{"id":39538,"date":"2025-02-26T01:08:39","date_gmt":"2025-02-25T18:08:39","guid":{"rendered":"https:\/\/www.thaireference.com\/?p=39538"},"modified":"2025-02-26T01:33:38","modified_gmt":"2025-02-25T18:33:38","slug":"sentiment-analysis-how-to-gauge-customer-sentiment","status":"publish","type":"post","link":"https:\/\/www.thaireference.com\/?p=39538","title":{"rendered":"Sentiment Analysis: How To Gauge Customer Sentiment 2024"},"content":{"rendered":"<p><h1>7 Best Sentiment Analysis Tools for Growth in 2024<\/h1>\n<\/p>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"semantic analysis example\"\/><\/p>\n<p><p>At each iteration, it typically labels the unlabeled instance with the highest degree of evidential certainty. I hope you\u2019ve enjoyed this post and would appreciate any amount of claps. Feel free to leave any feedback (positive or constructive) in the comments, especially about the math section, since I found that the most challenging to articulate. You can make your own mind up about that this semantic divergence signifies. Adding more preprocessing steps would help us cleave through the noise that words like \u201csay\u201d and \u201csaid\u201d are creating, but we\u2019ll press on for now.<\/p>\n<\/p>\n<div style='border: grey solid 1px;padding: 12px;'>\n<h3>Sentiment Analysis in 10 Minutes with BERT and Hugging Face &#8211; Towards Data Science<\/h3>\n<p>Sentiment Analysis in 10 Minutes with BERT and Hugging Face.<\/p>\n<p>Posted: Sat, 28 Nov 2020 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMipgFBVV95cUxQdExkOGEwLXF6N2FUNEJtNjczRDE0MnRZem1RaEM0VlBzakswd1NzQWE1QmZzX254dWRvSlowRGY1MEtVazQwNTN5N0ZyN1dUVWY5U3hQRkhhLVVGeUo0anp6M0N2bGdWakNfdGtUbHdzM0p2dk9SWU02dG44RkdXZ3lYam1pTnQ1ZWJ3Mnh6Q2IyNEJlZ1ZZdDlMYW5NcXFsWjdwaGpB?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>With events occurring in varying locations, each with their own regional parlance, metalinguistics, and iconography, while addressing the meaning(s) of text changing relative to the circumstances at hand, a dynamic interpretation of linguistics is necessary. In GML, features serve as the medium for knowledge conveyance between labeled and unlabeled instances. A wide variety of features usually need to be extracted to capture diverse information. For each type of feature, this step also needs to model its influence over label status. In our previous work on unsupervised GML for aspect-level sentiment analysis6, we extracted sentiment words and explicit polarity relations indicated by discourse structures to facilitate knowledge conveyance. Unfortunately, for sentence-level sentiment analysis, polarity relation hints seldom exist between sentences, and sentiment words are usually incomplete and inaccurate.<\/p>\n<\/p>\n<p><h2>Topic Trend Detection &#038; Root Cause Analysis<\/h2>\n<\/p>\n<p><p>These schemas help generate the summaries that appear in Google search results. The grand vision is that all data will someday be connected in a single Semantic Web. In practice, today&#8217;s semantic webs are fractured across specialized uses, including search engine optimization (SEO), business knowledge management and controlled data sharing. The confusion matrix for VADER shows a lot more classes predicted correctly (along the anti-diagonal) \u2014 however, the spread of incorrect predictions about the  diagonal is also greater, giving us a more \u201cconfused\u201d model. On another note, with the popularity of generative text models and LLMs, some open-source versions could help assemble an interesting future comparison. Moreover, the capacity of LLMs such as ChatGPT to explain their decisions is an outstanding, arguably unexpected accomplishment that can revolutionize the field.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"semantic analysis example\"\/><\/p>\n<p><p>For verbs, the analysis is mainly focused on their semantic subsumption since they are the roots of argument structures. For other semantic roles like locations and manners, the entailment analysis is mainly focused on their role in creating syntactic <a href=\"https:\/\/play.google.com\/store\/apps\/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US\">ChatGPT App<\/a> subsumption. Finding the right tone on social media can be challenging, but sentiment analysis can guide you. Brands like MoonPie have found success by engaging in humorous and snarky interactions, increasing their positive mentions and building buzz.