{"id":169117,"date":"2024-01-18T06:06:15","date_gmt":"2024-01-18T09:06:15","guid":{"rendered":"https:\/\/www.comboinfinito.com.br\/principal\/?p=169117"},"modified":"2024-04-03T17:03:30","modified_gmt":"2024-04-03T20:03:30","slug":"from-words-to-meaning-exploring-semantic-analysis","status":"publish","type":"post","link":"https:\/\/www.comboinfinito.com.br\/principal\/from-words-to-meaning-exploring-semantic-analysis\/","title":{"rendered":"From words to meaning: Exploring semantic analysis in NLP"},"content":{"rendered":"<p><h1>Semantic Analysis v s Syntactic Analysis in NLP<\/h1>\n<\/p>\n<p><img decoding=\"async\" class='wp-post-image' style='margin-left:auto;margin-right:auto' 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\" width=\"307px\" alt=\"semantic analysis nlp\" \/><\/p>\n<p><p>Along with services, it also improves the overall experience of the riders and drivers.<\/p>\n<\/p><div id=\"combo-1582376873\" class=\"combo-paragrafo-1-2 combo-entity-placement\"><div style=\" margin: 10px auto;\">\r\n  <div style=\"text-align: center; \">\r\n    <span style=\"font-size: 10px; \">- PUBLICIDADE -<\/span>\r\n  <\/div>\r\n  <div class=\"pubad\" data-pos=\"LMR\" style=\"margin:0 auto; text-align: center; width: 336px; height: 280px;\"><\/div>\r\n<\/div><\/div>\n<p><p>It is thus important to load the content with sufficient context and expertise. On the whole, such a trend has improved the general content quality of the internet. That leads us to the need for something better and more sophisticated, i.e., Semantic Analysis. Keep in mind, the objective of sentiment analysis using NLP isn\u2019t <a href=\"https:\/\/www.metadialog.com\/blog\/semantic-analysis-in-nlp\/\">semantic analysis nlp<\/a> simply to grasp opinion however to utilize that comprehension to accomplish explicit targets. It\u2019s a useful asset, yet like any device, its worth comes from how it\u2019s utilized. Suppose, there is a fast-food chain company and they sell a variety of different food items like burgers, pizza, sandwiches, milkshakes, etc.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"303px\" alt=\"semantic analysis nlp\" \/><\/p>\n<p><p>We can view a sample of the contents of the dataset using the \u201csample\u201d method of pandas, and check the no. of records and features using the \u201cshape\u201d method. WordNetLemmatizer \u2013 used to convert different forms of words into a single item but still keeping the context intact. Now, let\u2019s get our hands dirty by implementing Sentiment Analysis using NLP, which will predict the sentiment of a given statement. As we humans communicate with each other in a way that we call Natural Language which is easy for us to interpret but it\u2019s much more complicated and messy if we really look into it. The first review is definitely a positive one and it signifies that the customer was really happy with the sandwich. Semantic analysis also takes into account signs and symbols (semiotics) and collocations (words that often go together).<\/p>\n<\/p>\n<p><p>In the case of syntactic analysis, the syntax of a sentence is used to interpret a text. In the case of semantic analysis, the overall context of the text is considered during the analysis. Automatically classifying tickets using semantic analysis tools alleviates agents from repetitive tasks and allows them to focus on tasks that provide more value while improving the whole customer experience.<\/p>\n<\/p><div id=\"combo-2036738336\" class=\"combo-paragrafo-3 combo-entity-placement\"><div style=\" margin: 10px auto;\">\r\n  <div style=\"text-align: center; \">\r\n    <span style=\"font-size: 10px; \">- PUBLICIDADE -<\/span>\r\n  <\/div>\r\n  <div class=\"pubad\" data-pos=\"LMR\" style=\"margin:0 auto; text-align: center; width: 336px; height: 280px;\"><\/div>\r\n<\/div><\/div>\n<p><p>Now, let\u2019s examine the output of the aforementioned code to verify if it correctly identified the intended meaning. However, many organizations struggle to capitalize on it because of their inability to analyze unstructured data. This challenge is a frequent roadblock for artificial intelligence (AI) initiatives that tackle language-intensive processes.<\/p>\n<\/p>\n<p><p>Meaning representation can be used to reason for verifying what is true in the world as well as to infer the knowledge from the semantic representation. It may be defined as the words having same spelling or same form but having different and unrelated meaning. For example, the word \u201cBat\u201d is a homonymy word because bat can be an implement to hit a ball or bat is a nocturnal flying mammal also. Maps are essential to Uber\u2019s cab services of destination search, routing, and prediction of the estimated arrival time (ETA).<\/p>\n<\/p>\n<p><p>It makes the customer feel \u201clistened to\u201d without actually having to hire someone to listen. And then, we can view all the models and their respective parameters, mean test score and rank as&nbsp; GridSearchCV stores all the results in the&nbsp;cv_results_&nbsp;attribute. Now,  we will fit the data into the grid search and view the best parameter using the \u201cbest_params_\u201d attribute of GridSearchCV.<\/p>\n<\/p><div id=\"combo-136495292\" class=\"combo-conteudo combo-entity-placement\"><div style=\" margin: 10px auto;\">\r\n  <div style=\"text-align: center; \">\r\n    <span style=\"font-size: 10px; \">- PUBLICIDADE -<\/span>\r\n  <\/div>\r\n  <div class=\"pubad\" data-pos=\"LMR\" style=\"margin:0 auto; text-align: center; width: 336px; height: 280px;\"><\/div>\r\n<\/div><\/div>\n<p><h2>Customer Service and Support:<\/h2>\n<\/p>\n<p><p>Semantic analysis helps fine-tune the search engine optimization (SEO) strategy by allowing companies to analyze and decode users\u2019 searches. The approach helps deliver optimized and suitable content to the users, thereby boosting traffic and improving result relevance. Understanding semantic roles is crucial to understanding the meaning of a sentence.