx57Z+hclDXi9REdtvW0zBjq9xno6Vso9C507QXBZuW7A6rFqxOPRNM+QfocpW8w7aQyU8niXuJNWeO5ACeqK0HMmaz8FssIcfPY86zqI+Qn3Gugtxa495gvNp5OpY9tbUM7HdHs6+097nAaPl3nVqJPnex7ph/NLa3Pf2nFXAxY5p+y5W0wFuuhFam5lmV3nHSis388rcmF2brVLmSvRN0nykleSy7x9y1o60TR5g1hPpeVCjng7VDI7SzQRuLoMVEygwfcmcEy2njz9I8Rn8XXOD6SxPuJN0Vp6HFdr+/kYHyRt12hwAPUc3if2+upyc5p+myWbPjqtb61iFv9qg3yS/bDgPy3if2+upw86H7Uc1/MQ/tldbajz4nLQ+hn99hHvmIMBz2Qd2jESAfnXKmvzKSu3u30WIzGAo2S1lbM+yFfpDw6O3E6h3IXO7I3GaSP8AlTMPUCo1cxD+Hsh+SJP2yosl/wDxAf8A9O9n8LdXD3sWLIqVuH98Deix16XeXf8AujYnOx5NfZ3DSWasW/lMaySetuAdJYg3dbFP8IuaN9o8uNoGm87XZtghmLeRwDce4jTsDa/Z8SwLmycpI2hw7BO8HJY8MrXmkjfl0GkFzTyZWtOvDTfZIOoBbD2r/g+9+J2f1L1HlleS+wnQ3ZLpI9qIQcy/T21U9evuK7u/yug7PPu7y3fz8Hf6PUB483X/AEUMj1rQHNKvNg2sxG9wEwtQanxyUp9z43NaPhUk+etiZLOy5lja53cOQq3JN0ElsW5PVe8gdTW90gk9gBPYpNnC5FfRx0s17TVfIPze8bn8JBlLl+/FLYlsNEVXuZkcbYJ3wAEzQvL3kxl2vAd8Bpw1OUbWc1fD1qF2zBksn01epYni6d1N0PSQxPkaJQys1xj1bx0cDoVp7ka5U9pqrsfgMTYjMU9sRwQuqQTPZ3RNvzEPLN7oxvSyEnXdG8dQBwmtyqTsiwWakee8Zici5x8wqTE/CtbZWRlzNtNXTZXnd4pcfac0QdV6vG9QXqnlMFkvJZgfZTN4qgW7zLN6u2Vp4gwMeJbGv+xZIsaW9uZHgu6dopLjm6sx1GaQO8mxZc2tEPSYnWvVXOyW7Fs7aeG/Yo+JN1ERVJ6gIiIAiIgCIiAtW1+TdSx9241oc6tVnna09TnRxOc0HzagKHWPrWMldji3zLau2GtMkh8KWZ/fSSO8WpJPmClryp/wJlvydb/UvURcDk5KVqvbi06StNHMwO8FxY4Hdd+CRqD5ivQ7GX6c2uf9Dz22ZfqQT5f14kg4+QbF9z7jrFw2N3jYDow3pNOsQbpHR6/ckk6fddqj9tNiZcfcs0piDJWldG4t8F4GjmPaOwOY5rtD1bykMzl2w5r9I5lttjd1NUQgu39PBbNvdGWa/dEg6dg6lHjarMyZC7ZuygNksymQtbxawaBrGAnrDWNY3Xt3dV22c9TvS6bOPHv8PA4bQWm3Y9DjPh3ePiW0lUkoSvCrVsrEgqXISqSVo2bJEk+bBtZLbqT46dxe+gI3V3uJLjVk32iLU9YjczQeJsjR2LcijdzTP4RyH4kz9e1SRXk9oQUb5JHq9nTcqI59gREUInBERAFRL4LvQfmVaol8F3oPzIDleiIro8iZ7zeJmR7U4N8j2RsF0ave4NaNYZQ0FzjoNXEAechSo55dyE7K2WCaLfdcoBjA9pc8iw1xDWg6khrXO9DSoNEKlkbR1NA9AAXGdW9JS7iVVqtytwxzN6c07lXGEunGX5gzFX5BuvkOkdK4dGtmJPgQyANY8ngCGO4AOJkVzh9gKW0uLO5PWjv1GvnoWXSxhmpbq+CWTXhXkDW6n7kta7sIMA1R0LPJb8QWs6My3k8G9Ws3a+jksokpzDLEbMhmRJJGwuqVAxr3ta5+k0xduAnvwOGunVqPGpazvqv0LzXfp1b5jdp6NepcuHNB6wD6RqqOhZ5LfiC1s0+/LOTpp9f0UFHdOoxiongW1D8EKhFzzW1xtPIK4iA9jqfSiENA6bWfw9z/AMTo+i8+m6tLdCzyW/EFWBp1cFmqjcecmuo1vSx3d3B0lw+WrMwMEndFdzY8RG7eE0e4RHTG8d7XTd4da5sx9Q9AXnRN691uvX1DrVa3qq3MnLU6npscMYC6Gc3W/EdlcHrNFqyhGx32Rnelhc0h3Hg4acR2EFc81Q6JpOpa0nxkBLqukWDGl1HQybxkvm3jgctlSxwIOTvlr2O1BBtzFr2Pb1g8CCFN/kF5ZcfnaNeGxZhgzEcbY7NaV4idPIwAGxW3zpNG/TeLWklpJBHUTAdeOAPAjX0pZSprBmjVSqk2u3sOm1PZHD153XYcZjobJJe61HTrRzFx4l5mawO1Pj1Woecpy3UcfQs4zGWo7OVtRugc6s8SMoRyDdlkklYd0WN0uDWAlwJDiAANYWusyFu6ZJC0jQtL3FpHiLSdNF+QC5R0uHmTySLNo5jiEcHgGi2ZzY9qG4nabHzSyCOvZL6Fh7jusEdoARl7jwa0WG1ySeAAJK1oikyjvLBX1zcJKS7Dpft7tfUxONu5GaWItqwSSNZ0jdZZdCIYW8eL3yFjR53LmtdtSTyyzzOL5p5JJpnnrfLK8ySOPnLnE/CvmbG0cQ0A+MAKtc6adwk6rVO5rhjBkvJQ9rc/gnvc1jGZnFve97g1jGtuwOc5zjwa0AHiVNnnR3ovajmQ2WIl0VZoHSN4l1ytwGh4u010CgCqGxtHENAPmASyreknnkYo1XRwlHHMkHzF7EceevdJJHGXYp7WB72tL3d11XEMDj3xAaSdFknP6sxvOzwY9jyBlnENc1xAd7GhpIB4A6O4+YqLTmg8CAR50awDqAHoGidF5e/kLU/o9Fj3+/Jm/Int7Ls5mK99u86sfsF+Fup6WnI5vSaN7ZGENkb549OpxU+tos1VmxNuxDZryRSY6xNHI2VhY+N1d7mPDtfBIIOq5nqjo2667o18eg1+NYtoU3k202sdUXHGf2Pu2fyU1KxVuV3Bs9SaCzC46kCWB7ZGbwHW3eaNR2gkLoXyX8p2I2kqNdBPC2w6MC1jpnMFiFxGkjDE/wDfodddHtBaQew6gc6U06j2g6g9oPjHiKzbSpmum1Tpb4ZTOmuJ2Yw+ML56uPx1BxB6SaCrWqkt7d+SNjeHpKjvzseWqnPTkwOIsMsvsODcjbgIfBHA0hxqxSg6SyPcAHFurQ0ObrqTuxWmnkeN18j3t4d697nN4dXAnRfmucNNh5byd7toOUd2KwERFKK4KZPMSwXQ4e/kHN0devdEx3lQUow1p9HSzWB+aoak6Lo5yDYD2M2bw9Qt3XtpxzTN7RPbJtTg+cSTPHwKLqpYjgsdmwzZvdyM4REVeXoREQBEVo2t2jqYus61ckEcbTutaOMkshBLYoma9/IdDw7ACToASsxi5PCXE1lJRWXyLuijTtTy45Sw8ii2OjDr3urGT2CPG98gLG6+JreHjPWse/yr7Q++Un9BU/wVaw2Ne1ltL78EVc9s0p4Sb+/FkntuMbLcxl+rDu9LZqWIY987rN+SJzW7ztDo3Ujio7/5Ds94qPyl3+ErOeVjaH3yk/oKn+CqTysbRe+cn9BU/wAFTdNo9Vp01Bx4+3+CFqdXpr2pTUuHs/kvJ5Dc94qPyl3+EqTyGZ7xUflTv8JWc8rO0XvnJ8np/wCCvP8AK1tF75yf0FP/AAVIxrO+HzI+9o+6fyK9reSvLYupJdtdy9BEYw/op3PfrLIyJmjTGNe+e3tWCErKNoOULM3676ty8+avIWF8ZirtDjG9sjO+jiDho5rTwPYsVJUinpFH9TGfDuI93R736ecePeCVSShKpJW5okbp5pR/zjkPxJn69qkko2c0j+Ech+JM/XtW27t2YSSATSgCR4AEjwAN46aceAXz78V7Zhs61SlFve4cPBI9jsPSu+nCeMZ+pnCLAW5CcHUTS/DI4j4idFesJny5wjn01PBsnUNfE8dQ9IXn9B+LtLqLFXNODfJvGM+3s+niW12zbIR3lxMkRNUXqyuCol8F3oPzKtUS+C70H5kByvREV0eRCIiAIiIAiIgCIiA2LyDclljai8+ESGtSqtZJdtBoc5okLhHDC08DO/cfoTwaGEnXg10tcRzdtka8YY7GOsuAG9NZt23yPPlEMlaxp8zWtHmWP8x6nEzZuWVgHSz5KyZndpMccMcbfQGAHT8I+Nax52u320VTPvpxWruNoRRQOpdzSyV23A6Jj5rBljIMxErnx7uujeiHAEkmDKU52OKeC4qhXTSrJRzk2ptzzY9nrkMnseyXF2937FJHNPPX3wOAlr2Hu7w9u4WHt8xiSzZCaptBXwmTjMcnspSpWWxu4OisWYWF8MmnFj4pQ5rtAdHDgDwUk+a5y3NnqW6m0eWrxz1nxvqWr88UD54JQ4PidK8tEz43s11PfaSjXXTVa554O0GNtZvHX8Rer2Z46bOmnpStlbFLXsukqu6WMlvTDfd1HUBjddOC2qc1JwZpqY0ygrI49n9DfrebbseOBxsx85yWS1/RYAXvubdj/eyX/eWT/wC5UYtlOWnaubIUIX5uy5k16pE9piqAOZJYjY5p0g10IcRw48VNDlhyU9PZ/M26srobNfHW5oJWhpdHLHC5zHgPBBIIB4ghcZqyDSb5kumVNsXJR5eCNR8rvIHsvQwWWu06E0NqpQsWYJO770obJDGXtLo5p3Mc3veII6terrUa+Rbk5s7TZIUoX9BBEzp7lotLxBAHBo3W8A+Z7iA1pI6nHqaUz3K7tLfrTU7eYszVrDDHNEWV2CSM9bHOiia7dPaNeI4HgpI8xDEtjw2Rulo6S1keh3u0w1a8RYNfEJLE/wAa7verg23xIS6PUXRUVhdplmC5uOydaJrJKElyQAB89q3aMjyO0shkZGz81oXw7Yc2fZq5C8U4JcZY3T0c9eeeaMOHgmSvYkc17NesN3CfGFqnnc8qGWhzjsVQv2KNalBXMgqSvgklsTxidzpZYyHFojkiAZrp4R468Mw5mXKVkcq7I43J2pLj60UNqpNMd6cRF5injkl65GhxgILtXd+7iRoBxcbFHfySlOiVnRbv0Iu8oOyVvB5GxjLrWiau4aPZqYponjeiniLgNY3NPwEOaeLSpD82bkUwGZwMeRydaazYms2mDS3arsjjhkMLWsbWkZva7hcS7U6u8y85/WKYH4S8GgPc27Ukdpxc1hgmgaT4ml9jh+GVsnmafalT/Gsh+1yrrZY3UpHCjTxjqJRaysfwfR7m7Y/3sl/3lk/+5Vl2u5rmztmBzccLOMsgExzCxYuRF3YJobUji5n8hzD51pLl/wCUjP09psxVq5m/BXhssbFDFYcyONprQPLWNHUN5zvhJW9+aJt/kM5i7bclIbE9C02Ftota100UsYkY2TcAa6VhDhvAalrma8dSebjZGO9k7xnRZN17vyIYbZ7OWsRfs426wMs1ZOjk3TvMeCA+OWNxA3onsc1wJAOjuIB1CtC33z5qkce0dWRnhz4mu+Uedlm3Gx/pLWgf7NaEU2uW9FMp761CbiuwIiLc5BERAEREAREQF72BwhyWVxuPALhcvVoHgdkT5miZ3obF0jvzV03Y0AAAaADQAdQA4AKDXMuwXde0zbLm6sxtOxZ17BNKBUiB8+7PKR/Nqcyr9VLMsF5syGK3LvYREUUsgiIgBUS+Wna5+Vycu6/WpUc+vVaD3p3Tuyz+dz3tJ18lrB2FSW5RMo6lichaYdHxVJjEfFK5hZEfXc1QwV7sWhNysfZwX7lDtq9pRrXbxf7HpVJKEqklegKBIEqklCV4Vhs2BVJKEqklaNmyQJVJKEqklaG6QJVBKErwlYZsjdfNH/hHI+LuKP8AXj+5bTvfvsv84/8ArFYdzT8C+CpeyUoLW23xwwa9sNXpTJI38F0khb/sFlk795zneU5zvjJK+N/4k2xdlaXe/kkj3/4YraqefviyglUkoSqSV8tPVJGcbM3DNAN46vYdxx7Tp4J+EEfCCrqsR2HmIllZ2OjD/hY4D/rWXL7N+HdY9Toa5y5ryX7Vw+awzyuuqVd0kuXP4hUS+C70H5lWqJfBd6D8yuyIcr0RFdHkQiIgCIiAIiIAiIgNwc27lkdszPLWtsfNibcjZJmx8Zqs4aGd0wtP740ta0PZ1kMaRxGjpg4/KbO7VVN1j8dl6x0c6GRscz4XEcOkryjpK8oB+6a0haH5uHIts5nNn6+QvV55rb5rcczm3LELWGKw9kbWxwvAH2IRnjqTvLS3Lfsm7ZnaGzVqGzXhZ0djHT9K5sxryxscSydmjjuS9LHr1/Y+PjMKUYWTaXBltXZZRUnJJxfyJG8oXNYxFpr5MPPLjLHEthkc+1SeevdIkd0sQPVq15A18E9SiJtPg7WMuWKF2Iw2qshiljPHQjQtc0/dRuaWua4cCHA9qmfzO9sMvl8VbdlJX2mVbTIKtyVo6WVvRB0sT5AB0xjJZ351d9k0JOi03z6K8TNoqr2EdLLioDM0derLNpkb3ectGnojCzTOSnuPia6umuVStgsGmthzplcWfFkqH7XCug/Lt9rGf196L/7PIufnJ7Fv5jEM1038pjm6+LeuQjX9Kn9y/v3dls+f/ldtvrROb/asanzom2z/AEU/vsOcqnPzK9ParFp1933t709IOv8AN3VBhTW5jF9smztmD7qtlJ2kdu7LBWla70auePzSumq8w47Nf6vuI8c6p2u2Ga6+ElIcfNjaX6Fm3MQ19nchw4exL9T4j3ZU0Hz/ABLHueRiJK21Vqd7HNjv16liF5Hev6KvHUlDXdRc10HEdY32+Ma5rzCcNK67lsjuuEEdaKi1+nePmllE8jGu7XMbDGSOzpm+NYk10PuM1QfW/ezIefz/AKhhfx2z+ztWZ8zN2uyVTzWr49P7qkP9v6FgXP8ALoEOCrfdPlvT6eaJlaMfpmPxLO+ZgP8AROsfHcvn/wCpeP7FwfoV7f5JsH/8uXs/gyfaHkY2ZyFqe7cxbJ7Vl/STSmxcaXv3Wt1LWTBo4NaOAHUrnHFgdlMc9zW1MTj2OMj9O86SVwA7SX2bDgxoA75x3QB1BQ+5we2+aq7UZmvVzOUggissEcMGQtwwxg1oHFrI45A1g3i7qHWStUZbL27jg+3as23N13XWbEthzdevdMziR8C3jp5SSy+Bxs10ISe7Dj3mV8uW3XtizVnItY6OvusrU438JG1YN7cMmhID3PfI8js6TTjpqsHRFMiklhFTObk3JhERbGoREQBERAEREBL7mGYHo8flck5ujrduKpGT2xU4zIS3zGS04H+a8ykqte83DBex+y+HgLd18lRtyQHg4SXnOtkO/CAmDfzVsJVNst6bZ6fTQ3K4rwCIi5ncIiIDAucFIW7O39O01G/A67XafnUTiVK/nCN12dv6djqZ+AXqxKicSvTbG9C/9X7I8ztn0y/0/uwSqSUJXhVs2VQX60ak1h4irwyzynqjgjfNIR4wyME6K/cm+ycuayEdONxjZumWzMAD0NdhaHuAPAyEua1oPa4dgKlZh8Zj8LXbWqQNiGg4NAMspHDpJpTxe4+N3wdWiptqbXp0MHKx/HkvvsRZ6DZs9U+HL6kV4uTjPOAIxNzQ+VGGH1XuBHwhenkz2g96bfxR/TUops/MfBDGj0bx+M/3L8jnLPlN9Rq8RP8AxI0sXhRb8Uv5kn8j0Mfws/W+a/gjAeTPaD3pt/FH9NUnky2g96bfxR/TUnznbPlt9Rq8Ods+W31GrT/3K03qS+H+43X4VfrffwIyV+SvaKRwaMTYBPa99eNvwufKAtgbB83+d72S5mZkUQIJp1n78smnHclnGjYm9h3N4kdTm9a2yc/Z8tvqN/uXz2cvYkGjpXAdoaAz9LRqo+o/xIocXuRln2JfNyf0O1X4X3XlvP34IumZtQ1oG0qrWRsYxsQjiAbHDE0BojaG8BwGmnYFjZKEqklfMNrbVt2hf0tnDsS7l/Pez1el00aIbsQVSShKpJVVklpF92JP7pd/Mv8A68azRYTsQf3S7+Yf/XjWbL6z+Df/AK9f6pfseZ2t6f3IKiXwXeg/Mq1RL4LvQfmXqitOV6IiujyIREQBERAEREAREQG9OanyvwYCafHZJzm427I2Vk4DnCna3RG58jW8egkY1gcQDumNp00LiJgkYjMwMkIx2Ur+FG4itdiG8OtpIcAf7lzKXm6PEo1mnUnlPBPo18q47rWUdJ9qNsMHs7U1s2alGCJpEVWLoxI7Tj0depD3znE9jW6DXU6DioB8rO2cufy9vKSNMbZnBleEkEwVohuQREjgXbo3nacC57iOtYoGgdgXq2qoUHk56nWO5YxhF72AmbHl8TI97Y2R5THvfI87rGNZbhc57yepoAJJ8QU7ucLl6h2Xzje6q28+hMxg6ePV73ABjGgO757joAB1krnsqQxo6gB6AFmyrfaeeQo1XRRlHHMqW3ua9yoxbN5GZl0uGMyDGR2