{"id":179,"date":"2024-07-08T18:45:38","date_gmt":"2024-07-08T16:45:38","guid":{"rendered":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/?p=179"},"modified":"2024-10-29T14:33:49","modified_gmt":"2024-10-29T13:33:49","slug":"how-to-perform-sentiment-analysis-in-python-3","status":"publish","type":"post","link":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/?p=179","title":{"rendered":"How To Perform Sentiment Analysis in Python 3 Using the Natural Language Toolkit NLTK"},"content":{"rendered":"<p><h1>Sentiment Analysis using Natural Language Processing by Dilip Valeti<\/h1>\n<\/p>\n<p><img decoding=\"async\" class='wp-post-image' style='margin-left:auto;margin-right:auto' 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\" width=\"301px\" alt=\"sentiment analysis nlp\" \/><\/p>\n<p><p>DocumentSentiment.score<\/p>\n<p>indicates positive sentiment with a value greater than zero, and negative [newline]sentiment with a value less than zero. One such application is the identification of emotional triggers in text. This can be useful for marketing purposes, as it can help you to identify the language that is most likely to generate an emotional response in your target audience. With this information, you can then tailor your marketing messages to better appeal to their emotions. If you want to load a dataset, you would typically use a function from a specific library that is designed for this purpose. For example, if you are working with text data, you could use a function from the pandas library to load a CSV file or <a href=\"https:\/\/www.metadialog.com\/blog\/sentiment-analysis-and-nlp\/\">a function<\/a> from the nltk library to load a corpus of text documents.<\/p>\n<\/p>\n<div style='border: grey dotted 1px;padding: 13px'>\n<h3>Introducing NEUROHARMONY: Pioneering AI Solutions for Healthcare Providers &#8211; Yahoo Finance<\/h3>\n<p>Introducing NEUROHARMONY: Pioneering AI Solutions for Healthcare Providers.<\/p>\n<p>Posted: Thu, 05 Oct 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiXmh0dHBzOi8vZmluYW5jZS55YWhvby5jb20vbmV3cy9pbnRyb2R1Y2luZy1uZXVyb2hhcm1vbnktcGlvbmVlcmluZy1haS1zb2x1dGlvbnMtMTkxNjAwMjIyLmh0bWzSAWZodHRwczovL2ZpbmFuY2UueWFob28uY29tL2FtcGh0bWwvbmV3cy9pbnRyb2R1Y2luZy1uZXVyb2hhcm1vbnktcGlvbmVlcmluZy1haS1zb2x1dGlvbnMtMTkxNjAwMjIyLmh0bWw?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Discover how to analyze the sentiment of hotel reviews on TripAdvisor or perform sentiment analysis on Yelp restaurant reviews. You can analyze online reviews of your products and compare them to your competition. Find out what aspects of the product performed most negatively and use it to your advantage. Get an understanding of customer feelings and opinions, beyond mere numbers and statistics.<\/p>\n<\/p>\n<p><h2>Limitations Of Human Annotator Accuracy<\/h2>\n<\/p>\n<p><p>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. 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. By using this tool, the Brazilian government was able to uncover the most urgent needs \u2013  a safer bus system, for instance \u2013 and improve them first. Discover how we analyzed the sentiment of thousands of Facebook reviews, and transformed them into actionable insights.<\/p>\n<\/p>\n<ul>\n<li>Accuracy is defined as the percentage of tweets in the testing dataset for which the model was correctly able to predict the sentiment.<\/li>\n<li>In the age of social media, a single viral review can burn down an entire brand.<\/li>\n<li>Lemmatization is another process in the pipeline where grouping of words takes place where the words are crumpled and are then processed as a single item.<\/li>\n<li>Sentiment analysis is a subset of Natural Language Processing (NLP) that has huge impact in the world today.<\/li>\n<li>That is why it is very important to understand exactly what your client likes, to develop your services in this direction, and to understand where the shortcomings of other services are.<\/li>\n<\/ul>\n<p><p>The SemEval-2014 Task 4 contains two domain-specific datasets for laptops and restaurants, consisting of over 6K sentences with fine-grained aspect-level human annotations. Search engines employ natural language processing (NLP) to surface relevant results based on similar search patterns or user intent, allowing anybody to find what they&#8217;re searching for without needing to be a search-term wizard. People frequently see mood (positive or negative) as the most important value of the comments expressed on social media. In actuality, emotions give a more comprehensive collection of data that influences customer decisions and, in some situations, even dictates them. Figure 1 shows the distribution of positive, negative and neutral sentences in the data set. In this article, we will use a case study to show how you can get started with NLP and ML.<\/p>\n<\/p>\n<p><h2>Why perform Sentiment Analysis?<\/h2>\n<\/p>\n<p><p>The goal which Sentiment analysis tries to gain is to be analyzed people\u2019s opinions in a way that can help businesses expand. It focuses not only on polarity (positive, negative &amp; neutral) but also on emotions (happy, sad, angry, etc.). It uses various Natural Language Processing algorithms such as Rule-based, Automatic, and Hybrid. The goal of sentiment analysis is to classify the text based on the mood or mentality expressed in the text, which can be positive negative, or neutral. Currently, transformers and other deep learning models seem to dominate the world of natural language processing.