{"id":114176,"date":"2023-07-27T13:02:09","date_gmt":"2023-07-27T13:02:09","guid":{"rendered":"https:\/\/www.aquatb.com\/?p=114176"},"modified":"2023-11-04T18:27:48","modified_gmt":"2023-11-04T18:27:48","slug":"getting-started-with-sentiment-analysis-using","status":"publish","type":"post","link":"https:\/\/www.aquatb.com\/?p=114176","title":{"rendered":"Getting Started with Sentiment Analysis using Python"},"content":{"rendered":"<h1>Introduction to sentiment analysis in NLP<\/h1>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.metadialog.com\/wp-content\/uploads\/feed_images\/ai-chatbot-7-benefits-and-challenges-for-your-business-img-3.webp\" width=\"309px\" alt=\"what is sentiment analysis in nlp\"\/><\/p>\n<p>However, since our model has no concept of sarcasm, let alone today\u2019s weather, it will most likely incorrectly classify it as having positive polarity. Understanding public approval is obviously important in politics, which makes sentiment analysis <a href=\"https:\/\/www.metadialog.com\/blog\/sentiment-analysis-and-nlp\/\">a popular tool<\/a> for political campaigns. A politician\u2019s team can use sentiment analysis to monitor the reception of political campaigns and debates, thereby allowing candidates to adjust their messaging and strategy.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"304px\" alt=\"what is sentiment analysis in nlp\"\/><\/p>\n<p>In the world of machine learning, these data properties are known as features, which you must reveal and select as you work with your data. While this tutorial won\u2019t dive too deeply into feature selection and feature engineering, you\u2019ll be able to see their effects on the accuracy of classifiers. NLTK offers a few built-in classifiers that are suitable for various types of analyses, including sentiment analysis. The trick is to figure out which properties of your dataset are useful in classifying each piece of data into your desired categories. The special thing about this corpus is that it\u2019s already been classified.<\/p>\n<h2>Flame detection and customer service prioritization<\/h2>\n<p>Aspect-based sentiment analysis goes a step further as it analyzes specific aspects that users discuss about a product, service, or idea. For example, let\u2019s say a customer gives a review for a laptop, stating, \u201cThe webcam seems to go on and off randomly\u201d. In this case, with aspect-based analysis, the laptop manufacturer can understand that the customer has made a \u2018negative\u2019 comment on the \u2018webcam\u2019 component of the laptop. In this tutorial, you will prepare a dataset of sample tweets from the NLTK package for NLP with different data cleaning methods. Once the dataset is ready for processing, you will train a model on pre-classified tweets and use the model to classify the sample tweets into negative and positives sentiments. A large amount of data that is generated today is unstructured, which requires processing to generate insights.<\/p>\n<div style='border: grey dashed 1px;padding: 14px;'>\n<h3>The Role of Natural Language Processing in AI: The Power of NLP &#8211; DataDrivenInvestor<\/h3>\n<p>The Role of Natural Language Processing in AI: The Power of NLP.<\/p>\n<p>Posted: Sun, 15 Oct 2023 10:28:18 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMicWh0dHBzOi8vbWVkaXVtLmRhdGFkcml2ZW5pbnZlc3Rvci5jb20vdGhlLXJvbGUtb2YtbmF0dXJhbC1sYW5ndWFnZS1wcm9jZXNzaW5nLWluLWFpLXRoZS1wb3dlci1vZi1ubHAtYmE5MDc4Y2JlMDgw0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>With sentiment analysis, marketers can track and study consumer behavior patterns in real time to predict future trends and help management make informed decisions. First, you need to gather relevant brand reviews and mentions in one dataset. You can collect feedback from your own website or partner with resources that own such data. It is the computationally recognizing and classifying views stated in a text to assess whether the writer&#8217;s attitude toward a specific topic, product, etc., is negative, positive, or neutral. Feel free to check our article to learn more about sentiment analysis methods. To learn more about real-life examples of sentiment analysis, feel free to check out our detailed blog on the topic.<\/p>\n<h2>Sentiment Analysis: Rule-Based Methods<\/h2>\n<p>For example, 1 may represent a negative sentiment, 0 may denote neutral, and +4 may express positive opinion. Sentiment analysis predominantly uses NLP and ML to make sense of the linguistic nuances observed in user interactions. The foundations of sentiment analysis are laid by the developers who design a machine learning algorithm capable of detecting content having varied sentiments. The fine-grained type allows you to define the polarity of the text or interaction precisely. Polarity implies sentiments ranging from positive, negative, or neutral to very positive or very negative.<\/p>\n<p>Lly speaking, sentiment analysis aims to determine the attitude of a speaker or a writer with respect to some topic or the overall contextual polarity of a document. The attitude may be his or her judgment or evaluation, affective state, or the intended emotional communication. Given a micro-blogging platform where official, verified tweets are <a href=\"https:\/\/www.metadialog.com\/blog\/sentiment-analysis-and-nlp\/\">available to us,<\/a> we need to identify the sentiments of those tweets.