Xta55rzRFxgshjNS5gD5GuDQTo9pGu5odQouk4qSwyPXY65KSOmccuGzdeN4OOytbw4yRWuRA6eEA7eDXdnjX4bR7U4XAVS61ap4+vEwlkDTGxxAGu5XqxDekd+CxpPFc0t0deg1QNA7FF6p4ll+aP1eJn3LtyhybS5eS9uviqxMFejA/wo67CXF0gBI6aR5c86dWrW6ndBMpOZzlarNla8b7NdkjLd7pI3TRtezesPe0PaXat1aWka9jgoPKlzAesA+kLtOlSjuoiU6pwsdj45M+5wliOXanOSRSMljddO7JG4PYS2KJrgHDgd1zXNPnaVgaAdiLpFYWCPOW9Jy7wiItjUIiIAiIgCIiAK6bJYd2QyFGg3XW7crVeHWBPMyNzvQGuJ+BWtbi5nmB7t2qqykEx46vZuu4at3tzuWIE9h37LXD+bWk5Yi2dKYb81HxJ214mxsaxg0axrWNA6g1oAaB5tAF+iJqqg9UEVoye1GMqzsrWcjQrWZdOjrz268M8mvVuRSPDn6+YKrO7S46gYxev0qRl4RC3agrmQ+KPpnjfPoWcMxvIuqKiGVr2tcxzXNcA5rmkOa5pGoc0jgQR2qtYMmMcrFA2cJk4mjed3HNIxo4lz4R0zGjzl0YHwqGmqni8AggjUEEEHqIPYoWcouzrsVk7VJwIZHIX1yQdH1pO/hcD26NO6T5THDsV9sW1eVD3/s/2KHbNTzGfu/dfuWAqklCVSSrpspEiRnNUx7IsdfvEd9NZ6Le7eirRNeAPz5pPiCzCzM6R7nu8Jx19HiA8wWN83L7W7H41b/VRK/lfEP8RNRN6mNeeHF+/kvgvqfRvw7UlQn4L+QVSShKpJXzls9EkCVQSvSVQStDdIEqklCVSSsG6QKpJQlUkrBukCVSSjiqSVqbpGR7BwkzSydjYwz4XuB/6CsyVp2WoGCuN4aPkO+8eLXg1vwDT4dVdl9o/DujlpdDCEub8p+DfHHuWDyGvuVt0muXL4BUS+C70H5lWqJfBd6D8yvCGcr0RFdHkQiIgCIiAvmwEVKTK42PIsL6El2vFba17oiYJJWsfrIwhzGgO1JaQdAdCDxUreWfm+bPVsFkreKoy1btOtJbie27esB7azellidFankaQ6NrwNADrpx7DDYrpNyaZZua2fx1qbR3d2NiFkDqMroeitN9HSCQKJqW4tNFnoIxnGUGkc2CeGvm1U2eTbm57OOxGPflMfJPkJasM1uR17IQ7s0zBI6MRV7DGNDN7cHe697x1Ki5snsU6XaivgZQTuZg0pwRxdDVsO6d2niMMLz6Cuj2ixqbHwSZvs6hPecl4HM/lO2c9iMzksbx3aluWOEuOrjXcekrOce1xhfESfGStxc0vkixuegyF/L132a8UsdSrEJ7NZvTBglnlL60jHuIbJC0De0752oJ00+Xnw4HubaCC6BozJUWEnxz03dBJ/ynVlI3mw4H2P2VxLCCJLMJvy6jQl117rDAR5onxN/MWbbX0aa7TXT6ZdYkmuC+0RX51uyWFwmVq0cPXdW/cIntsNizZbvyzSNh0dale9r9yNxIB00czh1rYfN/5uNS7Rgyue6WRtuNs1bHRyyV2iu8B0ctqWIiQve0hwYxzdA4akk6N1JyoXxntsrXEuit5iDHR8f/AAI5oqDS3xAtYXfnqcfKZmzh8Hkr0DWb9GhNJXY4fY+kji3YGuA+439waeJa2TlGMYp8Wb0VwnZObXBdhYHchmyRYYzhKu6WluodYa/QjTUSiXfDvwgdfOtGc4Tm5wY+nLlcCZehqsMlvHyyPmcyBvF89WaTV7txvfOY8uO6CQdRunTFXlW2lis92NzeSdPv9IRJalfXcddd11Rx6HozppuBoAHVoug2x2WZlcXRuljdzIUoJ3R6atAsQtc+Mg9bRvEcVpJTqaeTpW6dSnFRwznTyY4WLI5rFUJ97oLd+tBNuO3XmJ8rRIGuHgkt1Go6tdVNcc3HY33of/vTL/8AeKJnJdRFXbXH1RwbW2g7mHohtvhA/wCEKYXOdylmlstkrNSzNUsR9x9HPBI6KVu9drscGSMILd5rnDh2Ere+UnJJPmctFGMa5Skk8fsfC7m5bGn/APKHfBk8uP0C4tIc4rm9xYepLl8NJK+nCQbVKZxkkrRuIb00Ex76SJpI1a/VwB13iAQNc7H8su0tO7Xn9lb9xomjD6lqxJZisMLwHQ7kxduucDoHN0cCRoVPDb6tFYw+TinGkMuOuMlB4aRvrSB/HsIBPHzLRudUll5Oseh1MHuxxj77CB/Ny2SpZvaGrQyDHyVXRWZZImSSQmToYXOYwyREPY3eIPekHvetS09zjsb70P8A96Zj/vFGrmYjXauqT2Urp/5IH9q35zy9or+Mw9CfHXLFKZ2VjjdJWldE57O5bT9x+74bN5jTunUd6Fvc5OxRTOekUI0OclnDPvyXNo2RlZuxUrNV3H7JBkbr3jz6W5ZWf8KjJy/cjVnZeWKVs3dmNtPdHBZLQyWOUNLxXssHe75Y1xD28HbjuDdNFf8AkV5cs+M7jochkZbtO5ahpTw2GxEN7pkbDHNG5jA5j2Pc09ehGoI4giS/OaxTLeymZa9ocYK3dcZI4skqPbPvNPYd1jh6HHxrVSnXJKTybShVqK3KCw0QP2H2ZtZjIVcbTaDYtSbjS7XcjaGl8s0hHVGxjXOPb3ug1JAU0tiubbs1RiYLVZ+UsgDpLFqWVrC4+F0dWF4jYzXqDg9w8orS/MSqRPzt+V4BlhxjuhJ+5ElmFsrh59A0ehx8a2jz0dpc1jsdR9jH2K1WaaZuQu1S5kkW6IxWhdMzvoI5C+U7wI1MTW68dHb3SlKe4ng56SuEKXbJZMrznN92TtR7nsU2s4AhstSexXe0nhvaNk3JCOzfa4eZRD5d+SyzsveZC6Q2aVoPfStbu657WECSGZo4NsM3ma6cHB7XDTUtbmfNs5Z71LLRVszlppcVaZKySTIWHzNqTBhkhmE8xLomFzdwjXd+y6kcNRsPnebabP5TANhqZShduR3q8teOrPHYkHCSOZzuiJ6NnRPfxdoCQ0deixDfhPdfFG1vQ3VOcVhoiKiIppUBERAFLTmD4PdrZjJkcZZ4KEZPYK8fdEunmJsw/wBGolroPzXsF3BsriWEaSWYXX5OGhJuvdOzXziJ0TfzVG1UsQwT9nQ3rc9yNmLTnLZy3R4WwcVjqkuTzDojI6KPXoqbXM32PnLWuc+TdIk6MDweLnN1brtTaHL1qFWa5cmZXrV4zJNNJrusYPMOLnE6ANAJJIABJAUPeTfa6hb2qz9sS6HKTOfj5Zx0T3xNldrAA7wHlgh0ZrqRB4xoo1FalltcEX8Iqy2NW9jeeM939+SPg5LtiMZnsfYvZCaa5k7U85s2DZeJYJCSGOMbXbry5u6/7IHDvtBoBorBya7L1snFZsZJ81p0DxSiMliZoihrxN3d1wfqGAOADSd1obwCybL2YMJm7k2OwGSNmSB0ELow40J5J3MlkkZE2FzmsD2M8B+h77vW9a13svlHtoXaU9G3arWpt50lVpa9lhvRudGXGN7QDuR8NNRqeB14WUcvLXu8Cbp+qUXVxthFuKmpcG1KSXkuXk9r8HjOe42VyG8sztmRaoTwWchgmXnMhtRO3nUQ5zh9jYW7kkcmgfuBzOO8W67+imTiMjBbghtVpGzV7ETJoZWHVkkUjQ5j2+YghQtyBo0tn5WmuabLFaRras5PdD7MjSAHb3fPk3g073YGg96BoNzcznbSjZwlfDiyTkce2w6WvI0td0ElqWSN8Djwmia2RjTu8WnTUAFusPU1prfS9v8AJy1ujWjnCDmnvR3sL/Ll8uPHGOWePA3ssF5XuTyLO12lrmw3oAe5p3A7hDuLoJwOJiJAOo4tPEa98HZ0iiV2SrkpR5kSyuNkXGXIhHtPsnksbI6O5Tni3Tp0oY58D/EWTsBY4H06+MBWQtPkn4ip7oraO2HjjH5/0Kh7HjnhL5f1NP8ANz1GzdjUEfuq52f+nEr8Ss4y/wDq8380/wDqlYKSvkX48s6TVQn3xf1PY7Eq6Onc7gSqSUJVJK8IXaR7Gxzjuta5x8TQXH4gv0NKb+Jl/o3/ANy9x1wwSCRoDiARoddOI07FdvbVL/FR/G5Wuio0E686i2UZZ5KOeHfk4WzuTxCKa9uCzdxT/wATL/Rv/uVJpT/xM39E/wDuV5O1cv8AFR/G5eHayX+Kj+NylvSbI/5if