Natural language processing Wikipedia
![natural language processing algorithms](data:image/jpeg;base64,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)
It gives machines the ability to understand texts and the spoken language of humans. With NLP, machines can perform translation, speech recognition, summarization, topic segmentation, and Chat PG many other tasks on behalf of developers. The field of study that focuses on the interactions between human language and computers is called natural language processing, or NLP for short.
The proposed test includes a task that involves the automated interpretation and generation of natural language. Human languages are difficult to understand for machines, as it involves a lot of acronyms, different meanings, sub-meanings, grammatical rules, context, slang, and many other aspects. A knowledge graph is a key algorithm in helping machines understand the context and semantics of human language.
Today, we can see many examples of NLP algorithms in everyday life from machine translation to sentiment analysis. Lastly, symbolic and machine learning can work together to ensure proper understanding of a passage. Where certain terms or monetary figures may repeat within a document, they could mean entirely different things. A hybrid workflow could have symbolic assign certain roles and characteristics to passages that are relayed to the machine learning model for context.
Of 23 studies that claimed that their algorithm was generalizable, 5 tested this by external validation. A list of sixteen recommendations regarding the usage of NLP systems and algorithms, usage of data, evaluation and validation, presentation of results, and generalizability of results was developed. Two reviewers examined publications indexed by Scopus, IEEE, MEDLINE, EMBASE, the ACM Digital Library, and the ACL Anthology. Publications reporting on NLP for mapping clinical text from EHRs to ontology concepts were included. Working in natural language processing (NLP) typically involves using computational techniques to analyze and understand human language. This can include tasks such as language understanding, language generation, and language interaction.
Python is the best programming language for NLP for its wide range of NLP libraries, ease of use, and community support. However, other programming languages like R and Java are also popular for NLP. You can refer to natural language processing algorithms the list of algorithms we discussed earlier for more information. Depending on the problem you are trying to solve, you might have access to customer feedback data, product reviews, forum posts, or social media data.