<\/p>\n<p>Sentiment analysis on social media platforms such as Twitter can allow  official authorities to keep a check on people\u2019s reactions to newly-framed political policies. Political parties can reframe their policies and plan their election manifesto or campaigns based on people\u2019s responses, anger, and common trends. Sentiment analysis uses textual mining to comprehend the overall social sentiment on a product, service, or brand. Now that you\u2019ve tested both positive and negative sentiments, update the variable to test a more complex sentiment like sarcasm. In this step, you converted the cleaned tokens to a dictionary form, randomly shuffled the dataset, and split it into training and testing data. The strings() method of twitter_samples will print all of the tweets within a dataset as strings.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"what is sentiment analysis in nlp\"\/><\/p>\n<p>This approach enables the simultaneous detection of document-level and sentence-level emotion. The effectiveness of the sentiment extraction in short-form text relies on the application of&nbsp;more advanced methodologies, such as deep convolutional neural networks. Sentiment classification is one of the most beginner-friendly problems in data science.<\/p>\n<p>The text is then analyzed to see how many negative and positive words it contains. Launch your sentiment analysis tool with Elastic, so you can perform your own opinion mining and get the actionable insights you need. The .train() and .accuracy() methods should receive different portions of the same list of features. Each item in this list of features needs to be a tuple whose first item is the dictionary returned by extract_features and whose second item is the predefined category for the text.<\/p>\n<h2>Coding Adventures: Sentiment Analysis, NLP, and Neural Networks Explored \ud83c\udf10\ud83d\udd0d<\/h2>\n<p>These rules use computational linguistics methods like tokenization, lemmatization, stemming and part-of-speech tagging. You\u2019re now familiar with the features of NTLK that allow you to process text into objects that you can filter and manipulate, which allows you to analyze text data to gain information about its properties. You can also use different classifiers to perform sentiment analysis on your  data and gain insights about how your audience is responding to content. There can be many reasons why companies would like to tap into sentiment analysis and natural language processing technologies. Ensemble classifiers are also shown to be a good way to solve one of the limitations of lexicon approaches.<\/p>\n<ul>\n<li>This makes it difficult for a classification algorithm to perform its function.<\/li>\n<li>Using NLP techniques, we can transform the text into a numerical vector so a computer can make sense of it and train the model.<\/li>\n<li>Keeping the feedback of the customer in knowledge, you can develop more appealing branding techniques and marketing strategies that can help make quick transitions.<\/li>\n<li>The number of classes is only limited by the business&#8217;s and the researcher&#8217;s needs.<\/li>\n<\/ul>\n<p>Successful companies build a minimum viable product (MVP), gather early feedback, and continuously improve features even after the product launch. To make text data understandable for ML models, you must translate words and phrases into vectors. Read our articles on data labeling in machine learning and how to organize data labeling to learn more about this process. Read our article on data collection for machine learning to dive deeper into the topic.<\/p>\n<p>Sentiment analysis allows businesses to harness tremendous amounts of free data to understand customer attitudes toward their brand, improve products and services, and maintain their reputation. Note that all the above-mentioned steps are conducted by freelancers or trainees rather than by experienced data scientists. Moreover, to save time and money, you can take advantage of public datasets for machine learning annotated for sentiment analysis tasks. Some examples are Trip Advisor Hotel Reviews, Sentiment140, and Stanford Sentiment Treebank. The second step is to assign sentiment tags (positive, neutral, negative, etc.) to words and phrases. Attribute-based and fine-grained types of sentiment analysis will require more labels \u2014 and more textual data \u2014&nbsp; to produce accurate results.<\/p>\n<p>&#8220;The thing is wonderful, but not at that price,&#8221; for example, is a subjective statement with a tone that implies that the price makes the object less appealing. Aspect-based analysis dives further than fine-grained analysis in determining the overall polarity of your customer evaluations. It assists you in determining the specific components that individuals are discussing. On the other hand, semantic analysis concerns the comprehension of data under numerous logical clusters\/meanings rather than predefined categories of positive or negative (or neutral or conflict).<\/p>\n<h2>Ask an NLP Engineer: From GPT Models to the Ethics of AI<\/h2>\n<p>Even so, it is considered that these hindrances are outweighed by the benefits that sentiment classification offers in terms of speed in comparison with human evaluation and insight. Sentiment analysis can be performed at a&nbsp;document level, sentence level, and aspect (word) level. As an autonomous, full-service development firm, The App Solutions specializes in crafting distinctive products that align with the specific<br \/>\nobjectives and principles of startup and tech companies. Sentiment analysis is a predominantly classification algorithm aimed at finding an opinionated point of view and its disposition and highlighting the information of particular interest in the process. In this article, we will look at what is sentiment analysis and how it can be used for the benefit of your company. The Na\u00efve Bayes algorithm is a probabilistic classifier used for predictive analysis.