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"304px\" alt=\"semantic analysis nlp\" \/><\/p>\n<p><p>The semantic analysis process begins by studying and analyzing the dictionary definitions and meanings of individual words also referred to as lexical semantics. Following this, the relationship between words in a sentence is examined to provide clear understanding of the context. These refer to techniques that represent words as vectors in a continuous vector space and capture semantic relationships based on co-occurrence patterns. Sentiment analysis plays a crucial role in understanding the sentiment or opinion expressed in text data.<\/p>\n<\/p>\n<p><p>Semantic analysis allows for a deeper understanding of user preferences, enabling personalized recommendations in e-commerce, content curation, and more. Also, \u2018smart search\u2018 is another functionality that one can integrate with ecommerce search tools. The tool analyzes every user interaction with the ecommerce site to determine their intentions and thereby offers results inclined to those intentions. According to a 2020 survey by Seagate technology, around 68% of the unstructured and text data that flows into the top 1,500 global companies (surveyed) goes unattended and unused.<\/p>\n<\/p>\n<p><p>While, as humans, it is pretty simple for us to understand the meaning of textual information, it is not so in the case of machines. Thus, machines tend to represent the text in specific formats in order to interpret its meaning. This formal structure that is used to understand the meaning of a text is called meaning representation. Upon parsing, the analysis then proceeds to the interpretation step, which is critical for artificial intelligence algorithms.<\/p>\n<\/p>\n<p><p>This fundamental capability is critical to various NLP applications, from sentiment analysis and information retrieval to machine translation and question-answering systems. The continual refinement of semantic analysis techniques will therefore play a pivotal role in the evolution and advancement of NLP technologies. Today, semantic analysis methods are extensively used by language translators. Earlier, tools such as Google translate were suitable for word-to-word translations.<\/p>\n<\/p>\n<p><h2>What are the key challenges in semantic analysis today?<\/h2>\n<\/p>\n<p><p>Now comes the machine learning model creation part and in this project, I\u2019m going to use&nbsp;Random Forest Classifier, and we will tune the hyperparameters using GridSearchCV. It is a data visualization technique used to depict text in such a way that, the more frequent words appear enlarged as compared to less frequent words. This gives us a little insight into, how the data looks after being processed through all the steps until now. And, because of this upgrade, when any company promotes their products on Facebook, they receive more specific reviews which will help them to&nbsp;enhance the customer experience. Insights derived from data also help teams detect areas of improvement and make better decisions.<\/p>\n<\/p>\n<p><p>With the availability of NLP libraries and tools, performing sentiment analysis has become more accessible and efficient. As we have seen in this article, Python provides powerful libraries and techniques that enable us to perform sentiment analysis effectively. By leveraging these tools, we can extract valuable insights from text data and make data-driven decisions. Semantic analysis analyzes the grammatical format of sentences, including the arrangement of words, phrases, and clauses, to determine relationships between independent terms in a specific context.<\/p>\n<\/p>\n<div style='border: black solid 1px;padding: 15px'>\n<h3>10 Best Python Libraries for Sentiment Analysis (2024) &#8211; Unite.AI<\/h3>\n<p>10 Best Python Libraries for Sentiment Analysis ( .<\/p>\n<p>Posted: Tue, 16 Jan 2024 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiRWh0dHBzOi8vd3d3LnVuaXRlLmFpLzEwLWJlc3QtcHl0aG9uLWxpYnJhcmllcy1mb3Itc2VudGltZW50LWFuYWx5c2lzL9IBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>The meaning representation can be used to reason for verifying what is correct in the world as well as to extract the knowledge with the help of semantic representation. Therefore, the goal of semantic analysis is to draw exact meaning or dictionary meaning from the text. Word Sense Disambiguation<\/p>\n<p>Word <a href=\"https:\/\/play.google.com\/store\/apps\/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US\">Chat PG<\/a> Sense Disambiguation (WSD) involves interpreting the meaning of a word based on the context of its occurrence in a text. Parsing implies pulling out a certain set of words from a text, based on predefined rules. For example, we want to find out the names of all locations mentioned in a newspaper.<\/p>\n<\/p>\n<p><p>In simple words, we can say that lexical semantics represents the relationship between lexical items, the meaning of sentences, and the syntax of the sentence. Powerful semantic-enhanced machine learning tools will deliver valuable insights that drive better decision-making and improve customer experience. Consider the task of text summarization which is used to create digestible chunks of information from large quantities of text. Text summarization extracts words, phrases, and sentences to form a text summary that can be more easily consumed.