Since these algorithms utilize logic and assign meanings to words based on context, you can achieve high accuracy. Word clouds are commonly used for analyzing data from social network websites, customer reviews, feedback, or other textual content to get insights about prominent themes, sentiments, or buzzwords around a particular topic. The model performs better when provided with popular topics which have a high representation in the data (such as Brexit, for example), while it offers poorer results when prompted with highly niched or technical content. In 2019, artificial intelligence company Open AI released GPT-2, a text-generation system that represented a groundbreaking achievement in AI and has taken the NLG field to a whole new level. The system was trained with a massive dataset of 8 million web pages and it’s able to generate coherent and high-quality pieces of text (like news articles, stories, or poems), given minimum prompts. Finally, one of the latest innovations in MT is adaptative machine translation, which consists of systems that can learn from corrections in real-time.
Below, you can see that most of the responses referred to “Product Features,” followed by “Product UX” and “Customer Support” (the last two topics were mentioned mostly by Promoters). Predictive text, autocorrect, and autocomplete have become so accurate in word processing programs, like MS Word and Google Docs, that they can make us feel like we need to go back to grammar school. The use of voice assistants is expected to continue to grow exponentially as they are used to control home security systems, thermostats, lights, and cars – even let you know what you’re running low on in the refrigerator. You can even customize lists of stopwords to include words that you want to ignore. Syntactic analysis, also known as parsing or syntax analysis, identifies the syntactic structure of a text and the dependency relationships between words, represented on a diagram called a parse tree.
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qQG0BCe8TjmdgSkkYyAM5xXRaOF+nbRdIF5bkXF+RbAhMTv5SlpaQhp1pKAnpgIfcHmcgnJFTPaDVAnzNeurqthrU99meV9m2icZKmsxeVtw/P7GDiaQs8N6FIZbc329yS6yS4ThT6ipzPnzJx5Vnq47fbXKspTlN5k8nTTpQorTTWEKUpVTQ4nI5Vp/jXpK9XG62ufp5L4cuY/RM4tAnDClpUFHyAwrn5KNbiqhGcVjWperHHf9S0XpZ5qtum9X2qwahD0SZIuACdO2z1VE9wXDvdHknBACvDFZK2WfU+n9N6y0jPsciOJtvEqChpZeSXNuxSErAxuJAO3rz9legttNvnXG7GSTxJb/A09VeDzho63XfSGobfdbzpi4xmWrfhKrXGcc9KK0gEPAnkpPPljqPdUg4T6Xjvalua52nZy2Iz4lQLlcGltSMq6oUCfWxz5/wCdbv2+ZqgT76srN6syY9VdjnSlK9AxFcQ22FlwITvIAKscyB4fxrlSgKdKHkKrVD0oDXfFZLiJOnnkhQQZ4bWR4BXL9+CaxPC+Q5YdKXGc2hLxROLAU4sgHA6E+HgB7SKyPFJSl3O3NBbrfdxZEhTqFYKEoAXyB5ZJQOeOQB86y/Ce3LhaLivKdKjNWuSEkYS2FHkB7OWftrkjHNZs1ziByOs7n6TJYTa0KRGcUNyVKUCgbRkqAwnGVFQPP1cYyRUktMxc+EiSoJ9YrAUn5qwFEBaf7qgAoew/bV3s5k+dVAxXWZA8+VcSB5iudWcT09Tj5md3tDn6rZn5uB1z/wD2c0BauPwGLr6Ghooly2irelPLAzzz5/8AdXcp1+LDQHUmQ4VBBCBuHM9T7MV3TY7j8R5lpwtuONqQlY6pJHX99RjSVkvtsuctyatxMNQO1DjiVqWvI9bIPTA8cHn0qOdjKVSUZqOMpkgfjRrdGkTIUBrvkNqWAlABUQM45VZaXvUu8R3ly2kpUysJ3ISQk5HTnzyP8azhBIIBGatILMxLLrctxvJWrYWsjAOfPxqkaag/Z2Xg31ZTzuy2fsNrmXRm/vw1emR0bULJPIc+oBwTzP76uoMpUrcVRX2dpx+tTjPtFXYGBiq1dJLgObksSeccfAVxPWuVcT1qSpypSlAWF7LotE5UdakOpjuFCknBCgk4IPhWveFNzvl5usld2u0mSliO2tCXFkgbiRn38jWw7zOhW61yZc9SksIbIWUoKzz5ABI5kkkAAedQXhww1Y7kmHK75L8+2xltBUdxAUU94VDcoABQBB29evKm2MEb52NjKzyxk1HpNkYtwlTGHJbzjm5SQZT24rOTtylWSnyGPL7JEDmut5lLyChYyD7ah5xhEmqX9SXxstOoZmIYddSlDpnOLStKjhPIKyMkjx8hnnWx4MBgpS8XJRcbUoHMt5aCQcdCogj31j16Otbqyw4JJYGFBHe4T1zt8+WB/nUgZbS2gIQnCRWNFVVl1Wvy/wCl56PwHMchgmoXxYgm5adjQ0DK3rhHab5Zwpato/nUzBGcYNYu/wBscu7UNltSAmPNYlLKiRybWFcuRycgDw61pNaotEQliSZg+FIko0kluUtSlNyXmwFHO0JVjHuyDUyrB6Qtzlttj6HY62FPzpT4bWRlKFOqKOhI5p2nzGefOs5SEdMUhJ6pNilKVcqKUpQClKUApSlAKUpQFMDypj2mq0oCmKYFVpQClKpQEUvmuH7LrSzaWVaUusXcKAk+kBKkKHgEEesOmcHxqVqOBmoQ7J26zTGmd36SwQ40+4QcMqVzQBn1TgjBxz5+2pZcbjDtkRydNfQ0y2kqKlH2eHmaYb2RGcbsxds1a1ctQTLALVPYMUqCZDrO1p3bjO05z4+I54OOlZ8EkZIrUkPiFfEXxuS/DQmO8+4XWtvrpZAzz8ilIJPnjnitsNuNuNpcbWlSVgEEHIIPQ1pVoVKLWvuUp1oVfc7EL1npi8X24tS4aMoEZ2KpKVpT6rgIKsq8QD/Os5pSNdrZamLVcosdAiNJabcZc3b0pGASMcjj2ms3gUAxWCglLUjVvKwB0qtKVcgVTHtpkedMjpkUAIBGDQpBqtUyPOgGKY55qtKAUpSgFcT1rlXBZCcqUQAOZJoDC6qvNxtMFt62+iF5boSRIBI24J5BJBySAM+2sy24VoCiACRk4ORmoVC/Q+orpcL1KZEd5t9cBpTr6m1KZSACQMgYKtxBx4jnWR05dYsadO01EjqEe3hv0Ve8qSpCkJOwKUTkhRUOpwMDwqMYfJPbBIHpDDJy9IbbzzG5QHL7a5NrQ4gONrSpChkKScgiovqbS7mo5CJDsNfqNFoJLuMc87hg9ef8BWQsjNytceBaXIpW2zGQ246AAEqSnGRzPIkYx1HWs4yk5NNYXnyThY5L036ztzV21dyjCU2fXaU6Asct3Q+zn7quJ0kRIj0paFLDTal7E/OVgdB7T0rWl41HpuDrKRLlNRe8ZeREWstFSg8rAGeWfmDGegA9lbEuaX3YHesJJW2UPBspzu2kK24yOfL9+K3ktJnGWXksHVBsj9JyQlxbgCCmSpIUTj1QkEe0DrkAHxq7t8taZDkJT3epA3JKjlSDyylR8eoIPkf30LtquaQtxCFOR3PVD7RSppeMg7VAEciD9tc4CVvPKkpx3LaS01zyVnd6yj+4Afb7KySlnd7Gj04zjcjfFHULlgskeRHvJgPuSQlCgjcpwbVZSBjBGSCc45DxOAYLI1pqWKuTIa1Oh0E5WtDSlhxClpKe4QrAyhB2rzggnrzwJLxnBVBtiBb0Sl987tWtJUlGU7DkdOizz8MHoeYgLdnjS5AjJaixkx1J9DUpZdQ0lad7wUlQAUN5wMk49vWkoPKmhFp+wbzsd0VK05Cuk19oqXFQ886nIRnblRHs61jUaj1BMKJNvsrKorjanWw48UuOIBAB6YSTnoc9OeM1z07bmZmg4VsShTLUi2pYKSSSgKbwevjzrGokS4DUS2TLBeHZMRCkodjOO924okdVJO0pPXCzgYxitYmFR4lhvYlNnurV4hImNIU2FZSpCvnIWDhST7jV9WG0ta37Vbi3JSpLz7q31pLhXsKjyTuPM4GBmszUPkvBtxWRSlKgsKUpQClKUApSlAKUpQClKUApSqE4oCA3W1w7pfTqF6In0mPIVAQ5vUNiMqAJTnarnk8x41LG7NbnFNPyYDCnWuacjcltXjtB5D7MVhn40lenrg8l6Q05NlFYKNmWMrAyjKfYVetu5k+GAJSAAAKfEfBmlrNNTJ4nJa2qU2bpMQFHG08lD7ev8RW37ZbWbWx6LFKgwFEtoJz3YJyUjPhz5DwHIVqawxxEZ0lfnE+u7eZLTqh/adOzJ/3RW5fCtKs5VMZfBnCEYcLkrSlKzNBSlKA8v/CBdqDW/ZY4UWTVvD+xWy53a+6gZsqBcN5aZSph50q2pIKj+pCeoxuz4VuVfEe1aA4ZWrW/G7Uun9Lr9CifpaU/KEeE3McQne22pxXTeSEgknFeTfhgbWqZ2fdIXHJCbbrm3vHH95mQ3/8AvUU+Gd1XEi9nTQWkxI2Sr1qlqe2gEZWxGhvpXy8guSz/AAoDfHbw448VeE/Zwj8Zez5KtlwEO7W6VcJoS3LZVZ3N25bfVKkrWY6CtPMNuLUkjG4Qrtp9s7X/AAb4bcH+JHBS22u4N8RZjLnotyYUvv4zsdDrbSSlSdij3gBPUGsVrSHbtMfBHGIyr/R/+DuGElZyS493Z8fNazj7K87dt24StF9kLsiXmZGL7tnZt1wLK1bd4RCYcCCfDIwOnKgP1vYWtxltxxO1SkgqHkSOldleJuDvwhmpZ/FHTHCDtK8Dp/C6762Ybd07MefU5HlKdVtZaWlSQptS1DYDk4UUghOc1Ne1d2zrvwO1tpvgzwr4WTuIXEfVLCpka2MuFtliMkqAWtQBUVEoX6oAACSSocgQPUlRdnijw5k8QH+FMfW1mc1jFhi4P2NMxBmNxzjDims7gMKSemcKSehBPnvgB2352v8AW2ouDfGnhRdOHnEnTlsVeP0LlUsXOKlG9Zi7RlawCCEDcVAnaTtUE+JoPaSl6u+EwRxotnZq4kXKZZLMmA3pwRO5vMLdHEdcx9jmgJ7uSpIStYSe8bO8EigP2BkSGYrLkiQ4lttpCnFqJ5JSBkn7BWs+C/aQ4MdohF6Vwm1nHvv6AfRGuLSWltLZK9+xRS4AShXdr2qAwdqvKthXea1AtUye+gLbjR3HloIyFJSkkg/ur84+zj2zeGehezhxg7Q9t7O2ntEv2q9R7elmwuBCL/cHQSy2oqAKA33u9WCQErWUp3ciB+kvorH+qR/uigjtA5S2gf7Ir8/+HHb/AO0NpSbw6vnar4OWHT+heLL6WtP32zvqSuIHdhZMllbrhCSlxKiTsO0lQSdpFfoIDnrUKKQA5DFFDIxmq0qQWrlsgPKK3oMdZKgolTQJKh0PTr7auDnHTwrlVDjBJoCIX2JfXtSxnYchKIoDeWdjZD2FfrCoqSVDCcDkRUsZQlCNqEBIHIADkK0Re7HraZcb4G7RcgzdpKi4AknKQv1NpHTKQB7q3Tpxye7Ybe5dGlNTDGb9IQrqHNo3Z+3NUjFxbbZeclJJJcGQKTnIqpBNVpVyhQDAxVaUoBSlKAUpSgFKUoBSlKAUpSgFKpuGcVwW+02AXVpRn+0QKA7KVwS6hXNJ3A9COldb8uPFaW/JdQ02j5y1qAA+2gO+uC93VPUedYJvW9ndlsxG2JyvSCtLa0xVKBUkZUlQHrIIweSkjp7Rnum6rtsZ4RIyJM6SpO/uorKnClOcZUQMJGfPn5A0B2OW6auyqt4dAfKdu/I88k/Nxn/Z61euemCMruUNKkbTtClEI3e3lnHuFYdOsobKQ5c4MuC2SE9680pKAfbuAVjzVt2jxIrNx5TEplEiM6h1pwbkLQoFKh5g+IoCH/0KuKdMwLIlUXvos1MsuBSgE4WVeryJyckVNRnAzTcKZFTnIK0pSoApSlAeRfhT9OSb72O9S3GG2VuaeuFtu3qpyQlEhKFH3AOZPsBrx/2qr7b+3JrnQmj+G8xWom9HcIrpq19q3Hepu4qiBaWFAc95dbitlHXctIPXl+smqdL2PWunLrpHVFuZuFnvcN2BOiOjKH2HUFC0HHmkkeYrUnZx7G/BLssu3yXwrtE5E3UBQmVLuMr0h5LKCSlhtW0bWwTnHMkgFRO0YA8NXbjNpbjr2IOBfZQ0RqVmfrDiDNtWnLzDjuAybZCgv7pD7iMepzYbKdwAUhRIyBU/+FetFsiR+z5YGYrbdua1c3FSxgBCWB3KQnHlt5e6vW/DvskdnvhTxEuXFXQfDW22vU1zDocmIK1dz3py73KFEpZ3dDsA5EjoSKuOPfZm4Y9pCFp6JxIjXBR0vck3S3OwZZYcQ6MZSTg5QrAyMZ5DBBoDyD8K9b2Y2tOzbqWMe6mwdXuR2nE8iEqdhL6+wtDHvNSjjjx6du3bLh8J+zpwU0vqPjTpm1KZf1TqaU5HhWuK4yl5bZS0pLj4CHUk7TkFzCQcGt59qLsnWrtNu8P3bjrSbp/+gd+ReUCPFS/6WgbNzJ3KTsJ7tOF+tjnlKvDFcf8A4P8A7OPaP1QvXGurBcoWonm0NSLnZ55jPSUoSEo70FKkLISlKQopzgAZ5CgPEdr1jxiuvwq3Dd3i7dOHcnVES3fouV/QR+S7AaZ7qWe6dL6i4HxvVuSeQSUcgc1uXgs+018MXxtQ6sJU/oZlttJOCpQasqsD/ZSo/YanPDX4MPhXwb7QWkeNPDTVVygW3TMV5D9kmNeluTZS0OID/pJWO75ODKQ2R6gxjJNegWuznwrj8eXO0jHsS2tcSLV+iH5aHlJbeawEha2xyU4EJS3vP7CUjwFATXV8YytKXqK2PXet0ltOPMtKA/nX5D9lfQPD3il8H3xG4X694j2TRc2+cSVDT867SUtNOXNqJDU20QSCoLG5BxkpC92DjB/Y1xtLqChYylQwR4EV5yjfB8dlxjQN84Zv6Fel2C+Xly/9zInOrcgzVtBoriuZCmvUAGATkAZzgUB4il8X4Gik8MeG/wAJF2a9QNDhrMbhaa1bbnXTCdDXdBKnWm191JRtZaKigqKko/4snck/rDZ7nAvdqh3m1SkyYU9huVGeTna40tIUhQz4FJB+2vJaPgx+DVwm2prXXFLi5rfTlheD1q0vqLVPpNqiYGAlDYaSpKQMJASpPq8iVV67jx2YjKI0dpDTLSQhtCAAlCQMAADoAPCgOzIpuHnVCrBNR7VuutNaMiGVfLkhtRHqMJ9Z1z2BI5/aeQ86rKagsyeC0YSm9MVlkiyPOmc9K88XTtE6ik3ELscCDHgHmhMhCnFrHmpQUAM+zp5mtoaG4r6d1mkRUuph3IAborqvnnx7s/tD+PsrmpX1CtLRCW501rG4oQ1zjsTfkKZFcd3mOtYjUurNNaNtjl41TfYdrhtgqU7KeCAcc8DPNR9gya7IpyeFuzilOMI6pPCMzuT50BB6Vo+b2x+BTFrault1DMugdUQGI1veS8Ej9spdSjCfEE9R0zW29MamsmsLLD1Hpye3Nt09kPMPIPJQPgR1BHQggEEEHnXRWsrm3gqlaDinxlYOO36lZ3dR0aFSMpLdpNN4MtSlUrmO4rSqZ9hqtAKUpQClKUApSlAK4POoZbU64tKEoSVKJPIAdTXJXQ4qMyZKNRaguGl3nHmYcKMy46G3FNqkqc3ZSFJwQlICCdpye8AOByUBwZm3LU82S2zPNugsbEhpAHpDwUkK3lWf1acEAAet1zg1hHb5w2h3hqzyrsHJsh3uAcK3qXnHrLSkZOR1UakVu0ZprT1wdvduhGO96P3B/XrKEtAk4AJwB/IAYxWAmPSI959GguQHXvQ3JzNpTECXHlAcsO5A27yOft5nnUoGed0rHjKEqzTpFvfR625JCkOexxJ5rH25HgRXG1Ou3b0S