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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ZGchTS3jdtRDI8tIIxFeZYDhOLGkX5JUFSDn0J7ds476A0g3bu9bfNV120DFMLjT0cNP4w5PC8MTPNn0PF3kXiP9We+imv28rvQT009jqLRVSSIkFRGok4r4ULsxDjAw7yR9x38MntnAarJ1A3rflszVWyY7R7ZU0\/tMctQ8rpFJTwytgGJRlTKyMSRgxnGc9m6x9SuprCuN22BHUlZoxCIZmpwg8ChMinmpHaSoqMEt\/wCqK+7loCXy7j3ZFJdkG0pJBQ0glpWSRcVcvFT4a98juSO+PTSS87s3xRRUMtr2PJWmoRDPGJQrwsUmZs57djHGMZ7mUfN3433f26bReEoYNgzVlK3DNRHVHkpL0iNlfDI7e1OflelO+uL9QN3S18NDBs+OJDPSrJUtNJJG0b1UMchjAjXICSOwZivdPQ4YABUm5uoD8GbaEcYeRFKmQsyJ5PEY47HHMkDPfw2HzaTQ706hPc5aV+n8oplkjEc3PHJGEGWOfQgyTdvX7H+PWbp1C3Pbq6COHZE1XBU3KOg4x1BEkMbSrG0zgx8cANz4hvkjOfXHC5dTdzWy4S2mTY6TVkdMtQscVwOJ8nzeGWiGVQEciQME47+ugHa8bj3pa5bi1FtdrlFBVBKdYvIzxGOA57nBwzzAnt8jGPfpnvG6OqMtuqYLdtF4KiSnl8GpiZWMcqpjBR\/XMgPHsQVIPb012j6iby+tENzqunDwzSMwaj9v5zKolMZORHxPHiztg44lCC2SFcLXvbcFwjucs20hSikp456XxKpj4\/KNWYMBHmPDMy+hJ4EgeoAHXb1\/3lW3aut912qaOjpO0FXJMGNV8sZAHp8lD3\/lH5u7dXbx3lT2e919Vtp6RaCySVsJB88lYFbEC5BBIIABwckjt7tNs\/UvfkN1lhj2Eail7JDxkdCzcawljIygBPsFOPk5Alz5uw07x743NLQ1k1XsloJqapoo0hWpM3ixyyxq75CYHAO7ep7JnsDoBTW7n3clXS01FtaUxSxt487AkQuFz6duQJyB30tfcG4YrtX0sm3JTR07BaaZMsZwY4m5fMBzeRCCc\/Y8989mvc25N+UEVujtW36Jqiom8OpAlkkjTEsQ7PwBwUZ+5TsR6du+tg3\/ALlvNiqr1VbCqLc8UNPJBSzVQaaRpFyVZVQlMMQMkdx5u2MaAxSbq357NbJ6vZsgkrFD1cYcn2Yn2fKDt3x4kxyfUxH5+y2z7r3JW7hFtuW1Kiit8sU7RVbf6xWj4IR7iytI2fTye85AaKzqJvNaSKWk6fN41VMkMcclW4dEd8LO6iI4QKQSM8g+Vxgc9Oez9zbpvW5bvQXuyrQ0FHSUvsr+YtNM0tSJSSVAHkjhYKM4DZyc6A4SXrftHeIZPrQ9ZR1NalG0CoEFPB4yA1Jf1byOSR2\/yfp3YjpHujfJkCvs7sa3wQBIf8h7R4fiE4wPsf2T8fpqa6NAVom7up9sp62OfZlRdHWvrvZpVKoTB7VUiAEDHYQpBg9yQ4J75Jl9LX7jkmhNTb4Fhc8X4seYPIrn5sYwdPmsaArEbv6pR22eD4DVU00UT+HVCSNWlYQo48pHlPNmT0IPHPbT5Pu\/clHu+27eqtuqaS4MFFXGxIU+DUyMMY7cTBEpJ7EzD34BmescVyG4jI9DjQEDh3j1BkudHT\/wdyCimqfCqKhqlVaCPmF58f4ww3Lt7lOtbTvTqDX0S1VZ08npJGmgjMDyrzCugZ29cYUkr+PGce7U\/wBGgIzUVu562\/LbYaSajoYZRJJVoFPiKCmI\/MDkMGbJHccMZBOo5X7n6oNV0IpdqmMU1ZJ7XGvmjqYPZ51UByMr9niB7d+Lwn+MwFk6NAV2u9epTPUsOnEgSLwhEpnUNJyMwZvXAC+HHkev2UH3Y1YakkAkYOO41nRoA0aNGgPnD1c6q9UKHqnu+hoOo+6KWmpb3WwQQU93qIo4o0mZVVVVwAAABgDUYo+qfWO4VUVFR9T94STTMERfr9UjJP4zJgfl1r1n8vV7ewbsfhBcDg9uxqHxqLW6vW3VsVZ4ENQIzloZi3CRfQq3Eq2CMjsQfmI1R6tap8LJOT1t9\/pKPVrVFVku09bff6SbjffXX2Ovrv4Rd5eDbCBVN8IKjMWWVQSPFyRydBkAjzDTb\/C\/1a\/\/AJT3h\/XtV\/f0zXHclRcVqkNPSwCseJ5fCDEnwwQqgsxIHfuM98KTnA01cl\/lD+fWuVaf9Mn4mEq1T+mT8S7unvUzqRXWyeSt6hbmqHWXAaW71DkDA7ZL6lfw+35+G+4P60n\/AL2qv6ZMptNRhh\/lvn\/ENTHI+ca+ieErejUwtvOpFNuPVpb6spORu7lXU0py6+dkw+vvVUVS0J3RuMTtH4qobrKCyZxkZfv3BH5DpuO\/t+A4O99wf1pP\/e0nrtzVdfUxVctPSpJBC0EfAN5Axdiwyx83J2bPuOMdhjTTlfnGp2na0mv4lOPgv15jz1Lusv5dSXiy6\/qet17pvG\/ZaG77kulfTm3TSeFVVkky8g8YBwxOD3P8+vRX2w\/M\/ta8w\/U0d+o0pHcC1z5I\/wC\/Hr099sPzP7Wub8UQhTyLjBJLS6HUuEak6mMUqjbe31FOjRo1XSzho0aNAayfJ\/LrEsUMqhZ40dQyuA4BAZSCD394IBH4xrMnyfy6btx22ou1nnoKSVYppChSRifIQ6tyGPeMZGe2cZBGRoByyo940cl\/lD+fUTtm0rlbK6IR3OWWhUiRhJOzSeSHwo4znPJcEsT2PJVPfJ037g6eXq5WmgpbPuea3XCljZ5K5OWXn5cweHLHAuz5X+SQBjGgJ2XRSAzqC3YZPrrIIPoQdV7S7B3cbuKq57t9qoqe6x1tHAyd4IVllbwgfUjg8a98\/I+bADvYNrXq0XSKuqLos0KU5gMIZ\/U8SXyxOe6nAOSOR8x0BK+S8uPIZ+bOs6g102ZuyquNXXW7d09GaiJIxx8xBWoWTIz2AKc0xj+Odars\/fD29KWo3xULUGVTJURZGU5oXCqcgZRXUfyS3LuR3AneuLU9KalapoIjOqlVkKjmF94B9car6s2H1GqIagwdTauCeZHMeIVMcEjRSgEDHJlWSRCAW7rGB+PS2PZG6pLHX2247xqaurqqKrp4quTytE0wfgeKBR5OQAIwSAPTQE5VlYZVgRkjIPvGs6rbb\/Tve9luaSfD+p+tq1c1Y1GiA82kq6uZlLMCePCeFMDH+Sz78afLptbcs1RHPa921kAaZHnjduStGPELIn8gksnfvgLoCW6wGVshWBwcHB9DqIWPbG7aC4z1N03VJXwu5MKPkeCpVxjA7NglPX5ic+gDPQbA37R1lFId\/TeB4viXFETBqcrhmBPyWJAIx2Gcd9AWRo1WT7S6l1O5ahIt4XCjtUIhaKUtE5lI4AoFPI\/xWLEhclu3z66psbqTDYRQJ1EmkrxBEntUi+riBEkOB88qySA+oDhfQaAsjWAwPoRqL23bm5aW2y01fuaoq55K32gSluBWLA+xAgdlBBPvJ9576jo6fdQxb6Okh6jVFNPHI5q6iOMM86NGgCrzyEwyk5wfm9+dAWXrBIAyTgaZ7BabvbaOWnul6lr5XnkkWaQDkqMxKp2AGAOw+j36bLztfcl0v0dVFumaktSlC9JEuGfGc+b3dzn8g0BKmdFBLOAAcHJ1tqvbn0\/3VcILjRPu+Zoaqtgng5MwMUUfs+VOPlMTDIc\/PJrvW7P31UwWiCHfk8HsVvSnrGRPNVzhSGlY+7uQRjHoc57YAnTMqgsxAA9SdZ1XEnTreNZtprPd991NfVtWyT+0OvhgRNTNCIgEx2DN4nfPcevodOVJtDeVPNdHk31VTRVVA9NSROgIp5iABLy+USCCfXHf8WgJro1ALvsrf1dbY6W39RaqgqHkl8eeONXbw258FTkCFZeS+bBzw92dOFVtveTWqqpKLeEkdXNXvUx1MkYfw4SxZYQOw4jyj58Z75OQBLiyggFgCewGfXRkZxkZ+bUEl2FuGW42ytl3bVSNRQQRyS8iryvHGys5A7ZcuSfox9C2\/bU3JXCvmse6JrZVzMfZpceIsSssIOUPY4Mb49w5aAlpdQSpYZAyRn3azyXlx5DljOM98agdXsPdMtvKQ71q\/rj9a\/Yfa3AzJLxqAJHUYBw0yMMAd001PsTft0u1Re4N119nlakegCyMjs2EqQsuFZlA8SaKRR6jw8EDQFpaNQex7P3nQ3eGsu+9J7lTRSK4ikHA9lYHIXCnuR7vd7tTjQDFWWjZM9VJNX2qzSVDMTI0tPEXLfjJGc64\/WLp995bD+rQ\/u1H7t\/nSr\/2z\/8AHSTXPLjjKrRrTpqiuTa6+ZktDE05xUt9fQSv6xdPvvLYf1aH92j6xdPvvLYf1aH92oDY719e4palKbwoRIVhJfJdQSMkYHE5B7d\/nz30561z4zrwfZlQjv1mSxFN9JfcSOpqul9lcU9W+26JnHII6wxkj58a4\/CPpL99tsf0kGvO\/W3\/AKx0n\/hR\/aOq613DhrBLNYqhfyqOLqLel0XNnLc3xRPF5CrZxoxkoPW338j2b8I+kv322x\/SQaPhH0l++22P6SDXj6O3iW2yVyynnESWjKdvDyq8uWfXk47Y9MnOkepmPCNKe+zXly5dPzIyXGlaGu1bx58+v5HuCw3bY9dVPFtqus81QEy60bRl+Offx74zjTr9sPzP7WvMP1NP+keT\/dc\/9uLXp77Yfmf2tVLM2Cxt06Cl2uSe36S64LIvKWauHFR5taXoFOjRo1FEwGjRo0BrJ8n8umfeFDfrlYpKPbVyNBXPPTEVAIBWITIZQMgjJjDgdvU6eJPk\/l1toCsaWw9Y\/rTQ2mt3DGZ2q4Ja24RzIJFgyPFjRfDxk5YqfdgaURWDqk9xpTNuFoqPlN7XwmjZ2Y+jLmPypjuqeq9sltWNo0BBtzbe3zXmqhtO4KmCOoYpEyTonhJ7OFBI4EkmQsxwQeykfNpBZrJ1UopY5bnd5KxY62J\/C9qjVTTqsg4k+Fk+sYYfxmQsCoPHVkaNAaxl2jRpUCOVBZQc8T7xn3620aNAGjRo0AaNGjQBo0aNAGjRo0AaNGjQBo0aNAGjRo0AaNGjQBo0aNAGjRo0AaNGjQBo0aNAQq5WO7S3ColionZHlZlIZe4J+nSb4P3n73v+kv79P9VuyKmqZac0jsYnKZyO+Drl8M4fuJ\/0hrmtzYYCVabqXElLb3698\/6SbhVvFFKMFr9ekj9PtKspHmkpLIkLVD+JM0aopkfGOTEepwAMnXb4P3n73v8ApL+\/T18M4fuJ\/wBIaPhnD9xP+kNaXYcPPm7mX6\/tMvhr36C\/XtKS6qdMN+bgvdPVWjbs1RElOEZhJGMHJ7d2GoX\/AAJdUvwSn\/p4v7+rx3j15t20LhFQT2GoqDLH4gZJFAHfGO+mD40tn\/Bas\/pl13zhe6ydvh6FLHUlOio\/Jk+rW315r8Ecjz1lha2Rq1L2vKNRv5SXRPS\/8X+JWH8DPVnwPZfgzWeBz8TwvaY+HLGOXHnjOAO+tP4EuqX4JT\/08X9\/VpfGls\/4LVn9Muj40tn\/AAWrP6ZdT3l\/EC\/7aP6\/uIl4\/hx9bqX6\/tEHQrpvvbam95LruCxSUdKaCWESNIjZdnQgYVifRTq+fth+Z\/a1XnTvrbb+oO4HsFNZKikdaZ6nxHdSMKygjt\/3tWH9sPzP7WqZm6t1Wu3K8goz0uS+7vZe8BStKNkoWU3KG3zfn8EKdGjRqIJoNGjRoDWT5P5dNG8kv0m07uu15Cl49jl9gYce1RxPD5Xl+Vj17ad5Pk\/l1toCACbqxSX+SloaS01Nolrlk9orXkEsdMWwyKEJy3EZBIABPfOum8r31Ms00dTY7dZ6m3NU08TtJHM06LJUxRkhVbDYRnbJK+g+Y5nejQFfVFZ1hqaOpp4aO108zWuRo5lgwyVns8fFVDTOuPGMvcggBVB5fKZ0uE+\/qeopBa6akmjegBqXmXkRVKVwoUOoAYFyWz24qMHOpbo0BX3t\/WBVkmSzWfm0fk58uJYVKjuokymYC7ZHPLevHiFkV1Ff1PbckNJHa7fHZSlM71Kj\/pHPxIPFQrzK8eLT9x3HHHzMZto0BD56vqI9JUSCjoo5keYQxohIZRyEWWL+bl5CSAvHuO+M64W24dWJL4YrnZrFDafrhLGkkLyPMaMPII2IJADlBET6gZb3+UTfRoCvLrcusgKRW602nw5aWTxJAp5w1GY+KryfDqAZTzIAJC+UY82stV1geGWF6K2LmnmWOeJGLA+JCIyR4qjnwMxJHYEKRnumrF0aAhO3J+p6bdK7gpbUlwiaGOIxeJMWjCLzaQEryctnurYGc4OMHNXN1Gtlsoqu226hrquVnnuVM8jEqcKwjhZnCgEK8Yz2DOjYADAzXRoCG7auHUye5XSLdNttVPQ00jChlpUYyVKZfBZTIQhwEOO+eXqDkDlUV3VfhSrS0VlaSUk1BankCwAhyMZly5HkQ\/JzguMZ4LN9GgIHQ3LrC14MdxstgS2Ct4LJE0jTGmEsmWILABzH4RABIGXJOQE1OwcgHGM+7WdGgDRo0aANGjRoA0aNGgDRo0aANGjRoA0aNGgDRo0aAry7f5zq\/wDbP\/x0k1ManalLU1EtQ1TKDK5cgY7ZOufwNpPuub+Ya5XdcLZOrXnOMFptvqu9k\/Tv6EYJN93mK+sIvQjn+vbs0viHHyeGPdwwM4xj19+fdp01LfgbSfdc38w0fA2k+65v5hrVPhXKTl2vg0vajJZC3S1v7jzP1t\/6x0n\/AIUf2jqutesN3dCLFu+uir6y9V8DxR+GFjCYIzn3jTF8Vva\/4SXT9GP+7r6M4RzNpicJb2V02qkI6a03z2+9HF+IuHMhkcpWureKcJPa5pdyPPEZoPrbIsgX2nJ4EA8s5XGfdx48\/wAefX3aR69J\/Fb2v+El0\/Rj\/u6Pit7X\/CS6fox\/3dWCHE+Mhv5b5vfRkRPhPLT1\/DXJa6r3kD+pp\/0jyf7rn\/txa9PfbD8z+1qBdP8AonZOn19e\/UF3rqqZqd6fhMEChWKknsM58o1Pfth+Z\/a1Rs\/e0cheutQe46XoOgcN2FfHWKoXC1LbfnFOjRo1Ck8GjRo0BrJ8n8umDfly3BadvCs2xSNU1\/t9BF4Ygab7DJVxJMxVe+FiaRifcAT7tP8AJ8n8umzc17k29Z5LrFb5K0xywxmKPIIV5VRnJAOFUMWJxgBTkgdwBFa3fu4rfbrfNLtm5zT1Vsgqp\/ZrRUTCCd5IkZWUebK+KzGMZbjGx7Y1rtzqFuK9VNAlXtWppUqplgmVKeZ2pXMPilZiVVY+KtGpY+rlgAMaU27qPX11NY607RrBT3qKGfxI2aQU8bwvJzfCYwOAX19XX5xpPTdTqyputwtlv2XXTR2+uFHJKjEAZCMXIKjHaQHjnkfcDoDN\/wB7br29ZZruu3Ku7upeFaehttQ0niqX78AC3A8AA3cHkGGVIyst24N3V1so6mWgSmqZ6ytp5IpKGYcUjlkELnPyVKIDyPZuQ4nuMrKjcd3n3ELDSWeoiijlBkreDNGUAjJHdQAT4hxgn5Dd85AbLh1Dv9vsMl+bYFwqFXw+FNA5aofkqE+TgOOOZBycZU+mgNKbfO7amG6g7Mq4J6GqpqeBZKeXEySTmNpVPHDKFUSHicqGwwGOR0ffu6obrabPPs+4F7hGZJqiGhmMFOPClccpCCqsDEqFWwSZkI9MFVT9QLrUzRxQ7Nr8SSQJyk5LgSNTAt2QjCiofOSDmBxjsSqlN23kbnqrdNYZVttPT+J7Rh\/VWYN\/FwSRwIUE9snJ9NAN9h31uq42u11d22fWW6asqI4p1eknbwQyRMAUC817yMpcjgpibkVz2aJeq25krovA2bc5IKyaCGlhlt1RDK48MNK2GQFeJY5LADyfjGpJb9\/VNfX3O3\/BqsgkoAWiEuVaoTmFEgUrkJ3znucA9u2m+u6i35ZrtR0Ww696i20EtXTzsGMNQ6wK4RMLyJLNwxgZwce8ADvWbs3RbKqu9os9TVRx1EEVPHTW6aUuGSEuysvl4hpGHm\/ksc4UgLWvm5K\/cIs9JQzUkEFUpqKiSjcp4IyQqyNhHMgHqhPD0bDFdMsXU7csstY7dN7xHDRSNAC4A9pIqHi5xgAkKFQSeYAlZFIyMEuTb9vr7mm2\/TbBujQQjP1xkYR07nwYpMLkcv8A1jrnjjlEwznIADFRb76iU0t0kuu1amaKORUphDbZ8oedMnYAEyD7NI+QfSJ+4AJVXet97ys1VcKgbTqqujhtUlwhVI3UCWKBXMBkKYy7MVBIBBQ9vcOS9YLm61fg9O7vUSUTSpNFAQ0iMsKSoCrAEF+YUevfue2u69UL5VVr0NH0\/uckRSXjXo4am5rywvpzOSuOykZIGgC07\/3PcbbWXiDb01VFHT1vgRx0ssZkqKaSZOOGHIeIYxhSOQLY76TwdTN3x0N1luOwLotRSNNFRJFQVLCreOephB8qHirimSVSTjhURjJ7M0qn3DcKTcdNYKfb08tLJErvWglYogSRj5OCew7ZHqNMm4eoF9oq230dp2nWTiZBPVTNHJwiAKBoshDlvOe4z8hux9wCau6gbwoSijZ9bVS+MsU0cdBU8YlKOwfmEYOGKAeQkp4gDjIIL1e9z320U8k4ss9QI6eGT\/o1FNOzSO7gqFTzYUIM4BI5qfT14WTft2vN5r7S2yrhRpQMuamobjHMhklTMfl8x+xBsHBw6n0ILcpd\/XqC4x2v4IVs8k1yNGkqK6xLETUASsxUjiPATJ\/\/ALk+cZAZ4upW94Fr0uOxrjypI3kieC2VMntBEqqFRQuCSrehYfJ5Z454vm4N4bntV0eit+1KqugjTxZJ4oJDxTiSeIxiRh28inJ7gd8a5fDHclssMd4rtv1ddI\/js1PBBIJFCylUAUKS3lHI+8gEgN6ajdX1Y37UVMAt\/Tu4UlNLUwRsZ6d3dENXHE5JUcO8ZdwQcAYOSBnQD5bN\/bsq7\/S2+p2bWRUFTIka1T0k6cQYIpCzAqeHmkdfNgAxsCc+mbXvndlxNU77YqKdafxlVJbfUp4pRYnDIzqCVIlKDKgs0bEAYKr3sPUivul0ordeNmXGxrWwh0mq2BXxDyIiyoK8vL6FgfcQDgHhS7+3LLZaKWbZ1xSuncwS8oWCxlY0fxCAp8rFiFwT7geLBlUBFQ9R97XGsSmOyK+iTx6dfEmt9QVlhaaFHkB4gRkCVyVbuohZvMpyq+u3zu633S5USbIuNclKoam8GEj2rk8ajjIcRqF8QlgxDcY2YBgeyGs6wXS322puNZ09usSUiyNKXbiqhaeOUEkqDgmQx5AOGQ5x20un6lXdKeWWLY9ylkio6qq8NORPOKLmkRygIMhIC9jnB+jQGabeu55p7xUT7erIaShhAh50Uq838dkZwpHKQKgDcUyWHyRkjPK19RtwXq4z0lBtOuWlipUq462ahnjhnUqjcYy6jkWD4A7FSpyNa1vVK6wW72obAucru1SgpcP4h8JmXlgRnKtxBGMkhhgMSqs7bk3vW2Wpp6e0bVrLxDURxus9MfsSh5UQZIByMOWyMjCnONANe2upF5vtdRUsu2qmATStFVqKWcmjfwYZQjycfD8vjceYYhyuVGCSulv6ibruFBc7jHsi5QrbziOKqoJ4ZanMZfyIVz5WwhI5ciCRjIGujdSNxQWYXYdNLpKZFgZKWBx4paWKKQghlULxMpUkn1jb6NO9Puy8TWuW6nbFSjgwhaR2YSDkfNkhT3X3gZ9PXQDDD1A3TbrDZau77er5p6yhqKirdbZUL4DpHK48RQv2MHw1UL3djIBgYHJRYd2b5uVylSs25PSQCATKZ6dlU4mdSq9gebIqsAT2DDI9c8q\/qFub2OKppNm1itLcKam4OjnjEZgssh8g8nDPm9xZcjHfS+zb\/vl2vE1sk2DdaKCCNnNZOcRyEBeyDHI92HyguQCfdoDjtjeW8LvVx2+6bXnopAIfFmko544jlcyFSRjs2VwWyCM9wRqeahG2Oo1xvopJLtsi52GGqUEvXugMbHgFVlGSGLPxx7ivfB7am+gKhv8A9VX0Y21fK\/b11v8AVpW2ypkpKhUt8zBZUYq4BC4OCCMjt82kHxxuhH4RV39Wzf3deI+sf+lze\/8A7RXH\/wCofUYoKaKrqBFNVxU6gFuUnLvj+KMA9z7s9vx6qVXOXUarhFLrrp+Z2+z\/AGd4erZ07ipKptxUnprvSb18k+gfxxuhH4RV39Wzf3dHxxuhH4RV39Wzf3deHqba1nqaK51Et7ho6imgSWnp5ZUIkbw5XkjLZ9R4QQEAgvIi\/wAYaiusZ5u8p9VHw\/M2W\/7PMFc77E6nLXeu9b+ifSC0\/VP9IL1C1Rb73WOiNxJNDKvf8o0u+MN0w++tV+pyfu14a6Z\/5qqP9t\/9hqY67Jw9w\/aZTGUbyu5dqa29Na693Jny7xtnbrh3iC6xdok6dKWl2k29aT5tNLv8x60+MN0w++tV+pyfu0fGG6YffWq\/U5P3a82VVjskNclPHeFaNqV5SVZWPiCV0VfXGCqq57+h7e7Uf9NSlLhbGVt9iU\/Fe4rlXjDK0fnRh4P3ns3afVfZW9bm1nsFwmlqliafg9O6eQEAnJGPVh\/PqT\/bD8z+1rzD9TT\/AKR5P91z\/wBuLXp77Yfmf2tU7OWFLG3joUd60nz9PgXfh\/I1spZK4rpdrbXLpy8RTo0aNQ5Nho0aNAayfJ\/Lpj31drZY9q11zvFthr6SIIslNNx4S8nVQDzHH1Yevb58eunyT5P5dZZVdSrqGB9QRkaAruo6sOiWL2fbMyJf6mkSlkllVVEEssKMxHucCUkJ6kIx9FOllb1Bp7JW1SPtadYQZaieaB4y7qkixtL4Y874AJJGSAg\/FqbmOM4BjXy9x29NBRCclFzjGce7QECpeqklUt0lGz7gqWaSWOpBlQyHwywbhGPMxLJ5RgclZGHZhrFr6rx3hStJYJQxt1TXhxURyIDFJNHx7HLAmH1UHHNQfXU8kp4JUkjlhR0lBV1ZQQwIxg\/P21wt1ptVnpUobTbaWipo+RSGnhWNF5MWbCqABliSfnJJ0BVVL1mamt6tbNorDSU1JVzGBBwKGGlp5uAUDCktOykeoK6frp1ZFpucdpq9r1AqpaaoqkX2mMB1jhmlUKxwGJEJB\/kc0Ldjqf8AhRd\/sa9\/XsNJaiy2eruFPdqq1Uk1bSBhT1Lwq0sQZSp4sRlchmBx7ifn0AmsFTabtTLuChpaVJ62NPHki4sxIHZWcDzAZ7H0wcjsdOuB82hVVBhVAHzAazoDGjA+bWdGgE0Ftt1LHLDTUFNEk7tJKscSqJGb5TMAO5PvJ9db0lHR0FNFR0NLDTU8KhI4okCIij0CqOwH0a7aNAYwPm0FVPqo\/m1nRoDHFfmGjivzDWdGgMYHpgaOKn1Ufzazo0BjivzDRxGc4Gs6NAcp6amqoXp6mnjmikHF45EDKw+Yg9iNbrHGrMyooLHLEDuT+PW2jQCeO3W+KskuMVDTpVzIsck6xKJHVc8VLYyQMnA\/HruFUdgo\/m1nRoDGB8w0YHzazo0BjA+bRgfNrOjQGMD5tZ0aNAePt+fUX703VvfcG56LdNpigu9zqa6OORJOSLLKzhTj3jljTF8RHfn4X2b+jk\/dr2q9xoY3MclXErKcEFvQ6x9dLd92xfpagqmPxspNykt\/+xd6HHeeoUo0acl2YpJfJXRLR4r+Ijv38L7N\/Ryfu0fER35+F9m\/o5P3a9qfXS3fdsX6Wj66W77ti\/S1h+7sZ9JfaNv\/AFB4g+kvsI8rbS+pA3lt+jlpqjctrkLycwVR8en49PvxXt0\/f+3fovq\/63d22LbIIa++0dO7DkFklAJGk3w\/2V+FFu\/p11fcZmMjZWlO3s+dOK5fJ3y9fecnzmNx2ayNXIX8v4tR7l8rXPSXTuKJ+K9un7\/W79F9HxX91ff+3fovq9vh\/sr8KLd\/Tro+H+yvwot39Ouvf8Ys15v8SJ+LOD+l\/mV50m6K3vYG6Xv1xutJURNRyU4SJW5ZZkOe\/wD3f\/PVtfbD8z+1pJbNz7evU7U1qvNJVSqvMpFKGbj8+Pm76V\/bD8z+1qAyF1cXld1bn53q0WPG2dtY0FRtfm7ffv7xTo0aNeI94aNGjQGsnyfy6bN1X+Lau27nuWeneeK10slXJGhAZkRSzAZ7ZwDj\/wC2nOT5P5dazwQ1UL01TCksUqlHR1DKyn1BB9RoCIr1U2xBd5LDdpno7gKwUccRjd\/FJbirAhcYLZGfdjvpVe+pW0tvVsduutdNFUyypDHGKeQlmeVIlxgYxzdRn6fm0\/8A1tt4mNSKKESk5MnAcj+X10nu237Re6b2W5USSx+LFN8x5RyLIhyO\/Z0U\/k0BHqrqvtKno56pHrZWgoJLkIlpHV3hSGOYkcgAPLKnqRgkg4wcbX3qft+xTUdJOJXqqtaWbweJBSCaQIJMgEHBz5R37aka2W0IGCWulUNH4RAhUApxC8fT04qox8wA92tpLVbZipmoIHK448owcY9MfRoBktPUXat7kkjttbLKYoZJ3Ps7gBEWFm7kYzxqIjj1OT8xwhHV\/Yzy+zxXCokl8BqjglJIW8MLyBxj35VVHqWZVGSQNSmO0WuJ3ljt1MrupVmESgsDjIJx7+K5\/wC6PmGklw2rYLmYDWWyFvZ6iKqTChcyROrxk49eLojgH+Min3DQCWPetpq6FrhbVnqokqWpWKQtkSL8oYIyfyZyew0hTqjtKbcKbVp6qaW6GRI5IBCymLkAQWLYGPMB8\/f07HUnSho40EcdNEqq3MAKAA2MZ+nGuQs9qWpNatuphUE8jKIl5k9u+cZz2H8w0BEL11XoNuVctuvdkrqesjpYawQK0cjtE8zxsfKxHk4Bj3+S4xkhgFd56pbWs9a9qaeaWuEEc6RLC\/Fg4qCo5gYBIo6g493D8YzJqi2W6rl8aqoYJZAOPJ4wxx37ZP0n+c65tZLOzmRrZSliACTEpJA5YHp7ub\/pN850BHbb1U2jeortJZ6moq2stM1TVqlO68VHLsCwALEo2Bn3a1bq5sRIaypN2kMNBI0VTKKaQpG6sqkFsY+U6j\/\/ADUpjttviWRYqKBRKvBwIwOS9+x+cdz2\/GdatabY0ZiagpyhOeJjBGc59PpAP0jQEcqup+26NLksoqzPa6Ke4SwCBgzQxBixUthcnge2fm12TqHYamCSot5nqFgqjSzYiYcGE0sL47ebEkEgwPmB9CMvn1ntXJm+t1MS6GNvsS91PYg9u4OT\/OdZS0WuNHjS3UwWRuTgRDDHJOT8\/dmP0sT7zoCMU\/VnZVb7WKG4vM1DVQ0dSBTyeSWSeSBV+T3POFxgfMCcAg6zUdVNqwuyrUylIZ0pp3aCQeFK80ESoRx9SamP\/wA847kSYWm2BeAt9OFLiQgRjBYMWB+nkSfpJOsPZrS5Je20xJYOSYl7sGDA+nrlVP0qPmGgI83VDaYvi7bSoqGuZEbezmBlYRvJEgclgBgGaPPv7n5tFB1R2hcLnRWaOsnStrx9gjkppF59mPYlR2wpPf3FfnGpALJaFmFQLZSiUY8\/hLy7FSO+PnVf0R82ukNuoKducFHDG2eWVQA5wBn+YAfk0AxjflomV6qmJeipqN6+qndXUxwKnIMq8TzyM+8dh2z6aSV\/VnYlsUmvvBhZRyKNA\/ML47QcuOM8fERlz6dvm1KFoKFUeNaSELIpVxwGGB9QfnGuYs9qAAFuphj0+xL28xb5v5RJ+kk6AilX1b2uiUS25pauor\/Z5IoTG8R8CWoig8Qll7AGdTj1Izj59L7n1G2vaLnDZqyvArZaiKmaFUZmV5YpJIx2H8YRPj6Pn7F8+s9qHE\/W6m8mCv2Je2CCMdvcVU\/+6PmGtprXbqiQTT0MDupDBmjBIIBAOfoZh9BPz6AhsXWjZZrTb6qpmiqHrxQU8awu7TM0ixqey9vO3HB9MadrF1BsO4aWatoVqvBiqUp1LwEGQvBFOGCjuBwmXPIAg57aeRZrUDkW6nB5B8+EvygQQfT1BAOfn1vHa7bDGYYqCnSMkMVWMAZACg4+gAfQBoCIwdY9kTW1Lv7XVLSyRpMjmjlz4bQwzKzDj5cpPGcH5\/xEBZF1N2jU2Cs3PS3IPbbdIEqp2RlEfYEnBGTgEemn4WOziPwRa6Xw8BeHgrxwFCgYx6cVUfQAPdrsLfQiE04pIvCPqnAcT+T00BEJ+smwoaBa\/wCurlXCcFNPICS6SugPl7clhcjP4vnGVFp6gDcdvoavbllmrppZqZK6DxVi9jjlQO0nJ8CQIGGQvc57akptdtOc0MHc8j9jHrxK5+niSPoJGtoKCipSppqWKLivEcFAwPm7fQNAKNGjRoCvLt\/nOr\/2z\/8AHTZcLhTW2mNTUuFXIVR\/KY+gH4zqRXGx3WevqJoqNmR5WZTyHcE\/TpMdu3hgVagYg9iCy9\/\/AD1xe7x13K6qS+Bk12n\/AEvz+os9KvTVNLtLou8icu6Ei9iUW+WWSrqvZPDikRmVgyhiASOSqpLsR6IjH1wC96WptS4RMrx2lVZAQpAQYBxkD+YfzDXT4PXn7hb9Jf3601MbdP5lCa\/tZkq9PvmvFFB9bf8ArHSf+FH9o6rrV39U+lu\/dw3qnq7Pt96iJIAjMJ4lwcnthmB1C\/4Deqn4JyfrUH9\/X1bwNeW9rw7aUa9SMZKPNNpNc31T5nz7xVYXVfM3FSlSlKLlyai2nyXekR6r2zNQ1kNJUVsKmeFpkcK2MLK0Zz83dGOT\/F\/H20y6nsnRPqzKS0u2ahyRjLVkJ7ZJx8v5yda\/wG9U\/wAE5P1qD+\/qz08lbR\/mXEH\/AHIhKuNupfy7ea\/tkPn1NP8ApHl\/3XP\/AG4tenvth+Z\/a1RHQvppvfaW9pLtuGxNR0poJYRIZ4ny7OhAwrE+in3avf7Yfmf2tc64nrU6+Qc6UlJaXNPZ07hKjVoY1QqxcXt8mtP7xTo0aNV4swaNGjQGsnyfy61qJ0poJKiTPGJC7Y9cAZOtpPk\/l017pNi+szx7jqWgoJpoIGdZpIjzeZFjXnGQwy7IPXHfB7Z0Alg33tqe3224+2ui3amSqpYfCZ5njZQR5EBP8ZV7fxmVRksAeybx29JJBCtZJ4lTHDKiGnk5cZfkFhx8uffnGPfjTFS2HpdcmpfYqukqFppaaspoornI0UbIy+AyRh+IUMq8QBxz6DJ11pbf08uMyik4TG0iiMdTFVSNgcfsAEitlhx9ckhgRyzoBbQ9Rtl3N\/Dt98jnk4CTgkb8uB4kNx4548XjbPpxkRvkupPCHqnsWph9oo74tSmFYmKJzhT4fm9O4AmiY4z5JUb5LKSxXaz9HNsx0dynghhMskcNLJTVMxZyiQRhQyt6BIYAQTghBnOTlTFtTo7T0KwQS2yGmmVAvh3NlDqIYAoDCTJBipYO2e6pk5BOQJLBvPblXV01DSXAzz1nM06xQyP4iJw5SAhSDGPFj+yfI869++kFL1J2xVTQwJLUrJN4wCGAlwYnRWHEZZv8oGyoICgkkY1pQbb6e2QwXG2inphC0sVO0Vc4ROTxM8aDnxC8qeLKDt5MYwWBQ1Vh6Z3OmhkFXFRu\/JKeohr2hlUyyRg+G4YHLP4S5HryC9wxBAc7V1I2pd7XUXeCsmjhpaiWmlR4HMivG7qSFUElT4TkEZyB9ICpN9bVkqvYVuyipwD4DROsmCWAPAjPco2O3cDI7Y1ys20dmQ0R+stFAaaaRpi0UzMru3PJzy9\/iyfpfRrq+x9rvfxuhrZ\/6TVAnjiaQZAzjK8uJxyOCRkZOgEVL1P2dVC4uK+aKK2TrTyyyU0gRi0MUqsvb5LLMgUnHIg8cjuXKt3fYLc8kdXVTK0TKjhaWV+LsoYJ5VPmIZML6kuoxlgC2Q9LNi05kMdmkJnYPMXrJ3MpCoo5lnPLCxIFzniB2xk5XXXY2173coLtcrc0lXTSNJHItRLHhm8LOQrAN\/kITgggFAR30B0i3jtyWtp7aLhxqqvl4MTwujMo4gtgjsoLovI+Xk6rnkQCjoeou07jdaq0wXBhLS1MdIZHjIieV8AKr+nyiEycAuQoJJxrpH0\/2rFNBOtBMWpqkVkStWTsizDGH4l+JI4jGR2749TnnTdN9m0la1wgtLCZ6pa1uVVMyNMrBlYoW4niwDKCMKwyAD30B0HUHZ7NUpHekkajlaGdY4nYxurMhBAX3ujID6FgVGT21mq3\/tGhrILdW3dYKqphinjhkhkV+EvLgWBXyk8W7Ngji2cYOuadOdmJVSViWVVkmm9olxPJxlk8R5QXXlxbEkjsAQQCcj0GOk+wdpVVZDcKm0iapp4YaeOWSaRmEcQcICS3mx4j9zknkck6A3k31tSKPxHu6AAuD9jckFV5EEY7Ep5lHqy+Zcjvri3UDbS3GC3iqlf2mlSrjmSFnjZXZlVQQMlz4crFQMhYnY4Ck64xdMdkw1MVWlokMsKlEZqydvKQwwQXwceI+M5xyOMaVSbC2nJBFT\/WrgsCxpC0c8kbxBPE48HVgynE8oJBBIkYHIONAcouo+y50qJIb9TslKrPO7EokaKwV3LPgcVyCTn0IPoRnou\/9nskztfIYlp6aSsm8VWj8OKPPiFuQGCvE8lPcY7jSZumGyPZ6ylisiRR19O9LUIkj8JY3OSGQnixz6Eg4Hb07a72Tp\/tqxGKSnpJZ54RMqz1M7yyFZWLOCWPmHmx3ycAd9Ac5+ou2YJKyFqiVpaKpaleNY8sXVo1Yjv2AaVR5sEn5IORnNt6j7Nu1NDVUV3DCemSsRGhdXMTIr8uJGeyyRlv5IkTOOS5B022YBTKbQzLSFGiVqqYgMiRorEF\/MwWGMZOT5fxnO9r6e7Rszo9stbQNHTCjiIqZWMUPBE4pljwHGNM8cZ4gnuM6AWVW67FRUFPc6qseKlqVLxyNBIABj+N5fITkABsEkgDJIGt03NZ5aKe4RTzPBTELIVp5C3u9F48mHfuQCB3+Y6bajpxs6rprdR1Fqd4bVG8VKntUwCozIzBsP58tGh8+e6g6USbH2zLQ1dtNBItNW1C1UscdVKmJAQQUKsDH3A7LgevbudAcKnqHtinoqOv9pldK+tWgp18FkZ5DUJAT5+PlDuuW9\/8XkSAS39RNrXK6VlpgrXSaho47hKZozGBTvzxJhsMFHA5LADuMZzpQ+x9rSU9NSSWoNFRzipgUyueEgmSfI83+tjRsemR+M5SW3pnsa0S1FRQ2CNZaumajqJHlkkeeFmdmSQuxLgtI582e7E6A2\/hH2Y00EUV9p5o6hZClRCwkh5IVBjLrkByXUBfUkgDuQD2k37taNaxjcWLUMPtE0YgkLhMIxwvHLECWIsoyV8RMgchlP8AwYbBFIaCLa1FDTNIZTFCpjTmeHmwpHf7Gnf18o0oi2HtSEMFtZJeB6ZmeeR2aN1hVgWLEkkU0AznPkHfucgIaLqrsmssq36S6NR0vmEhqoXjMXHGefbyg8kAJ7EugGSwBk9FW0txplq6OUSROWUMARkqxU+v4wRqPR9NtoU8UEdHbZKc0wYQslTL5SyqpJHLD9kT5WfT8Z1ILfRQ22gprdTlzFSwpChkcsxVQAMk9ye3cnQCjRo0aAj9XuxKWplpvYmbwnKZ54zg\/Rrl8M0+4G\/pP+WmG7f5zq\/9s\/8Ax0k1yi64nydKvOEanJNrovP6iwU7ChKCbXd52Sn4Zp9wN\/Sf8tHwzj+4G\/pP+Wq+24LyqVS3p5mlEx4lwvDHu8PHfjjHyu+c6eNap8UZWD18Kn7I+4yVhbtfN+9iXenXul2dcYqCTbc1UZYvE5LUhcd8Y+SdR\/41ND+BlR+ur\/c1X3W3\/rHSf+FH9o6rrX0jwhiLPK4O2vLuHaqTjtvbW3t9yaRxPiPiHIY\/K1ra3nqEXpLSfcvOj0N8amh\/Ayo\/XV\/uaPjU0P4GVH66v9zVERGg+s8virGanxCIyC3POV9fdw48\/wAece7SDVhhw1i57\/hNaeusveQ8+KstDX8ZPa30j7j1h04630nUPcL2CLb8tE60z1PiNUBwQrKMY4j+Vqxfth+Z\/a15h+pp\/wBI8n+65\/7cWvT32w\/M\/taonEFnRsL10aC1HS9P4nQ+Gr6vkLBVrh7ltrol+Ap0aNGoQnw0aNGgNZPk\/l0jvVlt24KA226wGanMsM\/EOy+eKRZIzlSD2dFP48YOR20sk+T+XXGuuFDbIUqLhVR08TzRU6vIcAyyyLHGv0s7qo\/GRoCKUPR\/p3b6uCup9uRmanamaNpJ5ZMNTgiE4ZiDw5HGfQ4PuGF9l6d7N25bai0WOxQUdHVCJZooy3GQRjC5ye5x6n1bvnJOn41tGH8M1cIbn4fHmM88Z4\/TjvjXCC92iqqWpKe500kyccosoJ82SPpzxb+Y6AaK\/p7tK6LEK61mVoKj2tHM8nLxeCpyY8sseMaDvnso03w9HOnFPRJQQbahjjQRqGSWRZGEcYjQM4bk2FAxknB8w799StrlbkLK9fTqULKwMqjBHqD392Rn6dZ+uFD4rwGshEifKQuAR2B9P\/eH840A00ex9r26gittstMVFTQiVUjpi0QAkILjykdmIBPzkDSSfpjsaqktk1Xt+CeWzYNA8rM7UxDIwKEk4PKJDn18uM4Jy9QX6y1NZUW+C6Uz1NK6RzRCUckZk5qCPnK+b6O+uhu1rEy05uNMJG44TxVyeRwvbPvPp8+gOdmsltsFElutNMKeljGI4UJ4IP8AsjOB3JPbS\/Sd7jb408SSup1QsUDGVQOQ9RnPqNBuNvABNdT4IUg+Kvo3yff7\/d8+gFGjTVVbq23RRwy1N7o40qIzLExlBDoGVSwI9QCyj6SNK2uduR1Rq+nDM4jA8QfKKlgPpIBOgFWjSVLrbHlaBLhTGRGVGQSrkMV5AYz6le\/0aPrpbScC4U2chceKvqfQevv0Aq0aS011tlZTe20twppqfwxN4qSqV4EZDZz6Ed8650d7tFwqaujorlTzzUMixVKJICYnZFkCt8xKMrfQRoBdo02jcdhYUzC70mKw4g+yjz\/Y2k\/sKzfQCdKVuVvZuK11OTyCYEq\/KPoPX1PuGgFOjWkU0M684ZUkXJGVYEZHr6a30AaNGjQBo0aNAGjRo0AaNGjQBo0aNAGjRo0Aw1W1IKmplqDVuplcuRx9M65\/A2n+7H\/Q\/wCemi53S5R3GpjSunVVlYAByABnSX67XT741H9Idc0uclg41pqds29vb3379ZNwoXbimqnL9egkPwNp\/ux\/0P8Ano+BtP8Adj\/of89RSi3XJcnqEob3LO1LJ4M3CVjwfGcH+fSr67XT741H9IdanksCuTtX4\/mZ+T3f1n68BBvDoNa94XCKvqL\/AFNO0UfhhUhVge+c9zpg+KzZPwrrP1df36iHV\/em77XfqaC27outJG1OGKw1boCcnvgHUD\/hG6gfhvff1+X9+u+8L2mRusPQrWFZU6Tj8mL7lt8uj\/E5Fnr\/AA9DJVad3budRPnLfV6XpLr+KzZPwrrP1df36Pis2T8K6z9XX9+qb+HXUo0ZuA3hf\/ZxJ4Rk9vlxzxnHyvxjXD+EbqB+G99\/X5f36nljc4+l0vD8iJeTwC62j8fzPSfTzona+nt9e\/Ut6qayVqd6cI8aqoDFST2J7+UasD7Yfmf2teefqfd5brve+5bfedx3GupjbpZPCqahpFDh4wCAxOD3P8+vQ32w\/M\/tapeco3NC7cLufbnpcy9YCva3Fkp2cOxDb5ekU6NGjUQTYaNGjQGsnyfy6aN2bbi3XZxaJa+oouFZR1sc9OELpLTVEc8eA6spHOJQQQe2dO8nyfy6yzKoyzAD5ydAQodL6Q3WmvE24blLUUsviJyWHiQWVmBATBJZAefy1yQpA7axa+l1JbLhT3P4Q3GeohkjkdnjgXxeCsoB4xjiDyJPHGSO\/v1NgQe4Os6Ag1R0ro6uurbjU7iub1FUZfCbhBinDy+JhR4eGx8nz8iVwDnA0qvnTynvVT7S92qUx4RRBHGAkicR4gYLyJwoHEkr7+Ocal+sAg5wQcdj+LQEGunSW03G\/G+xXq40Zkroq+Wng8MRSNGtMqqQUJwBSKMgg4kkGcNjT1VbLtlVOZXZlBpEpQqxoOPHlxkDYzyHLt3wMDA0\/B0JKh1JHqAdZBBzgg4ODjQEMoellmo6K30ElwrKmO2yNJF4wjJbLREBsL5sCJRk+Y5bJJOdcm6T2v26WthvNwhMskDhEWIqgiCAKuUOARGo\/Fk4xk6nGRnGRn5tCsrjKMGGSMg57g4OgIHd+j237zY6Pb9TcbhHS0VvltieCyRsYXdG9QvZh4agEd\/UnJ760\/giooKCqo6W+1rvPKk8b1EcUhhkXxPMMKCe8rEAkgYUDAGNT8EHOCDj11hZI3BKOrAEqcHPcHBH8+gILdOkdpuF5W7016uVvUVNLUvS03heE5pzAUB5IWximRexB4tIM4Y64UnSGGn3XLuU7jqhGTCsVIlPEEVEbkVbKnly7ebAYfxSNWEGVs8SDg4OPn1nQFfWbo1Z7HZZbDR3y5eytSUlJGpEQ8MU\/h8GwEAZiIlB5ZBGR6HS+3dLrHbqCqoIq2uK1dbS10sgkCOXgpoKdVyoHlZaZCw95ZvccCYO6xqXdgqqMkk4AGsgg9wc6Ar6Po3a4kpo49xXXjRcmpsiEmNnikjckmPL58UkB8hcALhcg70HR2y25KhKe8XA+1ziafmsLc\/NUMV7p5f\/ANSwyMEBFwRjvPsgep9dGRnGfTQDLtPa8O0rWlppbhU1UEeeJnCch9JVRk4wMnucZOTp71r4kY9ZF\/n0CRDjDqc+nf10Bto1oksUvIRyK\/A8W4nODgHB\/IQfy630AaNYBB7g6xJJHEA0sioCwUFjjJJwB9JJA0Bto1ossbsyJIrMmOQByRn59ZLoDxLjI92dAbaNYJA9TrOgDRrBIUZYgD8egEHuDnQGdGjRoCvLt\/nOr\/2z\/wDHSTXS+deeiFiu9ZZb1vK2RV9FM0FTGYXcxyKcMpKqRkHse\/YgjSH4x\/1Pv4b2v9Vk\/ua5zccKQq1pz8pittvxfrLRShfOnHs202tLn2Xz+44WWyR2RJoYayeaGSQvEkvHEKnvwUgAkZJPmye\/rpx0l+Mf9T7+G9r\/AFWT+5o+Mf8AU+\/hva\/1WT+5rVLhOM3uV1H9e0zVO\/XJWtT7MvcU91t\/6x0n\/hR\/aOq6yPn16vpurXQPcimqivljrBGeHOSjJI\/F5k12+HHQj7q29+pD+5rvHDGWq4nEULKNCVRQWu0uj5vmuT\/E4xxDw7C6ylatWuI05N84y5Nclye2n9x5VS4mO3PQLBEDIfNNk8ymVbhjOMclBzjP48dtJMj59etfhx0I+6tvfqQ\/uaPhx0I+6tvfqQ\/uanI8SVY71aT58+\/3EPLhejPXavYcuXd7yofqaO\/UeUj3Wuf+3Fr099sPzP7Wo1tPcnTO7XF6XZ9TaWrREXZaWARuY8jP8UEjJH\/lqS\/bD8z+1qm5u8lfXbrSg4clyfX\/AEXnAWUMfZKjCoprbe10\/FinRo0aiCbDRo0aA1k+T+XTJvPbPwtsqWc1ZpwtwoK1nChiRTVcU5Xv283hcfy6e5Pk\/l007ttt2u9hqLfZK80dXI0RWUStH5VkVnXmnmXkgZeS9xyyMHQDPb9i1lJuqG\/ybgrHpqdJgtJ7TLwkkcKFkZeXHKqGUKBx75xnvphpOkt+p7cKCff13qwYGikaWsmDO5ZD4odWBQ4T0GQCze7TlX7G3PXWs0b7onac1NsqnkNTKnJ6epiklA4kcFkSNlKrgebJGmPaXS\/fW1LFYbNFuqGX6z+yQkmaUL7PHHCroP4zAlJiqk8R4g7eUAAdqzpRflslY1Puq4VV7qSMzSXKqiiOahnYBVfCjgwXygHCj0zp2sPTq7WW+UN3n3ZX1yUlHHTmnkndY3lWLw2mcZPiM4wTyzgopHfOWWs6W7tCXCG17ghp0uFRXSsY6meAqs9VWTL3iIJI9pQdzgFWIHpp+3BtPd1zlsdRarzFb5bakkdQ4nkJlUvGQuMYbksZBLfJ5ZXuAdAdaDYdRQ7nfcS1kODU+KkSqyAAxzBy2D5yzTA4bIXDcccjrgdhXkPXQx3sQ09TdJrlEYXkjkjeUg5PEgMUx5VOUOTyB7a3pNqbxihvU\/wiSluF1qaWpjkWSWoip\/DjjSSNUcgBW4McgDu+T3A0wHpbu4xQ0jX2D2elmephCVdRE3iGGrQBShHhDlPDkp3YK\/ItnGgHOh6bbgp2tz1m8KqpagmgYkzSqZUiK\/LIbLEhckHyksc5HY5u3TG51DNLZd11ttllubXCV46iXGGmdyoTlwA4vxIxgkZPfXGq2P1AlFxmi3SFlkpjFRRGvqhEs3icvGcqQ3ccfIuAMFVIUnL3cdtbgl3ILpbrm0NJI8LyI1dUeUqCGKxZ8MgjA49l7lj5gDoBJPsG6NaaCgob9NRy0leKxpI6mdiwxgqWZizg\/M5I79sYGGK79K9x0sG4p9u7kq2e7zrVxUntckKJL7XPPJhwSYw6TRxtwx2jz6nWKXpJuSmvK3A7mDU8FzutxpoFYqsJrZJ2KhePHKlomDHJDPP7iBpYuyuo60fs53NEX9jaDxPrhV8g\/tAdMHPui5KXxzYkDKqMaA1o+lF3hraWtfdtySMNBUVFJHWzBGqEZi0nLlk5BClfkt3LAnGnK89N6q42WjoKLc9ypKuioTSxVS1s+TJ4TqsrDn5yJGV\/NnPHHprUbQ3lW3egnvV\/imoLfCUaFJZAKuXxYGEsqABSeKTDicgF1I7gEcJtgbkNrpqGnuVKpt10mrKJGnmASA008KRB1w0ePGXHAAIF8vcdwEu5ek173LQ+x1O8q2NUonoAqVEypNGy8OUgVxybjgk\/yh8xOltP0yucFRean4YXUm4Q18dMrVkpSleoOVdV5dimSAPQAAjBzppOyeqFLdYamLc0lRDNyR42uM3CmHsyorANnmfEVicjvy5d20vpdib2F1ttVW7meSlo3hleI3GpZiUf\/J\/xVdApIy4Z2OC7HA0A2v0VvMlfPVvvu5lOMaUyGrnPgcYamMspZyQzCdMkevhA+\/UlpOn1TBcYa2o3FX1CwW+kpUV6qQN48Mkz+KzKRzyJgCGBB4jIOm6u2LuqeeG5NdjLVUXtRjZbhUo0xkanZWOCOI+wvmEfY8suB83Wv2n1ArIrPHBukRiChkirZDNIkrzPDKpOE8jASNCwYgMvhHifORoBTJsKsn3DU3qomt7JLOGRBARwjyp5Y9DKpTIf18zfi1rbemcFrvNquNHPBDDbfaVEUUIQcJJpJAqgdlA8X3fNrFi2RuOmrqiW\/wC4p66laR\/CgNbM6eGyyKQ6ns3Zl7EsAVyMab4un28KGpsc1DuidfYqCnt9YHq5pfaFRyZHPNvlMh7N8oNjvgaAarB0Jr9uUlTT2\/d9ahn8AApVToAYYKeJHID4LEU5J7YPMj0A1LrJsGS22RLPW324VjGaOolmetn5vIsKITy58gpdC\/EHj3PbudRjZmw+ptJZbBNuXc3jXGmjia4RmumdnYxRBx42OR+ypK\/H5B58fkgY1rOm2+pKoXsXeAV8KQJCIaydivAVYY+LJliM1WQCTgLx9ANAOLdKLt7FbqVN7XWP2cp7aIquVBWBEVVGeR8MAhm8mORI5ZGdPkmx5qnccd6rLvUzRQ1orUj9olHcRyKqcQwQBfE9w838bPbTZc9l73rd3wXFdy4stKsHCmFZURySvHLTNykVTwJCpV+nZ\/HUMD4akKLvtDddRVW+ptV9WJopkar8aeUiRPFJcYHy\/sZZFVjwUty4khcARmDoTWUdfdK6i3hcIBcTJySGqmi5ZlWReRVuxBDDI74Yj0JGnncnSaa\/XZriu5KiFXioUKlcsZKZyySkjHJvM3r27+mlldtDdUlBQpFeDUVdNFNFMxuFTSpOGdSufCPlIwfMBkYCjsSNMt+6W7xue7KPc1HvN4paWClQO0ki\/ZE7TMIgfDAkUnK4xnHzA6AWJ0tvMfsipvCv8KnQK8MlVNLybxZH58y3LOJOP4h9C4zF0wvLXh66q3fXeyNRCnWkirKgKrhoWD5L5JXwnHLOSJSD6d19ZtHdlbtmG0rfo6WpYVCVfKSWqSWN1YKgeU8scipJOSBlRgYGmhOne9lqKerbcELS0tLNRKRVzqWEktK7SBh3iyKdh4aeQeXHym0Au3L0yuG5YbjS1O5qlI7hQvSHjJJ5S1OYiePLj2Pn7DJJOTpuHSC9Cn4pvi5pMHDjjWTiI+aQ4KBh2AkHoRy4jP4utLsHqJT21KRt9TPVkTMa1qqVmjkaNFVhGQUcBhJ5Gwo55UBgpE425R3O32qGjukiSTRLgus7zE\/S7gM2PTJ79u+gHTRo0aA+W3WP\/S5vf\/2iuP8A9Q+otSUr1k4hRkX3ku4UAflPc\/iHfXozqN9Sf1g3H1B3NuG12+3PR3S71lbTs9aqsY5JmdcjHY4I7ajvxNut33stn6+v7tUKtZXDrSfwba2+70n0nj+I8VCwpU3dQjJQiubXJ9ld2+4qz4MEe0tLViDwqfxo4pQFlduLPwKEgjCo+SAcHiMd9MWrw+Jp1tP2qtf68v7tHxNut33stn6+v7tYTsrh\/NpSXsZ6KHEeMhv4W8hLp3pevv7yMdM\/81VH+2\/+w1MdSrZX1LvVmyUEsFfb6BXeTkONYp7Y+jUi+Lv1L+4aL9aH7tfQvCeQtLXDW9GvUUZKPNN6a5s+Jv2kWVzkOK726tYOdOU9qSW01pdGRgbNY3mktTXCOMVMTSF3wpUrI8fHBPckpkAe4\/iJ1G\/TsdWV8XXqTnPsFFnGM+1DWfi79S\/uGi\/WhqcpZWzj8+4i\/av1\/wDCm1cRey+ZbyXsfuFf1NP+keT\/AHXP\/bi16e+2H5n9rVJ9Fek28dlbykvN+p6aOmNDLADHMHPNmQjt9CnV2fbD8z+1rnvEtelc37qUZKS0uaOmcKW9W2xyp1ouL2+T5CnRo0agCyBo0aNAayfJ\/LrbWsnyfy620AaNGjQBo0aNAGjRo0AaNGjQBo0aNAGjRo0AaNGqz3f9Ud0i2JuOs2pufcstLc6DwxPCKCokC841kXzIhU+V1PY+\/WupVhSXaqNJekwqVYUl2ptJekszRqm\/jd9A\/wAMZv6sqv8AD0fG76B\/hjN\/VlV\/h60+W231i8UafLbb6xeKLk0apv43fQP8MZv6sqv8PR8bvoH+GM39WVX+Hp5bbfWLxQ8ttvrF4ouTRqm\/jd9A\/wAMZv6sqv8AD1PNt9Stn7sstNuCxXJ6igqwxhlNPInIKxU+VlBHdT6jWE8jZ0ludWK9bRuo1IXMuzRfafo5ko0aavhPZvuo\/wBG37tHwns33Uf6Nv3a1fvjH\/Xx+0j0+T1vovwHXRpq+E9m+6j\/AEbfu0fCezfdR\/o2\/dp++Mf9fH7SHk9b6L8B10aavhPZvuo\/0bfu1Xt7+qi6Kbdu1XY7vuuWGsopTDNGLfUtxceoyIyD+TWcMpZVHqFaL9qPRb4y9u5OFvSlJrzRb\/AtfRqmvjedA\/wym\/qyq\/w9HxvOgf4ZTf1ZVf4etnl9r9ZHxR6\/i7l\/+LU+xL3Fy6NU18bzoH+GU39WVX+Ho+N50D\/DKb+rKr\/D08vtfrI+KHxdy\/8Axan2Je4uXRqmvjedBPwxm\/qyq\/w9WdtTdVj3rYaXc23Kw1VvrVLQymNkLAHB8rAEdx7xrbSuaNZ6pzTfoZ5bvFX1hFTuqMoJ8tyi0t+1Dvo0aNbjwBo0aNAGjRo0AaTfbD8z+1pTpN9sPzP7WgFOjRo0AaNGjQGsnyfy621rJ8n8uttAGjRo0AaNGjQBo0aNAGqWvfXi4bc3huCxVtHaaiC3zJDSKapacKCqktUTs7eD35DzxKp5IVZgSRdOsYHzaApw\/VDPJfZ7JR7P9oaCoqonZLgpMaU61PMyKEIR2NKxjTJ5o6PyGSo5X7rrfJOnNh3xtTb9PNLdblU0c0ALVSpHDBUyM6nlCT3pxnOCAT5SRjV0YHzDRxX+SP5tAUa31TcRuFfbKLa0FwktVO9ZVy01xbw1hjjd5McoQTJ9ik4r8lvJ58MeKik+qVoqq809oO241NTeltCutw58cyInmAjwsvnB8IkdlbzZwpuriv8AJH82kFssNosz1UtuolikrZfGqHyWaR\/nJJJ7e4eg92gF47jOvnJ9Vl\/+4DdX00X\/ANFBr6Oa8idd\/qWOpnUXqpe95bdnsooLj7MYhU1TxyApTxxtkBCPVD79RWXo1K9GMaa29\/6ZFZehUr0VGmtvf+meW7DZYbtS10piqppqdV4pTjJjVuWZnHE5RSFUjt3kXv8APIqbYFMLdSz3G2Xymnq7fNVRl1xByR4l5tJ4fljAeQt68fseWGSBYnxIus\/+v25+vv8A4es\/Ej60fdG3P1+T\/D1BRsbhLnSZBRsbhLnSZRs1uo4rdFXJfaGaaQgNRos4mjHfuxaMR+73OfUfjxJrLsq13f68VDTVtLS0tGaulkkZCP8AIPJxc4HLziOPIx3cfOBqy\/iRdaP9ftz9ff8Aw9HxIutGc+Ptz9ff\/D1+KwuV1psxVjcrrTZQGvc31Pf+h3bn+yn\/APnyapj4kXWj\/X7c\/X3\/AMPXpnpR0p3Psvp9aNs3h6I1lCkiymGUsmWldhgkDPZh7tRGVxF7WpJU6bb3\/osfC9KdncznXXZTjrn60N1buiaj3ElsrRT26kVPED1bKGrVw\/NoSHwoj4ozchnDjsuQS12Tfct2uFPTQ3ayVMT11RSMlOczvwAI4p4hKle5bPIhcMVQatL4JXX05Q\/pn92j4I3TOcwfpH92oiOFv0tO2fT9MuvlVH6ZB67cNxgoq6drBV29aQqBVVrwGAoXCtN9jlLBEXMh5cPKPUH0Zq3fngzW2jpr7YGqKqkkkkEr8AzrHyDp9kzxIKtw7ni2SwAybR+CN0\/lQfpn92j4I3T+VB+mf3a\/IYTIRXO2bP13VF9JkVsNfJdLRS18rRs8yci8QxG\/\/aTu2UPqpyQQQQSDrwz1q\/0rbo\/3jL\/x19EPgldf5UH6Z\/dry51G+pC6s7q3zetxWuWwikuFW88QlrXV+JPbIEZwfy69mPw1\/TqylKi0n7y4cG5rH4+7nO5qqKcdbfn2jzhRW+hmttbUyVXOpipxLFFGSCjeNGmHyuGyrsRxbPbv82ltftumpPrfHPVtbjUq3OauV\/DOBnmoSMtx5ZTADHkpyQPS3\/iR9af9dtz9ff8Aw9HxI+tJ9Z9ufr7\/AOHqbWOuta+CZfJcVYdz7SvFrfT2a83d16FSWDa9tul1noXvUVZ4IBihohKstYcrkRGSMAYBYnkB2U9iO+llo2O9RQ09wr7VeWhlq\/AV6aFm8ZTGHXiPDPEkMpHqWDDipwSLP+JF1o\/123P19\/8AD0fEj60\/6\/bn6+\/+HrKOPuV1os1VuJ8TUb7F8knr2fh19X+tUHURiGeSIHIRioOc5wdfR76lr\/Qbtr\/ZSf8AzG15d+JH1p\/123P19\/8AD17B6K7LuvT3ppZdpXuSB62hiZZjAxZORYnAJAz6\/NqTwtnXt68pVYtLX+yn8f53HZPHUqNpWU5Kab15tPmTjRo0asxyMNGjRoA0aNGgDSb7Yfmf2tKdJvth+Z\/a0Ap0aNGgP\/\/Z\" width=\"300px\" alt=\"what