<\/p>\n<\/p>\n<p><p>This practice, known as \u201csocial listening,\u201d involves gauging user satisfaction or dissatisfaction through social media channels. Semantic analysis enables these systems to comprehend user queries, leading to more accurate responses and better conversational experiences. You can foun additiona information about <a href=\"https:\/\/www.cravingtech.com\/ai-customer-service-all-you-need-to-know.html\">ai customer service<\/a> and artificial intelligence and NLP. Indeed, discovering a chatbot capable of understanding emotional intent or a voice bot\u2019s discerning tone might seem like a sci-fi concept. Semantic analysis, the engine behind these advancements, dives into the meaning embedded in the text, unraveling emotional nuances and intended messages.<\/p>\n<\/p>\n<p><p>A \u2018search autocomplete\u2018 functionality is one such type that predicts what a user intends to search based on previously searched queries. 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. For example, if the mind map breaks topics down by specific products a company offers, the product team could focus on the sentiment related to each specific product line. The simplest example of semantic analysis is something you likely do every day \u2014 typing a query into a search engine. With the help of meaning representation, we can represent unambiguously, canonical forms at the lexical level. In other words, we can say that polysemy has the same spelling but different and related meanings.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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nGC8Hsc3gR4rE2voYp7Xc4bpTXOkhkiloJOqpre2GLFMZy7IDslzxUPy4knODxHBFGhqZVJdJO0VFbr9d\/ibBWdKOlKGgpK2olqNtbFJLHG2Il4DJWROa4dh6yVjMHtP4q3qukOkoLi+SvkmpqRlA2oNJLQuFRvdP1TSH7tuCcAN2+O7HBY2w6Dlq6jU9zmg+DRXiUU1JS3CnbPGylBLnh0JOMSSSSEjOdoZnGMKra+iVtsZMI7rTzslon0App6ISUjInS7+rbE5xxHjzQzPAdqlLDrcdb0hUs1H+rnrrc3yz3Jl1oxWMpqiAOJHVzx7HjBxxCvlr+idLx6Qs3xPDUCSJsr3xxsZ1cUDXHIiiZk7I28g3JwtgXPK1+zsexRc3TTqq0uJjrq2M0eJWNc3rIuDoDKM9Y3B2jtzg59E8exXzM8M9ysbuXiiO0PJ62L6s\/VH9I3Pnf+nby7VfMxlQ9iy+9k6IiguEREAREQBERAEREAREQBERAEREAREQBQyO9CeBIWval1hatOMjilbPWV9Rn4Lb6SPrKmod+y3IAHe5xDR2kBTGLk7IzqVY0lmm7I2HI71K6SNp854H3laVHb+kLUI625XiHTdPIMimoGsnqWDudNI0sB\/wALCO49qjH0TaNeTJdqe4XqRxy83a4T1bSe8MkcWN+5rQPBXyRW79Dn6+tP7IersbkJ4SeErT+Kqbm89w9q02Tok6OXA9TpC3UjuQko4vg8g+58e1w\/AqlHoK6WVpOlNZ3enA+rTXKd1whP3umJmH4SY8EUYS2ZPW14fdBPwfyjd8jvCZHeFpMGtq6yVsdt13bGW4yvDKe5QEvop3Hk0uIzC\/wfwPouctwa9jmgtcDniO4qsoSi9TSjiIV08u63XFeJWzw5qykaDcqdxDCRG\/iYsns5P9H7u38FdjkFZvJNxpxuaMxv4GctPZ6HJ33nl+JUI0nsi9GFHI71KobgOfPuQs2luHBpdyChgcVrWoda0Nnq22igo57teZ2gw2+lwX4PpSOPmxM73PI8MngbMae1xe25v+p\/iqF\/OkswAdjuM8jS78WNYfuV1B2vJ2RyyxSzZaScn3bLzNwL4m\/WeB95UplpyMtex2OXEFalD0S6DZxr7Gbu\/Oesu1RLXvz\/AIqhzyPuHBTTdE\/R08Zp9IW6ikxgS0EPwWRv3Pi2uH3gpemt2\/QjPiWm8q9X8G3NA+5M8cdoWnM0RfrIz\/ZTWdxaxnFtLdXmvj+7rJD13tkIHco27W9TR3Jlk1ta\/iasleGU1SJOsoq0nsjk4Frv2Hhp+zu5o4XV4u4+ryu1aOW\/F7epuOM8CEP3Ix2TwI4qos9TrSTRTa0AABoHYMBNpVRQPJAtCTGRg8UwO4KSSeJjTJI8NaBkuPIDxWnP1jddR1LqPQNBFU00Z2zXeqJbSNIPFsQHnTkd7cM7N2eClQcndGNWvCku1q3sluzc+H2hwVJ00DZA10zB2YytRf0ez3kb9WauvVdxz1FHVPt9OPACnLZHDwe9wVxD0UdGrGkv0NZZnHiX1NHHM8nvLngn+Kv2Fu7+Bl1mImuzFLxfwbSwxloDS1zcfep+GVpkvRLoxrhLaaWssj2nLXWiumohnvLInBr\/ALnNI8FCWi6QtONM9vuUWpaWMZNNWtjgqnDubKwNjJ7tzGg9pHNSoxls\/Ujr6tJLPDTud\/bexuzccVHI71r2mdYWrU0UjaZs9LWU4AqqCqZ1dRTuPY9v8i0lp7CRxWd4njjCzknHc6adWNWOaDuiyujBLS7XBmDLGTvhMo\/SN9EdvDgezn2K\/ZnvVhdnFlLkOaPpIuJndCB9I30hx\/D0uDTwKvox\/JHsSvuKiKBIHMq1uFyobXSzV9wrIaamgaXySyuDWsA7STwChK5aUlFXexdZHehc0DJIC0aHUOqNXOc7SFC23W3OG3S4xuzP4w0\/Bxb+08tz2Ajip39GVLc3tn1VqO+3mQf2Zr5KanHh1EBYxw\/xhx8VpkS+5nGsXKr\/APGF1z2Xz7G5GogGAZmjP7Sna9hHB4P4rUW9E3Rq0FrtB2F4I4l9vic4\/iWkq3d0UabpnCewVN2sUrPqfFtxmjiH\/cEmF3+8wpaD4lusxK3ivX\/o3fc3vCZHetHml19pVpmmYzVFA0+cIWNgrmM+0Gk9XKR2gbCezPJbBYNR2fUdD8OtFa2eNrix4wWvicObXsOHMcO0EAhRKDir7otTxMZyySVpcn+uZmMjvUVSYQSSMKo3kqHSRREQBERAEREAUpdg4UyoVM0dPE+aVwaxgLnOJ4ADmU42Ibsrmv6v1PVWgU1ps1CKy9XRxio4HP2sbgefNIfRjYOJPMkhoyXBR0no6lsDZq2rqDcLzXHrK64TD6SZ3Y0fYjbyawYAHiSTjdBU1Rep6rXt1aOvu5DaCMjjTUDT9E3738ZHeLg3k0Ldw0DktZvIsqOKhFYl\/UTX\/wCVyXPxe5K2PbnxUS0dimRZHcShuChb3KZEsC1rLfTV9O+krIIpoJWlkkcjdzXtPMEHn+K0SLrujC401rqaioqNL18wgpJpXl7rZM4+ZC9x4mFx81hJ8wlrc4246KsfebVR3mgqLZcIGzU9TGYpGO7WkYWkJ5dHscuIw+f\/AGU9Jrb4fcy6aDjgcDHBWsrnC6UwycGOT+wJHZ6fJv3dv4LXej27V0lNXaXvT3uuenZxRyyPHGohLQ6Gcd+5hAJ+22Qdi2aRjTXwvzxax4H0rh3ehyd955fioccjcSaVVVqamv6y4ceHJanqzUFwFfTaU0w5hvVxjc8yOZvZQ044OnkHLmcNafrO7wHEbBerrR2O01l5uMwhpKGCSonkIztYxpJPsCwGg7VVRUE2ortTmO7X2QVdU131oWkfRQ57mMwMcs7j2q1NWvJ8PyVrt1JqhHjq3yXy9jJaY0nbdMUJp6EyyzzHrKmrqHdZPVSdr5H9pPhgDkABgLNbOCiwYaAplm25O7N6cI04qMVoShg8FAM45JU6KDQl29ysLnaaC7UU9BdKWGqpZmFskUzA9jh4grIqmRzHYealNrVblZRjJZZbPgaNY6u4aGu1LpW7zyVdorCY7VXzSl0sb+YppifrHGdj8nIaQ7zgC7ehISTluMeKxGp9OUWprHVWatdKxk7MMkjdtkheOLZGHse12HA9hAVnoS81t3spju5Z8Z2+V1DX7Bhrpo+BcB2Bww8DucFeSU1m9Tko3w9TqG9H9vwbJu8FLJKGMLn4AA5qIAAytO17W1FY6g0TbnPFXfpHslew4NPRsAM8uR4OZGP2pWqsFmdjavV6qnmW\/DxMe1svSfWSNdNKzSVHMY9rCWC7SsOHZPM04dkYHCQt5lnB290tJBSxMp6eJkccbQ1jGtw1oHIAKSioqW3UsNDQwthgpo2xRxsGAxjRgAeCumjiSrTlmVuBTD0FDty1k93+l3IbE2AjipkWZ1WJCw4wCpXRF3pfzVVEBqurNHR3ow3O31HxfeaHz6Kvjb57D2seBjfE70mHgeB5gEVdI6mmvtPUUdzpG0d4t0nU19KH7gHc2yMPpRvGHNOBwOCAQQNie0OIytI1vTv09X0evqB2wUJFNdIw3hPQvPFx\/ajdiQH7Ikb6S1j2+y\/I4K0fppdfDRfyXdz8UbPdnFtHuG4fSRDhTmc\/pG+gOP8Avdn1uxX0ZAAIOfxVncBHNSNOfNc+JwImdF6bSPOBB7uHby5FXo4AceAVHotTsi05XKNfXU1vpZa6smZDBAx0kkjzhrWgZJJ7AFpVptlTr6rg1VqKEss8buttNskbgOx9WpnB5uIwWM5NByfO5VdWtZqvUlBolx3UVM1t1urOx8bXkQRO\/Ze9rnEdoiIPAnO7RsAYG8hyx3K\/2R72ciX1VRqX2R938L8+BBkIaBgj2KfbwwpkWR3WJQ096jtGOKiiC1iQx5BBwtQ1TpCsFYNWaRnjpL5C3bIxwxDcIv8AopgO37L+bT3glp3JSyAFpBVoycXdGNahCvHLL\/wwml9QU2pbRFdKRjonOJingk+vBM04fG8djmkYWbZnHErR66nZpHW9NeKbEVBqSRtHXtzhoqw0mGXwc4Axk9v0Y7At3jJLck5UzVnmWzM8LUlJOFT7o6Pv5PzJ0RFQ6giIgCIiALUOlGrlpdIVdNTuLZrpLBa4nNGS19TKyEH8Osz+C29ad0inz9NNdxjOoKTePuDy3\/xhq0pfejlxl+oklxNnpKWGipoaWBgZHDG2NgA5AAAfyVbLj3hWV8llis1fLTuc2VlLI5pacEENOMLk1Jq7VdgtNU0TyMq2mIw09ybJV7\/oC8uEm9pxLwDWguwY3gAkkCYUpVE5Iyr4yGFkoOLtbdbHZsu70a4k9uPvXNKTX+p667wW34rpooZKptG+UwyEtk3dY4fWwB8GwQeW57e4tVC\/V96sOs73W0VXWyQQW+2TRtqZ5H0lO6aasZNK5m9oLQ2OPIyA3APDJKl0HezZm+kqbjnim0dS3HPM8eCZPPK5HfNe64+D\/BqVtvp8RslNwjppJoS4YLowBIOJZmbO4gMDm5JBcrzUd5qmXyTGo6gTi00k9thopHNjq6p0k2\/bFl3WAgR5B3bWnOe1T1EuI\/ycHfKnpbuOnlzs4wQh4\/euR1+vtX1c1ygoZ6Kkhoa+ia6d1A\/dHEa3qZo5PpccGjfv83zDnaMhw2rQ2q7lqOvuEdb1D4Itr6Z0dM6FzAS4GOUOe\/6Ru0ZHmkZ4tCidCcI3ZbD9I0sRUUI381\/eRNXD4t6TbfUtPm3e2zUr8ci6F4ezP3CST2lbLL1nxjT+dLt2PziNu3s5u5g92OB49y1PXstzivOlJLNRw1NcK6oa2OacxMLfg0hdlwa4jkOznhSVNx6RDVx79O6fbUdVIImfHUm5wwMkN6jjxI7OH4q+VzjF3Wq\/djCOI6mdSGVtXvouaTf7LzpEb8PpbTp4+dHdbrBFM37UMZMrwe8Hq9pHc4rbWABgAK4B0YXbpbutw0jJ0n2uOCMVM7qOeX6Oql\/5tJwli5DhxB4HvHavoHlxAHHimJp9S1C6e+qI6Kxi6Qz4hRcb2VmrNK19vMxd\/vZsdNDM2lkqZJ6iKmjjY4Ny57sDJPIcVj6LXthquqjnq3UdS+V8L6edpDopGyGPDyMtaC9pa0k4cfqkqjq6o09dKin0zV6lfbLi6eOqphA6MTlzHAgtEjHNIzjPmnmrU9G1neQw3W4ujlO6tjMkZbWu6x0m6UlmR5zicRlgxwxgACkYwcVmN6lXE9Y+ps14r\/0y9NrPT9aOupLsx8XUyVDXbHBr4mbQ6RpI89nnsIc3gcjBKt5ekXSET5InXyEOie9ryGvLWbH7HlxxgBrvrHOGggkgEE2L+jyllhp6d2qLy5tLDLSMIdT7vg0gZmEnquLfo2EO+vw+scnNnTaZ0XcLaLXTahfNDe6e5NgLKiImVlRIZJnR+bg7C7gcHAxnJ4qVGnzZR18WrJ5f75mwTa60vTyPilvUYc2Qwhoa4mSQZy2PA88gtLcNyQ4bT53BT2bV1ovtyqrdbZZpnUrIpHSGF4jc2Roc3a8jaeBHDOfYcYij0JYKC6wyNu1QZYpn1sFK90XmA7muDfM37MyE4LjxxxHJXumdPWuy1lVPa7jWvYWsppYJQ3Z1jOIkB2BxO1wBwduAOGclJRppaXL0a2KlOKml3pPu+bGyuAxgrTLe91p6ULnbQQIb5bIbjE3vmgd1Ux\/yvpvYVuh4Bc+1nPdafpM0rLY6GCsqjars0xzVBib1fWUW47g13EEM7FWkszavuvxqaY2XVRjVa2kvd2\/Z0DPBafaWm4dIt+r3MBbbqWmt8Tj2bsyvx3ElzAf8I7lpnSpqLput9utL9J6bpY6+S6Rxbaac1TZWGOQlsrSxu2PgCXbhggd62ToonvFXHqOo1DQw0t0lurfhcMUvWsjf8Fg4B2Bkfh29q1dFwpOrdepwvHRxOMjhMsll1vayej4mxXDVMVBfKawMo5JqiojE5IkYzEe7aSA4jdg8wOQx2kKjRa+05V\/BYpLvTxVFVCJmxbyQAYzJ9fG3Oxr3DvDXHHA4sL7SaZ1ZfIbLPqnbU297ZZLbG+Euc5m14cQ5hkaRuZlzHNOHDJ4hUJOjO109vp4bfWVD6i3xg03XyN2ue2llp278N5FszicY4gY4ZBolTSWbc3lWxWd9VZx8fYzMWvdMS0lVWsuhENGyWSd8sMkexsbQ57vOaOAa5p4d6mpdaWqYQMq5zSyVU8sETXAkEseWjLgMDOOGTxJxxPBajbei+Wss9Tar1da2CGdk1OOpdAZpYZYWskbK8RbSctOC0AgAcTyGcqOjq1VE9NUG73ENpqj4S2IPi2F3X9cAQWZGHcPNIJbwJJ4qXCktLspCvjZJNRj\/AHzMgNb2aSG31tNO6Shr3SNjq8ERDYwvJJIHDDXceWRjmrSHpEtMtFDOBMyrkigmNHM0xyNZI5jSeIwS0yNDtudpIB4kKrctDWW56YpdJVU1SaOkZFGHh7RI5rBtLXHGMOblrsDk44xwKw9ZojTMl9qb5VX65\/CWtlibG8swwOfBO9sYMe5\/6uztdgFwGOyIqnbW5arVxkJK1tbfjX3NhfrjTDaaOrN2jdHLBDUsLWuc50UpcIy1oGXbix2ABnzT3K+qoKG\/2aSDdHUUlwgLdzCC18b28weRBB\/itRpuiywOp4XxXu7bY4qdlG9zot1LHF1vVtYDHxAbM9p3hxIxk5GVulBS09tt8FBSACGmibFGA0AbWjA4NAA4DsACrLJFpwepvRlXqqSrpZbcNzVNFXOquvR\/bJHzTOq6V4oKl0cQe4zU85hl813DBdG\/J5gcRxC3POB9bH3rkWjq3UlPZbvDQWi2z21upbpsmqbo6mPWG4SHH6M4+kJGM8Tw7cK01rqfp2o9Z2Gn0tpejmgmik+GwdcZaYs3N4vl2M6pwBOMZz3HGFr9O6lRq6W\/ycH+TWFw0as4Sey0V+43fo+gdVT6i1TKS6S7XaZkeeO2CnPweNo\/ZPVPf98jj2q7dreOluNZQXShdRx0b2RmXrOsMjngljWMaNziQCcAEgAq26JXSO0BbZKgbZnda6Vuc4k6124ZwM+dnsWQumjKW6VVRXsuFdSVc0sczJ6cx7onMYWDaHsc05aTkOB8MKk0lUanwOnDutPCwnR3avbxu\/yUavpD0xTwTyw3mmqJIYTM1rXnY76LrWgvALRuZxb3jOM4OMnQ6jtdxqJ6KlrRJUUw+la0Ehp4ZG7G0kZGQDkZGcZC0+LoipJnXairbjWttlXK10MEb2ZJFKyEyvcWF28EOIwdvLLTxWRq6DTGki6qvupXU9HVzGSOCtmiZDHMBuc9p2h4OGknLi0cTgBMtL+O4VbGXbqJKOq99Ctbuke0VdvF0rnNo6aSTqoT1olfI\/DnbNjMlrtrCcc1kH6204wvBu8bhFCyoe6MF7dj8bBuAILnb2YaDuO5uBgrEW3Q9otFPTTHUNZPS0E3wyn6407WR5jkYcuZG0lu2U8XEng3jzzLT9GtppqJ1upbzc2UrxSvDA6E4npxF1U4JjJ3jqI+H1Dj6vFHGluSquLslo35fourv0j2C3UtJUUlWK11ZUUsDGRE+aJqlkG5xxhu1zzwdgksI5jCr1Ov9Mx0ktSy6skLM7YmMeXvw0u3NaBksw0neAW4BOcArFHoisBhEMdfcxFNUxVdUwPiIq5mVRqg+TLMjMrnEhhaMOIAHDFRnRVa4RE+C73OKaBroo5m\/B94hcMGLJi4t8TlwPJ3E5m1DmyufpG7eWJW1ZTTay6N6magYYquqoG11Dk5MNS0CWF2e3bI1h\/BbFp26xX2xUF6gGI6+miqWDua9ocP5qWjt8VqssVrgc90VJStgYXkFxa1mBnAHHA7li+jHH9QLCG\/VFDEG\/4Q0Y\/gqOzg2uZvTvHEJPdx18mvk2hERZHeEREAREQBab0pwyu0pJcIWkvtFXSXUAcy2nnjlcPxaxw\/FbkrWupaeuppqOpjD4p2OjkaeRaRghWg8skzHEU+tpSgt2tPEngmjqIWyxec2RocCORB7ULDxwBy7+a1Ho9r56WCo0ZdXOFw0+4Qgu51FKc9ROO\/LBtd3PY8cgCdxLsJOOSTRXD1VXpKftyfIkbGBxwD+CjsJIPD8VUbxyo4Hcqm6SSsilsG7l2IGYxnGSqm0IWgBQLIp9WAMcPYjWbTx4nvU3AK3r6yCgpZqypmZFFBGZZHuOA1reJJ\/BTrco8sU2+BrN0cbh0j2ajZx+LKGprZO4GQtjZ\/AP8AYVs0jS6ri4yY2OzhrdvZzJ4g92PxWqdH1LVXAXDWtya5tTfpWvp43jBgoWcIGfeQXSEdjpXDsWyyuYLtSsLod5jkIBe4Px5ucDkR3k8uC1qOzUVwOXDLNF1Zfyd\/LZexr+vx8A+Ir6cCO33eASn7LJsw5\/zSN\/BbbHxYCe3isfqOyUWpLHXWG5NJpa+B9PKGuw7a4EHB7D3HsKxGg75X3CzG33l7Td7RIaGv4Y3yMHCQDsD27Xj\/ABY7EleUL8hFKjiWtsyv5rT8Euq9N3W8XKGttlZHTujttfRtkcSHMlm6nY4Y7B1bs\/gsBH0eXh8O2WqeCKSoYxrq1z9szzFtcC1jBjDH9mQXZ7TjpOM8SoiMDtKKtKKsi1XA0a88807mkWPRtdZ9USXSKpIpHGcNi697sNeyDaNp4fpGSnw3eJWBs\/RjqO0UdH1NxopJ6SgkhhY8ODIZ3wlrzkcXNdL554A8Xd\/DqvV97iU6sYxlSq0o7GcujaE4pSW17eZyY9GupjS17W1sHXz2y5UNNI6qc51O6cB0Z3BjcgO3cgNu7hnAWVl0RqCO8U9RR1cTaSnuIqhEaiQdZBthb1R+4sdJ4uY0Hg5xHRNn7RUpDQ4HPEJ9RNvUqujMPFW14ceJAEgZPYOIWm0kRuvStWV2cx6ftDKNjhy66qkEkrfvDIKc\/wC+tjv97oNOWipvVymMdNSMMkjgMk9wAHEknAAHEkgDmsToK2VtHaJbldoepuN5qH3CpiJyYi\/G2Int2MDGZ72lUi2ouT3Na762rCkuGr8tvf8ABsj2F3iCtTsOaDXmo7a8gfDIqS4RAcNwLXROPtjH8Ft5zhaXr2GotFZbNeUTS51lfJHXsA\/S0Eu0Sj72Fsco\/duHpKabveHNDFrKo1l\/F+2z\/Jjb1ojUt3uVUKappKOAXKW5wVTZC6be6i+Dta0bfM84uJdk+aNoB3ZbSoNBalo54pnVHwiN7XAQz3FxFJI4s+lj2xtDsBpO0gcTz8446LT1EdTDHPFI18crQ9jmnIc08QR+CrNY3PDI7VZVppZTP\/HUZtTTb47nNLZ0fX\/e341qo2UvVNjfTx1s0gfIInNdOXHaQXuc3LOIAjDs5ccY6fQuqaSCmtjYxXuqS9zusrp442v+Bxxue54BIzI1zuHfkecuu9Xjk4qHUtyCSeHYp6+SKS6JotW19TmM3R9qt5kZLc3TYc9z6plc+KWradmxjmFjmN2kF3aDtAxh7sTt0FqV7oKutfR1FVEHsBbO8NjD6Vke5vDiQ9g4cM5J4cl0zqx9op1beZT6iRK6LoLXX1OW1XR\/qypM0bLlFCXRPa6dtXKXzBxi2xluMNa3Y\/zgc8sY3OW4Wek\/qrabg6unApYZ5qlmXlwjhPnHieWPOOOxbCWBvIlaZr6qkuzqTQVBl1TeXB1U4f3egYR1zz\/i4RtH2n55NKhVJVGoy2E8PDCRdSH3WsvF7EnR7b5KLQNuNRHMyevmfdJmsa1z2yVVQ6oe3zhjg6VwPaADjiAtywCMkDIHDvwsfd46entrI3fB2RskgY0TOcxg+kaAMt455YHacA8MrJgAjiOPeqSk5PN3nVQpRpQVN8Ekad0c1BgZftNzAiay3iojx3xzEVERHhsma3Pe0jsW6t5LR7+4aV1nRaqlPVUF3jjtNfJnzWSbyaZ7u7LpHx575GrdWOw0cc+Kmpq8\/MzwVoRdF7xdvLh7E7uR+5azqm23iqqrVXWempqiWimleY55zE1wdC9g84NcebhngeC2TeXDhjmnVjtcVWMnB3RvXpKvBwkclj6L9TU1LQ2ltfSyUtHbxQEiV0cczBTFgBi2ktHWhp+udrQMAnJWfsGl9S0Orm3msfTw29tC+nbBDUOcASINgLS3iWmOUbs8nDAGSt76pvYTwTqxyBK0deTVjlj0bRpyUo30d9\/7yJm52jPPCHkpd2BgdnBQc47eP8FjuegYDXt6fp7R92u0I3zwUrxTx9ss7htiYPFz3NaPEhX2lrS2w6dttka7cKClipg7v2MDc\/wWsX2WPU+sLdpeJ3WU1nkjutyI4tEgOaaN37W8dZjs6tp7RneYvq9i0l2YKPPU46X+2vKpwXZX7\/S8idERZnYEREAREQBU3cTzVREDVzUNYWG5zT0+p9MuY29WxrgyOQ4jrITgvp3nszjzXei7B4jIOS0zqe3aopH1FFI6Oenf1VVSyDbNTSY4skb2H+BGCCQcrNvGWOA7QtXvui4LlXtv1pq5bVe44xE2tpwD1jAciOZp4SsByQDxGTtIJObxkpLLP1OOpTnSm6lJXvuv2u82hv3qZaLHq7Utgc6n1npidzGfVudqY6opnjvfGPpYnd42uaPtlZKm6RtC1OA3VdtZIf7OaobE\/wDyvwf4I6clsr+GpaOMovSTyvv0\/JtCldyWBn1zo2lZvqtVWiJpGQX1sY\/9VjajpKskwdFp2jr9QTg4bHbqcuaT4yu2xNHiXgIqc+RaWLow3kv36G1TP6phkJDQOLnE4AHatDqKh\/SdXigoXyf1WpH5qqgea25SNP6Fh7YRjz3Dg7g0ZG5VzpnUuso\/9uKiOitzzxs1BKXNkbn6s8xDXPB7WNDW9hLhz3ekp4KSnZTU0TI4ogGMYxoa1rQOAAHIDkrJqltq\/wAHO1PGdlq1P3fwiDGsY0NaBgcAqDzIK+BuZdux5IDRs7MZPPPd+KvcDuVlKY\/jGnaSzeY3luQd2OGcdmO\/Pgs0dskkkkXTgDzC03VVkuFsujddaVpTLXxxthuFEx234wpWknbx4dazc4sJxzLScO4bqEwDwVozcXcpWoqurMxGntR2vU1uZcrTU9ZE4lrmuaWPjcObHsOC1wPMEAhZYHktUvWinS3WbUOmbnJZ7tK1rZpGN3wVQb9UTRZAeRyDhhwHDdjgrOHWl6spNPrXTFTS7OVfb2uq6OUd\/mjrYz2kPZgcg53NT1eb7PTiYLESpdnEK3fw\/wCvM3lFrEPSPoWYt\/2ttTHOHBktS2N3+VxB\/gp5ukLREPCTV1mafs\/DYy4\/cM5KrknyZr9XQtfOvVGyK1qqmnoqeWrrJo4IYWOe+SRwDWNAyXEnkAOK1Op6RYKwGLSVjul+nJw008PVQDxdNLtYB37dzu5p5KlHo28ammjrekGqp6mGN4kjs9Lk0bHA5aZC4B05BwfOAbnB25Axbq3FXnp+TKWLU+zh1mfPgu+\/wUKFtV0i3qnvMsPU6Yt0jJ7ex4IfcKhvKdzSPNiZgFg5udl3ABud7YOAAGAOxRhaAQGs2gDAVZVnLNotjWhQ6q7bvJ7v+8CUjCpywxzRuilaHMeCHAjIIVZQPIqupu1dWZzuirJejKtbZLi9\/wDVeocG26seS5tA4nApZD6MfIRvPADzDjDc9Ahf1h3A5aRwPeqFZSU9fTSUVZTxzwTNLJI5GhzXNPMEHmFpztOar0eN2iqiK42xmNtnuEzm9W37ME+HFuB9VjwRyGWhav8A2avc4Y58Jok3D3XyjfUWmQdJVkiLY9Q0VwsFQecVxpyxoPhIzdG77w4rIQ9IOhZm5j1hZX454rY+H8VXq58maxxuHl\/Neen5NjRarUdJmhYmkR6ooKh49CmkE7vYzJWPk1Lq7UcwpdJ6dlo6U8H3S7sMTGjvig\/SSH\/EGN7ieSlUpcdPEiWNox0i8z5LX8fszWr9V0mmKSMuZJU11W4xUVDDgzVUuPqtHcOZceDRxKs9IaeuFuNRfNQ1EU99uYa6qdED1ULQPNgjzxLGZIyQC4kuIGcCrp7RtJZqyW8VtVJcrxUsEc1fUAF+wHIjYAMRxgkkNb28Tk8VsbRgI5JRyxK06M6tRVq2ltly73zZZ3IyfBfojM1wkjGYWBzsbxngeznnwyrsEDJVndjE2kzN1e0yxD6QHbnrG45cc5xjxxlXsZzwx3qj2Opfcyzu9sor3bqm03OnZUUlXG6GaJwyHscMELU9O3y4abro9Garmc4l2y1XKQ5bXRY4MceydvIg\/WADgSS4N3tYy+2K16joZ7ReaGOqpKhoD2P7+xwI4tcDgggggjIIOFaM7dl7GNalJtVKf3L3XJl+zg0EnKqrRPguu9H4NAXaptbMD4NNKGXCJn7MjiGTfc8sPbuJ4K7p+kzShd1d2qaizz+lFc6Z9OWnt4uG0\/eCR4qXTf8AHVFIYuK0qpxff87e5uCLWx0gaFLTI3V1mLftCuix\/wCZW1R0maJj\/Vb\/AE9dI7g2OiBqXuPgIg5Qqc3wZo8XQX816o2lw5rVNWauntsjNP2GBlfqCtZmmpt2GRNJx10zvQjbxOcZOMNyVafGmuNVOMVmtJ07bzwNdcWh1U8d8VODhn+KQgj\/AKMrNaX0latLslNCx8tVWP62trZ3b56mTGA57zxOBgADAAAAAHBWUYw1lq+RhKrUxPYoq0Xu3+vkhpLTMGmrY+ldKamrqpXVVdVuAD6mocBukdjlwDQB2Na0DgAs+wDjhTIs5Nyd2ddKlGjBQjsgiKCg0IoiIAiIgCIiAgeSlDO3CnRAUzEHDDgD96tamz2+taW1lDTTg8xJEHD+IV8ilNrYpKnGW6MRBpbT1Kd9NY6CJ3eyBg\/9FkWwNYAGta0DuGFWRG29xGlCH2pIk2EcipgCOaiiguFYyGX4wgDRP1fVv3FuzqweGN2fOzzxjhzz2K+VhK2M3Kne4Q72xvDS4Hf2Z2nsHf8AgpRWRfBRUAoqCyJdpyePNSGLdkOAI8VVRLEWWxZT2e21YIqrfTTZ7HxB381Sp9P2akcDSWmjh7fo4Wt\/kFkkU5nzKdTT\/wCK9CkIscsDhjgMKYMP\/wDFToo7y6ikStaQclTIiEhQKiiAkLCewIWE4U6IRYovgbIMPYxw7nDKs5dO2Sod1lRaKKVw9J8DCfaQskiXa2KunGW6LSC10FLj4NRwRY5bGAY\/grgMxjHYFOiPXcmMIw+1WKMzzDDJM4ZDGl2O8AZWKbfpCP1MD7pP\/wALJ1\/6lP8Aun\/yK1xjMDClFi8qLlPVRdWyIwnc072SDPBwJHFpHHGD4E4xzVwy7y9tI0\/96f8ASrBjcclUAJUhRV7l78byf9Tb\/wAU\/wClPjWXOfgjP+Kf9KsiMKZLEtF58ZyvGPgzO7HWnj\/4VJJUdb5stFEQTghz8g\/wXAPKi8o7\/kStNLZ9N0Lbjqm5t62CFwHV08OSOskOc8SCABxO08sZXwk3yjvLQt16qLxadaXOOgryJpYqukjniZg5wxr2nYOzzccB2ZXLVxdKjK1zop4GWIV7ep6vutVllkE79M2t0nY50bS727FeQEUzdlNb6eIdzHYH\/lXzH5JflRXDpSH9SekaSnh1SxjpKSWKPq465jQXPaB2PaATjtaCeOCvp4cgSt6dVV45ovQ554WNGVmiqK2cf3eP\/in\/AEoa+dvE00f\/ABT\/AKVSUHDIVrDKiqbnKP7oz\/in\/SofGkv\/AFRn\/FP+lWzgpVNibFybvIP7o3\/in\/Sq1FcHVU5hfAGEN3Ah+e7wHesa9uBzVe0\/r5\/cn+YUNENGaREUEBERAEREAREQBERAEREAREQEDyVpI6X4fC1of1ZjeXYc0NzwxkHie3lw71dnksfVU1a+pZUUopw5kMjQ6WMlwcQNuCCMNyOI7eClFZ7F8CQo5Ks9l1LzmWm2bmYwx2duPO7eeeX8VK6O7482Wl3bJeJjdjfkdX28gM7u\/swliM1+Bfjkh5K2La7Jw6Lbubjgc7fS7efcpC25YOHwZ2yYO13PP0fb2DOe88sJYtcu8lMlWbmXPjslgHGPGWOPDPn9vdy7jzzyUGsu4+vLS\/2vKN3f9H6Xd9bvPLCWK5u4vclMlWBZd8jEtNj6LP0buWfpO3uxt7u3KiY7uWjE1Lu2yZ+jdjPoel7f4YSwzdxfAnKmVgI7tvyZaYtzHw2OBx6fb7O7tU2yv7XQ+n6Lv9zt9vf2JYZu4vUVmG1+PrQ+hya7\/e7fZ\/FSOZdc8H0+Myei7OPQ7eff39mEsM5el3im496siy67Ttlp92I+bHYznz+3u5dx55QMu3bJTc5PQdyz5nbzxz7+zCWGbuZe5KiOSsDHd8DbJS\/2WfMd3\/SdvaPq9x55U7WXLI3vp8ZfnDHcs+Z2+3+GEsM3cXqKyjbcxje+n5R8mO+tn6Tt5Yxju45yqmK\/7cP1neieWPN7efeliUyatGaSYHl1bv5FYJoAaMDsWRrW3MUM+H02\/qB6DsbsHf28scv45WPZyAKlBO7sTYAUUHNTcFJZEMB3NRwEUwbkIS3ZXPjnpJsI1n5Q97uupIGii07Ttjpo5SNrsMaGuPe3i92D2uWHv9vt9Xbpa6khZHGwFjS8YDz\/AO\/au69MVhoYNZ0F5pd0FRcKCWCqOBtk2OZseP228j4FvcuJ6qsItFoubDWV1bLXedE58rMRvblzQPqhoBGO0\/fzXzePo2mz7Xoqf+lNcTmWhqT+qnS9o\/WMFTStjpb1BHUuhmL2RxPJjfuJAxweQc969JoZYZ4mT08rZIpGhzHtOWuaeRB7QR2rzlr2UtytjIqGFjJqkGOTEYYBKTwzwAwSS4E\/jyK+8eijTly0h0a6a0xeJesrLZbYaaU7g7aWtxtyOB2