<\/p>\n<\/p>\n<p><p>This could be explained by the fact that it is possible that Putin&#8217;s popularity would not increase with a successful war since he has mostly been seen as the enemy. Running means for the proposed hope and fear scores during the test interval between May and July 2022. The left y-axis refers to hopescore, whilst the right one is for fearscore. Complementing the aforementioned second method with the first one is very useful to give a proper idea of the general interest trend. The number of posts could have been influenced by a small number of users who are somewhat involved with the conflict, whilst the public might not be that interested.<\/p>\n<\/p>\n<p><h2>Defining the negative and positive sets<\/h2>\n<\/p>\n<p><p>Moreover, some chatbots are equipped with emotional intelligence that recognizes the tone of the language and hidden sentiments, framing emotionally-relevant responses to them. Maps are essential to Uber\u2019s cab services of destination search, routing, and prediction of the estimated arrival time (ETA). Along with services, it also improves the overall experience of the riders and drivers. Semantic analysis plays a vital role in the automated handling of customer grievances, managing customer support tickets, and dealing with chats and direct messages via chatbots or call bots, among other tasks. Natural language processing, or NLP, is a field of AI that enables computers to understand language like humans do.<\/p>\n<\/p>\n<ul>\n<li>Idiomatic has recently introduced its granularity generator feature, which reads tickets, summarizes key themes, and finds sub-granular issues to get a more holistic context of customer feedback.<\/li>\n<li>The final result is displayed in the plot below, which shows how the accuracy (y-axis) changes for both models when categorizing the numeric Gold-Standard dataset, as the threshold (x-axis) is adjusted.<\/li>\n<li>It saves a lot of time for the users as they can simply click on one of the search queries provided by the engine and get the desired result.<\/li>\n<li>For example, the frequencies of agents (A0) and discourse markers (DIS) in CT are higher than those in both ES and CO, suggesting that the explicitation in these two roles is both S-oriented and T-oriented.<\/li>\n<li>Sentiment analysis refers to the process of using computation methods to identify and classify subjective emotions within a text.<\/li>\n<\/ul>\n<p><p>It analyzes context in the surrounding text and analyzes the text structure to accurately disambiguate the meaning of words that have more than one definition. Sentiment analysis is an application of natural language processing (NLP) that reveals the emotional states in human speech or text &#8212; in this case, the speech and text that customers generate. Businesses can use machine-learning-based sentiment analysis software to examine this speech and text for positive or negative sentiment about the brand.<\/p>\n<\/p>\n<p><p>Using progressively more and more complex models, we were able to push up the accuracy and macro-average F1 scores to around 48%, which is not too bad! In a future post, we\u2019ll see how to further improve on these scores using a transformer model powered by transfer learning. Now that the text data have been processed, the optimal number of topics (K) is estimated. Using the searchK() function, the different distributions of K (from 2 to 10) are elaborated, so that it is possible to interpret the results and make a guess on the optimal number of topics in the model.<\/p>\n<\/p>\n<ul>\n<li>Second, observe the number of ChatGPT\u2019s misses that went to labels in the opposite direction (positive to negative or vice-versa).<\/li>\n<li>By doing so, companies get to know their customers on a personal level and can better serve their needs.<\/li>\n<li>In traditional Machine Learning anyone who is building a model either has to be an expert in the problem area they are working on, or team up with one.