/YzRWar1F8SzGjP/Ezf0T/7lSaM/wDETf0T/wC5Zds7m32nvY5jWhrN7VpPjA7fSr4rnRfhPSaypW03ScXn/Ljlw7SLbtO2qW7KCz7TW0OLsvOjYJdfOwtHxu0CyPAbN9G4Szlrnt0LYxxa09YLj9079HpWTaIrzZ/4R0mlmrJNza5Zxhe7t95Ev2rbbHdWEvABEReqKwKiXwXeg/Mq1RL4LvQfmQHK9ERXR5EIiIAiIgCmpzHNoO6cDYoOcC/G3XhjdeIr3B3RGSOwGburT+SoVrfPMh2g7l2gmoudozJ0nsaNfCsVD3RF/wArur41w1EcwZL0M925ePA3NhtgdzlIv5Td+wDEw3mcOAt2wccQPF3lS08+eTzrYG2G2zKGawGKO7/nh99rietnc1YSREfy5S1nn1WYthaHmQNbvua1hfoN4taXFrSe1oL3kD8I+NQi5z22zxtrHYhc4jAuoRxAHRpkrvF2fTTtL5TGfH0enYocE7Hh9xb3SWnhldsv3/g3lzvNinZjHYoRDSaPM06u/pqWQ5ORtKQ+gSvruP8AIWxtvcqzC4K9aj0Y3H46UwDhpvxQ7ldgHVxf0Y086v1WSG1DDM0NlilbDYiJAcCDuzQyDXtHeuB7CAtEc+XaE1sFWoMdo/JXWdI3tdWqNM7/APnGr+lawzJqJvbiuMrPD+xFfkeI9sWCMnfD2Yx28XcdSbcXE69Z1U4ucydNks31/wCqtHDzzwj4uKgXsNdbWyuMsvOjK+RozvPibFaie4/E0roTy3YiXIbOZmpXYZZ5sfP0MbeLpJY29LGxvjc5zAB6VI1HnxIGg41TX3yOby6OcgmvtXwGo0/zVT+LoW6H4lzkYxzniNrXOkc8Rsja0mR0jnbrY2sHEvLtBu9eq6XcmGHkx+FxVGX99qY+pBL5pY4GNkHwODh8Czq3wRrsuL3pPwISbLPLeUKM9p2ssDsHhZOZp+dTvz+GqZCu+perw2q0m6ZIJ2NkieWOD2bzHDQ6Oa0jzgKAuwtkWduqc7TqJ9pzOD42yZF8o/QVLfnW2Xw7JZSSKWSCRppbkkT3RyNJv1h3r2EFuoJ6itL03KKO2jkownLxZkeL5MtnKkrLFfCYuGaJwfHM2nAHxPbxD2OLe8cOxw4hak50nLXQr0LmExk7LV+3G+rakgcHw0oH95YY6Vp0dZc0vZuNJLdSXaEAO2NyHbWR7TbOV5rO7LK+KShkozpo6eNgjm3mjqEsbmSaeKYKDXKtsbLgMvcxkgduwvLqz3D9+pyEmtKPHqzvTp1OY8dixTWnPEuw21dzjUnWuD7TYvMo09tQ197LunmO/W/s1W2efo//ADNi29pyuvxU7Q/6gtS8yj7am/k27/Wrra3P34YjFE9Qybhr2cak+nH4Ct5+mRxq/wCEl7yLHJ7r7MYjQan2Vx2g8Z7sh0C6Ccuf2s5/8kX/ANmkUF+QbZyxldoMXFWjfIyC9UtWpGAlkFetMyeR8jxwZqIy0a9bnABTc5xN0QbK515IG9j5oRr5VnSu0fHKE1D8uJnQLFM2/vgQR5L9trez+SgydPdc+MOjmheSI7NeTTpYHkcW67rSHDXdcxp0OmhnLydcsWz+0MTYo7UUNmVu7JjbxZFOS4d/Gxsh3LbPPGXcOsDqUY+aTsDhs/aycGWgfYNevWlrRtsT1wA6SVk7ia72ucR9hHE6DeK+3nackdDANx9zE1ZYqU5mgt7001iOKcdG6sd+dznM6RpmHE6axDqJ47WqE57r5nPTStqq31hx7vkb6265u+zOTD3R1DjLDuqbGkQM16+NQgwEa9ejAfOFEXlo5MLuzF1tew8WK07XPp3WMMbJ2tIEjHRlzuimYS3Vm87g5pBOvDaHMw2xzUuYGL7pntYsVZ5ZopnOmZT3A0QyQyP1dADIWs6MENO+47uo1GyOfTDCdnqj3kCVmVg6Dynb9e0JGjzbo1/MC0hKUJqDeTpbCu6l2xWGiFaIinFQEREB9mDxkl21WpRfvtuxBVjOmuj7ErYmnTtALwfgXUDH1GQRRQRjdjhjZFG3yWRtDGj4AAoF80vB93bV0CRqyiyxkJBpr+8x9FEfNpPPAfgU+1A1cuKRd7MhiDl3mhOfD03sBT3ek7l9la/dvR6/vXQz9HvadnS7mmv3W55li+0mxWCytCB72xR1Ya7e5rdaRkIhrBuo+yEFjohxOjwQDqeB1KyrnuX5o8DUgY4x17eUrw3HgcBCyOadod+D0kTHefogFrYciOOPBt/I9yOcJO5xNF0TupwO90emh8rTXTt7V0pwq0844svdnRnOVsY1xmmllNpY547+Hf2mz8fXbDDFDGTuRRRxM466sjYGNJI6+AC0jyGn9x3dPfCX9VCrr7EZW9vM2fz9JuGaxlMQx75kqxxxgdEHuikkdLuu3t/pI3O3h1DdWveTnC5Z8NiTGXoqzRYNeZko4O6NjSJGgxSAO0eRwDTw6/F2hDg+Jd1a+a1tMo1SaSmuDi97guMePFLxxw7DZGW2Qx9y+LVgGaZsMY7nL29GWNc7dkfEBvOBJI4ndO71KjZcAbeYHuAaWNZO7hF1CHoJ9/pt3gD0O9rr/wCn+CrFFshTygFkZJ8l2ICC1bpO3WSyNYANWO13Xbm6NWFocQTp1gffyY4sYTbHZ+GhNNI+300dxsjmuc+GVku+XBrQA3Rm/wCmsCsvzXx7H9BtzflppTjTCMZTjJzUk3Ljw5f5ux8Wks4yia4RAiqTzQREQHyZj/V5v5p/9UrBCVsG3D0jHsP3bXN9Go01Wvp43Mc5jho5p0I86+dfjiqXSVWY4Yaz45yXeyZLEl2lJKpJQlUkrwZdJAqklCVQSsGyRfcFgO6GdLI8sYSQ0NA3naHQnU9Q1B7OxfLtDiDVLSHb8b9QCRoQR9y7TzdvmKumzWdhjiEUx3CzXddoSHAknQ6DgRqvj2szEdjcji1LGHeLyCNXaEAAHjpoT8a9hqdPspbKU4NdLhdvlb3DKa7ufZjHErKp6rrOGnu57uGOzifpsH+/S/zQ/rhZkFiOwMLt6aXTvd1sYPjdrvHT0AD1lly9b+EouOzoZXbJ+7eZWbUaeoePD6BERelK4IiIAqJfBd6D8yrVEvgu9B+ZAcr0RFdHkQiIgCIiAK/cne0DsVlsdkWkjuO5BNJoNS6APDbDAB170LpG/nKwosNZWDMZNPKOl1rb3CxVTcflaHczYum6QWoHb0ZbvNLGh+rnHsaBqTwA1XOHaXKvv3bl2TXfuWrFpwdxIM8r5d0+je0+BW4NHiC9XGqlV5JWq1buwsYwTu5sHKDRtbN0IbF2rFax8YoTRSzxxyBkBMdV+69wJa6ARcerUOHWCtAc8nbKtlc5BDTsR2a2OqdCZIXiSE2ppDJYDHt1a/Rra7SQTxYR1grR5aD1gH0r1IUKMt4zZrJTqVePeeEaqb/N35ccdkqFWhkrcVTLV4mV3d0vbFHeEbQxk8Mz9GOlc0Dej1Dt7e0BGhUIUIW1tSmsM56fUSpllHTuOpjGSOuNioslOr3Wgyu2Qg+E504Gp9JK0xziuXnH0aNnHYi3HbydmN0JmqvbLBRY/Vkkrp2d66wG7waxpJa7Qu0AAdCjoWeS34gq1xjpUnlslWbSco4isGXcitiKDaLByzSRwwxZKo58sjgyNjRK3vnvcdGt858alxztc7Rl2UyEUd2q+V8tERxx2InySFt2B5a1jHEk7rHn0NPiUGV4GgdQAXWdW9JS7iPVqdyuUMczcfNd5VmbOXpYLpcMXfLOne1peas7BpHaDG8XR7pLXgAnTdI13NDLjaG1snla7bN+XBZCvHG97JrL6NhsUZbq90ckhJj4demh4eNc5V4WjxBa2adSec4N6Nc647jWUbr5qeTo1NsHOMzIakkORgqSTvEYc0va+u1zpCNHGKLt468OtTU9seP+/wCl8qg+muYJGqp3B4h8QWLNPvvOTbT67oo7u6dNsptph6sZlsZTHQxjrfJcrtGviGr+J8w4qI/On5aYc6GYrFl5xsEomnsua6Pu2ZgIjEbHaOFZmrj34Bc7dOgDQXaCDQOwfEvUr0yi8i/XysjupYRmPI3t3Ls5l6+SjYZYgHQ24AQDPVl06RjSeAkBax7deG9GAeBKnnsht5g89XDql2pZbIz7JVldG2dgI4ssVJe+aevrGh01BI4rm2vHsB6wD6RqtraFPiaabWSpW7jKOmc93DYeGSR0mNxsHhyOBrVWOI4And3d93YOsqGfOm5V4to7sFeg5xxmP3zFI5rmG1Yk0Ek+48BzY2tAa0OAPF5+6AGlmxtHU0D0ABVrFenUHls21Gudkd1LCCIikEEIiICVXMHwXDMZRw7a+Phdp1boNmyNfPv1fVUqVqfmm4I0dlMcXN3ZLvTX5OHWLMrjAfk7YFthVN0szbPTaSG5VFFj272Vp5qhPjr8Zkr2GgHdIbJG9pDo5onEHclY4Ag6EcOIIJBi3yr8i+0OFxU7qOZtZPGQkB9FjJIrEVMh2847j3CWJnehzGADdJO7oCFMBFmq6UOXLuOk697k2njGVw4fuvAhds7ym7O4vExw4/uh0rWEtqvhk6aWzIBq6ewGCJxLtNSwngAGt4BqxnYrKS7PF9POVbNA3BHfrvlgfq5ssbQdY2gu00DeABLTvNcGkaKbkGyGJjs92sxeOZcJ3jbZSrNs6nrPTiPf18+q+vO4Olfj6G9Tq3Ytdeit14rEevj3JmkaqR1mPdz58SbVr9TXZC2LinBYSxww1h5Wc8fBrBB3YzZufP56SPZmWxUgex0t+85j21ISd52vR6AnfedGxu74ue4gNa0kSW5FuRKvgbMmSt3JMrlpGuZ3VKzcjgY4aPEEbnudvubo0vc496NGhoLgdoYjFVacTYKlavVgb4MNaGOCJuvkxxNDR8S+xc7dTKfBcERZuVknKfa3LCyopvujnC+oREUYyEREAVuy+IjsDU6tkA0Dxpr6HD7oK4ouGp01WorddsU0+xm8LJQe9F4Zg9zA2WE6MEjewsIJ9U8dVbJontOjmOaR2OaQf0hbLReQ1P4I08nmqyUfB4l/D+LZZ17XmvOSfyNXEqnX4fQto7jfEPiC9DQOoAfAoX/oR9t3/j/uO/51/wBHz/oa0rUJ5T9jikd+aQPhceAV5x2ysjjrO4Rt8lpDnn4epv6VmaKy0f4L0lTUrZOfhyXwXH5ke3a9suEUl839+4/KpXZExrI2hrWjQAfOfGfOv1RF6+EVFKMVhLs7kVbbbywiItjAREQBUS+C70H5lWqJfBd6D8yA5XoiK6PIhERAEREAREQBeO10OnX2L1EBOTZjkQ2OyuHp2oMYYxeoQTRztt3emjdNC1wedZy0ytceIII1aQR2KEuXoyVbFirLwlrTzV5f5yCR0T/+JpU3OZdnzc2ZZXc7V+Nt2KnHr6J5bah+ACwWj+bUaedVgDQ2qyYa07lwxZCEAcXd1MHS6AdZ7pZYHxKJTJqbi2WmrrjKqNkUbc5rfIvh8lgxk8xS7rlt2Zu5t+azE2OrAehGjYZGhznSsmO8deG74uOrOdNsDVwGbZFQiMNG5UjswR775BHIHvinja6RxcWgsY/Qk6dNoOA0U3OT3BNxmKx2Pb/5OnXgce1z2RtEjj53P3j8K0Xz8dn+lxuMybQS6lbkqyadkV2Nrg53mElWMD+d8651Wt2c+DO+o0sY6fguK+2aU5ruwFfaDNmG9E6WhTqyWrLA98YlfvsirwufGQ5oLnufwI1EBC2DzueT7ZzBY2gcbQFS9aulrXMsWX71aKF7p95k0rgRvvrjUAEF3X1g5dzEMCIsVkci5uj7t1tdh8cFKMaEf7WxOPzAtZ89/P8AdO0MNJrgY8bRjY4eTYtk2Jfjh7k+Jb7zldjsRw6OMNLlpZf39DYfNt5HtnMrs1Rv38cLNuw+50sr7Nth+xXZ4GBjYZmtY0MiZ1Dr1PatRYTYfGv5QDgnwufi25O3B3OZpQ4ww1Z52RmZrhJoHMaNd7UgcSetSZ5oQ/0OxX8vIn/+zuKJnLZkZ6e2GZs1JpK9iHJyvimicWSRv3Wglrh1dbh6CQsVuTnJZ7zN8IQqrlhdmfHgS+bzf9jwNPYaP4bV8/pNhe/5ANkPeWL5Ve/7hRp5BuUraG7tLh6tnMXp681otmhlmLo5GNgmeWubpxHej4gpJ86XN28fsxctUbMtWyyei1k0LtyRokuQseA7sBa4g+YrlKM4yUWyVXOmcHNQXDwRrXnN8kWz2K2ds38djRWtQz0w2Vli0/RstmOGQOZLK5rmlryOrr0Xwc1Tkp2fzOCku5Kh3XZN+xB0j7FqMNjjZCWNYyCVoA78nUgkk9egAEfNpNvs3koe5r+Vu26++2QwzTOdGXs13HFvU4jXhqpc8yAEbMP8+UuEecdHWHzg/EutilCvi+0jUSruv4R4Y5YRF3nAbO08TtHksfQjMVSB1foojJJLudLUrzPaHykucN+R3WT1rO+Z/sFic7ZyrcrU7rFWGo6BhmmiY0zPnEjiIHtLnaRMA1Og4+NY3zsQBthl9PHSJ9PsfVWyuYGP3Vnj2dBjx/zLf9y6Tk+iz4Ij0wT1O7jhl/uYhzutg8Vgr+OjxVY1Y7VWaSaPpp5ml8crWNc3p3uLDo7QgHTgOHXrpFST5+/8JYb8Rtfr41GxdKW3BZOWsio2tIIiLqRgiIgC/fHUpLM0NaLjLYmirxDxyTPbEwes4L8Fs3mu4H2Q2qxbC3ejqSPyEmvYKbDJC74LBr/GtZywmzeqG/NR72T6wePjqVa1WIaRVoIq8YHYyGNsbR8TQvsKBFTnqyD+1/OS2o7vuNrzV6kEdmaKKv3HBI6JkcjmNbI+YOc6XRo3jqBrroAOC2bzZeXi7mMg/FZp9YzSxGSjYjiEDpZY+MteRoduueY9Xt3QP3p4OvBRX24/hXKflK/+1zK20bcsEsU8EjopoZGSwysOj45Y3B8b2nscHAH4FZumLjwR56OsshZlttZ5HU1FgfIXygRbR4eC6CxtuP7Bfhb/AOFbY0b5DdTpE8ESN8z9OsFZ4q1pp4ZfwkpJNEWOcty453EZyTGYx8FaCtBXc5768c8k8k8QmLtZtQ2Noc1oAAOrXEk6gDFeTXnHbSTZbG1rklW1Xt3qtSZncscUm5ZnZAXxyRbu69vSB3EEHd07VjvPFP8Apbe81eiD5j3LGdD8BHxrAOTL+HMJ+WMX+3V1PhVF15x2FHZqLFe0pPGf3OmQUZ+dNyz5rB5aDG4t0NeMU4rUk0kDJ5JnTSzxhjelBayNoh7BqS48eCkwoSc+X7Zq/wCR6v7XfUbTxUp4ZZa6coVZi8cT5NnecltT3ZV6e1XngNiFs0Jp14+kidI1sjA+NocxxaToQeB06+pTmC5Z46QNmhceps0Tjp16Ne0nTz8F1MC31UFFrCOOzrZTUt555BQz5U+cNtLUzOVpVJqsFepes1IW9yRyvDK0roQ5z5dd5ztzePDTvuCmYue/LTsVmBtFm3NxeRlZLk7c8UkNG1NFJFYmdPE9kscZa8Fkjeo8DqDxBWumUW3vG+vlOMVuZ59hc/dI7Xff8HyCp/hp7pHa77/g+QVP8Na7l2SyzGue/E5RjGguc92OuNa1rRq5znOi0a0AEkngNFZVNVcH2IqHqLlzk/mbe90jtd9/wfIKn+Gg5yW133/B8gqf4a1disRbtl4qVLVsxgGQVa81gsDtQ0vELHbgOh0169CvvOx2Y96MqP8A227/AISOuvuRlX3tZTl8yffIDtbazmz1DJXWxizN3SyUxN3I3mvamriQM1O4XNjBI8eumg0C1PzqeWXM4LJ1sbizFXaabLktiSBk75XSzTxNjYJQWtY0Qak6akv7NOOxua7h7dHZXGV7sD6847rl6GVpZLHHPcnmi6VjuLHljw7dOhG8AQCCFHzn3fbBQ/I8X7bdUOuMXa12cS11Fk46dSzx4Fu2a5y+1DbVcWJqlqF08TZY304oy+N0jQ8NfDulj90nQ8QD1gqcQXLfCAG1WB6jYgB7OBlZr+hdSFnUwUWsI12dbOalvPIUTuXXnJXYMhLQ2ffAyCo90U958TLDrE7DpI2Br9WNgYQW72hLiCRoAC7PudpyqewtD2MpSAZTIxuG8099TpO1ZJY/Bkfo5jPPvu+44wfAW2npT8qRpr9W4vcg+Pb/AAbePOS2u+/4PkFT/DUvOQrJZe5gqdvNhovWBJNoImwu7ne8msXxMADHmLdOmgOhGvHVRW5qPJMM5cdkr8Zdi8fI3SNw7y9cGj2wHXwoGAtc8du81vEF2k4gFrqHFeTFHTQKxrfm34BUS+C70H5lWqJfBd6D8yilicr0RFdHkQiIgCIiAIiIAiIgJHcxDaAxZTJYxzu8uU2WowTw6anJuODR5To7JJ80I8S2ry97A+ym0ex9kN7wXZYLbtNdYarDlImuPY09y2Gf7ZRP5D9oPYvaLD3CdGNuxQzHXQCC3rVmcfGGsmc781dHXxNcWktaSw7zCQCWuLXMJaew7rnDUdjioF/kT3l3F1ocW07j7H/Uwvlr22GAxXsh3mou4+HR/EOimuQi0B+GKoskeItB7FRy84MZPZnMVmgSONGWxABx3pqoFuDdPjL4WjX8JaK5++0O8/E4hrvBbNkZ2fytatUn4BcW8OQDPDK7MYmw8iR/cbalje4781TeqTF4PlGIu/PXLc3YqXiSVap2Sr8P7/U/fkI2e9idm8TTdweyo2ebXhpPbc63OCfE2SZ49DQoC8pefOUzOTyG9vtt3Z5Inf8Aw4eWVh8ELIh8CnnzgtoPYrZnLWWO6OTuU1a5bpq2a25tWItHjaZd78xc6wFI0qy3JkHaUlFRrXZ/Y6Bc1JoGx+G07WWz8Jv2if0qGPLq/e2mzx/+aWx6spafmUzeah9p+G/kW/2+2oXctv2y578rX/2h6Uekl99pnW+gh7voXPm2HTazB/jbh8dacf2qWHPE+1DIfz+O/b6yinzY497a7BjXT90Tu9Slafp8O7p8KlRzyn6bI3B5VrHj/wCshd/0rF3pYjSf8NP3/Qggpz8yxo9qkOnWb14n09KB8wCgwpz8yv7VY/x+7/Xaumq8z3nHZvpfcbEzXJ5gbs8lq5hsZasylplnsUa8s0ha1rG78j2Eu0Y1oGp6mhfbsxsli8WZTjcdSoGcMExqVoa/SiPe6MSdE0b+7vv016t4+NQn5yu02Tg2rzMUGSyEETJqwZFDetRRMBo1XEMjjkDWgkk8B1klbT5i2auW354W7dq0I240x902Z7G5vG9vbnTPO5rut10013R4lGlTJQ3sk+GrhK3cUeOXxMb5+rh7K4kdox8p9ayR/wBJUcFIvn5/wxi/ya79qlUdFMo8xFVrfTSCIi7EUIiIApP8wnBb1jMZNzeEcVehC/TrdK51iy0Hs0EVX11GBTy5nuC7i2VqSFukmQmsXn+cPf0MJ9BhgiP5yj6mWIE7Z8N63PcbhREKrT0BzE24/hXKflK/+1zKzr7c9KX27Tzrq+zYedeJ1dM9x1PadSvxr1JZGTSMY57K7GyTuaNRFG+VkLXv8TTJJG3XxvHjVwuR5OXGTNnc2DlC9gM3GJn7uPyXR1Lup0bES49zWtezo5HkEngGSyHsCn8FysIU5eabyojN40Y608nJ4uKNj3OOpt1B9jhsgk6ukbo1kn4W67/xNBE1Vf8AmRa7N1H/AOb9xHLndOJ2wyoP3LMeB6PY6qfnJWEcmX8OYT8sYv8Abq6zjndv12wyg08GPHt9P+b6ztf+L9Cwvkoi38/g26ga5jGcToOq7C7t9CkR9GvYQbPTv/V+50uUIOfBLvbTxjTwMTTb6dbF1+v/ABfoU31Bnnrv12qcPJxtJv8AxWHf9X6FC0vnlttH0PvRpWv4bP5bf6wXU9vUFy/2Wria/Rhd4Mt2pE70SWI2H9BXUFdNXzRw2UuEn7AiIoZbFn23kazGZFzhq1tC45w8bW15CR8S5hs6h6AunO37QcTlAeo466D6DWlXMZvUPQpuk7Sn2pzj7yT/ADAiO6s8O0wY4/AJLmvzhS1UR+YH/rmd/FqH620pcLjqPPZM0HoV99oULufd9sFD8jxftt1TRUIefBKXbTxNJ1DMRTDR4t6xdcfQeKzpvPNdo+h96NJ4r9/g/nov1jV0o5R9r6uCxtnJWz9jrs7yMEB88zuENePX7t7tB5hqTwBXNrCNBtVgSADYgBJIaADKzUlx4AAdpW1OdHyonaDJ9zVZNcVjnvjrbp721Y03JrpHUR1sZ194CRp0hCk3V78kiu0t6prk+3hj5mt9tNpLeXv2cjdfv2LUhe7TXcjaOEcMYPgxMYGtA8TfGSVeuR3YGztHlIcfBvRxD7LcshuorVWkB7+PAyu13WNPW5w7A4jEqdaSaSOGFjpJZXsiijYN58kkjgxjGNHW5ziAB510B5unJm3ZvEtilaw5K3uz5GVvH7JoejrNf2xQtcW8OBc57vultdYq48DTSUO+zMuXaZxsls/UxVKvQowtgq1mbkbBxPWS573db5XOLnOceJLiT1q6oirD0KWOCCol8F3oPzKtUS+C70H5kMnK9ERXR5EIiIAiIgCIiAIiIB6CQewjgQfGD2FdDuTDlTxOQw9C3YydCGy6rGLkU1uCGSK1GwNsB0crw5o3w4g6cWkEcCueK8IC421Kwk6bVOlvCzk2Nzj9rIsztJft1pRNUj6GpVlbxY+GvGGucw/dRumdO4EcCHg9q3JzJuUCnWp5DE37ler0c7blQ2Zo4WvjmYGWI43yEAlj4mP011+zkjqOkVkIWZVJw3TFeplG3pCVPPZ2+o2qVDFUbsFp7rZuWu5ZmTMjjhhfHDHK+JxALnzlwbrr9h18SisgRZrhuRwa33O2e8ydPNf2rxUGyuKry5OhFPE2y2SGW3BHLG91yxIGPje8Oa7de09XUdVD7lctMn2gzc0UjJY5MrffHJG4Ojew2ZNxzHDg5pGnEcCsWI8y9WsKt2TlnmdLtS7IRhjkbA5uV+GrtVhZ7E0deFliYPmmeGRs6SnZjbvPcQG6ue1up7XBSV5320+Ms7LzwV8jRnmfbpFkMNqCaR+5O1791kbidA0OJPiChUvAAk6t6SlkVapwrcMcz1TR5nu0+MrbNRwWMjRgnbdtufDPaghlYHyDcLmSPB0cNCD1HVQuXhCzbXvrBpp73TLexk2FzjrsVnarNTQSxzxPsRBksL2yRuDKlaM7r2kh2jmOB07WlbT5jOdo0pc4Ll2rUdMzHmJtmeKAyCI3OkLOlcA4N6RmunVvDxqNYQpKvMN0Qvcbekx2v5m/Oe3mK1vM481bNeyyPGAOdXljmax7rU50c6MkAloadP71oNAEW0I7scGl1nSTcu8IiLc5hERAfpWgfK9kUbS6SV7I42jrdJI4MY0ecuIC6ebJ4hmPoUqMf73TqV6rPO2CJkQJ853dfhUAubfgvZDanDwlu9HFZ7tl8TW0mOstLvMZY4m/nhdEAoOrlxSLnZcPJcvcF47qPoXq8d1H0KGWpyytn7JJ/OP/AKxW6OZzgoMjmMpTtMElazs/crzs10JZNboDVp+5cN3UHsIB7Fpa1++Sfzj/AOsVv7mJfbBf/I8v7bSVrd5jPM6VZuj7TUHKVshYwWUt4yzqXV3/AGKUt3RYrv76CwwdWjm9ehOjg5vW0r9OS3bGfA5aplIAXdA/SeIHTp6sne2IesDUs1LSeAe1h7FLXni8nRyuKGUqxF9/FBz3BjdZJ6DjrYj4eEYj9lA48GyADV6hGFiqasjx95tqKnRbw9qNj85bMV8htLeu1JBLWtQYyaGQfdMfjKZGo62uHUWniCCDxCs/IrCJNpMC0kgey1B3DTXvLDHjr87QsQWZ8hf2zYH8q0/1rVs1uwx4HOMt+3L7Xn5nSAKC3PS+2uX8QpfNKp0hQW56X21y/iFL5pVB0vnlztL0XvNW7EOAymMJ4AZGiT6BaiJXTtcxNh49/KYtnl5Kg31rUQ/tXTtb6vmjjsvzZe0IiKIWpZdvf4Kyf5Pu/s0q5it6h6Aum/KHp7D5XU7o9jb2rvJHcsup+BcyGdQ9AU3SdpTbU5x95JzmB/65nfxah+ttqXCiXzAv9Zz38zjv691S0XHUeeyboPQr77QoN89n7af/AGul+stKcig3z2ftp/8Aa6X6y0s6XzzTaPoveaSjY5zg1rS5ziGta0Euc5x0a1oHEkkgaedeEaagjQjgQeBBHWCOwq7bEn/OmM/KNH9qiW7ueNyXnH3TnaUOlG+/S62Np3a15xOsrgODIp+vXq6Te7XtCnOaUkn2lNGlyg5rsMI5r+ax1DaajPkgBG5ssFeZ2nR1bk4EcM8mvU3QyR733JmDjoASOgoXKxTe5pHKkMxjxi7kuuTxsTWhz3EvuUm6Mjn1dxfKzvWPPE+A4+HwjaqvPlIsNm3pfpv2o3qiBFCLgKiXwXeg/Mq1RL4LvQfmQHK9ERXR5EIiIAiIgCIiAIiIDMeRLDVsjtDiaVyPpqti0GTRbzmdI1sUkgaXMIIaXMbroRqNQpS8tfN7xNjFTvwePiqZOuOmgEL5QLLWamSq5jnlhe9uu64jUODRqAXKNXNv+2zBfjh/UTLokFB1M3GawW+gpjZU1Jdpys+MHtBGhB8RB6iplc3Xkj2cyOzOOuXcXDZs2hYfNNK+YvcWWp4mhpa8CNobG0AN06teJJJ1TzxeTwYrLDJ1mbtHLue9wa0BkGQb307BpwAlH2UeN3TeJST5rgHtRwunV0E3x912N79Oq2vszBNGmjo3bpRks4RCLb/DVqm0OQoQMc2pBlpq0ce+5zmwNsmMRiR+riQ3gHO1PAa6qX/KdyL7MVsFlpq+IgimrYy3NBKx03SslgrvkjeHukJc4OYCd7XXjrrqVFTlTjDtsMozqDs9M30b1zif0qd/KuQMDm9ToPYnI6nxfuSZYuk/JN9JXF9JlL7yc0lOfkm5GdmJ8HibM+IrzT2sbTsTyyvne58s1dkkjuMmjdXOPBoACgwFk+N5Q89Vhjr1s1k4IIWhkUMV2wyONg8FjGNfo1o7AF3uhKa4PBB0t0KpNzWSdH+RDZP3jp/83/EXjuQ/ZMjT2Dp8eHDpQfgIk4FXXkWtzWNncLPZlknnmxtSWWaVxfJI98TXF73u4ucdeJPWoQbY8pe0UeRyMcecyzI2X7sbGNv2WtYxtmVrWtAf3rQ0AADq0UKuE5tpPkW99tVUVJx5+CL5yCbH46/thNjbtbp6ULspuV3vk3dasjmQiRzXb0jWjsJ4kDXXis854PJrhMPjaNvGUI6c8uQFaQxPm3HxOrWJSDG95aCHRNOoAPWsM5mZLtrIXElxNK85ziSSSWs1c4nrJJ6/Ot08+GlLZxOIggjdNPNm4YYYmDV8kklS2xjGjxkkBd5yatSyRK4RlppPHHLIzciHJ7NtJloqLC6OtHpPfsNH7xWa7QhpI0E0h7xgPaSdCGlS1215N9h8DjJr1zEVRBVjAG86Z808mm7FCwvl1lne7QcT2kngCVkPITydwbMYhldxYbcoFnJWdRuun3OLA86fueJurW66dTndbiomc5jlXftFkDBWdpiKEj21Gj/zMoBY+6/0jeDB2MPYXuCxvO2eFyRsoQ01WZJOT+/kapvzNkllkZE2Bkksj2QtcXNhY95c2JrncXNYCGgnid1fiiKYVAREWQEREBJXmGYHpL+VyTm8K1WGnE49W/akMsunnDa0f9J51L5aT5l2B7k2YjsOBD8lbs3Dr19G0tqRD+SW1t4fzhW7FVXyzNnpNHDdqS94REK5Eo5a5X/WJ/5+X9Y5b55iX2wX/wAjy/ttJaFybgZ5yOIM0pB8YMjtCt/8w6MHOZJ+vFuKLQOHEPt1yT8G4PjVpd6Nnm9LxvXtJluGo0UBec7ya+17Ll1dumNyRls0wG6NruDwZ6fi0jL2lv4D2jiWkqfawnls2Di2iw9nHv3Wz6dNSmcP3m5GCYna9YY7Usdp9zI7zKBTZuS8C61dHSwx29hziWZ8hf2zYH8q0/1rVieQpy15pa88bop4JHwzRP4OjljcWSMd5w4EfAsx5AmB21GBBOg9kq5+Fri5o+EgD4VZT81+w8/Sv1F7UdGwoLc9L7a5fxCl80qnSFBTnoO12rn81GkP+B5/tUDS+eXe0vRe81dsVYZDk8bNK4MiiyNGWV7uDWRx2onve49jQ1pPwKf3+WfZX3+x39OP7lzqRTLaVN8Sr02rdKaSOip5Z9lPf7Hf04/uWdVp2SMZJG5r43ta9j2kOa9jgHNc1w4OaQQQR41yvK6W8kz97AYM6buuIxp3fF+44eCh30qGMFpo9W7m01yPl5bzpsztARwPsLk+r8TmXN1dKuV5jXbPZ1r9Nw4fJB2p0Gncc3auagXbScmRNqedH2Eq+YDXbpn5futcbH+aBdf85/QpUqLXMBeOjz7dRvdJjnaa8dC24NdPFqCpSqPqPPZP0PoY/faFB7nvfbQz8k0v191ThUHee64HahvmxNIHzHprh+Yj41tpfPOe0fQ+81LsV/CmM/KNH9qiXSzaPDV8hUsUrcbZq1qJ0M0bvumPGh0PW1w4EOHEEAjqXNfk/jD8xiWHgHZTHNJ8QdchGv6V04XTV80cdlrMZHN3lh2CsbOZWbHzF0kX79TsEaCzVeSI5OA06QaFrgOpzD2EE2PZLaC1irtbIUpOis1ZBJG7ra7sfHI37qJ7S5rh2hxU9ecJyZxbS4p8TWtbkaofNjpjoNJdBv13u/iZQ0NPiO677lc+rdeSGSSKVjo5YnviljeNHxyRuLHxvHY5rgQR4wu9NnSR4kLV0OmeVy7DpDyTbd1dosXBka3el32OzASC+raYB0sL/H1hzT9017T2rLVz05v/ACny7M5ISu3n421uRZCBoLjuAncsxN/j4i4nT7prnN6yCOgeNuxWYYrEEjJoJmNliljcHMkjeA5j2OHAtIIKhXVbj8C30mpV0fFcz6FRL4LvQfmVaol8F3oPzLiSzleiIro8iEREAREQBERAEREBsfmxtB2uwev3xOfhFKyR+lTP5cttH7P4yPKNa6RkOQpMsRN03pa00vRTtbr93uOc5vV3zG68NVDHmx/bdhPxib9jsqUHPR+1Sf8AHaH68KFes2JMt9FJx08mvH6Ge7b7P0Np8JLWL45a1+u2apZZo8Rvc3pKtuI+Nri0+cEg8CQvk5BMNYx2zuNo24+is1GTwTM46dIy3YDnMJA3mO8IO7Q4HtWleZPylBzHbN25O/j6SfFOceL4++ks1Br2s76Vo8l0nUGBSjUaxOHkMn0SjalYueMHOnbBwftld8R2mlHHzZQg/MpzctwJ2az2nvRkOr8VkUFNqz/pfd//AJNY/wD9VynXy3Me7ZvOtja50jsVeaxrAXPc51d4DWtaNSTrpoFIv5xIOj82z77zm4EVyGz+Q+8LvySx9BW54IJBBBGoII0II4EEdhU3JUOLXM6Ocg5/0YwH5Jo/qGLn3t3/AAtlfynkP2uZdCORCPc2awDddf8ANGPOv8qtE7+1c8tr5N/I5F/l37jvWsyn+1Q9N50i12h6KH32G2uZOP8ASn0Yy7p6ekrD5tVNHKUac1mk+wI3WK8k01IPI3my9C6GWSJp8KQRSyDUdQkcoXcyf7aR+TLv9estz88zO2cZX2fyFN/R2amXdNE4jVuoqTBzHj7qN7HOY4drXkLW6O9bg66Oahp9595dueLkcpX2ck9jmnoJpWw5OaMnpYaUgLSAB1RSPLGPd2Ndp1OJEFF0f5PNqaG1WFbZaxkkFuF9a9Tk77opSzcs1ZR2t0dwPDea9ru1Qi5eeTWbZnKPr98+hY35sdYPEvhBG9DIf4+IuDXeMFruG9oN9NLGYvmcNo1uWLVxX0NeoiKYVYREQBN0ng0Fzjwa0DUuceAAA6yToiznkCwXsltLhqpBLO7GWZeHDoqYdbeHeJp6EN/PWsnhZNoR3pJd50A2EwjcbjMfj29VOnWrE+N0UTWPd6S4E/Cr0iKnbyerSwsBeOGo08a9RDJG/I80nFvle+HK34YnOc5sTo4JjGCSQ0SENLmjXTiNeHEnrWach/IdV2XtWrkd6a7NYgFZvSRMhZFF0jZX961x33OdHHxJGm71cVtxF0ds2sNnCOlqi95R4hERczuaV5WebvjM/kX5PuuxQnmYwWWwRxSRzvjaGNm3X8WSbjWtOh0O4DprqTa9gebJSxOVp5IZS1YFKYTxwOgij35GtO5vytce9DiDoGjXTRb+RdOlnjGTg9NW5b2OIC05yw8gFDaPIeyUl63UsOhjhkbG2GWF7Yt4McGPaHNfodD32nAcFuNFrGTi8o6WVxmsSRGf3IlD36ufJq/96e5Eoe/Vz5NX/vUmEW/Tz7zh1On1SNA5omP7czd07d2vXB07dCddD59CpG4mjHVggrQjdirwxwRNJ13Y4mNjYCe3RrQvqRayslLmzrXTCvzVg+LPYyK7Vs05wXQW681aZoOhMU8bopAD2HdceKjp7kSh2Zq7p2a1q5OnnII1PwKTCJGyUeTFlELPOWTW/IjyRUtlmW+57E9qe4YummnDGaRwdJ0UcccY0aAZXkkkkk+YBbIRFq5NvLN4QUFiK4Bae5Y+QShtJebkZLtunZEEdd4ibFJC9kReWO3JG6tf9kI1DtOA4ePcKLMZOLyjFlcZrEkRywHNTo1btS0cvblZWsQWOh7nhYZHQSNlawyhx3GktAOjddNdNOsSNRElNy5mK6YV+asBac5Wub3iM/bdfE0+PtyAd0PrNjdFYIAAklheP37QAbzSNdOIJ4rcaJGTi8ozZXGaxJZIzjmiUPfq78mr/wB63pyabIQYLGVsXXlmmirCTSSw4Okc6WR8rz3oDWN3nu0aBoAskRZlZKXNmlenrreYrAVEvgu9B+ZVqiXwXeg/MtDscr0RFdHkQiIgCIiAIiIAiIgM+5vGRr1NqMPYtzxVq8U8pknne2OKMOqWGN