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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LMlDJEISksdEmkFNTvO\/nO03AUZJaXO4qWurDMj+BA8Fdrh6PjpUE+IUgzJm9lu57tgfFTtgwhI7eq2q48DtFKhW6x4ba3gEYEbMAg6PXHeq5tuAHAaVXox1iYOSby2Fp5KVU3zgZ1Hlq3YakZwqoaaIg6ii9V3nhdpFae5ZnjbBo1ICa4oemzIAE8sT6Lm32EsdRySYk4LFOWNza8AdLr4IWwvjbK1gpG7OWOA4NPZcHAcNAQNNdE3df7rTbGyvoC6SMBo2a0OaABXXTmdySsmglIVxwNaP00X7xn8wUnU5NI7HRtVaqJS92T1nb\/AGH\/ALDvmKwjAc1HaGhB0PEVHDke\/cLd7w9h\/wCw75ivNOH7xyPpXdFy8YfmdBp8XKhUS\/u\/mekLlmLomEmpLRU8yNCfUKsXhYQC\/QdlxoO4GoHopLo\/tmeztp8VzmnzOYe5yQv2TLI8H4wDvIjL87SrUd9zPcPbcfB\/mWG3Qh7HtOoexzT3hwI+lZHY8P8AVyxSs0cx7Xe\/UeBFR4Fa7Y65GV3ytr40FVW\/g4zFv\/Ey+WbT3aoxkbHK48SsdI8cjbYJYXFrhDG0uAFaZnmlSNK6VpuNDoStHvRgMUgOoMbwQeILTWqruIbNndIeWg\/yinz1VmtXsO\/Zd\/KUo6c+qMV4f0MM6I53ttkLA54Y4vLmBxDXERP1c2tCdBqeQWs4\/nLbM4tJac0erSQdXtrqNVVcK3IGWmF1Ni73xvCtHSHHWyvA+VH\/ADtScIsVqinWi1+92V+4LQ4lhLnk5mDV7jpmGm+3crzeh\/Rv4dk7af8ApUHDjKFlfls\/nCvt6\/3b\/wBk\/Mkg8pFZyy17\/wBCv3i3TiTpQEk6nQUqV3bLM2yWaaVoBmDCS8itXnRoHJmYjTjxSzT24\/2h\/T3pxjQM+DSmVrnsa0Oc1pylwa4Opm4DTU8qpRLd5ks93v578FX6Ib9llE4meXhmRwe7hmzZm12poDTgqbf19tbeTn2Rwa174mvcwCjzUZ6GnsuO9NHanXRV3FmLJJG9W0NhgG0EXZZ\/nI1kPe7jrQKHw5JWaL94z+YKCVVZSR0VO1SqSm1jKx09v393vPT2IYGugmbJpGY35yBUtblNXAa6t3HeAsth6WI4HMjjgy2VnZ0d+kp8oN9mpOpBJJ1qarUcTf7PaP3Mv\/1uXkW\/ZEtao44wc65RhQlJ+P5ELe81XE7VJNBsKmuncoxwTiZybvVV7nCV5dUmxOi+BfSEBNKwrDAXbKSslzOPCoXeG6E0O603DdkAoaJMiMrd14aqBUKYsOGA3ceBVpIa3tClOI5JGe+m04Ece5LkaN7vw+K6+RCdgNZomNoxAKaH3+5VnEOItDrqgUs15X2G+ydPFVS+sRjnqqXa76cSVHSSl26AwWG24jPBQ1svJztym\/UlLRWQlI3gVIbbpWKAlS1kugngpiK6CCxoBL3kBrRuSTQep0\/9JIJ1JdMeRs5qEXKRCWC7SVYLDYcjo+97fc4LQLF0asDR10rg8ipDMoaO6rgS7x08EsejiH9dL6x\/ZWrQsHTmp9X3GXWvVUi44+8veH74ns0rn2dzRmaGva8ZmPAJIqOYqaEEEVPAlR2J5ZrTKZZ3hzyA0UFGtaK0a0DYCpPiSTWqqZ6OIf10n\/8AX9lcO6PYP17\/AFj+paKSUurG\/jgoNtrpzt4Ey+6DzCYmBOcPXRBZRJSYO6wCoe5mmXNSgGuuZR1tvlo9jtHmdG\/WfDTxUkXJkclFDHpIZ+js37X\/AGtTDG92t1XzGcpc2AnUkj+Ubdyu8mA5LSCWCZ7a5SWNBFaA0rl3oQfNct6Q6rQsZU41c5l1Ywm+MZ495t6TbyrKTj2x3x4nm+8bNlcaJkWrdsS9C72tLiZmcjLF2CeRc0DLXz8Fj2ILkfC9zJBRw35EcCDxB3qsyy1a2u240pbrfDTT9+H2NSpbzprMl8eSIeEhNFVOSFyQtLJCQ1qsyipYqK0SxqOtNlSge6bvwaxtNB6KVZdLW8FOzTBRF4WlTwg5EMppDSeUNUTb72ACTvKUlQktjLlp0bWPMihVuJcISt98k7Iuu83E6+qUju4DfVdvg5K61TxhIrxdTOWyz2C11CbX1doeDQKGs0zmnVWC77YCsqvQ6XlGrb1OrYxzH2E6gkDVZNbLIWGh0ovWV92AOBWN46wtWpAVVrJbUWmZc0qzYOtQbNEToBIwknYAOFSe4BV21WYtJB3XdnmISRfSy9a1vVzUj3BesoEUjiQGiN7iTsAGkk15UXke1T66Jg\/EcpjyGWUx7Bhe8sFNhkJy6eCZR2vVFd9SwjqbTW40pez35Nw6DMWBr3QyuAbLTIToBINMpP8AjB072gcVrN+2SLSSY5WxAkkmjco1o7mK7DnpxovIcdppspGfEEj2hrpJHNGzXPc5o8Gk0HkmU7pQjhnSK3p3clWpyx44\/I9MYPxWy0OkbUZsxMY0qY\/tClT49ykb16uImV3tbNbXRz6UFBzppXgNV5RgvRzSCCQRqCCQQfEKR\/0vmrVz3PO1XkuNPElOV6scCVdLw805beB6DFsBYdakg18TufpVqtB7DuWU+lF5punHhb7QI94VuujHDXUGao5VNPSqKd5H7Rk1LWrSz1LzNOskYaY3H4p17qgt9BVSF\/2QyRlraVq0ipoNHA705KjwYtZTUhR964sYGnXTlU09NlKrqPcp0qs294sm2ZWPGoOUtLiNqh1SG8wNBXiaq62tueNwaQczTlNdDUaa8l5\/tONm1JqKBQ9v6QH0IjLgD\/iLR6A\/Oo43kTRpWtWb4waxiW+REQC5vWNOY0NQ0ggtFeLtKkbbDmrZhu\/4bXEchaatyyxE6tro4EcWnUB2xHovKVtvd7zqT8wRY7wLSCCQRsQaEeY1SRu1ks1LSlCHtSw\/I2DFfRNJmc6F8XVan9K4sLByccpBA+Vp4KlOs0UU8LY5OtLXt62UaRF2YGkVe0WtG8h9qugAGtdvDEMjxR8kjxye97h\/1EqKdb0rmm8pFWrrkaSw5Z+GD2Hip4FmtJOwgmNeFOrcvHN9S1Kmob0mkjDC+V0fCMvcWCm3ZJy6eCTs+HC81NacQn1JKXBzF9qCnDogVItKReOa1iw4XGXRvuURifCXZzNFCOHNQ4yc\/JmdELnKU4nioaHcJPImDcHMMpBqNwrph\/FXZyu0I96pYXKTAher1xK4bOp3c1XpL+dqodxQUCDz85u5+SRntBckAU5u+DM5AHVksRd4KWs90dysNy3ZoNFZrDcleCjlUFwUizXL3KfunC5cRotBubC21QrpdVyNaFFlsXOCiXBgnaoTLBd3iW8Z3\/EstWN\/a7UYPukd4lq14StZyWLdHN7llntRH97JJUuPAZTr3mrjT8A6ulU+qTa52XzMzUamIrJcL7vNjCS41cdQ0b91eAHefeqtbb+e72aMHIanzcfooo2V5JJOpOpJ1J819s8BcaDz7guojSjHk5yVVyewnLKTuSfEk\/OkSE5vC8YYTQ1kfxAoaE8+A8NSmzcQk7WZxHDf7tQ1LmnDlpfcSQoTlwjlAC6\/Prv\/AIzvQ\/dr6L6k+JZn5joOy4\/NGPnChlfUUvrL5olVrU8H8hPFLamzRjV5c0UH+Vo9TX0K9R9EDCLLIecziD\/kjb84I8lg3Rtgiee0B8grKfZb8WJuxe8ioaGioDRU+LiAPUV23c2GJkTPZYKV4k7knvc4lx8V5X6S6jTv7pSovMacZLqXDlLGUn3SS5Xc7LSbWVvRans5NPHgl4+\/J3o4FrwHNcKEEChB4EcivLXT9hMMe8Af3T6A8TFIMzKniW1ArzLl6nDVk35QlhBeD8uDXxjcSD6ELn7ecqNSnWb3jOKz\/dls0ac4qUZR8U\/mt0eNbzsBaTyUc4LU76uaoKoF8XaWHuXpSMTJFOSb4ku5cZUDj2\/Lb01klqmE1pSeZ3BbUaeDKc8juSi+\/BqhK2Kxk7qThhA3STqY4FjDJBMsBqnUV2UOqlDIOKSntVRp6pjrSZLClFckXeliFCoq47BK4nI0loPtkhrfCpOpHdVTEzcxa0n2nNbXxIFVY73GSB+TTLGctOAA4d4ClU2lh9zptM0unVXrJEF8AlAOgdTfI4Op5Gh8lA3rYQ8HTnvuDyPel8JWwMmFTRjgWuPDm0nzFKnaqlbzma6VxZQigBI2LhuRz0oK9yir0lEu3FrRdPqhsYXjrCupLRqs5tMBaSCvUd93cHjZZPjLCW5bwVVw6jJjQl2RmLQumBScl3kaEL5Hd5TOhkqoTfCGkUlCnThXZdfADVK\/BiFFUodW5tabe1baXkN2BKiNTdyXM6VzWsaXPcaBo1J\/HPYcVoPSDgplmstkAaOuJf1zxXtGgdTlRlco7h3qONtJrJ29G+hUUfF\/pkymCyk6AVJ0A5ru12FzDRwc13IgtPoaFa7gS7RYZoZrTkMc8LjE9hL+rcchq4Zag5TlJbmpm33S3Thf0FoZEyEiSRri4yAEBrSCCypAJzGhoKjsqX6LiOWPdx\/EUUsx\/m7fv4mLNtzxs53qkZ7S527ifNSMl3rkWOnBVfUyfCIK95RpLPci2squsoCeusxSf5vJOgKljbPuc\/ea1Ve0ENJJUkZFZLuws55FdPnU7Bg0NHNTKionNXFxWm\/aZRbBd7nnRWO58IudqRXuV4uPDzAARpzCffCWxP02I96f0srepm9yOuzCwa0GmnGqkjC2MgmlDpw3X288SNDSNlSb6vkkUGqXpbE+jTfYvUN4hp7NMp3Sd+2lmSo4rL2Wx9eNOVV268HnT6U1ReRfocm8YIXFEQMhooZ8K3bCXR8PgdrntMfaNnkMDXghzSGOd1tNKagBteAJ2IVDsuB5JbPPOzJks\/ttLiJCKAktbQggA11I2NKqSVF8lippc4xTRn4C4O6fzWYjgUzLdVBKLRkSWGJOX0hEq+kaJow5aVM4ZjBd5qHjKc3Xacrqps+ARuOFrrBAV4u672tCynCmKAAFZZsU1GiqD2jQX29rR\/6UNeeLA2tCs\/tl8udxUZJISnpMbgtN4Ypc40BVfwWe1aI\/Merm\/S1JWFna9U2+E9TaQ8+w4Uf4HQ+lA7voVq6TU6KmH3M7U6XVTyuxJld3zbOpgBb\/AHkhoDxGlagdw97k\/ksGftRuaWu1HEa94r\/RRmLWUksgP6wDu9qILorut0UnJdk2c7b08zSZofQx0W9bVz6Atp1kpGYtc7Xq4wfjAbu766ggLX29GNm+XP8Axs+7S\/QxH\/YyRxmfXv0YPmACnrxvVrdB2ne4eJ+gLw2tOjUpK8vWpSnvmWXjPEYrwXgj0inBwfqaOyW234