jDcjhwXV0RUbzU0eZ05h4U5RqN6vh+za0RF7R8+U3DI4KQjCqqR+OxAU3Dgq1p\/Xj+6P8wqR5Kraf14\/uj\/MKrKszKIiggIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIChXfqdR+6d\/IrCDms3Xfqc\/7p38isKByKlAmDcKJGUUcZVgG4yp8do5KUDHFar0h9LPRt0UW5ly6RNaWuxRSgmFlVOOtnxzEUQy+TH7LSoJSvoZPU2k7bquiZR17nxvhcXxSxhu+PIwcZBGCOf\/svlvXFnpZDNQ3ed8brdNI04mexu9pIyS0gkc+Zxy7lzzpf\/pMZ5btFauhSwsFrgmb8Nu1yiJqJ2A+c2nhyBHwHB8m4nP1W4yei0N5090qafi1baLoK6kuRdOKiN2Hbs5c14H1XAk5b2exeT0lbLex9D0JVlFuDenBHKKf4lN4o7JE9hpqmsjfUPjBGQXgF2fuc4fivRSMBsbWtyQAADhfC8+ibeyoe2CFxc4nL3OJd4cT+PsXHWf0inSp0XdJNdZ6Stodc6SophTyU9d5kzi1uHmnqmDLRvx9dsjSGnAG4OHN0RVyylE16fi5uNRnqYi+b+hXy+egPpjqqWySXmTSt9q3CKKgvRbEyWUkBscc4PVucSQGgkOcSAATwX0iQRnI5L3lJPY+bJXHsVJ3JVDxVN3crAlPJVbT+vH90f5hUXHAVW08a4\/uT\/MKrKszSIiggIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIChW\/qc\/wC6d\/IrCjkPuCzVd+pz\/unfyKwozgfcFKBUAzlTNb3o0HhwVQA9jVYGsdJWvLJ0X6DvWvdQSbaOz0rp9gPnTSco42+LnlrR9+exeJXSdrq9dIet7vrbUdZJNcrtUGeV7sloBPmsbnkxowAOwBegf9Jxr59n0dpbQ0VSYm3Wqmr6ho7WQhrWZ\/3pM4\/ZK80qmdkjDMx\/Bx2h3LJHBUm7aF4qxQE2zg48\/SC23o86Y9c9EtxkuGkbu6OKpcHVNDMDJTVOPtsyMHHDcCD48FpczxxJI7\/BWD5Gjk7kQTjvC5ppS0kawnKnLNHc7z0q+WTrzXNkGnLNYKfS1PURvbXy09Y6pllacYax5YzqwcuBGCTwwQMg\/PrpcgnBaQcj8VUcW7Sc5fwVtI7DuMZOeHNYwpRpK0Sa1epWd6juXEUjXHbk45YwvT3+jV8pa4awtNR0Ga2u8lXcbLB8JsE87syS0TeD6cuPF3V8C0nJ2uI5MC8u2u2jJdgfet76EOkS49GfSrpbXtqnfFJZLvBO\/qyMyQbg2eP7nxOkYfBxW0JOLM90e+h5qk4gJFUQ1cbKmlkEkMrRJG4cnNIBBHgQoSBda1VzNblORwVeznNcf3J\/8wVq\/krmy\/8AzCT90f5hQwzOIiKCAi4b8uTyQfWK0P70Yny5PJB9YrQ\/vRiA7ki4b8uTyQfWK0P70Yny5PJB9YrQ\/vRiA7ki4b8uTyQfWK0P70Yny5PJB9YrQ\/vRiA7ki4b8uTyQfWK0P70Yny5PJB9YrQ\/vRiA7ki4b8uTyQfWK0P70Yny5PJB9YrQ\/vRiA7ki4b8uTyQfWK0P70Yny5PJB9YrQ\/vRiA7ki4b8uTyQfWK0P70Yny5PJB9YrQ\/vRiA7ki4b8uTyQfWK0P70Yny5PJB9YrQ\/vRiA7ki4b8uTyQfWK0P70Yny5PJB9YrQ\/vRiA7ki4b8uTyQfWK0P70Yny5PJB9YrQ\/vRiA7ki4b8uTyQfWK0P70Yny5PJB9YrQ\/vRiA7ki4b8uTyQfWK0P70Yny5PJB9YrQ\/vRiA7ki4b8uTyQfWK0P70Yny5PJB9YrQ\/vRiA7ki4b8uTyQfWK0P70Yny5PJB9YrQ\/vRiA7ki4b8uTyQfWK0P70Yny5PJB9YrQ\/vRiA7ki4b8uTyQfWK0P70Yny5PJB9YrQ\/vRiA7ZVxulp5Y2NyXMcAO8kFYltHXDh8Cf\/mZ\/qXKflyeSD6xWh\/ejE+XJ5IPrFaH96MQHWhTVY\/uMn+Zn+pTdTVjGKF\/DxZ\/qXI\/lyeSD6xWh\/ejE+XJ5IPrFaH96MU3B8+eWZ5KnlH+UF0li96St1iisVsooaC3Cqu\/VvkbgySPewMIa4ySPbzOWsYfAfOFJ\/RjeVlG2Vk9BpHaZS9m2+HkcZB+i78+1eiXy5PJB9YrQ\/vRifLk8kH1itD+9GKrV3ctmZ54P\/oxfKrdHs+L9Je+\/wD9St3f0XnlWZy23aS48\/8A44fyl6L\/AC5PJB9YrQ\/vRifLk8kH1itD+9GKrgmMzPOX5rvysMg\/F2kPxvh\/KVGX+i28rN\/1bdo4cf8Atw\/lL0g+XJ5IPrFaH96MT5cnkg+sVof3oxR1aIuebjv6LXyuNpDbdo7n\/wBvuH\/0lTtv9Fn5XdLvE9BozznFxc2\/Oycnl+iXpP8ALk8kH1itD+9GJ8uTyQfWK0P70YnVolSaNp6GtPa5050U6U07r2gp\/wCsFqtcFFXGknbJCZI27MsccEghoPLtW3mmrcYFE\/8AzM\/1Lk\/y5PJB9YrQ\/vRifLk8kH1itD+9GLW9iLnU30Ne7j8Ef\/mZ\/wDdXFqoquCrfNPCWNLC0ZcDxyO4lck+XJ5IPrFaH96MT5cnkg+sVof3oxL3F7nckXDflyeSD6xWh\/ejEUEH5yt3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYm7wHsUEQEd3gPYigiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgP\/2Q==\" width=\"309px\" alt=\"semantic analysis nlp\" \/><\/p>\n<p><p>It is also sometimes difficult to distinguish homonymy from polysemy because the latter also deals with a pair of words that are written and pronounced in the same way. Latent Semantic Analysis (LSA), also known as Latent Semantic Indexing (LSI), is a technique in Natural Language Processing (NLP) that uncovers the latent structure in a collection of text. It is particularly used for dimensionality reduction and finding the relationships between terms and documents. The semantic analysis does throw better results, but it also requires substantially more training and computation. As we can see that our model performed very well in classifying the sentiments, with an Accuracy score, Precision and&nbsp; Recall of approx&nbsp;96%. And the roc curve and confusion matrix are great as well which means that our model is able to classify the labels accurately, with fewer chances of error.<\/p>\n<\/p>\n<p><p>This degree of language understanding can help companies automate even the most complex language-intensive processes and, in doing so, transform the way they do business. So the question is, why settle for an educated guess when you can rely on actual knowledge? Understanding these terms is crucial to NLP programs that seek to draw insight from <a href=\"https:\/\/chat.openai.com\/\">https:\/\/chat.openai.com\/<\/a> textual information, extract information and provide data. It is also essential for automated processing and question-answer systems like chatbots. Semantic analysis aids search engines in comprehending user  queries more effectively, consequently retrieving more relevant results by considering the meaning of words, phrases, and context.<\/p>\n<\/p>\n<p><p>However, with the advancement of natural language processing and deep learning, translator tools can determine a user\u2019s intent and the meaning of input words, sentences, and context. IBM\u2019s Watson provides a conversation service that uses semantic analysis (natural language understanding) and deep learning to derive meaning from unstructured data. It analyzes text to reveal the type of sentiment, emotion, data category, and the relation between words based on the semantic role of the keywords used in the text. According to IBM, semantic analysis has saved 50% of the company\u2019s time on the information gathering process.