is sentiment analysis in nlp\"\/><\/p>\n<p>We already looked at how we can use sentiment analysis in terms of the broader VoC, so now we\u2019ll dial in on customer service teams. Not only do brands have a wealth of information available on social media, but across the internet, on news sites, blogs, forums, product reviews, and more. Again, we can look at not just the volume of mentions, but the individual and overall quality of those mentions. This is exactly the kind of PR catastrophe you can avoid with sentiment analysis. It\u2019s an example of why it\u2019s important to care, not only about if people are talking about your brand, but how they\u2019re talking about it. If Chewy wanted to unpack the what and why behind their reviews, in order to further improve their services, they would need to analyze each and every negative review at a granular level.<\/p>\n<p>This algorithm is based on manually created lexicons that define positive and negative strings of words. The algorithm then analyzes the amounts of positive and negative words to see which ones dominate. As you can see, thanks to sentiment analysis, you can monitor changes in customer emotions easily. Performing accurate sentiment analysis without using an online tool can be difficult.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"304px\" alt=\"what is sentiment analysis in nlp\"\/><\/p>\n<p>Finally, the results are aggregated and scored by aspect to understand the trending attitude toward a certain feature. Naive Bayes is a basic collection of probabilistic algorithms that assigns a probability of whether a given word or phrase should be regarded as positive or negative for sentiment analysis categorization. Communicating a negative attitude with backhanded compliments might make sentiment analysis technologies struggle to determine the genuine context of what the answer is truly saying.<\/p>\n<p><a href=\"https:\/\/www.metadialog.com\/\"><\/p>\n<figure><img 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alt='https:\/\/www.metadialog.com\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='407px'\/><\/figure>\n<p><\/a><\/p>\n<p>Read more about <a href=\"https:\/\/www.metadialog.com\/\">https:\/\/www.metadialog.com\/<\/a> here.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Introduction to sentiment analysis in NLP However, since our model has no concept of sarcasm, let alone today\u2019s weather, it will most likely incorrectly classify it as having positive polarity. Understanding public approval is obviously important in politics, which makes sentiment analysis a popular tool for political campaigns. A politician\u2019s team can use sentiment analysis [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_eb_attr":"","_uag_custom_page_level_css":"","site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[191],"tags":[],"class_list":["post-114176","post","type-post","status-publish","format-standard","hentry","category-ai-news"],"uagb_featured_image_src":{"full":false,"thumbnail":false,"medium":false,"medium_large":false,"large":false,"1536x1536":false,"2048x2048":false},"uagb_author_info":{"display_name":"admin","author_link":"https:\/\/www.aquatb.com\/?author=1"},"uagb_comment_info":0,"uagb_excerpt":"Introduction to sentiment analysis in NLP However, since our model has no concept of sarcasm, let alone today\u2019s weather, it will most likely incorrectly classify it as having positive polarity. Understanding public approval is obviously important in politics, which makes sentiment analysis a popular tool for political campaigns. A politician\u2019s team can use sentiment analysis&hellip;","_links":{"self":[{"href":"https:\/\/www.aquatb.com\/index.php?rest_route=\/wp\/v2\/posts\/114176","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.aquatb.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.aquatb.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.aquatb.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.aquatb.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=114176"}],"version-history":[{"count":1,"href":"https:\/\/www.aquatb.com\/index.php?rest_route=\/wp\/v2\/posts\/114176\/revisions"}],"predecessor-version":[{"id":114177,"href":"https:\/\/www.aquatb.com\/index.php?rest_route=\/wp\/v2\/posts\/114176\/revisions\/114177"}],"wp:attachment":[{"href":"https:\/\/www.aquatb.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=114176"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.aquatb.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=114176"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.aquatb.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=114176"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}