srY6MrN8qf+Nv3a+t6ObI01LpT3OkAB9GA+hTq0Xi525I7hoPd9KakrnK2sWSf8OhF+b2+7cvxtqr+tNliuyzwwtywhjG8aEVJ5uNczj3uJK+yWtg+MPLX5lXQ5GZMn6RTaxGEV4eC+CwKrFd2yVtN510aPM7+QWadPFooGjiIJD\/HoPe0q+2FlXDkNSsa6Vry66WWh7JIjZ+xGdx3OdV3+ZT6bKte1YKb+tOKS7JR3k\/kNrqNKLa7J\/fsjP7HMHChUPf9zAg6KT6rKVzareKUK9f4OYMpvy7yw9yiWq7YpcDVUwtThyPaMV0Coqnb7MBofVIvt9dtfBcvc51KrTfU+TNUox4FX2nLp70g+3kjaicCzimtFH2+VvBLCHUJOr08nAmqdV260BRMs5XcBqrSpY5II1m3sdWm3EEEbtIIrzBr9Cv13WsSMDm7OG3I8WnvB0VAtNlJ2Unh+2mM8wfab9I\/xD37cqNquLWx2ug3Lw6cvgdXpcgiJIH6MnT\/AAn5J+g+W+7OyP1V5Ia9vBzXDyIVIvC7zE9w1IIzMJ4jke8HQ+R4qGWZG7UtFUeVz3Ju7Lt6ztOrk4AaF1N9dwOGmp+dO7rQx0mTqourdmDewC40BNXVGoIB8NN1YIoqNAHBoA8hRVeyuDKZO28D+8Io0aUORvE97vLQpVhIswjCnFlN6VsNwRSxSMjaQ7MXwglrDlplPZoWgk6hpFculKkq+YcuqCSzRE2eBrZImucwRtoMzdRWlfOte+qpuMIC4FziXE8T83cO4K\/YLH9ls\/7pn8qOxHTnGSeDP8LWOxWe1GEs62V0jmiV7WujjJJyRtDvjAUa59D2qjQKU6W8HxPs75Y2NZLFRxLGhudlQHBwGhoDmB30pxWf22Wl4PpwtjvdOVuWLG1s1o\/cS\/yOQyxKKyvkUDoMvAnPFljDY4wQ5rKSOJf8d1e1SumnJTHS5e5hZCQyF+ZzxSaMSAUDdW1IoTxVe6C\/72b903+cJ70\/f3Vn\/bk\/lajhg\/Ze3h+Qx6Or\/FptDI5YYTlY8sowBseziGR+wK8Tq4mmtBRSfTXc8Ys7ZGsY14ka3M1obVrmuqDQCuoBFdteZVM6ED\/bW\/sSfyrQ+mz\/AGMfvmfM9JyEaspYee36jDodhhkik\/QRNLC1ucjO99W7uc+utQfZoNdufGL8LWVlobI9vZc0EWeMZQ94JzPdSgaymUUHtGvfVfoReDHNT5TPmcnWPo6zx\/uv+5yVcireW\/gTj8O2aWFrepjDHsBbRjWuaHAEEFoq1wrwVWwZc9milEZaJZakGQtHVtcATla070ANXkb7aK93GP0MP7qP+QLPsM2kfDGDj1kvubIhdxFFb\/vxJrHtyRhjZWNa17HAHKA3M12moFASDQg77qBuq6Ovdlbpxe7cNb4cSdgPqKtPSfNlsjzydH\/OEy6IDms73nd0pHk1raD1JPmm9Pcglbxn7TGl\/WyGxuZHHEx7i3O90gzOpWgFeBNCdNBQaapfpGuKCSySS5Wsc2PrY5GgNNaAhppoc1ctDxOiiOkttnZaDLaHOkdkYI7NHVtQK9qST4rCa6N18VmmL8aTWghriGxNplhZowU0FeLiBpU+VErwh1WcIRWTTOhkRSslBgizRdV+kcOse\/OH1JL601ZWjaCh20qTH9x2SGdk0rKhzafB4gGiR4Or3bBrQCAQKZjl\/wAVUfyfq0tNf+B\/+ykelewdZJD3Mf73NT4QcpYFUopZfGPyLBHclltNnbSKPq5GAtyxsY5tRwLRVrmnTQ8OKzHCF2vstrc0Njd+lERc9mYhokpmYa9kkGtfBangGPLZo28i8f8AW5V+94h8Kd+9jP8AIpaVNOTT7DZ8prxLjfrqQymjTSN5o4VaaNOjhxB4hZrbXOexzA2GNrxR\/VRNYXNqDlJFTlqBpxWk3\/8A3M37t\/8AKVn4U9lBNNvxMXW7mdGkuh4zkqtowm08Aq9e+BWmtAtLquHBaLowls0edTrzTymeecSYYfHqBUKvyM0XpG97qa8HRZPjfCpbUtHkse80zC6qfyLttfdT6ZlDiXxm6UYKVqk2brEaNMd2e2FpVxuS3VAqqHONU+sVuLPBRyiOUjS2NquxGofD16hw3Via1NSBsRjbQpniSz1bUKUyLmePTXZSQzF5QyW6wzM4rzc1+V4A19ptRX+qtFxtY6SIlzq9ZHQab5woTFdgoahR2G70pPCDxmiHrI0LQldfwpqT+y\/wKErb2k4ruj3J0dWwiwlo0\/SvqeOuTRO2HUeIUT0fn+xu\/eu+dikQ5fOOo15SdPqeygkvJZZ6FQppKWPFnzE99zRSBsUBlaWh2YNeaGrgW9kEbAHzUX\/pXaf\/AIjv4ZfsKe+Hu5j0CkbjhfMSA4NDQKnKDvsANK7c1o29y7qsqVHqcnwko\/myCdP1ceqeMLvuVB2LbT\/8R2n+GT7ChbX0stYQ17YGuIqGulymhrQ0OtNDqtKvezOZ1jXkEdWSHAUqKOGvI6bLxx0lD+1sJ4QM\/nkWxp+n1K919HqSlF4lnaOU4\/NFWtWjCn1xSfHj3NxvnpOL4y1hjYHChMbi91OTSPZrtWnmFmd53kCSdhsByCqbL6a1tAoS87+rWi7jTNCpWc3Uy5SxjLxsvJLx7mPcXUqq6cYXkWK9r3HNUu+L7psVC3jeRJOqg7TaCStzBVwSVrvYuScDkzghTyAIwOPZotLW6D3JRtv8k0slizc1LQ3KCFtSlTjyzChCtLhEdJOSkhZ6pxaWBh2KWE1BUD1Q7iMfqixtJzftDX8zFy6jsYZuU3t2K8gOyzHFGLpC4kGgUHrKlQ0KVvSpvJrMUuZwZHQvIO5oABuSdaDhsdwqVet5SR2kxvFHNIB4ihoQQeRBBUR0Z4t6u0B8pJY5pY4jUtBIIdTc0IFRvSvctDxZhz4TIyezlklWBrqOGtNiDtsaEEgig8nKCS3Oxs7eFSipQ5JPAl45s7OAAeO6po4eB0PjXmn+LIqhnPMR5Fpr7wE1wvdgs7XOlc0OdQUrWgHDvJPAcgkbzvLM6uzQCG1313J8dNO7vS5xubMqvq11PwJ+6LTmYPlAAOHePoO4ULbrG6MmjSWE9ktBNByIGum1eSr94YhbGah2Vw4gj38CO4qrX30tyN0YWk8wwV9+nuTetMr\/AEqlOLySuPrUWRZn9gE0a11Q9\/MtbSuUcXOoNRSq0DArq2OzHnDGf+kLy\/iLEr5nF0hLieJNfwO5WPDfSjaYoRG1zMrRRhcwOcwcADUAgcMwPzJOuPBFSuaUcxWxJTMzXk5o421w9Zyth6TbyEVinJ3c3q295k7Ong0l3kVi3RxesDZjabVMMzXuc2INe+WSQiuc0bkDauJBLhVw4U1ZdKXSA61PaACyFh7DCdST8d9NM1NABoO+pJc5rktTuYRj1Z8y8dAtoBmmFdeqBp4PFfSoU\/03XdJJHAImPeQ94IY0uIzNFK02BoddlgVzYidA9skTi2RuxHfuCDoQeRBCtl49K9rljLc7GAihMbQ1xH7Wpb4toU1VEQwvqbWZMn+iGzGO8chLS5jZQSw1bUN1ANNaGortUGlRQm99ODv7GP3zP5Xrz1hrEj4JmyRGj21oaAgggggg6EEFTeMekSe1NayUtDA7NlY3KC4CgJqSTQE6Vprsj1iCN7Twax0CO\/R2j9uP5nJHpivIxzw04xa\/xuWV4TxrNZMxhc2j6ZmvbmaaVoeBBFTsRukMS4tmtL+smIJAygNGVrWgk0A8STrUo60OV7DGT07hl9bPZzzhiPrG0rHsEz1vVgr\/AL20fySqt3N0r2mOIRBzKMaGscWAva0CgAOxoNBmB2VWst+vbM2RjiJA7MHcc25Ou9eIO6VTQO+prvz\/AFPSnSrA51jkDGuc4ujo1oLif0jdgNVVuhO\/A0y2Z\/ZfnL2A8XAZZGeIyg049rkq+cW260MylzY2uFHOjYGvcOIza5a\/4aJS5MMhlDxFDWuoI5Hh3K3TtpTRUrazQp+znPuLn0q4PdaA2SLWRgyubxczUin+JpJ04g9wBoN04BdWr2ubTVzpAWtb4kj3AEngFoFmvuZopnzU4uaCfXQnzqm1ttz5PbcTTYaBo8hQV7zUqelayi90veVbrU7apFPL9y2+ZIdGdkDOuA4iL\/8AVK46Hbj\/AGHfzBRVgtzoySw0qACCKg0207qnbmi1Wp0rwZHAaUqQaNG+gaCST7+ak9Q1V6+39B9HU6U6Sgnvx+2W3CLaQM7y8\/8AW5VGe0Zps3Aygg\/4Q8AH+EBSV430OrEUNcoaGl5FCWgU0G+vEmm504hS5LkzCrlCsU+qc9sklzqEFJQg875eCx3ywmKUDUmN4A5ktNAqM27n6aUrsDUGnOnAHYV3oVeYrK8AAONBoKgEjzOp86p1ZrCNzqTuTuVVpXfqlsVtUq0K9LGd+xVrFcXZqd1E3ldpbUrTBCFU8bQnLoNFJa3s51MPucZeW8YwyilOKZXnYg9tCnJXLnLfMPJkGNMLFhLmjx71n4bryXpS8LMHihWT43wnlcXtHiFiahp+c1KfxRr2V79iZQ7QNV1ITRfLYyh0XUgOVYDW5rjm5rdkK0DDt9B4AqszszhRLXZai19Rom4A2loSdrGigsP36HAAnVSd4En2U7OwtOHVLDeCv33TiqheNgqat0INQRuCDUEeBV\/ttgGWr91DOsTjo1pKTfuPnGEVs9zbuhnpKa6MhwrWhmiFMzH0oZGA+1G6g9BsQQdXsdtgl\/u5W1PxSQHfwuo5eKLbZ3ROBcHMcNWuFWkeBGoVju3GNpaB22yD\/iNqaeLS0nzJXAan6HSlJ+o6XHtGWzXkpLt7\/vNS31RJe1nPiu\/vR7A\/NzuY9\/1JSxXwyzEudLGKihaSNabUAOYkdwXkeTpFlA\/uovV4HpVQd7dJFpIIaYox\/wANlT6yFw9yzbP0TvaFVVKcVGS4k55x8sk9XUqU4uMnleGD030p9KbBG85sjCC0vdoXDiyJmriXCo117huPJmJsSGeZ8mwNAxtfZY3Ro8Tq495Krd73s+R2aR7nu+U9xcfAV2HcKBRzpyV2ul6N9GqSr1p9dSXL4SXgv1\/Ayri59YlCKxFE1NePMlNZbdWqaxWUkVXdmbQrcKohqSlX2WiUmGqfWK7HSODWauKQBnEdEtd1ic89lpPgFoN2dGjy32teIA0V1w1c8UTcj29oDSmle+qXGAybfasrG9ltT3KPgvug7TS30+hJXnmZ2gasO3coc3qwmjiKk6DiVJ23ESFrzxWzZjSXeGlVX5Ta3nsgMZ76K1w2Ib5Q0cykrRfsTDlBzv5DVL144QmCEdhVzx23H6FX74wPEN3E91VabVecsmgGUe\/6lGWieNlTK8AjepTlVku4vSiEu65GA5Wt0VpsNkbGOA7\/AOqol99J0LKthFTz4LPr\/wAbzTGgdQHgEesfiXaFaVP6rNmvjGEUVdQfBUu