<\/li>\n<li>With the scalar comparison formulas dependent on the cosine similarity of a term and the search term, if a vector did not exist, it is possible for some of the tweets to end up with component elements in the denominator equal to zero.<\/li>\n<\/ul>\n<p><p>By keeping an eye on social media sentiment, you can gain peace of mind and potentially spot a crisis before it escalates.  These tools allow you to conduct thorough social sentiment analytics, which can help you refine your brand messaging, engage more effectively with customers, monitor your brand\u2019s long-term health and identify emerging issues with your products or services. Sprout\u2019s sentiment analysis widget in Listening Insights monitors your positive, negative and neutral mentions over a specified period.<\/p>\n<\/p>\n<p><p>The result is a massive nestification of a five-layered argument structure with a high degree of complexity, a feature that rarely manifests in the target language. This demonstrates how deviation between the translated language and target language is generated under the influence of the source language, also referred to as the \u201csource language shining through\u201d (Dai &amp; Xiao, 2010; Teich, 2003; Xiao, 2015). In this example, the contextual need for de-nominalization is overshadowed by the \u201cconnectivity effect\u201d, causing the translation to retain the nominalization and the predicate \u201cis\u201d from the source text. This leads to an idiosyncratic information structure in the target language and hence, the deviation between the translated and target languages. To have a better understanding of the nuances in semantic subsumption, this study inspected the distribution of Wu-Palmer Similarity and Lin Similarity of the two text types.<\/p>\n<\/p>\n<div style='border: black dashed 1px;padding: 12px;'>\n<h3>Topic Modeling with Latent Semantic Analysis &#8211; Towards Data Science<\/h3>\n<p>Topic Modeling with Latent Semantic Analysis.<\/p>\n<p>Posted: Tue, 01 Mar 2022 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMikgFBVV95cUxONkFLTi1rRlJGV3ozRk80Y1RNNWNGakFUdS1VSWVLRkNHN3lxQ2FodVVITHNhc2d0Z2tqaGVhaEZwbG9xa0F6T1k2c3RtN19RMVJpNU9EN1dPSllpck5yUVhTZmpoNUc3TFRGZ2JvZHVGTmlTU1ptbDZPYWE3MVEyaTlfSlJCTXh3V0hDRHpKWFMwQQ?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>In which E(v) and H(v) denote the evidential certainty and entropy of v respectively, and \\(P_i(v)\\) denotes the inferred probability of v having the label of \\(L_i\\). It is noteworthy that in the process of gradual inference, a newly labeled instance at the current iteration would serve as an evidence observation in the following iterations. Just for the purpose of visualisation and EDA of our decomposed data, let\u2019s fit our LSA object (which in Sklearn is the TruncatedSVD class) to our train data and specifying only 20 components. Previously we had the tall U, the square \u03a3 and the long \ud835\udc49-transpose matrices. Or, if we don\u2019t do the full sum but only complete it partially, we get the truncated version.<\/p>\n<\/p>\n<p><p>The importance of customer sentiment extends to what positive or negative sentiment the customer expresses, not just directly to the organization, but to other customers as well. People commonly share their feelings about a brand&#8217;s <a href=\"https:\/\/www.metadialog.com\/blog\/semantic-analysis-in-nlp\/\">semantic analysis example<\/a> products or services, whether they are positive or negative, on social media. If a customer likes or dislikes a product or service that a brand offers, they may post a comment about it &#8212; and those comments can add up.<\/p>\n<\/p>\n<p><p>Second, observe the number of ChatGPT\u2019s misses that went to labels in the opposite direction (positive to negative or vice-versa). Again, ChatGPT makes more such mistakes with the negative category, which is much less numerous. Thus, ChatGPT seems more troubled with negative sentences than with positive ones.