<\/p>\n<\/p>\n<p><p>It helps capture the tone of customers when they post reviews and opinions on social media posts or company websites. Lexical semantics plays an important role in semantic analysis, allowing machines to understand relationships between lexical items like words, phrasal verbs, etc. This is why we need a process that makes the computers understand the Natural Language as we humans do, and this is what we call Natural Language Processing(NLP). And, as we know Sentiment Analysis is a sub-field of NLP and with the help of machine learning techniques, it tries to identify and extract the insights. Other semantic analysis techniques involved in extracting meaning and intent from unstructured text include coreference resolution, semantic similarity, semantic parsing, and frame semantics. As discussed in previous articles, NLP cannot decipher ambiguous words, which are words that can have more than one meaning in different contexts.<\/p>\n<\/p>\n<p><h2>Better Natural Language Processing (NLP):<\/h2>\n<\/p>\n<p><p>In Sentiment analysis, our aim is to detect the emotions as positive, negative, or neutral in a text to denote urgency. In the above sentence, the speaker is talking either about Lord Ram or about a person whose name is Ram. Homonymy refers to the case when words are written in the same way and sound alike but have different meanings. Hyponymy is the case when a relationship between two words, in which the meaning of one of the words includes the meaning of the other word. Studying a language cannot be separated from studying the meaning of that language because when one is learning a language, we are also learning the meaning of the language.<\/p>\n<\/p>\n<p><p>From optimizing data-driven strategies to refining automated processes, semantic analysis serves as the backbone, transforming how machines comprehend language and enhancing human-technology interactions. Semantic Analysis is a subfield of Natural Language Processing (NLP) that attempts to understand the meaning of Natural Language. Understanding Natural Language might seem a straightforward process to us as humans. However, due to the vast complexity and subjectivity involved in human language, interpreting it is quite a complicated task for machines. Semantic Analysis of Natural Language captures the meaning of the given text while taking into account context, logical structuring of sentences and grammar roles. Several companies are using the sentiment analysis functionality to understand the voice of their customers, extract sentiments and emotions from text, and, in turn, derive actionable data from them.<\/p>\n<\/p>\n<ul>\n<li>Semantic Analysis helps machines interpret the meaning of texts and extract useful information, thus providing invaluable data while reducing manual efforts.<\/li>\n<li>We will use the dataset which is available on Kaggle for sentiment analysis using NLP, which consists of a sentence and its respective sentiment as a target variable.<\/li>\n<li>In the case of syntactic analysis, the syntax of a sentence is used to interpret a text.<\/li>\n<li>These tools help resolve customer problems in minimal time, thereby increasing customer satisfaction.<\/li>\n<li>For example, the word \u201cBat\u201d is a homonymy word because bat can be an implement to hit a ball or bat is a nocturnal flying mammal also.<\/li>\n<\/ul>\n<p><p>Besides, Semantics Analysis is also widely employed to facilitate the processes of automated answering systems such as chatbots \u2013 that answer user queries without any human interventions. In Natural Language, the meaning of a word may vary as per its usage in sentences and the context of the text. Word Sense Disambiguation involves interpreting the meaning of a word based upon the context of its occurrence in a text.<\/p>\n<\/p>\n<p><p>For example, the word \u2018Blackberry\u2019 could refer to a fruit, a company, or its products, along with several other meanings. Moreover, context is equally important while processing the language, as it takes into account the environment of the sentence and then attributes the correct meaning to it. Semantic roles refer to the specific function words or phrases play within a linguistic context. These roles identify the relationships between the elements of a sentence and provide context about who or what is doing an action, receiving it, or being affected by it. Semantic analysis in NLP is about extracting the deeper meaning and relationships between words, enabling machines to comprehend and work with human language in a more meaningful way.<\/p>\n<\/p>\n<p><p>The challenge is often compounded by insufficient sequence labeling, large-scale labeled training data and domain knowledge. Currently, there are several variations of the BERT pre-trained language model, including BlueBERT, BioBERT, and PubMedBERT, that have applied to BioNER tasks. As we enter the era of \u2018data explosion,\u2019 it is vital for organizations to optimize this excess yet valuable data and derive valuable insights to drive their business goals. Semantic analysis allows organizations to interpret the meaning of the text and extract critical information from unstructured data. Semantic-enhanced machine learning tools are vital natural language processing components that boost decision-making and improve the overall customer experience. Semantic analysis is key to the foundational task of extracting context, intent, and meaning from natural human language and making them machine-readable.