9sfOfUMBA5rPAHn2jVatd93NsNms8pjbJa7S0yR9Y3OyCPShyHR0jg4GrvZ8tZYJyNe1hKvvJ7FThu60z9oMne07Fsb3DyIaQoq97pkjNHte08nNLT6EArbuj2+bTK9jnzudV7Q6NwaGlpIzANDRTs11FNgtKvu6mTMLJGhw3aSKlruDhyI+scVJ0I0XY03HY8emyPcQMpFTSpFArXLgAxwGWV1NK6bD+q1DqmNOSRlSTQADY9+ii75viJofZ7URlc0lvhwB5EKFrpZhVqcoycTCYZDU5Una5TXtJ7aLD+keIjVgccpPLgm09lcDrqmvIzpm0JzzCi6s7CRuurWNKUXVmsVRuk3G9MhCzPIPNL5qnXRdWOzOB01SrGHN2glSJYQedy7XF0bWqdgdHGQ0iodIRGHDgWhxDiD8oCig8R4ems7jHK0scADSoIIOzmkEgg0pUcjyW49AVoLoZ6uc6kjPaJO7TXc9w9FXvyiLOTNFT9R\/+j1YcFg26lpD1e3hkw2GSh1V+6P8ADQkPWOGnCqpcMVHaiuq3HCDR1LacgrGn0lKbb7HK6jKcI4XclLLZg0UASy5JXwlbpidE2dFckrtkROwJUjhywtdJSQaUq1p0DjX30GtOPkmTqKKbL1lYzrzUOCJcV8qprFtgYxzOrFCQczRroKUNPi8R3+RUM2EngfQop1VOPUOvrGdtU6Fv7gs7tR4haVc1CwUWe2e63u2afNXPDFkkYKOIos\/UumUVh8diO2dSL9pMsDWLsBDV9KwS1KTBIW2zBwIKXXxKm08ohlh7MybEth6t5HA7KILlfekizdkO5FZ84rrLKr62kmzmrmn0VGj64ptbLOHChCVLlwXK2QZwZTj7CRaS+MeP45qlSwuyr0Jaog4EHWqzLHuFSKvj23IWJqOnZ\/iU\/ijXsr37E\/gyh2WTTaq4j1dySlllIrokWkF2ui542ByZSxwLT9SvWGcRVAD9FntsYBTKapYl+VGQNalex8jMzuxx70YnxAyzOHV0IA11WX2K+SG0dU\/QmlptBkNCT5p0n1ciLYn8d45FoAAbQqKuq9y1uqibXY8uyRNnNE3ApM2++67KKdK55Sligbx3X2Fva7KMiYG77NQ9pOpMtNApWfD05YJOrcWcwK+dOSm8F4Odai4UyNZ7ZI18KJcMUaYLwhJaBUODWczv5BaNN0eRWeAyH9I4CpNKnyATe5cHtLXR2a1HOKjKC0\/Nr6KLw7iqWxTus9rq+Ou51IB4ivxTyRxv8xHvsOcKYQifG6dzajUhp4Ad3NTOF7BZpieooJGDgMpCSxVfTbJSWzua+CXV0Vdq8Wnh3hQM3SXG1pMMeV7tzoPWm6RsQ0Wx2wBpHWUeygI505qsYzxxA3QUMg3oK+8LIZr0lke95cavNTQkKOElHdrVJkXGT2Ph2+WPj1cHtdu0UOXwUO+SKJ5MEXa1\/SSnQeHH0ovMbb9ewjqXvZzo4geikJ7+tOWpmceO6VN8A0j0LI+SWpkkq0b0OVg+k+ag7yxZZLPu4OeODdlhcOI5iCC97geFTT3aKNzZ39rSqXIuDT8WdKkhBENGA+qolrvaaSrnkurxU\/c\/RnaJwHMb1cfGWc9WynMF2p56BXHD3RuITmtxZJZXjKJ4JKtieToX\/wCHv2CVCdRj9he2pzJ7d9hdLKGQtJc46ABape2AbHd7Q+2ukmErz1IiGhZuCTzpvqpPD9zw2aSO3WMmWyOBbK3eSGvxqb0HGqV+Xw8\/cPjIrli6M7TQVMeb5Bf2ludwXrZ3RQttGRs0DGsLZBq0taAS3gQaA6V+ZZNfFxxOtHwiK8I2Mc7OQ95D2c2gV14ihTzEuKnSytdY2vkEbcjpRGSHH024+as054eF9xvaZcSi+lI0i5DFJapLQwkMiY51Mpa32QMxBA37blYsG3p11nY8+1q137TSR7xQ+aoN32iYXZM+QO620P6prQwhwjGh7IFRUdZ6hSHQtM5omic17RVsjczXDfsvpUdzVae6OmxmHH7\/AG\/uKv0wXpNZ7Q9sZAZIBI00qRm0dx+WHeqpOEYIrRMPhb5AXuY2rGhznF5y7nRjRprRx10C1np4uUyRRPY0ucxxY4NBJyuFQaDWgLSP8yy3DVnLJ4A5jmu62I0c0g06wUNCK0UfTvkpSoKVVSaNNxJ0SQCFxs4kEzRVoLsweR8UgjQngQRrRNMHdGdkeHdZL10zadY2J4DIyeAoKu1BGatDTbRaXicn4PPlqD1MlCNCDkNKd6zToksLo7TUnR8b2kejh6ZVLGm5JtLgnUIY3SyU3pcwOLK5nV1dFIDlLqZmubSrXEAA6EEGgrryXGCsBMfZ32mcyiFhIDYW5pXkUqRUENaK6uI4HalVsPStd7ZIGB3CUe9j1CYItUsUZhs7M4qXNJrSMu3qahtK60JGtfBOhbdUetYIPU0\/WJ4ILBmHbvtJdHGy0RvDcwLpAS4ClSDQtqKg0LePHhWekjAZsj2uDs8LyQ1xFHAjXK\/hWmoI3odBRaZ0e4ajgndWRrpg0tEbakN2zEupQu4ZRtrvwW6bx\/ZGd07P5JEycMPBPOjB7YI7oCp1U9Pls\/lK+dKtkhfaofhD3sj6oA9WAXGsj+J0a0bk0ceQ5LdBTh1c9Pls\/lKh+nX++i1p+h\/73pFsySOI8+H6Eve3RNZ3RnqC9slKsc5+djjTQO02Pym0pWuuypGDb0LS6GQZXNJFDwINCPEFaT0N3311lDHGr4CGH9g6xn0Bb\/kVE6Zro6u1iVujZhnqPlt0f69l3i4p9ObpyyiheWUK8cY3W6LveFhYIIpGl1XEB1SKVIdmppwc2nqnljuBoi6yYu0YXlrdKNArQ6VLqcqctd1DOtf9gsYeaOlLnDvHbPzPaVcsP24SxCtCQMr2nwpt8lw19RwVmVafRlPuJG0oKf1VnC2wQ1zZcsj4xI1rNSHlrmuAFTlI1DgNaajZP7NGyV1DWhBIoBTSm5111HAKHv8Au58IIY53UPOor7JOlHdx2B46A60qYIf+mpw6t3zsSTp9UXUTJEoQqpKPZ7k5aLvbGRTZxI1pvTn9aXsllzCuzdhSlTTTUkaa9y6vz\/d\/tH+Urq55tMp3FSO8E191aenNVG3jJNKlCT6mtxCwzZj2M9KVBdQt7q6VFeGvkpmwy1APNQ9qsmQlzSQ0+0AaZe8d3zV5bSdgdoKbKGtgy9WpwUU4okmFfapJhXaqs5WZ2vhXNV8c5IRsqnSTNSIDmVmbnKzdIN7B8mVp7LPeVVXOXV6fScKKz7znbyop1W17jrMuC5c5ly4q8VTpxSFojDgQdiu3FcOKARkmNLqMMhyDsuqfAqpV7Xa81pnSlOewG7\/Qsze7t9vzXI6lTjCs1E6aym5Uk2dW3L8VKuifl30SNve3TKlfg7slc2nJUC2cWKcDcVSbaF3JdWCeldKqx4NwRPbHF0TKRtPbkcQ1jfEoEK5boqUoapVz3ZdtFp8HR3Yg9sTrczr3EABoBZm4NJ13Om6vzMI2aZ7IJ2NjtMDa5GUDLSymhbzrxG4+dcLxEyeb7E1uuZX+5+jakbJbRK2BkmrAaVI4b92uiscN62F8z7JarK2zEOLGS0ALTsC7QEV3rspLF1phaxlkvEPDWitntMWoc3gdNilxh\/j5f0Ezt+Hn\/UmMPONis4PZtNlr2pG0LowfjEDcDiEnDZnwSOnswbNZJxmeA4At04V30roqdasWWax2WaGyulmdMKF0mjW1FKgU+ZZtZ8QytjLGueGHcBxDfQJM\/v8ANBy\/38jTbFeV2xz9fGZGyNJPV6gB3HSn0qg9IGJDabSZGigpRo7uZVdsjWmuYrhwo7s68kmWLhbCtvmcQM23BFWZe9fLcHaZtlI3Pdxlo2ONz3nTstJ9TSg80qi3shJSUVlkdYYydivsFndnAALncgKk+FFrGDuhWV1HWh3VjfI3V3mfqC13DWB7PZx+jYM3FzhUnzKswtW93sZNzrNKntDd\/d8zyTbZQSMop7ktPZKNrmr3JC1yhztsvD37lLWuyNa2odU8tNfBVjYPtgmcAcoqPBLXHeBjnZJoHMcHCrQRUcCDoQkrDI8N7IqPxtrqkLO4Zqv2+lJjYD0PPDDfcTHNnkhms7a2izsq8PYB7cUVaE6bgcaHgqjifGMcNjksdhjlEbiRLLaHAyO55YxUMr3+izm6r7dZ5o5bM4skYagjYnkQd2kaEHgnmNbzltEj55erD30LmQtyMrSlQ2p1O5qTU1Tot8Ptw\/1\/URotODekJnwZ9lvBr5oKEwPbR0sLgNAMxHZrShrptqFXMOYmmhdI2CQxslBa5pAII\/ZNQHU0qFB3fa8oIy141H0r7YqOfqaA6\/07kJbY+RLDkkZ7LQjWpPqr3gTEFripHZnOb1r2iga05nmjW+0DzopPCsF2y2HqJXtgtYe54tDmF2bU5WlzR\/d5SAWEt7QzCpUxcc9msNZGSfDbWARCyKNwijJFM7nHVxpp2dq8K5hcpweU0dFaW6pYqdSx3\/QsXSfjeSzyRQRzHrI4m9e8BhzyOA3q0gGgzUAHt92kX0fdIc8lribLKXxvdkIcGDVwo06NB0cWqnWfD8073y2k0dI4ucXULiXGp0GjfCummmisdzXFFFQtHaGoe41cO8cBw2WhSs6s92sLzCWtU1Ux2NxxCx5hl6pxbJkJY4UqHDUbgjWlNuKyezwukmikneZJA6MBxAFAH1AoANiSrjZsddntx1dTdrgGk86EaV5aqr2u3guDmMawNdUNBcdag9ok1O2woArFvayWVKJdqX9JJNSXJqGIP7ib91J\/KVSMBitob3MefdT6U+tOLDMwxsiOeRpb7QIGYUJ2B0B40TzCN0dSS951LcoHiQTTidgKjvUSTpU5RlyyaFaFSS6Xnk76RXfo42gElz81Bro1pB97gpi4bII4WNaPignvcRUk+J91OS+dQXHMRwoByG\/qdz5ckpCXNFKAgba0IHLahoqjq+yoC\/SaeenKKN0f1NoB1qGPLj3mgNe8kqc6T2AwNB261v8AI9MMU3vJBKxzWxtaSXOa2maQ0IIkIoaUJoaUrrqQmN+43EjMoiGaoIdIQ4NcK6tbShI1oT6cFfVOdScaiWwk7yjv7Q+6JLPlbPTYvYf+kqo\/lBAddFU0\/Q\/971IYRxQLPnDmlwfQ6GhBFeehB8tlT+mG9vhD2yZcrGMDG65j7TjV2gGpNOQoobm2nGUpJbEP06nKnlS3xgc9BV8FlqDD7EzSw8sw7TD41Bb\/AJlqHSpchngbkFXslZl8JD1Z8qua4nk1ecsL2l7HtezQsc1w8WnMPeF6cxDimOGy\/CHEUcxro28Xue3M1o+nkATwVOL7lm2q5ipeBknTTeAE0Fnir\/ZY2RtpvncBoOZyhnnVOsCYocC3NpI3QjYPA3aRwOnkdeCy\/EF+F8hfU9YXF5fscxNaim2uvcr5hzHcNGvtlnjmlFD1zKNe8jYyM9h7\/wDFp4