35HEBgL3NGp4auCkfzvNr8Vb2ZkgqZPH2pn3aekNa5XnkcGPL3kMieSAANSerh51DJAFxlVvSUs8iVVqnCtwxzPsweUnpWa9yrIYrFWVk8Mg62yRuDm6jtadNCOogkHgV0D5P+WDCZPHVLkuSx9OeaNvdFSxdghlgsNGk0W5M9riwOB3Xad80tPaueCaJbSrBptVKnOOJmOevQP2ps2jLG6q7aKacztcDE6ucm6TpWvHAx9H32o7FPtnKHgHAEZzDkEAg+yVLqP+1XNNNFiyjfxx5G2n1jqzwzk6WnlBwPv5iP95Uv8Vc7uUO1FPmMvPC8SQzZPISxSNOrZI5Lcz2Pae1rmuBB8RVi0XqVU9H2mNTq3ckmsYJ/8jm3uEi2dwrJszi4pIcVSjljlvVopI3xV2MkY+N8gcxzXNIII7FA7aGRr7lt7HB7H2rDmPHU9jpnlrxr2EEH4V8Gi9Wa6txt95rfqXbGMccjcHNCzFOjtK2a7ar04Tj7cTZbMrIYjK99fcj6SQhocQ1xGp47pWyue5tNjr2OxUdLIUrjm3pZHsq2oLDmtFdzA9wied1urtNT2lRVRHVme+I6pxqdePebQ5uPKe7ZvKAzuecXdLYr8Y1d0eh0iuMYOJfGSdQOLmOcNCQ3SVPKzY2V2lxMlOfOYdpcOnp2fZCnvVbLWno5gDKDu6OLXN4atc4cDoRAZNFidClLeTwzanWOEHBrKK7Ee497N5j9x7mb8Z3o37ri3fjcQN5h01B7QQqERdyIEREAUiuYjgumy+RyDhq2lSbXZqOHTXZQdQfKEdWQf7RR1U3OZHg+5tm3WyO+yV6xMDpx6KuRUY30b8Mx/PKj6mWIEzQQ3rl4cTe6IirT0QREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBUS+C70H5lWqJfBd6D8yA5XosU9sk/kReq/6ae2SfyIvVf9NWXWYHn/AMuu8PiZWixT2yT+RF6r/pp7ZJ/Ii9V/006zAfl13h8TK0WKe2SfyIvVf9NPbJP5EXqv+mnWYD8uu8PiZWixT2yT+RF6r/pp7ZJ/Ii9V/wBNOswH5dd4fEytFintkn8iL1X/AE09sk/kReq/6adZgPy67w+JlaLFPbJP5EXqv+mntkn8iL1X/TTrMB+XXeHxMrRYp7ZJ/Ii9V/009sk/kReq/wCmnWYD8uu8PiZWixT2yT+RF6r/AKae2SfyIvVf9NOswH5dd4fEytFintkn8iL1X/TT2yT+RF6r/pp1mA/LrvD4mVosU9sk/kReq/6ae2SfyIvVf9NOswH5dd4fEytFintkn8iL1X/TT2yT+RF6r/pp1mA/LrvD4mVosU9sk/kReq/6ae2SfyIvVf8ATTrMB+XXeHxMrRYp7ZJ/Ii9V/wBNPbJP5EXqv+mnWYD8uu8PiZWixT2yT+RF6r/pp7ZJ/Ii9V/006zAfl13h8TKnHh/cumPJfgfYvC4vH6aOq0a8UmnbMI2mZ3wyF5+FcrMZtdYgngnEVeQwTRTCORkhjeYpGyBkgbICY3buhAIOhPEda3v7tXar7w2f+S5H6xUbUXKeEiw0OllVlyJ/ooAe7V2q979n/kuR+sU92rtV737P/Jcj9YqMWBP9FAD3au1Xvfs/8lyP1inu1dqve/Z/5LkfrFAT/RQA92rtV737P/Jcj9Yp7tXar3v2f+S5H6xQE/0UAPdq7Ve9+z/yXI/WKe7V2q979n/kuR+sUBP9FAD3au1Xvfs/8lyP1inu1dqve/Z/5LkfrFAT/RQA92rtV737P/Jcj9Yp7tXar3v2f+S5H6xQE/0UAPdq7Ve9+z/yXI/WKe7V2q979n/kuR+sUBP9FAD3au1Xvfs/8lyP1inu1dqve/Z/5LkfrFAT/RQA92rtV737P/Jcj9Yp7tXar3v2f+S5H6xQE/0UAPdq7Ve9+z/yXI/WKe7V2q979n/kuR+sUBP9FAD3au1Xvfs/8lyP1inu1dqve/Z/5LkfrFAT/RQA92rtV737P/Jcj9Yp7tXar3v2f+S5H6xQE/0UAPdq7Ve9+z/yXI/WKe7V2q979n/kuR+sUBP9FAD3au1Xvfs/8lyP1inu1dqve/Z/5LkfrFAT/VEvgu9B+ZQD92rtV737P/Jcj9Yrx3PU2pII7g2f4jT/AFXI/WKAjOiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiID/9k=)
An interesting attribute of LLMs is that they use descriptive sentences to generate specific results, including images, videos, audio, and texts. While basic NLP tasks may use rule-based methods, the majority of NLP tasks leverage machine learning to achieve more advanced language processing and comprehension. For instance, some simple chatbots use rule-based NLP exclusively without ML. Machines today can learn from experience, adapt to new inputs, and even perform human-like tasks with help from artificial intelligence (AI).
NLP Machine Learning: Build an NLP Classifier – Built In
NLP Machine Learning: Build an NLP Classifier.
Posted: Wed, 10 Nov 2021 19:44:46 GMT [source]
For example, in the sentence “The Pennsylvania State University, University Park was established in 1855,” both “Pennsylvania State University” and “The Pennsylvania State University, University Park” are valid entities. Like many problems, bias in NLP can be addressed at the early stage or at the late stages. In this instance, the early stage would be debiasing the dataset, and the late stage would be debiasing the model. In these examples, the algorithm is essentially expressing stereotypes, which differs from an example such as “man is to woman as king is to queen” because king and queen have a literal gender definition. Computer programmers are not defined to be male and homemakers are not defined to be female, so “Man is to woman as computer programmer is to homemaker” is biased.
Typically, we quantify this sentiment with a positive or negative value, called polarity. The overall sentiment is often inferred as positive, neutral or negative from the sign of the polarity score. Gemini, under its original Bard name, was initially designed around search. It aimed to provide for more natural language queries, rather than keywords, for search. Its AI was trained around natural-sounding conversational queries and responses. Instead of giving a list of answers, it provided context to the responses.