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"305px\" alt=\"semantic analysis example\"\/><\/p>\n<p><p>In fact, Ukraine, with an average score of 0.09, scores more than double that of Russia, which decreases its polarity score to 0.04. As expected, the Pearson correlation index also decreases significantly to 0.26, which remains still surprisingly high. MA graphs for each figure refer to the 7-day moving average of the original data. Zelenskyy\/Putin and Ukraine\/Russia polarity scores are represented with different markers, as shown in the figure legends. Similarly, by using the expression developed in Equation (4), we calculated the fear score for the same time period.<\/p>\n<\/p>\n<p><h2>Exploring a popular approach towards extracting topics from text<\/h2>\n<\/p>\n<p><p>You can foun additiona information about <a href=\"https:\/\/hardwaretimes.com\/metadialog-ai-how-to-use-ai-to-deliver-better-customer-service\/\">ai customer service<\/a> and artificial intelligence and NLP. Companies should also monitor social media during product launch to see what kind of first impression the new offering is making. Social media sentiment is often more candid &#8212; and therefore more useful &#8212; than survey responses. Sentiment analysis software notifies customer service agents &#8212; and software &#8212; when it detects words on an organization&#8217;s list.<\/p>\n<\/p>\n<p><p>You\u2019ll notice that our two tables have one thing in common (the documents \/ articles) and all three of them have one thing in common \u2014 the topics, or some representation of them. In some problem scenarios you may want to create a custom tokenizer from scratch. For example, in several of my NLP projects I wanted to retain the word &#8220;don&#8217;t&#8221; rather than split it into three separate tokens. One approach to create a custom tokenizer is to refactor the TorchText basic_english tokenizer source code. The MyTokenizer class constructs a regular expression and the tokenize() method applies the regular expression to its input text.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"305px\" alt=\"semantic analysis example\"\/><\/p>\n<p><p>Mann-Whitney U tests were then conducted to determine whether there were significant differences in indices between two different text types. In which L1 and L2 represent, respectively, the path length between lcs and s1, s2 while D represents the depth of lcs. The value range of values for Wu Palmer Similarity is [0, 1], where 0 indicates dissimilar and 1 indicates completely similar. Then, benchmark sentiment performance against competitors and identify emerging threats. Since we are using sklearn\u2019s modules and classes we just need to import the precompiled classes.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"301px\" alt=\"semantic analysis example\"\/><\/p>\n<p><p>As we mentioned earlier, to predict the sentiment of a review, we need to calculate its similarity to our negative and positive sets. We will call these similarities negative semantic scores (NSS) and positive semantic scores (PSS), respectively. There are several ways to calculate the similarity between two collections of words. One of the most common approaches is to build the document vector by averaging over the document&#8217;s wordvectors. In that way, we will have a vector for every review and two vectors representing our positive and negative sets.<\/p>\n<\/p>\n<p><p>To provide this function within such a model, word embeddings must be created based upon an algorithmic approximation of natural language. Without such a framework, words would lack the necessary connections to each other. However, determining what tweets would be considered relevant to the needs of emergency personnel presents a more challenging problem. Challenging semantics&nbsp;coupled with&nbsp;different ways for using natural language in social media make it difficult for retrieving the most relevant set of data from any social media outlet. Tweets can contain any manner of content, be it observations of weather related phenomena, commentary on sports events, or social discussion. Isolating relevant tweets requires analysis of a multitude of characteristics such as location and time based metadata, but also the content of the tweet itself.