cUsK3TL8ir62E6uW8Y4N9oJGajsvaKg8nDbx1VLwIf0\/P9G\/Xn2maqCj6Vm2gmKNpiLhQOcQS4bFraDK13mdNtU4uG9OqkD6ZhlLSK0NDTY030G\/ertvTcqcun5DK2oUadWMW\/j4bFtx7MWsjIND1nD9hyq8d7vqKuIoa1oKj1\/FCl8T3\/ANcGgNyhpzampJpTwAAJ\/G7SxXq3QTRtlDdGkkteANhmHtNHBp29Ap6VBqn7Ud\/vKla\/pSrLFTGO\/Y0S6LZ1kbX\/ACgfUEg+VQmdnvKNhcHPaMriKVGgHCm+myr9pxlRuWKMMoKAkgho7mtFD3a+RTbD2HXSnPLUMrU19p5Op8Knid1UlbJJuo8L7yPVNRpyh0UsNv5I0G7bY2RuZlcuwNKVpy7k7qm1naGtAFAGincAPqURe2K4Y\/jZnfJZr79gsxUpTliCZzdSoorMmWDMqRjTFgaHRxGrtnOGw5gcyq7iHF8ktQOwz5IOp\/adv5CirbnLZs9L6X11fl+pj3N\/1ezD5nT3pPMvhcuSVtGWfXFckr4XKJvi\/wCKH23jNwYO08+DRU+Z0TZzjBZk8Cxg5PCRK5lFX\/fccLSXuFeDeJPgqNiTH0m0TOrB0zPoXeQHZHvVTtVqa8Fz3Oc88TUmvzALIudXhHanu\/HsaVDTZy3nt5dxzed7STyOeNAdhXQDgPFREjiH9vXXVd3fG41ymnNJygtd2taGp7\/xuueqTc5OT5NyEVFJI7t0zTTKKJRlj7Fc3fRcW+0h1KCi6jsjSyub5qKMcJ3fMRWgqrZ0dY8kscxPtQSaTQO9lw5jk6nHjxVSsEjhXKK8+S5meS\/t+Y7kNZA9B26z2OGzG33bZm2klxLs7yfgrjrrGK0pXf30WRX3ii1TzfCHPIkqC0s7OWm2WmwHfXzUfZL\/AHwteLNI+PrW5JAwkB7eTgdD47jXmmENneW6HTlVK22t\/wDcalh7f7FqxdjwWtsXXQsE7BlfO3eUcMzdgfVVW33g6VzQ5zi1vZbmcSGjkKnRIWKfKTUVr6rm0SBzvkhAuBW3Wegrmquo7Q7Lo3TmubbZgBo6vdVSWF7snnc2OFhc52g7hxJPADmhLL2GykorL4IqwtaT2lPYewdPaX\/2aNzm19s9lg\/zHfyqtuwJ0NQwgPtNJpd8v+7aeVPjea1GzQtaAGgBo2AFAO4AK7Ttf5jButbS2pL4v9DH8K9CrdHWuTrDv1bKtZXvO5WpXNccULQ2JjGAfJAHv3KkS5JvkVqMYx4Rg17upWeZvP4HZKTc9KWezOdq0VHOoonLbledyB70jqRXLFp2daosxi8HhieTM\/UZeB7vrS1us7ABldU15g1HPTZIukzPq7QE604cPxVK29jBTKdePL3rKO9FrKJMvZ24bV8k3sL2g9sV9\/uS8bJMmm1POn44JGwTNBOYVR2FPlqLXO7AoDpyFefcl7dYyG1Lq93L3+CQmcHO07INB3eKWt9kygdqvd9SO4h3YLU4NoG1A1ry8dE8w9cr5n9lriOJAo2vLMdPJWno5w2ZGB8opHXsDYu7z\/hr5laRZoGsADAGtGwAoB4e48B4rWtNMlUXVLZFardKDwuSnXRgBoIMjnH\/AAM0H8XtEdwA33VysNmYwUYAB3cfE6knbWp3XRP4\/H9V8c78fjVbdK1jT+qiCV1OXLFi\/wDHzV+v51xn\/H48e9JZvx9Hj4BcZvx9B\/qeSnxMj9YLmT8ePn37FciX8c\/D1SBf+Px9C56z+v4\/HdRGJDvXs1bo8u4NhEhAzya1PBtaAa+verKIRXYA8dPn\/qoDout4ks4b8ePskcS0klp9CRw2Vu+Dfju8tPRcrdTmqsurnJtUa+ILDGNonDWlztGtBcTyA1PDXjsswxFjyR5Ii\/Rs7qZyOebZvHQeq1q1XeHNLXatcC0juIII953WH45wy+zP1qYnH9G\/35TyeNdBuNRxDbWmKnOTUue2SvdXE1unsQ89qJNXEkniSST4k6133SBm\/H0Lmywuc7Kxpc4\/FaCT6D+qulwdGc0lDKRE08D2nkeA0HmePFblWvGkvaaRTjUnLgpgm\/H44adytd04einspLZGfCMxzMkeA0srTKQdaEah9CCajwrWJ7pfZ5XRv3b7LuDmn2SOVaU46gjvUYZ\/x+PLdOlGVSKcX5l2yvYUpP1kc9ics2FLNZHGS0zNlANW2WA56ngJJNAB3GldNTsaNj\/G8lpmBeA2OPsxwt9iNu2m1XHSriBXQUAAAmJp66eVO78f1VDxBd5ifnb2o68dS3uP0HyPM497ZThHqj8f34Go9ZU16uCwvxGV6W8OIoKd\/FdCMZM2bhXz5b7+9MbztmamlKevzLp8DMlc2tOfHlRYnUVXVY6u+2vFcor9BGxrVaRgXGfWERTECXZrjoJP8J5P5fK8d8qu6R+uTbjXaq4E5D6vrodeB93LuU1C5nSl1R\/3K9eKqrD+Z6MMn45V5\/jXZcuf+PpHPdUTCOOGPpHK6jqUa80Adwo48Hd\/xuJrqrpX8fj6fqXS29wq0cx+KOfrOdKWJEnd969XQhkZdvmcC701A019kc9U+mxhOdnNb4NGndrWnHvNCq6T\/Xf5+PuXNfxpx5cvn8E+VCMnlrPvIndTxhMeW285H+297u4k6H9nY7HgNkyc\/wDH0g+R27+RC+E\/j+nHjv8APRcV\/H9fqoPMKWKcVsitKfVyKZvx5e7bz4d3Gb8fR7vwNmtutjI25nua0D5RAA46ePdUncUKp17dITAcsLc5JpnfVsddNae27zyqGtdxpfWfw7jqVCdV+yi8Pkpqdhv3U79uCrF9Y2hjBDSZXDSkera1prJ7I24VOuyzrE95zSaySFwPxR2Wj\/KND51TOzWpxaGtZX4ooCa10GgGpOgWTX1iT2pr4mnR0xczfwRYLbjKWbMM3VN4NYaOI75DrX9nLVVWYEP7BzGuh3JPeeKm8H4UktMzoWtPXNa53VvPVuOUVc2jqEv\/AMOitWBMBMfLKy2CWzh0RdBPIREGSNdlqWSU60ZuyWt135VGTVrTm8zf9DTp0Yw2isfmZ7eBfQZhQfjdKxNZkqWnlWhpXudt3rQ74wtHY7yskVre6SzZonSvLMkbs3Fpr2os1KuPCvfXTr4tElldV4mtbZc3U2WyWZpspj1DWvkLDWjaVaDvzUffHx+ZIltkyi6ejcNsctqnm\/RmNnUGzUkrLJUBstaZQwhoc3SubcaVzq0MLH66ka86+q2y9LYbBO0SNj6q3RdbbLtbTLBmIaMnacBJpmJqM1NhoVX8PdE01tfLNZaRWXrD1BtJLnvFTUANrUMIoXE7mgLqEhsqkIr2ml5tpLfzffy+Qyo+hOeG1\/dTk124im370jNbwteYDs041P0dy6gszC2pdrx128uK0npB6I7XZ4HS\/opWRjNIIi\/rA0buDS2ha0auocwGtCK0z647s65zI4w580jsrGN9pzjsANqcanQbkgVS7dKllYe6aaa+a2Ira5p3GVT3aeGmmpJ84cWlJZTysrdboZXeXV7HnyXFoJzdscqjuWyWT8ny2DXr7O0kCo7ZA7q0Fac6BULpPwZLYJo2zvjkMjS9pZmGjSA4EOAodRQio15psJwnnolF43eJRb8OE2MjeU3OMGpJvKXVCcU2k20nKKTeE3jPCZXbbIwjsjXnSi6s1kcW1DqDlqtLwn0O2i2WdszerhY81j62uZzPlgN+I6tATqaVpShPOKehC0WazyTPmhc2MZnNbnBIrQ0qKd9NNt67pCpCT6VKOfDqjnbnbOc\/AK15ClLpmprdLLp1OnLeF7XT08vGc4MvsMxaTpWvD6l8tUmZ1SMuw8v\/AEvtikLXdkVO1N\/RfLdMS7tCnz0+lPLQtaoGAdk1PLev1L0Z+T7cYisbJXD9JPV1aVLWVowN7iAXeJPJYThrDbrVKyGytLpXkdzWNqM0kh+KxgNSd9g0EkNPqnBOE5YLLDDIWOdEzISwkNcATTejtjqOevcn0q9KnP25xW32pJfi15mNrTmqajGM3l\/ZhOXHnGL7ksbR4fjv40p7vTgz\/j8bDvPelnXS\/wDrUd+g1oBqdBxSE10vA2Hvp4mm51NKkAeG16F3Qm+mNSDfgpxb+SZylTNOPVUhUily5UqkUve3FJfFiTrR+OGnDv8ADfTxpw6fatRz5jXjsBsdD9dGsoINDWvlXy4NGp18vBB3lTuqB5cXbnU+HhO8rZhCUJJSi8p7+TJZ2OI4xlbHIcuhzZW67E711oeGlDyTG0dIL\/ixtH7Ti4+gAA2PofKKvCy5+eam\/GnfybQnQakeApCSQkEg\/UPrdufn4aS0bajLtv7zo6Oo9UcLbHY82McC\/t8d13bw3TJ58lzZyM3b719tuWoyrDOhHHUPDN9KbdyRu+0Btaiv42Ss0Dg3fTlVcXfaMtezVACbiHP+SCfwU+iu9pfG0OrneGnXgSBVMW0c\/XQEpzIAxzXNNSCD6GqWL3EfBvMDA0ADQAAADkKae5d9Yo26rxEkbXDiAT3HiE5Mi76k1KCceDDllPcWMi5Mibl6+GRTdI3IsXrgyJAyJN0iXAZFi9fC9Ny9clyMATGH78fBI18Z1GhB2c3i13MEfQdwt+wlf7LTGHsOo0ew7sdyPMcjxWMYY6P55gCQGMPxncQe5avgrBLLKczXOc8ihJNAR+yNFzesTt57p+0vD8zRtetbPgtOVNb1u1krHMkAcxwoQfcQdwQdQRqE8AQVz0ZNPKLj3I66LlihbSJjWDuAqfE7lPS1K0WedK2L57LQRxjK4aTGpAPKg2PipqVOdefSnu\/FjZTUFkX6XbhZNZy4lrJIgXMc4gVHxmEng756Lzy+RPL9v+Wc1me5\/cToPBuwUQ6RdjYW06FPok8\/kZtWopyyhcypGR1d0k6RcOkVxoi6irYssZFCB2PeDyPdyUbJGzJWutPfyorpPqCDqDwVTvqwMZ4nb6ly+q6eqT9ZDjuvA0be46vZfIzu8v1ybcfFI9ZR\/bFddUpd0btcpoEkDR\/a111rxWGW8itvtLTTKKc+CtmHcUSwsFXCRgA7LtwOADt+6hrsOCqN4Th1KClEr8DGSubhWn0KSnVlTlmLwyOpTjNYkjT7t6QYn+017T4Zh6hPv9NbP8v1a6o92ix67pnCuUV5pN8lX9vnqtCOrV0t8P4FGWm0nxk1q3Y+gbsXP7mj6TQKv3tjeZ7f0TWsG9Sczqd3Ae9Ui35NMqUjifk30pt3KOrqdee2ce7Ykp6fSj2z7xRt5lziZS57jsTqRvWldvJd2K6JJ3u6mN7gNXZWkhoG5JGg81Zuj+12CKIyWpsk0+YhsDRRmUbEu4146+S1b85fnCw0uxwsssVeusjA1pkZ3OADqkfUeYodWXv3LnThbGAPutxc1rKve8hrWjVxJ2ACuOCMNz\/DIbPNnsryexI5moeBmZTWhqaCoPFWWwNsMpiaa2C2wuGWTXI57Ns4NKGu9afXfuku\/DEyzzWiNk8L6Z8hHWRTNFRLC\/fKd6aUTXh7eX7yh3BUsHwZ55e1kvuzvkDnzUcy007PZB0a8CmUjbRJ4iy3oCyVws17WUZQ2UlkVoaNTodGSd7RrpuPZrHStiizTWyO0WVzw\/q2GR9Cw9Y3QHh2qaHwCpuMsRSWucSSEF+VrAQA2obsTTjxJSt77fD3eD93Z8oOyz+\/NfoaFb8RNgjNjvNjLdFEWuhkgko+J25jEmhLCOyRw+aotx1IzOLM6aCEk5IWTPLWNNaDMTXide9Vq3xOAqTVFmtdG0y1+lN6Vx+17gycQkyOJc45jqXE1cfMmte8r2R0ItpdtlHJrh\/1uXjOxRBxNTRezOhFtLtso5NcP+tyx\/SP\/wCtl\/iU\/wDtqHS6D\/w6vvh\/rLjLGCKFY1Z+jQWW9YbRA2kEjzmYNonuI9gDaN54fFNRsWgbOuXM27tVy2i65KyU6U11QkpbfyycWupf6l3XmkNv9KcrulfW2FVg0pZ4qQzvGXmstwl9mW31ZSR0vNH5XsDjabKQ0uAhmrQEj2o9DTmvS6zjpTYDKyoHsu4V+SodGvXaeurJZxT445qU0JrNr9JrWlPOM1Zf5Fct2Bx\/ZLN+5Z8yg+nJlbrtgOlYiK+YU5gf\/ZLN+5Z8yiumOyGS7rUwbvjICvRko67NvhVqn\/dItelybtq6X8y\/zEeKbK4td2dTqPEL7bpHE9oU7u76VK3Hh6eW0dTBG583aOXQUaPacS4hoaOZO5A3ICs1q6JbydvZtv8AiwfeLuqcXPeO\/uOIub63tpdNapGL5xKST+8t35KQb8Mly\/qBXnuV6aXmj8lmMNt1oYQWvZGWSNO4c1zmuae8ODgvS64j0v8A+Ypf4X\/sqHoOntOzotfyy\/zJnzMvqwnpMuW3OvQyWeB8tmfHGwuzRgMcC+r2Znh7XNq01aNfm3SLYV3oK+KqazokbCjSqKbk55ynHGMKLyvaeU+rGduCnpGr0NRoudNrqTcZxym4vzw8778pcFZxfCAWnmf\/AH83vVcc\/wD9qzY6d2WftH5lUXPXpWi1Z1rGjOby3Hd+5tfgkeMajawt7+4pU1iKqPC7LqSk0vLMnhduDtzvx+NykbQwHffgeS+kpMla0Y43IY5W6M7tPQTaGkkOY\/u1CoWLsFzwO7cTmt+UNW+q9tUTW8LAyRpa9oIPMLnlW8Ueg4PCdrspDdTUclzYbQQDpVbx0v8ARJo6WyinEs4eXJYcMzKtLaEVBqNlL2yhUxnCA53a0BXVujaCMpqubOAXdpFsYKjKkQFmwnfT4SM+sZ37uFVo8FqDgC01BWMzh+XXZTeD8QdX2XVyn3La0zUfUvon9X8Cnc2\/V7UeTTS9cOemsNoBFRsvrnrrU01lGYLOeuC9I51yXpQFS9c9YkS9cF6QDX+ifHlMsE502jcf5StddOAK1FOdV5BbLRTdsxlaHMDDI7KBTTQnxP1Ln7zR\/WVOqm8Z5L1O6xHEje8S4\/s8Ghdmd8lupUzhq\/WWiMPjNQdxxB5FeTJZ6mpVhwJi99lkBBJYT2m\/SO9R19ESp5g8y\/EdC6zLD4PU6Z3zdrJo3MkAc1woQU2w5fbJ42vYQQRVSq55dUJeDRcaTR5i6ScFPsjyRV0Lj2Xcu530Hj4qkvcvYl93WyZjmSAFpFNQvNXSbgh9leS0Ewk6H5PcfrXV6bqSrLon9b8TOr0endcFMc5Jly4c5Jly1yudlyhsTFuXXfgpCWam6gb4tjXD5llarXjGi4vllm2g3LIysELjXKaJFjsr9dUrYYiQaGiRYS13NcgagpeFozU0ouzZm5a115JO8Jq00ou3QNy76oEObvkcK5fNJud2+3z1Xd3l2uVcOd2+15pBTu3ubpl3SjLO7LvpySdvkaaUC6ZAcu\/kgDi77RlrpVSWHcRSQWhssTixzTw2I4hw4gqLsEpBOlVzK6rtdEjWVhi5wXjpcxLFa3RysjEcuWkpGzzz038fwKx+cZjGGlzixvsgkkDTgNgmdtjaBoV1Bny6bUSvzEXkJWJ4qcy5tBBd2dEpdze1qCfBWO7sHSSuBAyN96rXF3SoLNSSXvLFC1q1niEWyvWyzECpNe5SmH7slkFGsP7R0C0i4sDRsoX9ojnqrVZ7M1oo0ADuXKX3pbCPs0I583x8joLX0eb3rP4L9TPbi6NxvMa8co0HgvRnRVEG2KJo2a6Vo8BK8D3LOlpPRl\/sjP25v\/ueslajXu7Os6ss+3Swuy2qdjooWlK3t5Kmse1H8JEvf9ocyKRzaZmtJbXao59ySwzfLZ4w9uh2ew7seN2n5weITq84A5hadnUafAkBQtruNtnkgkhOXPI2CVvxZGuDi1xHB7SNHd62NN0mF7pj2SnFzlGXd9MYtwl\/dazh\/Zl5N45+0uqf9pVrabeXCk4eGf4uU1\/ewt\/FLO3FjWd9J\/8AeM\/ZP\/atEWd9J\/8Aes\/ZP\/auaof8Cv8A\/hf5tMfd\/wDOWf8Aiy\/8euWvA\/8Aslm\/cs+Zc45\/2aTwXWB\/9ks37pnzKXliBFCKhaF9VjT1StKecesqp43e7kuMrPPii3r1vUrqrCljq68rLwn0zUsNpNrOOcP3Gc9EMDRNaSAMxZDUgantScVo7knDZ2trlAFd6JRyq3FanUrwdPOEqcctJN9KSbwm8ZazyxterUq0JSqwjGXS04xl1LZY5cYZzy\/ZW7xvy\/PXQC4fni8aDUS2mvefhEv9V6GWB9CFkLL4t9RTM+0OB5h08hHzrfFuemMlK5ptf9P\/ANtUraHFrS7VP\/p\/6pAuZHgAkkAAEkkgAAbkk6ADmvN35QmO7XZrxMUEz2R9RE\/K0mmZzpQTvyaFlOJ8XWq0NyzzSvYd2Oech8W7HzqpKfomnFSlV5SeFHPKzz1IrUtet6lJTSlnfbC7PHOfyPTl7YuitTv7O9r44yWhzTo9wNC5vNvAHjvxCZly84YPv02dwc0n\/E3n\/VbfhjEbJ2AtOvEL0HS1Tp0o0I\/ZWF+\/HxPMdWtanr5Vnv1Nyfvf6cLyJ5zlw56TLlw562Y0zMjA2EPX3MvOlj6XZB7Qr4FWK6emJp9sELjGmux32DZZWgih4rFumbo8zB0sA7XEAe1\/XvV5ufHsMmzhXxVgbamSDcEFLTq9LGuJ4gZBRxDwQQaEHgUhaWjN2Vv\/AEudHAJMsQ11qBxWC22CjyNiOCtbPdAdWlrsuuy+WOYAbItTDTVFml7OyAJ3Ct+lrsrvZ4K7RzAioWUWZtSrJc17ZSGk1HArd0zUnD+HPjt5FK5t8+1EuJeuS5N2zVC+F66hSzujOFnPXJekC9cuelFFnSJNz0kXrjOkAWc9cF6RL1wXpALt0d40dZZBqTGT2hy7wPnXpXD18smY1zCDUDYrxlnV46M8cuszw1xPVk\/w\/wBFh6npyqL1kOe\/mXbevj2WeqVHX7dbJmFjwCCKaphYsUROjDsw25qi456Y4IAQ05ncm6lcwpOLz3LrWdjKulPBpsjyR\/dE6c293gs6nvAbDdT+PukZ9sBDgGt4cz4rPoAcxotj+2anq0lz4kCtFnLF7ytbq67LiV7cu2q4tLTUVV9uPALpI2uf2QRUU381lVasqksye5ZjFRWxVrFh2UxdYGnJvUcPFJWK45S10jWksHHnTdb9gq5jHEY3EPZSgJGtORU3b7jgjsxY0NDDpvtXeiYsdxWzyteEleFF06NuXdXvpCwlHG3NG4+BoR67qiPY3KhrAJnFiza0Seaju0lLEDwSRPa1SCilukBpQUXbIOzuuLbIDwXTIuzugQ4sMhBNBVcTPq7VfbE8g6L5Iau1SCi80ANA3Uq3YYwdI8DPUN5KXwDhtpAeQtEijAFAuK1z0jlSm6NDlcv9Dq9M0WLiqlXvwv1IK5cLRxjYE+CnWMA0C7CFw9e5qVpdU5NvzOlhTjBYisA0clJWW4pXCoaR4qf6PLPGfapXvWjQwgDQBddo\/o1SuKSq1JZz2X6nPajrcqFR04R47swy2WZzDRwoVLYdxS+CLqwxjmhz3AlzmntuLiCADsSdVoGKcPtkboNe5ZbelgdG4hw8DzUV9Y1tKUvVpTpyxnqWcNZxxjxfz3NHTdWhdQcWlnun5d18zWMNyvkbmkEYBoWhhce+riQO6lEtiWwukY3qy0PjlZKM9cpy1q05dRUE6gJhgGesLfBWJwXdaZ6uFGLpxSTWcdt1h8t8rk464uZ07110kpJ447LOF58v5szi8sZyxvLTFFUcQ99PexVi\/wC9XTPzOoNKBo2aKDzNaVqVK9IFnpNXmq0V5prdR07idGMVFJ\/ZysrZpPLecYXxO4tXTr06dVxWVunjh4abWc4eG1t2bXcsVy4xkiijjEcbhG0NDi5zSQNqih1p3p5\/rBk\/VR\/xu+wqe4pCS0Dhqkq6xOtOVSdKm5Ntt9L3b3b2aW7L03GcnKUVl7vn9S7f6wZP1Uf8bvsJGfpGfQjq4wSDQh7jQ86ZRtvRUklx8F3HZeeqZLUPZa9XBPxSeV5r2uSOUKclhwX3\/qOLjvl0U\/XNYHuLXBwOmbNrWo2NdePFOL26dHxEh1l8D1nZJ8aVHomwaom\/7nbK0gjVXbLWKbcKd1TjOKTSbz1JOTlyms7yb38Svcwl6pRpKK6Vhbdt3jb3mPY8xDJa7U+eYgveaBo9ljATljb\/AIWgnU6kkk6lRVqkJGoUvijDzoXbEt5qJtDjTVelxi1GLxtjb3HmzgoNx8H2ObNlpqn+Gb2fDJVh04iuhTCy0pqko\/a0Tk2nlDJwUlh8HoXDWIGytGozU1CmS9edLuvN8Lw4HjqOa1rCuLmytFTrxXQWV4qi6ZcmDc6e6bzHgzW2RFpoU2dMtVxdhUOBLVlV6WUxuIKx69Bw9xpWd7GuvM7ht5bqCQe5WnD3SJNERVxc3v3VDdIuHPVRwT5NDJ6Ywv0lRztyyEVO4KpvSbg1rz1sNK76cQsbhtRaagkEcVfcH46dpHKajgSoumVPdcBsymXjCW6HcbhfIZOzsr3jC5etGdntd3FUd7aAgjUaKaMlJZQg3srQSvswo4URZRqvko1ThCxXPeRFA5TzJqjRUSaQ0Undd6UGq3tO1Po9ipx4lK4t87xLQXrhz0wht4KVMwXRRrRksplFxaF3PXBckusSMlpCV1Eu4YY4Llw+RMJbeFG263HgqNfUqVPuTQt5SJi0WwBMfzlXZRzpqjVJWSNYdzq1SptHZF2naxXJKvxFMBkEjgzkDwXE9ikczNlJHE7lSdxYPfLRxqBw0qaLXsG3EGNAeKkcCNwsl7vLLBiN34fkc2oYfmVv6OsCF5cZQRQ0DT8\/etPvuxNZQxtqK6gUFPxyTqS3MijrUUpWo4FDSEyVezYage8x5WF7TqABUU8PnVlvjIIeprQEUqDRwp3hVGbFsTXZw5teJB1Kz7HGLDM8FhIDdiDSqMhg1m