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"301px\" alt=\"semantic analysis nlp\" \/><\/p>\n<p><p>(the number of times a word occurs in a document) is the main point of concern. Stopwords&nbsp;are commonly used words in a sentence such as \u201cthe\u201d, \u201can\u201d, \u201cto\u201d etc. which do not add much value. But, for the sake of simplicity, we will merge these labels into two classes, i.e. We can even break these principal sentiments(positive and negative) into smaller sub sentiments such as \u201cHappy\u201d, \u201cLove\u201d, \u201dSurprise\u201d, \u201cSad\u201d, \u201cFear\u201d, \u201cAngry\u201d etc. as per the needs or business requirement. Sentiment Analysis, as the name suggests, it means to identify the view or emotion behind a situation. It basically means to analyze and find the emotion or intent behind a piece of text or speech or any mode of communication.<\/p>\n<\/p>\n<p><p>Semiotics refers to what the word means and also the meaning it evokes or communicates. For example, \u2018tea\u2019 refers to a hot beverage, while it also evokes refreshment, alertness, and many other associations. With the help of semantic analysis, machine learning tools can recognize a ticket either as a \u201cPayment issue\u201d or a\u201cShipping problem\u201d. Now, we have a brief idea of meaning representation that shows how to put together the building blocks of semantic systems.<\/p>\n<\/p>\n<p><p>This allows Cdiscount to focus on improving by studying consumer reviews and detecting their satisfaction or dissatisfaction with the company\u2019s products. Semantic analysis techniques and tools allow automated text classification or tickets, freeing the concerned staff from mundane and repetitive tasks. In the larger context, this enables agents to focus on the prioritization of urgent matters and deal with them on an immediate basis. It also shortens response time considerably, which keeps customers satisfied and happy. Apart from these vital elements, the semantic analysis also uses semiotics and collocations to understand and interpret language.<\/p><\/p>\n<div id=\"combo-1837577085\" class=\"combo-depois-do-conteudo combo-entity-placement\"><div id=\"target-outbrain\"><\/div>\r\n<!--OUTBRAIN-->\r\n<script type=\"text\/javascript\">\r\n\/*smartfeed*\/\r\ndocument.getElementById(\"target-outbrain\").insertAdjacentHTML('afterEnd','<div class=\"OUTBRAIN\" data-src='+ location.href +' data-widget-id=\"GS_4\"style =\"width:80%;margin:auto;\"><\/div>');\r\n<\/script>\r\n<script type=\"text\/javascript\" async=\"async\" src=\"\/\/widgets.outbrain.com\/outbrain.js\"><\/script>\r\n<!--OUTBRAIN--> <\/div>","protected":false},"excerpt":{"rendered":"<p>Semantic Analysis v s Syntactic Analysis in NLP Along with services, it also improves the overall experience of the riders and drivers. It is thus important to load the content with sufficient context and expertise. On the whole, such a trend has improved the general content quality of the internet. That leads us to the [&hellip;]<\/p>\n","protected":false},"author":33,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_shortscore_rating":"","_shortscore_game":"","_shortscore_summary":"","footnotes":""},"categories":[241],"tags":[],"class_list":["post-169117","post","type-post","status-publish","format-standard","hentry","category-todas"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.9 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>From words to meaning: Exploring semantic analysis in NLP - Combo Infinito<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/www.comboinfinito.com.br\/principal\/from-words-to-meaning-exploring-semantic-analysis\/\" \/>\n<meta name=\"author\" content=\"Sophia Freitas\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\\\/\\\/schema.org\",\"@graph\":[{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\\\/\\\/www.comboinfinito.com.br\\\/principal\\\/from-words-to-meaning-exploring-semantic-analysis\\\/#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"In\u00edcio\",\"item\":\"https:\\\/\\\/www.comboinfinito.com.br\\\/principal\\\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"From words to meaning: Exploring semantic analysis in NLP\"}]}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"From words to meaning: Exploring semantic analysis in NLP - Combo Infinito","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/www.comboinfinito.com.br\/principal\/from-words-to-meaning-exploring-semantic-analysis\/","author":"Sophia Freitas","schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"BreadcrumbList","@id":"https:\/\/www.comboinfinito.com.br\/principal\/from-words-to-meaning-exploring-semantic-analysis\/#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"In\u00edcio","item":"https:\/\/www.comboinfinito.com.br\/principal\/"},{"@type":"ListItem","position":2,"name":"From words to meaning: Exploring semantic analysis in NLP"}]}]}},"_links":{"self":[{"href":"https:\/\/www.comboinfinito.com.br\/principal\/wp-json\/wp\/v2\/posts\/169117","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.comboinfinito.com.br\/principal\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.comboinfinito.com.br\/principal\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.comboinfinito.com.br\/principal\/wp-json\/wp\/v2\/users\/33"}],"replies":[{"embeddable":true,"href":"https:\/\/www.comboinfinito.com.br\/principal\/wp-json\/wp\/v2\/comments?post=169117"}],"version-history":[{"count":0,"href":"https:\/\/www.comboinfinito.com.br\/principal\/wp-json\/wp\/v2\/posts\/169117\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.comboinfinito.com.br\/principal\/wp-json\/wp\/v2\/media?parent=169117"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.comboinfinito.com.br\/principal\/wp-json\/wp\/v2\/categories?post=169117"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.comboinfinito.com.br\/principal\/wp-json\/wp\/v2\/tags?post=169117"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}