<\/p>\n<\/p>\n<p><p>If you learn like I do, a good strategy for understanding this article is to begin by getting the complete demo program up and running. A dedication to trust, transparency, and explainability permeate IBM Watson. For example, a dictionary for the word&nbsp;woman&nbsp;could consist of concepts like&nbsp;a person,&nbsp;lady,&nbsp;girl, <a href=\"https:\/\/chat.openai.com\/\">ChatGPT<\/a> female, etc. After constructing this dictionary, you could then replace the flagged word with a perturbation and observe if there is a difference in the sentiment output. Performance statistics of mainstream baseline model with the introduction of the jieba lexicon and the FF layer.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>7 Best Sentiment Analysis Tools for Growth in 2024 At e [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","_sitemap_exclude":false,"_sitemap_priority":"","_sitemap_frequency":"","footnotes":""},"categories":[3],"tags":[],"class_list":["post-39538","post","type-post","status-publish","format-standard","hentry","category-thairef","et-doesnt-have-format-content","et_post_format-et-post-format-standard"],"aioseo_notices":[],"aioseo_head":"\n\t\t<!-- All in One SEO 4.9.8 - aioseo.com -->\n\t<meta name=\"description\" content=\"7 Best Sentiment Analysis Tools for Growth in 2024 At e\" \/>\n\t<meta name=\"robots\" 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content=\"Sentiment Analysis: How To Gauge Customer Sentiment 2024 - ThaiReference | \u0e2d\u0e32\u0e2a\u0e32\u0e44\u0e17\u0e22\u0e22\u0e37\u0e19\u0e22\u0e31\u0e19\" \/>\n\t\t<meta name=\"twitter:description\" content=\"7 Best Sentiment Analysis Tools for Growth in 2024 At e\" \/>\n\t\t<script type=\"application\/ld+json\" class=\"aioseo-schema\">\n\t\t\t{\"@context\":\"https:\\\/\\\/schema.org\",\"@graph\":[{\"@type\":\"BlogPosting\",\"@id\":\"https:\\\/\\\/www.thaireference.com\\\/?p=39538#blogposting\",\"name\":\"Sentiment Analysis: How To Gauge Customer Sentiment 2024 - ThaiReference | \\u0e2d\\u0e32\\u0e2a\\u0e32\\u0e44\\u0e17\\u0e22\\u0e22\\u0e37\\u0e19\\u0e22\\u0e31\\u0e19\",\"headline\":\"Sentiment Analysis: How To Gauge Customer Sentiment 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3gVAADKsRmvqPpjznAGdFy1rbWl5VAo06hABLgCNIPpRoI3kjesr6Wa66V60y03Naa3nJVoyO6JppsKQ8xvZ3SttQCgDg4OMHBweEaK3fKN9tOoCCgcagy7zfyhTxx\\\/si37JcnM211Qy46PKUEW2y\\\/IVhD9JafS6iXa5RDiGSpPckJUEYxwGMDgIu93OgdVPt7PH+620\\\/wD5ePvjXVK5uWUXuEHPH5rtrXCaeC3OIW9B0tNtmE7\\\/ADi0wY07FJJCEI3i8uSOp4ZaV9Bjtjrd\\\/ezmA3orLTZqvTlOl5ltNPSl1tKkpO+SB9MarbVshNTepciucDRcFDYSeTB3ccvMeHjG2VuA+x6n5znkEfsjFGtej9fvm4JS4aJyDqkSiZRxlxYQUhK1qCgTz+\\\/OR8w8McP4RLO6vsEfTsqZe8OaYGpidYC3GAVqdC+a+q6BB3qLiu2zeNa2na1TLIueWoM83QJd1cw9JiZSpvCAUbpIwSSOPzR5q17Bu24XNbqCqtPTdy05cnMonJQGWMxMtKmF4CUnuQsJKcZIyQeMSJMbJNcYud68m7YpwrczLJlHZxM0N9TScYSeOMcB3s8IrSdkqtW9U6xXaHaVMlqlW1Jdn3hNcZlxO9ulfPjBUeYd88I82o3uOUqIoMw+ppTpNB6P7zHAmXROUgab\\\/YumdSsHVDUNdupcSM3AgxHWtC7Gu6p6yXC7ccrOTjchaFkOmZCXFIS5U3mlhSyAcHATwyOBQSI8MFMUjSewtTbe1Eq09ej9VZkVyxqynN1IKv7n5HPBOA1kEd0HMnO8I3s0c2FdUtPNN7moFVl6I7X7pfnZibflpnLCC6goabSSArcSDnm4FSsRz0i6nvN2NQLcmrlsW2p27aMwlDlSZd3gpxKypLgCgAVDIwopyCPmje1nXVn04o2lQ02Oa1jWsnO0NdmkkfYLjqfYsKmaVTIX1W5iCSS7cZEe8ALTutSV8ak6oakUduizdSnKG71rTALn7FppCE7wQ+hrGHc7qFk5HzniMekqNnXLeupenFgXtdNRYVUbNdmKyaXUSkTa215\\\/fEHdIUpKCVDOd0gHjG5l47C9Gv6rJrl36cUOoz4CUmYW8ErcAwBvFJG9gAAZzwAEX2V2TJ2Tq9Nr8naFMZnqPImmyDyZgAy8scZaSBwCeAjSVr7FOiYLfDqrXNY4ACmfNdkyiCSdJ10aPedVlso2mY9JcMILgftbxM6j+StH5\\\/ThF6a7X\\\/ZNRue4WKPQrfp8wxKylScbStwSrYQpeDxwcnHMScnvR5K3Ltue1LG0l1xq9aqU9TpOoT9t1wLfWpLkr1w8lpTg4hSkoScKPHKEDPGJFGNlmqy9fqV1N2tTk1asMIlZ6bEwN99pAwlKuOMAcOHgjwGq+xFfte0Zf0j0xolvUaVm5tpShMzJ5OXa5fl3Ft8FEuFYGM4HdHiIrh9XFrp1G0urGrkPRtcXM0AyObVMxMkkEexLjxSnmr06zc3nEQeMgtG\\\/3LSGqt3jOaVW1f05cVZkJzUDUgPtKYm3EqYk1ImEICOOAneSpQGMEBBxwj2crovIO603npML0vFq2pG3Wa6mWFYdKnZtRCN5aycqTlRVu5wSRnIAxu+dkB2btm3rVq9qU+ekrZ62XTkOPgBl1hG4hYwRxCc\\\/XzRdW9mCot3HO3ai2KeKxUJNNPmpvlxvuy6TkNnjjGR4P0xYr4jjrBUbQsKzZz5Yp7iXNyH\\\/AMWAj2nrU20rEwXV2H7My7qM9pK1j2RapVrk0Nos7W6g\\\/PzDL83Kh6YcK3FNtvqSgFR4nCcAfMBGaEyR\\\/JEe4tTZmqdkUZu3bVtqRptNZWtxEuzMDdClqKlHiSeJJMXpOit6jh1jL8PDMJjznHNnsexHEa11QsKrWvcSBkOgOq3dpiVlQt2U312ktEbwsZJkj4BHNMj\\\/AJIjJg0XvQH+Ay3SExzToxeg\\\/wCaS3SExpzshtIf9FV+ArK+mMP9c3tCxqmT\\\/wAkR2Jkj+SIySNGbyHPJS\\\/24jmnRy8h\\\/wAyl\\\/txFs7HbS\\\/gavwFUOM2PCs3tCxsJI8eEbI6corKLIpCJTrINJY7kL38++PPjhGOk6P3jnjJy3D\\\/ALdMZktakuUOhSNJdWFrlmwlRA4Z5zj9Jj1\\\/wOYBi2F4nXr4hbvptNOAXAjXM0wOegXK7V39td27KdF4cc06GeC7c3F4ad\\\/vIZuLw07\\\/AHkXPA8EMDwR9Ez1LhIVszcXhp3+8hm4vDTv95FzwPBDA8EJ6khW0G4vDTv95HQZuqN1WUlZ5EqUPJcUks72QU458\\\/TF5wItNR\\\/w9S8fkTH7ERVpBMKsK7A5GYrCERCqkIRxUoJxnvwRco4kEfXHEuEd4ZjlnI54oZ4Km9aI7dOyTrVr\\\/qrSrr08kqS7TJCiS0mpU3PhlQfbmZhxQ3SObdcRx+mMqUO4dv2Yuehs1zT\\\/AEvkbfVUJVNXcYm33ZlEkXE8upr91A3w3vFOUkZxwMbMhKe8eeKlAPCMVtmxtR1RpIkyV0FXaKvcWtK0r0mOFNuVpIMgfFE+5aRa9bI2rNJ1\\\/kdpfZvm6c5Wm5rr2bpc+sNJU8pBbeAJwFNuoJCk5CgVKIPEbuerAu7aQuy5Kcb10poFkUGXS45UVGt9kpqcXyZCG2UoQhLQCylRWoqyElIAJyMxFMCM5z34lTthScXMMA8OH5K1d47Vv6DKVyxrnMaGtcQcwA3DQwY4SFgCqaLXPq\\\/q9WLl1mpUibOosi5TLUpCXg8lxb6FImJ58YwHCglKB\\\/JBz74ZOItlHZq2gdmzWivISxTJ\\\/TevuuNPkVAB5BbKjLzSWiPfEdypOc4WTk7uDu5u+AYxApihtKZeKnET8\\\/0U2bQ3bLSpZENNJ4AykaDLuI10Opk8ZK0sl9l3V9G3tLbQ5kKYLSl5+YdLnXw5dTTlMXKghvGc7yhwzzcY7trLY5vy99UKVr7odUKfL3ZTXpaadlJtXJpdmJcp5J5KuYndSEqScZCRg88bmhODApxzH9EQ8RplhYZ3zv4q+3aq\\\/bctuRlkUxTIjzXMA3OE\\\/lGqwdYN57VF0VCj0y8tH7cs6SZdQusVQ17r5T7aRlSJeXQhJQpZwN5a1BIJ4KOI15oezftH6H7W1e1m09tKi3nRrhcqKVpmqmmSUhmceD\\\/FRCihaHEoBUEr3khXAb2U77bozvZgU8cn9kTfa9JBc4yDIPL5KxbY\\\/UtOlZRpMDKoyubrB1mftT2GOpaLad7OO0Tp1tjO621ih0e46dXW5nsjNSc4mWblTNbqlhttzK1BpQ3E54qSAeBOBc7i2XtZqtty0\\\/X2UkKWLUkqmw6XDPgPlgSiWlnk8ZzvBXDwRuip1hDqW1uoStfvUlWCfojuABEW22NNoABOjs3vWTU2rvaj31XMaC+n0R0OrRHCYnTeucIpnEMiM5cyqx1vHDSjHPMcH\\\/3lX0QRWelIrMjTJWUEhKuBppKQrrpScgDgcbkfSZmsgcabKdLV6EfYx\\\/B2wQeCB+yI9OqMXxecnqxRLRplyVGSpDFvM1AS8rMLZC5hyYmEKWrdI3u5ZbAzzYOOeLdeuKDM5ErVYtiTcJtXXTxIEae1b\\\/ddVjxbKdMPoQE3WM\\\/4OlOmH0IijnLUqstoBSNVmb7u5dXn6u7T3ZfsmsyyWkqWAoDG+FdyOJVjjzRfK3pDfcxaGn1SsG5rtqteuynzM7OykxWAhDYaDZ\\\/ct4ox785ClKPg5o47y+wsVOjdoc72SdAHMBLp5CBv3LTnaC4DC9tuSMrX7xqHGBGm+eClB68q\\\/i6T6YfQh15V\\\/F0n0w+hEPlHoWstdps7V6XULgek6bNsSE06amtHJzDzgbbbwpwEqKlAcAcZGcDjHpZ3SLaVpdGqFdqMhc7MpSyvrkmqErShHv1pQHCpaBg90kEYBIOOMZ1TbDDaT+ie9gdMRm46afMLBZtfcVWdIy0eRvkchv4KV7ruseLpPph9CHXlX8XSfTD6ERN2ZpvtAX9SlVy1zcM1IhSkIfXVFMpdUOcNlxxO\\\/g8MpyMgjnEdFEsnXe4ZmpSdHbuiYmaRMtyk6wJ9wOMOrVupCkFecZ5yAQACSQBmInbHDGl7TUYCz7XnbuGvLXT2qPlhcQ1ws3w7d1+zTVS19eVfxdJdMPoQ68q5\\\/wAXyXTD6ERUzWlm0RIVt23X27hE+1JKqPJpq4IXLpIClpVym6rBIBAJPEcOIi00O3dY7jpbdbo0\\\/XZmScqDVLS6aqW8zThAQ0AtwEk7w44wM8TFW7Y4a6n0rXsLdNc2msxx4wexW37aXFN\\\/Rus3zy9m\\\/wC6pa+u6x4uk+mH0IdeVjxdJ9MPoRFu5pFtJy8imfXTrp5NT\\\/W+6moqU5vb+5ncDm9uk8ysbuOOccYpNaX7QsjW0W9MIr4nnJRc+22KvkOMIIC1JVyu6ogqAKQd7jzRYbtzhDzDatM7\\\/vjhv48FJ+2F6wS6xqcPnu+7xUpXXtX8XSfSz6EOu6wf8XSfTD6ERLSsjqpNW1O3izVa2aPTn0S0zNGpLAQ6ogJTgr3lHKhzA4zxi1JuS7u\\\/dNY6c76UbOltBQrT0bQY0MHcf\\\/xWrq+EltCOktnCRI13jsUv3XdZ8XyfSz6EOu6x4vk+ln0IiEFx3bn\\\/AI0VjpzvpR2i47s+M9Y6c76UXfppvq\\\/mVYPhRoD\\\/ACD8Q7lLr13WPF0n0w+hDrus+LZPph9CIjU3Jdfxnq\\\/TnfSjmm5Lr+M9X6c76UPpoer+ZUPrUoD\\\/AE5+Idylv67rB\\\/xdKdMPoRVMzWT\\\/AItlDx\\\/Oz6ERKN3NdqFpWm6ayCk5BTPugg+EHeiTjZ+rdVuPRu061W5xc1PTEgOWeWcqcKVKSCfCcAZPfjJtMQF28tDYhdLsxtlS2lrvoMplhaJ3zOoHIc17XriteK5TpavVw64rXiuU6Wr1cffk+GGT4Yz5HJdtB5r4OuK14rlOlq9XDriteK5TpavVx9+T4YZPhhI5JB5r4OuK13qZKdLPq4+ZTVSmKtJzU1Ly7KGEOpG48VklW73t0eCLxkx0PZ5Znwgk\\\/wBkVnqTL1r6BzCKxQc0ViKkkYN2w9oOY2cdIZi86VIsTdYm3xI0xt9JU0HlJUorUAQVBKUKOMjOIzlGENrvZ\\\/d2itKl2hTp1mVq0jMpn6ct\\\/IaU8EqSULI4gKStQzg4JHAxYuuk6F3RfajRbbARZHEqIxD\\\/AGU+d+k9UxPVKxRI6MbUVwaXSOqFubVFdn72qNLaqsvT0y8qKQ8tbYcSwlG7uAEKxvkbp5yAI2xthuuM25S2rnmGH6uiTZFQdZRuNrmNwcoUp7ySrOB4Iifs3XHau2Hq8zZV70aenrZl1FKKLVhvsLa76pOaTnGB3kqUgZOU55tl9sHazmUbL9s3zpRUpqnHUEENzKTuzEqyhJLqAR71e9hGR85EYFC9pMpufBkDUGf1XW4psvidzeULUFjqdQnJUYGgQBJByxuAJj5rdRFQk1vdbNzbKnRzoCxvD9EdxcSkjeUBnwmIsr7ldHaTsuWnXNNrz3tWpMSlQnqnJzEx2SfdcBU8Fr51BBUMAkgBHNHpNq7U697y2MdI9Q6jVJ+n16cdcRUXZd1cstx5DK0KUQkg8VN72PnibsRFNriW7gD29fUsK32ON3Vo06dWBUc9hlsEFoLpidQQNDKkkdnZVpaUPTDaCvggKWBvfRnng9Ny8qgLmJhtoKOAVrA4\\\/piNDWzZ8n0bJlv7QNxakXRUbuZkaY+pLk6BKSzD24220whIBRuBaDvFRKlbxPOMXW09Gbk2mtkBOuepuqVyT9eptKnTRJRt5Lcky1T1ONAOoxl111TC1KdKgruk4wE4MvHqmYsDNQJ38OxQbstaGjTuTdQxzzTJyHR4jcJ1Go1ndw4KR8KSpIUFZBGQY6XZ+UaeDDsy0lw8yCsBR\\\/RGkPU47svfUfQS\\\/LEqd5VJl+i1B2n0mqqWHZiQaflwU7hXkHk17y072eKsc2APFbV2i2zjYunM5UaBqpWKjqfTi0tLxuB2fn5xRWA6X2kqKWE7pWrfSlsApHE+9MnXsUBXa2QRO9Y9DZljsVfhNeqQ8PyaNJEzEnUQJ9qkZK0jKieEdbk3LsoU668hCU8CpSgAP0xpDo9qPeGoHU4Lmrl01ycnatSqbWJBuoqdImHEMKUWlKWnB3kp3U73OdwE5JJjF2x5oPU9pfQ653tQtTLrFNkaxNS1LlZaoENiZDLZU89vhRdx+5pSknAG\\\/wAMkEDeEuaxjZJE71WnszTp0KtxeV8jadTozDZO6ZGoUmDb7TzQeadStJGQoEEH9Mat2VtgXDqBtbzez7SbSlKfR6EaqioTsw4p2ZmTKktpLYBCWklZB4hRIIHcxhDqadbrteq+qGjdx1ifqNuMSUu6yyuacSWCtTjTobWDvo3khJ7kjGM88eG2f9JrGvDbzv2wKnKT7lDozVdDDbdVm2ngGZ5tlJVMIcDyj3RzvLOe\\\/mLDrx9UUXM0DjqttS2ZtMPdiNC8OZ1FgLSBzI84CRJg7j7ZW1W0Bsn3vq7rzZ+qtB1PNEkLeclVPSqt\\\/lWg07vK5DdIGXB3Ks4\\\/SOEbTZ3U57wHOYjl22p+t0za+0yplKrlSk5SbmKM26zLzjiEOJ67IIUkHByAAc84j1HVHdftQLcqdA0S08qztIdryWlz02wsoedLznJtMhYOUIzvKVjie5GQAQatuadDpH5dc0b95Ks1sCvcVNjbmqC00swMRkYNTPpEfM6LepupSTzpYbnGVOfkBYKvqzHY7MMy6OVmHUNoHOpZAH1xrPWNhbTVWm0nbdpTE\\\/R7slEyyhdrc66Ki8+lSS6644Fd0Vjf7nG6kkYAwMYK2ndX7es7a3kaHrvR6zWdMqbRG2ZSmsrcUyJhxKSJtxveAmMYcSck8cHiUxkVbp1AA1AADHH+NFp7HAaWK1XMsahcWtc4jLrDSAIGbWZ5iIKkPZeafQHWXEOIVzKScg\\\/pEVdGWzmMA7JtF0iYpl0XbodfztdtW455l+Vpqpl5SKKpDeFsJadO+yVKUVbqkg43ecBOM\\\/L\\\/AHrjGTSeajQ5aS8oNtq7qTSTHMZT7xw5Kw0SlMzlHlJqYnJ8uOtJWoideSMn5grAiP7qg1Nbb1wpbbanFhNrSvFx1Tiv4VN99RJiQ63P+L0h\\\/mEfsjFeuOzDZWulRka7WKjPUuqSLHWomZTcVyrO8VJQtKgfeqUogjHv1c\\\/etXtKpXpFjd65LanDbjFcNfb2ur5BGsblqBb2pNa092YaJ7C7klpKs9m5ht1rDLzgaUtw8W1g4HNxx34ut96tz0vTdGdQX63L1CryPLzFVQyttK1IXySXUKQnAQVI3gOAwe9GXR1PCxPKBXvsGPRjsb6ntYrS0OC\\\/q6vcUFbqmGSDjvHhHlT\\\/AAZUH3Drp7QXufUeTDZIqNLchPISuXZbbVMpCg1gDQym0eeNMhBzRukwsc6xIt2zXbQs21Fp5K67sauicKOAUlTyOT\\\/1eYDw7hj1FVYNm6qXvqTcmoFOXQVUsyiaZ17vPIe5NGGSyTwPAkY5+Uz4YyLc+x\\\/T7uu6UvSr6iVQz8gGBLIakmUstJZVvISEd4b2TjPOTHwXdsQW1e1xzt01u\\\/6v19PrC3eRlWUIyEhIwDnHADvxzlr4LMTc2iy4eB5jhUOjnEue0wJ5NAGbhG5by6pYoDVfQoA+e00xnDQA1pEmDzM5eMrBqKWnUqwdNV2Ze9KoybTSluqy0xPiXXLOJUjLu7zn3qiD397n54uFfvygVVnWyvWzWWJbr5qnsSbzcwG3JkobS0tbfEE5IIGOcYPfjJna+LGxg3\\\/XT\\\/8AgMfdFe19WN8fa79iz90bk+C6o581KpLQZaIb6xtU5jPnSRAncFpzR2kyebbNDnCHHpBE9GaYLR93QyRxKxO9qI1bUpoxcCas3OOykouUqiQ+HF8g4EIWlwZzwHEZ76RF01CTQLBvTTrTijzLbUg1cIuGbcUoJSC9NHkyo82EoKkgnvARkyR2CbLp07Lz7N81ha5Z1DqUuyzKkKKTnChjiPCIut4bF9Evu4Jm5bg1DrDk5NBCVcnKspbSlKQlKUpxwGB4efJ78YtTwXVjdsyn+6y1M2o1c4uLPNHoZ3R7ldFvtD4o\\\/NRb0manl84fZaG5\\\/On72Rsj2rCcleb\\\/AGX1wdXdu7yku6mmK6+HEgupTyPHvDdHc\\\/NFsTqGm3rY0ZuI1pM1NUt6ebnwXwt0MKdCCF8c\\\/vfNnwRmYdT\\\/ALI+Ptb+wZ+6O6U2CrMkppmcbvqsLWw4l1KXJdlSVFJyARjiOEZh8F7MmQ6jSRDRMUujiesa+1YItdq85cKTQTOucGCanSTv4bvYsK7SEtSbMoVN06tpwdbVCozVxTQSMDLq1ckgY\\\/kpSogD\\\/JTGADLHgSkcYkCvLY4o9+1124rh1Bqy5pxtDQS1KsobQhIwEpTg4Hf5++YsnuB7LIwb8rfD\\\/sGfuje7LbK3uC4Yy2r+dU1c8yNXE\\\/oIHuWi2o2Rx3GcSfcW9JraegaMwENHv4mT71o0JY55o5pljjmjeMbA9kj\\\/AKd1v7Bn7o5e4Ksr49Vr7Fn7o6H6NueXzC5z6udoj\\\/lt+NvetHRLE8MRzErx5o3g9wXZY\\\/6c1v7Fn7or7g2yx\\\/05rf2LP3RT6MueX5KB8HG0fq2\\\/G3vWkIlePNEkmzhR5d7Q+0HFvzqVGROQ3OOoT++L7yVACMdp2EbKSoBd71wpz3QDLIJHzHBA+qNh7UtumWfb9PtijNqbkqaylhlKlZO6O+T3yTxPzmNjhtpWt6hdU00XeeD\\\/AGSxPALurcYgAA5uUQQdZB4exd3YKV\\\/Oaj0970odgpX85qPT3vSi5ZHhhkeGNzmcvV4CtvYKV\\\/Oaj0970odgpX85qPT3vSi5ZHhhkeGGZyQFbhQpU\\\/8AOqj0970o+N2UTIVuQbZmZpSXkPb6XZlbg4buDhROOcxfT9MWmon+\\\/tL+ZEx+xEVaSTqqQFdhzRWKDmisRUlTeEYi2kdZ61ofa9Gu6l2fU7gk11liWqrUhKqecZkilZccGOCSMDBUQCcJ4ZzGQLhvCg2w4wiszamDMBSm8NLXkJxn3oOOcRSavC35WhsV+amVCRmSAhzklHOc\\\/wAnGRzRqa+M2DHVaLq7WvpiXaiWjTU8hr81nWdJ7KjKr6Re0mI119h5rTvaU10sXaW0ud0v0bs247zuurTEuZRpVAmJVNNUFpJdcefQhtsYykq3t3uuJA4xbtd9jW8jscWZp5bbPZi5LGbXNTMrK5UZouhSn0sjnWUqUCkc6gnAGSBG3beqdgNJwzUC3x5kybg\\\/YmOZ1YsUY\\\/vq6e9\\\/BXfRjRVNpdnK2Y1L2mS4D7wG7dxXU22K4nhvQssrdzW03OcA4EyXDKQdAIjSAOtas7Oe2JYVvaU0OwdTrRuqn3lbso3SVyDNuTEwqeLQ3Wy0UIIBUAAQspwc97jFv6o9K3NfehtkOUKyKwibnp1c05TUSinJiVCpc4S4lAO6obwBHeORG2ftpafpXyyagrfPOrrNzP17scjqtYZ99VXP0yjvoxV20+A1aJpPvqeoA+03h71C2vLmxxNmJW1o4EFxgyRqCNNNAJ03rWzXymVuf6nzSKLK0affqK6RQmjJNSy1vBSHGSobgG9kbpyMd6K7M9MrdB6nPMUaqUOoytTk6JcyVSTkqtL+8qZnFoHJkbxKgtJAxxyMRsoNWLFwAqqudEd9GKe2zYpGOyjuP9Ed9GKnajZ7pS8XtPVuX7Te9WvG8QNm2z8WMNqmrMHeYEbt2gUeGznZ+r9L2Qdbaba9u12m3DNVWVfZa61cYmX5TDfLhoKAKiWg6MJ4niBxIjo0WuCTmNja8NG7X0ruKb1JmjOTFYfbpS0pXLB\\\/lQ+t9WAd1lIbS0MrUtIASQd6JFRqvYfjNwZ\\\/7q7j\\\/wBMcUap2AgkIqShk5OJNzj\\\/APLFgbQbPABvj9OMuX7Te9bd2P39Wo+o+zOY1em0zDUR5p01bp1b1pLs0VFMz1PnUOwWKbUxXqazV+Xk1SDwUrrgktFB3cL3gcYSSoY4gcM5H6mnRa\\\/bOgVz0+4qHUKZM+yOcmEMzcstlam1S7OFBKgCQd0\\\/VGyqNVNP2xhFRWnjnCZN0f8A0xyGrNieNHOiO+jF6ntNs9Te1\\\/j1PRuX7Te9a69v8Qu7atbeLODalTpDoZB3Ru3LSPqa1r3NQdX9T52u23VKdLzshLCXdm5NxlLpTMOZCSoAE8RzR5ywqi7s4dUDvS6NT6RV5Ki3D2ZRLT8tS5iaQpE3NImmFAMoUpQISEEpBwvIPMcb\\\/DViw8ZFUcz80q76McVaqWEshaqisqTzEyjuR+ndi23aPZ1rKbBfUpYfTHesi4xjEbi4uqtW1dFw0NIEiIiIMdXELR\\\/bRpNyV7a20xrtCtisT8hKPUZ96YYkHVIbR10SStW7hOAckHBEeh6o7s+6iXXU6DrRpvSXqtMURttqdlpZvlH2S05yjT6UDitGSUqA4juTjG8U7ge2xYmB\\\/fN3P+iu+jFTqzYmONVd8P8ABXfRiTto9nHBwN7T84z9puke9Vo41ittVtqlO2P90w04gw9p3zpp3rC+ne3PYF8Ual0+Xs67xec7ycuugN0WYcKZhRAUeuAjkg0CSStShhIJI4ERadoi\\\/wDQGsX3U9LNpPTWpNUiXkmZih3K3Spt8PLWnLzaHZdBcbUhW7gpyg8QrB4Kz2jVLT9Cy4ipKSpXElMm4Cf\\\/AJYO6qWA8Al6fWsd4KlHD\\\/8ATF921eBPYGvvqR\\\/8mx+a1VGnVtrnp7e1qN5EFwcDI1BjhBG7cVqr1PPR2pWPd2pN6URFblrDrC5eRt41iXMvM1Ftpbh66U0UpwAlQSFFI3t48BjEbvOkciRzcI8aNV7EHAVN36etHfRg5q1YpbUBVXeP\\\/dXfRiVvtZs7QYGNvafxDvWNiwxLGbx95VoODnRwPKNdN\\\/PrV3lKFNMSrTUvc9UabSkBDYRKkJHgGWSf7Y8HqzrRploazJO6oavTtGVUSrrVnrRqYedCcbyg0zLKXujIyrGBkcYyFTrgos5IS02xUpctOtIWg74BIIBBweIiMHqnjjc7tCUVbD6XmhaMpgpVlOeu5zPNG9vr021t4wwA8lkbHbPU9pcWZh9ZxaCCdN+g61tn7vLZZ8vta83Jj8DD3eWy0efXytAf\\\/duY\\\/AxqZofZdjXFoXS6HcFCkeu7mmqjINVBUugvtvAOKbUlRGd5IRw+gR8OzTpjSLaL9Rvq35ScnavWHaFIMTbKXAgMNuLecSFZBBU3u5x\\\/JPhjzSv4TjRbcHoZNIwBxdqRI7DPKF6PV8G+CURWDqlWWGIluupHo9RW4Q27tlsq\\\/j8rXzf+zkx+Bivu7tlzODr5WsnmHscf\\\/AxH9IaIU2tm4rzuSsPUKhM16YpskiTkFTLrqw6rmQnmbSMDPzHwcfZ6f7PdmUW57tt++qizUFSdI69p6ut3QOtlpJ66G6ffJIKdznyDjIjJr+EmjbtcYzFokgA9Wg4GMwnXSVmVfBjs3QDv8RVJG8CN+gj7PCdVueNu3ZbP8\\\/db83H\\\/AMDFfd17Lvl7rfm2\\\/wDgYj1oWilpTNIqN7V7UEU61GqgafTp4U9xb06oDO8GvfJHPz+A5xiLrL7Mkw7qAm0\\\/ZSwZCboq61T6klruXW0qSAlaSe599k8\\\/DHh4XX+EOjTcWuIGWZlro0iRykAiRvCy\\\/qq2aBIdc1RE8BwEkTl1I4gahb6+7q2Xzw9vqt+bb\\\/4GKjbo2YeY68Vvzcf\\\/AAUaFnZ+tOal6DVqHqW1UKTUquKJOTSZJSet5lSVFOEkjKSoAZPeUDxEWX2i5iSkr5nK5VjJN2g6JZtSms9dvLVhoDjwCgUEc\\\/vxFGeEOlUJAieWVwO\\\/LEHWZj5HirlLwT7MVT5t1VkcIAO+Igt5kBSHjbo2Yjza8Vzzcf8AwUVO3NsxkEe3vXPNx8f\\\/ANKNJBssUI1g2qjUqX7OzFPFQk5NUooZbwN4uKBwkbxOBz4BOOBi1HZ+tl+m02tUXURmoSK6s3R6m+iUKEyzyju7yN4jfTvFIzzEKyMxYb4S7d0ZY4fddxmO2CBzIhUb4Ldk3\\\/6qt2c5j7nGCBzjRb3jbl2Yzz67Vsf+XnvwUVG3JsyeXatj\\\/wAvPfgoj8XoRM09d9O1uqmVlrNA3HQ0D12pfFoAZ7neSUH5t4CMYdbhOOEZ9vts+7B6ENMRwPEAj5H5re2PgN2dxEOdb3NUgRP2eIBH3eRHsUqfu4tmbva61s\\\/+XXvwUV93Dszn+fWt+br34KIrAwMc0VDY\\\/Ji\\\/5WXPoN+a2Q\\\/s94JxuKva39qlT93Bsz+XSt+br34KK+7e2aDza6Vzzed\\\/BRFbyeO8IBHzCKeVl16Dfmpj+zzgXG5rdrf2qVRrbY2bHnUMo10rIU4oJBXQHUpHzkmTwB8\\\/NGdKUns7T5Wr0a+p6dkZxtL0vMMCUW26hQyFJUGcEEd+IOQjjkc\\\/NzRL7sjVKQY2cbDTMzzKXOxnFK3ACP3VcbvA8brYnVdSqNAgTp7V5h4UvBfh+w2H0b2yrPdnflIdB4E6QBy3LK3YWpfGyqfZSvqYdhal8bKp9lK+pj6uzNK8YS32oh2ZpXjCW+1EdJqvEdF8vYWpfGyqfZSvqYdhal8bKp9lK+pj6uzNK8YS32oh2ZpXjCW+1ENU0XyGjVIYzdlV+ylfUxRqlOsT7E3M1icnVICkID6WQlO9jJ\\\/c0J48Bz5j6zWKWf8AGMt9qItNevS2qF1s7UKo2A4spQGwXCTjwJBMY91d0rKk64uHBrG7ydAPaVOnTdWcGUxJPDivRJPAc8Vz8xjxg1csfH+E3eiu+jD23LH8aO9Fd9GNB5ZbP\\\/jKfxt71nfRV96p3YV5TXb+F0b\\\/ADcx+1uONxAe09R\\\/6bf\\\/AKlRz12\\\/hlG\\\/zUx+1uOFxfxPUb+m3+1UeI47\\\/wAQY\\\/8A9uPzprrrH\\\/cLH\\\/qfuWLyAcZhgZzx+uH5P0RWPngkr0BUwIYEVhEUVMZ4wwIrCElIVMAwwIrCElFTAhiKwgipiGAIrCEokUwOeKwgkAKmM8YYisISkKmI4uDuCfpjnHFz3h\\\/TFykfPb7VF2gWxlgNNGxbfUWkkmnS2eA+DERw9U1pr\\\/t+Uab63WmXdtWWbbc3CEKWmamipIPMSApOR3t4eGJGtP6hIIsagIXOy6VJpsuCC4nIPJj5467vsvTO\\\/mWJa97dt6vtSyitlNRl2ZgNk85Tvg4P0R+gFS0df4cyi0wS1v5BeabHbR09lMdbiVamXtbmBAMHXTeoh6XqtJ0XTK2LVpcvOtVq3q72X5ZSU8goBalJSDvbxzkAggDnj29w7Rdu1jU60rmlKTUZeg2+Jh56XDbYecmXkLStQSF7pHFPEqB4qiRgbPezZg\\\/8Elid\\\/wDxXLejFRs9bNmP4p7D\\\/VUt6McVV8HFGrUNV7tfP5\\\/f+1x7OS9TqeFjZus81XWNSTm++372\\\/hw4KNS2taqD7G6padaqNz0Zl2sTFUkJ+iLCX0odWpZbcG8M8VE8Cef5sn57T1btahX7V6jU5q6axRatSuxZmag6l6eSCOJ4qxu5KsDPDMSZK2etm3yTWL+ily3owGz1s2HiNJrFH+y5b0YofBwwtqN6TR+8dmo4g6Diq\\\/Wxs5mqEWVUZxr57erUaTOk746lGRTb80vnLLf0zuOVuMUKSqa56kzcshlUwEHPcOpKgM5Uo5GeceCLyxr9bjd9tVZNHqTVDp1uu0KQaSlCpglRSQteVBIB3MYBOP2SPDZ92bxw9qWxP1VLY\\\/8ATFfc+bNoz\\\/wS2Lz+K5b0Yg7wbU3klz5mdNd7tHEciY1Uh4W9nXEl1nWOadOkbvcPOI00JhRSSV+U+R0lXYzLM0iqC4EVdt4JTyKUJaCQM72d7I8GMd+MrbRt3OLs21qSqUEnUK63L1mqoTwUpaGkoSF44H\\\/\\\/AAIkE9z3s2kEe1NYvH\\\/4XLejHY5oFs6vqCn9LLIcKRgb9NlzgDvcU80K3g4NW6ZctqCWuc7cdSQBz4EA+5SqeGHAnXdK4bZVIY5ziMzdS4DjwAIB4qNw652qdX5HUA02qiny9FFNcb5JrlS5hQyBv43eI7\\\/6I8lJ6jUuU0qrFjoYnE1Gfq7dRYfShIbQlKknid7IVlPeH6YlOOz5s2nn0osUfRTJb0YodnrZt7+lFjfqyW9GJU\\\/BtTp5Yduy8\\\/uElvHrKvUvDFs5Sy\\\/4Grpl++37hJHDrMqP3aDvKZd01temPyiZKq3PLy9RqqBjeUltsBAV8xUQR3xuARreWvDmJlXtA9nR8gvaW2Q4QMDfp0ucDwDhwjiNnvZtVx9qixR9FMlvRieF7AVMMtxbsqDeTuPHt3CAOoLKwHw54Pglp4uLN7jJJOZo3nTTXcIA14KGzkvpjkGx4ImS9z5s2jh7VdjD\\\/Zkt6MPc\\\/bN\\\/kqsX9Vy3oxsTshX9YOwreD+0ZhY\\\/0L\\\/ib3KG4I+aOQR80TH+592cD\\\/NVYv6rlvRh7nzZx72l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