7LzZBA5rnl1KkOe6p8Fl1749e8PZuKnKa8FVDbHOHac4+JTOM6po7A6vK8XuFHOcW8iTRIPAyri1OSjm9lACdkB4JMntaruzNK5+MlA6tjl0yPs7rm1uXTW6JAE7GSDoumntivNc2Y6oc7XVI1sLF4Zu2DiOqFOQU4s7wHfooAfBaDDICKheQ6xaToXMuru8npFnWjVpJxOyhC+LKLY4u+1ljg5vpzWoYWv8SNFTqsmTq7rYWOq3z71u6NrM7KeHvB8rw8zJ1PTY3Mcr63ibmCoDEtxtkadNU3wvfwe0VKswcvTqdSldUsrDTRw7jUtqng0VjBVmMYynhsrO5N6AHRcSWhS0aKpQUI8IjrVXVm5PllK6RrCTqOBWe2mo4EeK3OSxB3tKPt2HGO4Bc9qvo9G7qOrF4f3G5p2teogqclsYqISd0tHZgFf7zwh8moVftdxvbwquNvNFvKH2cryOkoanQqraRCZF8LU8kgI3SZjWK8xeGi6ppjUhfGt1CcuYiGPVami230q8p0vGSz7kQXldU6MpeRC3\/drZAajgskxdcboyaDs8uS9F2O5wRXcqsY3uEZTovpira0LmkqPdLZnjnr6kKjm+GzzxZqcUlx0UtfNg6t5HAqJI10XE1qMqU3CXKNmElJZR1aQU4stsLRVtQUhaAumP0UXAuDWWY9aRQlUfFl5B50Wefn1\/JvoftL4b7fyb6H7SmlXlJYZRoWFOlLqiWFzlwXqvm+Xcm+h+tfDfDuTfQ\/Wocl7JPly5zqC\/O7uTfQ\/WvhvZ3JvofrQGTcui+8utbkduNF10hYey1c0LI8NY3ls5rG2InfttefmeFP3p0x2mVtHR2WlKaMlr75ioIxlGW3A5tCMI3XLxqq5JiZ5JOWMV5B1P5kn\/pC\/kz0d9pT5G5LVaDouojoqo\/EbzwZ6O+0voxG\/kz0d9pGQyWqzyGuhS7rYQVTG4ieODPR32kOxE\/kz0d9pSxrzjwxrjF8ou0tvNFxFOXKnHEj+TPR32lJ3bjuSP2YrP4lshP\/ANqc7mo9m2IoRXYmn2dwOoI8U7guiSSmVuirdrx\/K\/dkHk2T7xSdg6WbQylIrKafKZL9EwUTkORc8OYRc51JG0aFdZ8MNjaKNGu2iyiLpxtQr+hsev8Aw5vv0nN022s0rHZdNuxL98kyB6Pw3GyNuw225Ive9mBppQu+ZeZp+mC1GvZgFd8rZPplKjrX0k2lwoerHg1w\/wC8pMgbneWPmtJDtSN6a6qjX7jJ0oLW6NPr\/RZa7EsnEM9HfaXDMQvHBno77SBdi0zO1XUztFVHYhfyZ6O+0vr8RPPBno77SMhktdkjroFLWPDr93aBUGxYnkYagMPiHfQ4KbZ0mzgUyQfwyfeoyGS0OuwA6p1aYWhvBZ\/acczO3bEPBrvtplPieR24Z6O+0kyLkslstIB0SNnlqVVjfDuTfQ\/Wum304cG+h+0lDJbZ9V9a3RVduIn8mejvtL67Ej+TPR32kZEyWOzr5IdVWmYgeODPR32l8df7+TPR32kC5LnZLaWEELUMH4gDgKlefXYgfyZ6O+0nV3YuljNWhnmHfaWVqml07yGHz2Zp6dqUraWHweq4ZQdl0V50sXS\/ambNs58WSfRKE6\/12Wv9XZf4Jfv1w0\/RS9T26fmdMvSC17t\/I9A0XBcsBPTXa\/1dl\/gl++SZ6ZbV8izfwS\/fIXore+EfmH\/yC18X8j0RYLzMbgW+Y\/HFaNhvEOcBeMR0y2r9XZv4Jfvk8u7p3tkZq2Oy+bJqf\/et7SNP1Czl0tJx9\/Blaje2VzHKz1e491wx11SdtioNF44s35Ul4N2isJ8YrR\/5SWP5Vl4\/qbv\/AOVaf\/LXXp5W5zXD2PVX52LDRykLNerSvG1t\/KWtz\/ahsHlFaP8Aykxh\/KDto2jsnhkmp\/8A6FSn9IhL2Emvfgtp0JR3yn7j3I2UFI2iwtK8Xw\/lMXgNo7F5xz\/+SnTPyprxH+6sP\/KtH\/lK1Ftr2kV3iL9lnqy8cOtPBVu8MMkbLz3\/APyqvH9TYP8AlWj\/AMpJzflR3gd4bB\/yrR\/5SoXek29wvbii5Q1KtS4ZtNssZaaFcQxarALd+UFbH7xWPyjn+m0FN2dO9sH+7sn8E336paBokbC+deX1Utu7Lmoaoq9v0R5Z6wssVGVKp2KJq1HDVYc78oq3Up1Vj\/5c\/wD5Chbf0zWp9asswryZL9MxXpNpq1vCTlJv5HH1rWpJYRNY7Iz+ap8m6jLyxZLIauEde4Op73FMjfT+TfQ\/aWFf3Ea9aU48Mv0IOEFFlhmGi+wnRV51+P5N9D9pDb8eODPQ\/aVMmyRaEISCAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQB\/9k=\" width=\"305px\" alt=\"sentiment analysis nlp\" \/><\/p>\n<p><p>Sentiment analysis can track changes in attitudes towards companies, products, or services, or individual features of those products or services. Sentiment analysis uses machine learning models to perform text analysis of human language. The metrics used are designed to detect whether the overall sentiment of a piece of text is positive, negative or neutral. Sentiment analysis is easy to implement using python, because there are a variety of methods available that are suitable for this task. It remains an interesting and valuable way of analyzing textual data for businesses of all kinds, and provides a good foundational gateway for developers getting started with natural language processing.<\/p>\n<\/p>\n<p><h2>\u201cFor us, stability and scalability are the key aspects of open\u2026<\/h2>\n<\/p>\n<p><p>One such company is Ideta which is a company that offers an excellent and easy-to-use chatbot solution. Also, Ideta is now in the process of creating its own sentiment analysis  This can be used both negatively, e.g. addressing the needs of frustrated or unhappy customers, or positively, e.g. to upsell products to happy customers, ask satisfied customers to upgrade their services, etc.<\/p>\n<\/p>\n<p><p>In the State of the Union corpus, for example, you\u2019d expect to find the words United and States appearing next to each other very often. That way, you don\u2019t have to make a separate call to instantiate a new nltk.FreqDist object. To use it, you need an instance of the nltk.Text class, which can also be constructed with a word list.<\/p>\n<\/p>\n<p><h2>Detect and Fix Data Anomalies with the help of Generative AI<\/h2>\n<\/p>\n<p><p>Sentiment analysis can help companies automatically sort and analyze customer data, automate processes like customer support tasks, and get powerful insights on the go. Aspect analysis of feelings extracts the characteristics of the subject from the division of large data into blocks. The model evaluates a set of reviews about the product, highlighting the character of the subject and the phrases that are related to this characteristic. In this way, the analysis makes a general conclusion about the customer\u2019s feedback.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"300px\" alt=\"sentiment analysis nlp\" \/><\/p>\n<p><p>And in fact, it is very difficult for a newbie to know exactly where and how to start. Part of Speech tagging&nbsp;is the process of identifying the structural elements of a text document, such as verbs, nouns, adjectives, and adverbs. For example, \u201crun\u201d, \u201crunning\u201d and \u201cruns\u201d are all forms of the same lexeme, where the \u201crun\u201d is the lemma. Hence, we are converting all occurrences of the same lexeme to their respective lemma. \u201cBut people seem to give their unfiltered opinion on Twitter and other places,\u201d he says.<\/p>\n<\/p>\n<p><p>But as we delve deeper into studying the underlying emotions of a human being using machine learning they are also focusing on the emotions like whether the data represents if the user is happy, cheerful, sad, sorry, etc. Using lexicon is an efficient way of determining these range of emotions with the help of neural networks. Lexicon is a list containing various emotions corresponding to certain words. Voice of the customer is a method that uses feedback analysis implemented to improve your product. This is done by a feedback system with the help of machine learning algorithms and artificial intelligence, which together form the Customer Sentiment Analysis. Implemented systems will help identify the number of repeated phrases by implementing text analytics using API.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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\" width=\"302px\" alt=\"sentiment analysis nlp\" \/><\/p>\n<p><p>Additionally, there was an element of computational complexity that required smarter devices with faster processing speed to be able to analyse a piece of text in real-time and share the results instantly. In many social networking services or e-commerce websites,  users can provide text review, comment or feedback to the items. These user-generated text provide a rich source of user&#8217;s sentiment opinions about numerous products and items. For different items with common features, a user may give different sentiments. Also, a feature of the same item may receive different sentiments from different users.<\/p>\n<\/p>\n<p><h2>Customer Sentiment Analysis Model (NLP): How-To<\/h2>\n<\/p>\n<p><p>Sentiment analysis is often used in customer service applications, in order to automatically route customer inquiries to the appropriate agent. It can also be used to monitor social media for brand sentiment, or to analyse reviews of products or services. To further strengthen the model, you could considering adding more categories like excitement and anger.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' 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width=\"306px\" alt=\"sentiment analysis nlp\" \/><\/p>\n<p><p>Sentiment analysis helps businesses process huge amounts of unstructured data in an efficient and cost-effective way. Namely, it tells you why customers feel the way that they do, instead of how they feel. Broadly, sentiment analysis enables computers to understand the emotional and sentimental content of language. The ability to analyze sentiment at a massive scale provides a comprehensive account of opinions and their emotional meaning.<\/p>\n<\/p>\n<div>\n<div>\n<h2>Why GPT is better than Bert?<\/h2>\n<\/div>\n<div>\n<div>\n<p>GPT wins over BERT for the embedding quality provided by the higher embedding size. However, GPT required a paid API, while BERT is free. In addition, the BERT model is open-source, and not black-box so you can make further analysis to understand it better. The GPT models from OpenAI are black-box.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>Read more about <a href=\"https:\/\/www.metadialog.com\/\">https:\/\/www.metadialog.com\/<\/a> here.<\/p>\n<\/p>\n<ul>\n<li>With the ability to customize your AI model for your particular business or sector, users are able to tailor their NLP to handle complex, nuanced, and industry-specific language.<\/li>\n<li>In turn, advances in sentiment analysis can help improve the accuracy of NLP applications such as machine translation and text generation.<\/li>\n<li>As with social media and customer support, written answers in surveys, product reviews, and other market research are incredibly time consuming to manually process and analyze.<\/li>\n<li>Understand how your brand image evolves over time, and compare it to that of your competition.<\/li>\n<li>Notice that you use a different corpus method, .strings(), instead of .words().<\/li>\n<\/ul>\n<div>\n<div>\n<h2>Which dataset is used for sentiment analysis?<\/h2>\n<\/div>\n<div>\n<div>\n<p>The IMDb Movie Reviews dataset is a binary sentiment analysis dataset consisting of 50,000 reviews from the Internet Movie Database (IMDb) labeled as positive or negative. The dataset contains an even number of positive and negative reviews. Only highly polarizing reviews are considered.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Sentiment Analysis using Natural Language Processing by Dilip Valeti DocumentSentiment.score indicates positive sentiment with a value greater than zero, and negative [newline]sentiment with a value less than zero. One such application is the identification of emotional triggers in text. This can be useful for marketing purposes, as it can help you to identify the language [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-179","post","type-post","status-publish","format-standard","hentry","category-senza-categoria"],"_links":{"self":[{"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=\/wp\/v2\/posts\/179","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=179"}],"version-history":[{"count":1,"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=\/wp\/v2\/posts\/179\/revisions"}],"predecessor-version":[{"id":180,"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=\/wp\/v2\/posts\/179\/revisions\/180"}],"wp:attachment":[{"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=179"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=179"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/coding.vico.scuola.org\/arte-2e-2324\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=179"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}