6X1DcVxaQqJCWrm2SOazuAJWeeMgFKTjAJNZmE84/BakOpQHVNgrSk5AXjmB9ua1NxR0ei6uv3KBFcF1MhssKQVFbhUQkJyTyGSDkdMHFZzmoYXk0pU/UbWeDbYiRIxceYhtIWslSy2gJUonmSSOpqwsakynJc1cJUd15aUqBc3ZCU4GOQx7vPNY7VlyuWn9EuyjIzObZaaLg8XCUpUof/Mawll1JI/pfbYCXVCNcLa2pbZOR320ndz8eRyfH21LbysCMMxbNgrSlSSFpCgeoIqKOvp0xrK1WiC0luBf0yQqOjklqQ2kOd4kfshSQoKA5FWFdSonuuB1TJnuIhWl/uAvCFv3REdG0dVANIWrB8M8/PbVmzpjU7Vz/TTk5p+U22plhKpX6tppRBUkbmVKOSBk5BOMchVjMmQ5jPnVajybnqW3LCbrZhLY2ErdgqClN46eoSFLB/ugHPgetZK23q13VKTBlocUppL4RzCi2r5q9p5lJ8FdDz50BkQc1WuKSM1yoBSlKAUpXii9/CQQbD20W+yncOGamoDl6i2BN+N0G9UqQhBbV3Hd42FxwIxvz+1yPqgD2vStVdp7jhD7OnA3VHF+RBbnO2SMj0SI44UJkSnXEtMoJHPaVrTnHgD76ht27QvEDTfYqc7SeoNFW5nU7Wlm9QGzB5wR0lzapsFR9cDYtKinr1GaA9D0rU3ZX41Se0NwH0nxdnWZq1TL7GcMqIy4VttPNuraVsJGdpKNwzzGcZOMm87S3FK9cE+BWseKunrNFutw01bjNZiSnVNtOYWkK3FPPASoqwOuMZGcgDZtK/OrQ/wjXH3tHWqy6c7L/AGHeNXNW0StWS7jKU3bLS+XXEIaQtSkA70thxO5ecL2gEoWRsns+9tTiZM46nsw9q3hpD0PrqbF9MsUqC8pcK5pCVKKEkqUMkIcKVpUUktrQdqwAoD2ZStLdpTtb8GOyzYmLpxNvjpnzUKXAs1vQl6fMCeRKGypISnPLetSU55ZzXluz/CncQ5MEcRLr2Ltex+F4UVOaljuOvBuLnHpGVR0MqHTI70JByN58QP0MPSuiVLZhsqkyX22WWklbjjiglKUjmSSeQqBcOuPnCnirwxY4u6L1XHm6ZdSrfIIKFsOpxuZdQfWS4MjKSM8wRkEE+bONfaClaqeeiQ5K4lqaz3cfdjvB/ac8z7Og/jXJdXcLZb8+D0undMrdRniCwlyzaPEjtLMsuOWnQzicJH62etOc55fq0nw/vH93jXmLX/EqQG5s2TPckSXUHc444VKJPjk860txB4wqgyULiLUp1tQbWlPMlKjUIv+rbhe2/1zymEFGVFfzyD7P868Cca9/LMuPB9Q/qHRYZbSa88s9gwrkymGw2qQMd0hIyfYK67rxR0Votvv73eUNvDBQyyre9y8gOnvJFeQr5xm1E/ERb41yWyhLYRsb+evAx6xHP8AwrX1wvNzmqU9MkqQDlRKlZVXVR6Qk81GfNX30pVROFtH83/o9oav+Ej13AtyrNo+PDjoQNjVwnID0tQx/Zzsz7wo9Mk15iv/ABg1zxE1Si8az1Ncbk68pSe+mPqVsyDySk8kpyegAAz0rWblxtza+TpdcJx6oyamOi+F3E/iOpJ01piQIe7AmPpLbSf9o4B/jXu0LuFhUhUb91pnyNxaXPVac6SXvLH6m8+BN+04NUGx6xk+jx7k0Iwfd5IacBGAryBwRn2jwr3x2OYs6DpXU0QZNoRfHf0aoA7FI2p37CeRG7xHLJPOtTdmvsS2Zu16d1pxI1VEv8637VehQ4vdthSTuDT61es7tPUbRkcuaTz9qRWWo7aWGGkNtoGEoQAEpHkAOQr7Prn0lo9UtlSoLKlhvPZrx/k+a+jn0Sr9IuvXuMRcXJLHdNd/gux31iNRaltmmorci5vltLzndI2oKjuwT0HsSay9RnV2nbReWhJu6VrajkOlKXNnzArx8Bhas8x1r5BH3rITeePOkLQ+UpkXGQ4OqGmORPkNxArYWlNTwtW2WNeYAUlEhtLmxfzkZ8CP3j7DWvlTODLi2IsWFZHkvO9yl5UUONqWfN0ggj2knrWwtOWiFZ4CI8OFGi4SE91HACEAEkJGABjKieg61LCMzVCcY59arXFY5dM1Ukj1w4g6StV2RZJ95aRLWQkoCSoIJ6BSgMJPvPiM1I61jP4Z2KY+iFIhoOwkd4ElLhBCs5UCNx3EKyoHGCK2U2AhKEA5wAM1jSqSm3k2q0400sM7KVTcB40rYxCulYG+2yE4+1cRKciTkjYhbSSpTgAPqlI5qAyTyIPtwSDnldKibimpeqXLdOe9da1DuisjcwltKkIA/sqV3hP9ru8HITigO2zyNRTYr7NyjQ5UVxBSy8lYS4sY/wCcQMo9bngoVj2DwtYiVHF1VAkMyY8sQdvcp7xDG9IKQf8AVct3/RxUtX6rZKU52jkkVgQ7cQxIQuMEh131FLSQCNpzyzkdAOeOtAZe1MKjwW2lx0MkZJbR0Tkk45e+rCT/AEckSf0lco8VDkN4sNvS0pTtWOeUFXv6j/CspFcccjtuOI2rUgFSfI46fzrWurH75bHvThdUoZXKfYS6yhW5JKtwQoDcBgDJ9UZ288Zqk9lkGwnFQLs6/bZMQPpY7tS+9bBbUVDIxnkf++uiVb7RbcXMWtpTkZASgtMguAdAE/vxWI0PDukTe1NfbQhthAMYAlSFnmFbion5uBjkOXQVjOKeoL7ZBB/RjDqYxVukPBOUK54DZPhnmf3VEpey5GlKMpyUI9yYyLmxGtiroptZaS13m3klRHgPWIGfeRVuzqS0OPJjOyDGfWncGpCS0rGcftcjzIHLPUedRzhdeL5erRJXe2XFI77Md1aMJU2RzSnzAUFc/b7Kzd/09p5y1OrltpiNRkLcQ8glIjnaQVpSOWcEjGOYJByCRVoPKTKzg6cnGXKMpLlJjt5CHHFnklttO5Sj5eQ95wKjk6A3Esq4Cdv6WdW9IhoYJKmnnFqUCD1CElQ3EjBAORg4quhocmZY0yLmw9H7wtqajpkLKWQWW96E+t80O96B/dx4VJY0CHDChGjNt94dyykc1nzUepPtNWKnY2CAMkdOeOhNdlUCQDkVWgFKUoBX4T9pW06lvvaX4+9pPQkwsyeD+ubO4UKaKwXEvrYS77kvQ0nHQgnyr92K/MrsicMrFxw1B22eF16cEd7VGo3ITj+3K46lP3AsPY8djo3geJTigJN8LBxCj6t7D+itUaedP6O1lqW0PjnklhyBLkJB9oU2j7RW+vhCrhE0r2IeJqmUJZjos8a3NIQOSQ9KYYQkDy/WAV+Y/ErindNTdjzR/ZU1r3bHEDhdxTYsS7bvy/KhdzNS04lJ6htbhY5DGO6P7Vfo58KSzLe7DvEIRwVJQ5aFvBI/YFzi5/ccGgM/8HPaXrP2L+GDEhvYt+2PS8f3XZLy0n7UqTXZ8IncV2rsXcU5LaQpTlqajYPk7KZbP8Fk1I+xg/Bd7JfCJy3vNLZGjrWlSkKBAcTHSHQT5hYWD5EGtf8Awll4jr7EvEN2C8zJakIgxyttYUB/prJPMeRFAcPgzeE9g4Y9kjSFwtzKDc9ZMHUV0kjq648T3SfYEMhtOOmQo9VGtN9uV6HK7fvZft1p2rvjMtMh8N43iMqWnuyR1xluQR4clViOynevhAuDHZ/0bD0Pwi0vxd0VeLQxdrC4L+1b51rZkID3oz3fqSHEpWtQSEhWBn1gMJTsjsy9lfjjqTtETe2H2ulW2Pq5EVUPTmnIMgPtWZspKASpClIG1tbgSlK183VrUdxGAKa27AetNW9uCD2lLjrHTF/0eXWn5ll1DBXKfYS22EJjx2yO7KcgrSsqTsUc7F88yXtUdufhXw/tVy4PcNWE8SuJF6aes8PTVlbMpDTq0KQoSFNgpATzy0MrOCCEjKhsLtu6J45cQezvqDSvZ7uwg6olqbLiESBHflwhnvo7LxIDTixtAUSAQFJyN2RpfgtZeBHYR7O9i1HeNCM2jihdLC27dIc1Tbt5mTjgPI7xJV3cYPA42naEhOdyxzh4RDaiss0Jw14Xau7HfZ4i2fildfR7rqKU5fZtlad739GlSENtNrCeRdKU5IGQDkA9SdM3nivetRSnlMxFQoiyQFyDh1X/AEUeH217Cn6Bb4xQm9dcUVP3G+3pr0xbMeS4xGipcSkttISk8whACckkk59leN+1bwI1fwpZRq/Scya7p590MyGn1JJhKUPVPeADKCeXPmCRzOeXhP0K1w3Pdvg+gjc9Ro2Kp2ySj3fcjN21NbYSC+lhiM4fnyHllTq/tPQZ5+qB7c1EZmuYC3SlBdmL8CgkA/4n91QeDHXOeLk+SuY8QSM7gn/ePM1kYb8eNLSw1DLrAz3imeQz5e32136401hbHhx6ZdXstdTLfxL+Rqy7PqUzbbaGioZKtuSazuneG+tdVOockhbba+ZyenLPhyq1XLtUtyPBtrRZW882hQDJHU+Z/wA69c8KtGyI2n4r9yZwp8BbbZGCE+BPvrhrXco8HtUeg0bdJzeWYLg72fbTbJEe5XSEzMeSoK/Wp3DPuPKvYGnobKozMZtAShoJCQAAkAeGPCoBZInoaNqBtxjGKn2mlELTk9Tk15E6rnLMmetGnCnHEFgmMPUV70ducsM30c8lOI2BSHPYoH+Y5+2tzcONcjWdtWuSyhidHwHm0E7SD0UnPgcH91aQvDOWyr+6KmHBBTqdTS0JUQgwVKUPPC0Afzrv6dXnGsqedn2PP6hQpyourjc3hWAebkOX2RNKMx2I3cJGee4qyTjy6D7Kzp6Hn4VEmAdMu3vUlwuTz8V4tK7ojJa2kg45+RB6DpX0yPnCMx7dwqYv7VuhQra1c47pdaZCzuQtOSdqScZGDyHTFZWz2C8QtfTtUzUMmFMZZhRUhR7xI6qURjpu2gc88ieXjauaUgWTWsniJJmhaENuqTH7oDuyU4WrdnJ5A9AOpzyqQXaOvUsO0XSJMkQm21+lFGzC1pW0oBJ5+qfX9uCPtqwJT0FR7WN21JbYrSdNWQz33SoKUT6rQGOZGRnOfPwqQI+YnnnkOdFAZzURkotNrJSpFzi4p4NYITxFVBUt2LKMxQLge2p3JVuRgDwAxv5YxipToy76puCHGNT2UxHWgCl8YCXfsycGr2drDStskmJcNQ2+O/nHduSEpUD0wRnlWWZcafQl5hxDiFjclaVZCh5g+NbVK6qR0qKXyMadtKlLU5N/M5cvOlV2jzpXPk30nKsdd7Fbb0lsT429TJ3NuJJSts5BylQ5g5APvAPhWRpQsYVrTrrJ9S/3YpAwEKeSrH2lJUftNYRq13qzXtN5mRp92SlDzAUmQFFpKnMgobyAQUhAUMZyhJyedTTIpkedAYEa0sTTq2JH6RYWnme+tclsH2BRb2q+wmrR6/aWkNONR7TInpedD7jbVscXucGMLVuSBnkOZ8hUoOD+1TI86AwCU3a4F5cGz/odctKUuynyhT20ZxhCFEEgEgblYTnofmm4k266MtoZtshLiUISkCUveOQxzG3cemfnDmay5UlPPNdMiZHjkd8vGegAJP8ACgzjcw3oWtHdqP0taYbY+d3MFbiz7ipwBP2pNXQ07Hf7tV2kP3NTSg4kSSkoCx0UEJATkHmDjl4VfsymHzhpZJGCQQQcHoefhVxTgLfc4pG0YxXKlKAUpSgFKUoBWluGvZS4dcKOOOu+PGkbjf2btxBT/wCVLYqaP0ah0uBxbyGQkEuKWFK3LUrb3joTtCyK3TSgNEa17FHZ819xrtXH+/6NKtW2t9mUXWXy2xLfZx3Lr7Q5OLRtThXI+qnOcCtra+0Np3iXoy86B1fAE2y3+E7AnMFRTvaWMHBHMEdQRzBANSGlAeCB8FBBYtK9DW/tXcWo2g96lN6aTPHo6Ao5UCkEMkkkknuR16VtuxdgHhFprs46q7NNo1Bqtdi1Y6mVKnzZyH5TUlJbKXWxsS2kbmkEpCQDg+ea9OUoDW/Z74MROz7wg09wit2prpf42nmnWmp1xUnvlhbq3NoCeSUJKylCee1ISMnGa2RSlAa/478GbFx+4ZXbhbqS+320W67hAek2aZ6PIASoKCckKSpJI5pUkgivKuq/g57FaWn9TXzjzrK822yxUNR4t1SiTIVDaRhEVUhSskE8gQlIAVgJ8T7qrH3yzw7/AGmZZp6dzExotLHiMjqPaDzHtFVmsxaRMdOpa+DxnBu6IxQ220ltplIbQgDGEjkAPcBWYnRNPavssvT2oITEyDPaLEiO+je24hQ5gg9a5a64b37Q84sTWVOxXCe4lIH6tY54z/ZV7P51Embk7GO05CvbXxlenUoTerk+4pVadeC0PY8Y8Y+xVxA0ffZd10fCdv2l1LUY6YRLkphsnIQ4385WOm5Gc4ycVrq26JmQJjcGbaJMfwUh1lSVA+RBGRX6W26/vZSHFjaTjGak8aJCuLeSw2s/3hn+NXjeuXvGkl6aykeAOH3BRN6usW4TYWyAy6FlJBCnSOYHsTnqT7QK9PxIkeFG9YklAwSBn7APL2Vsi/aTt621uMRwFp5qOOWKhblsXGWcIwMnGeYqtWq5GUp6zvjJGxBSkDI8/wDCpNYnQl5Az0OTUehslCskHGOlZaK4UrT3YwcjNcqkzNs2DPR39tbWOeByqU8C8DUc4Z5+hH/8iKiMZzvbQUqPzUgipZwSBTqeRg/Ohrz/AL6K9Kxl95gcF2vu0jdywVpKUnGeWagWrJV007CmTJ9uTPhSFNQmmErJQUqJCluZBxyJzyxjAzU+rH3ghUfulJC0rCgUkZBHljxr6w+aMdIRBXpldx9ETISIinQlaSQsbcgFJ6591YyxyrvqKBb50dpDaWX32pKFEtoICtuQOeemQOY9oqSQigWtpKAlKUNhAA6JA5VW2uA960k52qChz8D/AOBqcgvWkbG0pPgkCrW6paegSIzklxkOtLSVtL2rSCMZSRzB8jV7VtJjB8/OAO0p5jPUeVVfBKxnc8/at4eQWLIJdlguJmpXlaQ+VgpCSVbiryAznl5VO+z/ADpcvRTrEhS1NxZzjTBV/YKEKx9hUr99deq2XpCp+l7dbLnc3y33b7kWNtbaK05AK1kJJAIOAanumrBB0zZotltyFJZYTjK/nrV1Kle0msLbWo4mdl1OlNL0zKEHNK5UroOHcVxPWuVUxmhJxpXLbVNtAUpVceBopaG0FSzgJGTQAp5VCtWWq43qSY0F4oIzuJTkEhQAwSMcgcEZ656cqmLMlmZHTIhvIdbXnatByD4GsXLZkx9zbbIUy0oPIWTkIGDuBHU+f76lNp7FKkFOOlmG0tBVb5BhiYh5YVkKJ2g4IztGPI48OvOpnUatoQzcGpTsIs+oWdx3Ek8iDgch0OffUiQ4hxIWhQKSMgjxo3J8iEYxWIlVK2881gYepPSbsuMWXwyvYhslPRXrbspxkfs9Ty9nOuvWDqnYjsQzVxGkNtyFOJyCsBwZTkc8YHPHPmPcYm/c9P8AfOusTkIlLb/WvJUd6kqGPAbvCmqC2kzop0KlRZim0bOKh4GtC3TivxCa1Fd7ZAmwgxBkOIR3kZOdoWQBnxOP5VuTT7jqIghuSfSfR220h4/OX6o6+3/OvM13bD+sdSANtrUmW/gLzjPeHyB9vkPbVGsspwThvidxKU73ZuFtzuKP+Tcs7d3lVHOKHEdCUqNxtyd5CU/6NkEk4wDjB9vkOdQ1uCCotsw4qSXVAq7wqwduTj1fDyPMc+XKquRGIrXduxYg3OKOSVH9sDHzemSBnyI8qnSv4yMmcuHGviLAkriuS4RW2raSIqa9BWiS9MtkSU8QXHmG3F4GOZSCa8cXZJZmqCglO/asIT+yDzwfaM17C07/AOYrd/1Vr/7BVeHsT+HJkqUpVyopSqZFAVpSlAKpgUKgKbh1oDH3+zRL7Z5VqlsNOIkNqQO8RuCVEclY9h515OvnCrX1rRLduumnNsI4MmOtLrTqP9YnB3AeYUMj+Newcg8q4KRuBSehGDXLc2kLn3uTrtbydtlR4Z4IkOLiuhKjgA1LrFeQhtCW3uh9fPhU440cGv0IXtUadaKretwqkMY/5MTjBT/cz+7PlWm2Fuw3dhUQQeYxXytzaytqmJH1dvdwuafsmy3JKJbe8gbfEVin7a0pasthKSCffWMtl1AQNzoV7MZrNtzmXcKVgeVZaskSWDAvwjHKgQcZ5CuMEOqdOASMgcxWbnRESGi6DnxFY+Aju5HdlGegFYzWC0MPkltvBTblIX4p+yplwXVs1S6k/tQ3AP8AeQaiEZxsRFJ28+dSThHILGsWG1HHfNuo/hn/AArvsXitB/E47yP3eaN9jOKi+oJ8dSnUrdbCmBjuzlKzny8cnwxUoGByqtfYHyhEoTl3YtqozinNzkgpSp1GxTiTu5Dl6uORzg8grkTiri0CbGuoZeWkNuNqwA4XCSPDJSnaf35wenjIH2GpKO6ebStOc4NdMe2Qoq97EVCFc/WSPPrQF3VCAeZFAMVWgKbR5UAAGBVaUBSlVpQCqE4qtcVUB0KuMFKQsy2dpWW894MbgcEe/PKqO3KCw8mM9LZQ8vG1tTgCjnpgeNQg6cvbLWwW8qaDy5SwlSSoqVIbUtIGepShSh78daysm33C8TpTqLemOxLZYbU6+dryEpWonaADz6EcxjkfYNfTisbkJ5JQ4HFtkNLSheORUncB9mR/Orc21p1O2Y4qSDjKV/MP+yORHvzV0mqmskSdLTCI7aWmR6qR4nJ8858ST1PjWIn3B5N1bjCHJfYWlaVlBGxOAdxPL7MZ8D18M3gE1buRIRVucjMlSj1UhOSftplLkh7mDfjtF91kvhttkerlPJzmc+/HTHjistapEiQ1h5A9TA3Z5klIUOWPIj7QauR6O3+rQG0bE52jAwPd4VWO6y4MsrQpPmkg0bIS7nXNgxrjHXElNhbbidpHs99RSPwtsrVydmuS5Tra0pQGSQAMZ6kDJHP2VNcA0wKpKnGTy0dFO5q0k1CTSZ1NsNMJ2NoSlI5YAxXlnUOndTDVd9kJ0jNltSpTymVejkp+ecKBxzGPD3V6rwKptTnIFWx4Mk/J5RNm1JtWljQs5tCwn1fRyQCD16c+Rx9prrXp7Uihsb0PMClL5FcYBONwIGSB4ZH216z2p8qbR5U3Gx5Cd4dayfZeuCLG60lCjllZHek8s7UjqOfL2V6s0+lxqyW9C0EKTFaSoHkQQkZFZAoTg8qtJUgx3Envm0ghRU2r5ygP7Pu8eR61CUs5bJbysIuwrPhVc1hS4hLiojnpCUtrCklTm71h6wySckdP31bW/wBMhRizMukuXlZJkL2hfJWcEAbQMEDIA6Hx51OQotkhWsITuUQB5k1UHnio/c2kT464U1W9tSw4Ek9NqgoZHIj2DPLHj0rtTJkvqWllyQhKGzgNqSd5I8CR6pGOXhz5+GYzuToyjODpQ9K4R3UPsodQoKSoZBFdlWKFrcZrVthvTXwotMNqcVtGTgDPIeJrBs63tots663Jh+C1b3A26l0ZUSQCAAnOT6w5dR41JSlKgQoZB61HZOmY3cXNp3uXI0l0ykMqaBDbhB3KJJ9bJJPPpVJOS4NYKm4tSXtdjr0nxB09rF52NanHkSGE71Mvo2L25xuHMgjOM4PLI86k9QrTen7Uzf2rq0GWZUeOtsNthLeUr259QcyMpJBPTJ61NaQlrjkirBU5OKZa3CDFuMN+FMaS4w+hTbiCPnJIwRXj/iNoV7R17egq3uxVKKokg/8AON58+m4ZGQPfgAivZBAOQaimstKaf1LaJNiubYT3iVyWXc4LKwD6yT4Y8fYa5by2dwvkb2dw7eefJ4ubeXEc2ZBTnqKzcSclQSM8/fTW+kLppecqDOQkhQ3R3052voz1H+I6io9EmlhwId8OXuNfLXFP0mfVUJxrRyifR5rbscpUvBHhVmHUoe3A+NY2O6laA4hwHPXFUVIUlwgnpXNKe2xrCOHuTa3SW3m0jHPxOakWh5HoOsLW4o7QuQlsny3er/jWvrddG0lsbjuSf41JWJDmW5LLoDiVBYPtHMEVpQq6JxfhmdxS1Qa8o9Tj31UVjNOXdq/WWHdWlD9e0CoDwX0UPsIIrJivuYSUopo+KacW0ytKUqxApSlAKUpQClKUApSlAKUpQHU+066B3UhTRHPkkHPvyP5VZTF3iKyVR0sS1dAkgtqz9mQf4e+slVNooDrSVBsLcTtO3mM5xUTl3aHdLl3RUtpABAeUApJwCemcjx/dUwIyMVGtSWe7uOsu6cTFYWsqElakIClJ8OZSrl15Y8RWNW2hdL06nulo11QhKWlt9sEeS5bV3uTMUZRDzLiE95HAUsqGAkuBWccwANo8OdXOhbvNenGK5bC0280XS5tX1BGBzSB+0f3VxagTLdOLjNgeeLKjtIcWWyR4hJ5D/wAKlMa2yQ8mQ4+RkZ5Z3ZyOXXFdF1cwTjGlTcu2eMf7OS3s72hD+vUUU3nCec/PwZNbqGk5XnmfBJV/KuKJTLrq46SrehIUQUEcjnHX3GuxINNgByOvjVFudJib6u7MKjvW+TGZaBKHEvqCd6iUhAyQf72ByySnnjNY9DmvC6tBbtBG3KVpUvaVc/Z7AD7886z1xt7FzjGLIKwgkE7Tg8vbWIGh7OltTYenYWRk+kqzyzyHkDnJ9uD1FSDL25M4RG/0l3XpGMud1nbn2Zq6rqjMJix2oyFKUllCWwVHJIAxzPnXbQFDVnMZS4lKipOW1A8xncOm3+X7qvaxsxmeJnprcvMVphe6MGQVLcyCFBWfAAgD20YRiW0SHNynwhD3JShu3pTyHIHAzj3dBXPuwkd4nGVergHryHh/jVzHszgQ3GOzu0NJQVbQhQWAcrAT6vPlywMc64RYc6QHW34Po4akLS2tb24uoHzV+r0J8iPCs0mauSOgIQpw+qEuEqyQ6VAjltPPpyxnHuycZqryZjUhta3WWGkLCpXerKR3ZBBwRyzu2888hXebPOJ7xuUwF7VjDjZWNx+ZzyCQPEeOT0q7dskKSwtlxtCkqBwCgKAKvnHBGDn21KTKtpFxbpkaU0pEd5tao6yy6EHkhwYyn7M1d11NMttpKG0hIOSdoxk+ddtXKM4uOJbTvV0FQ3iVPU7pKfFtwWuQvYSAcEISsKUfbySRj21MXUd4gpzjIqOXLTcuV3ndLaV3nUKWoZ+zBoDUumrlK1brm1OuoLLjchLiFtrKQWW8qKcZ55Ixy5dRW/0jHjUQsegLfEuLWoJiEpubSdiVR1KShKcEY252nr1xUvAxUvHCGc8g+JxWteLjOobhFjNWFTq2VtutS2UrCQQdu3OceSvOtlGsNc7K9LV3jLiAoZA3KUOX8R/CieNwefteINzvIgXmOtDbJc2hSdqg2ZC1BSc9eR5dc+6tacQuH940VelW+6JSpCgXIr6c7ZDRPJQ9vTI8OXmK9cxdERpMr0zUMSFKW2EBohBKgEfNyrl08ulXGuNDWjXVgcsl0QAoDdHfAythzHJQ/wAR4jlXFeWsLmGy3Oy1vJW1TPZniO03BTD/AHLvJvPjWdklop71HjyHlVlqvStw0zeJNkuzPdSoi8Kx0UPBYPiCOYrHR7g40Ay8v1B0zXyFajKlJxwfWUqsaqUkZyMjB3eI51J7S+paAlZxywKhrE1CMHcMcvGpBAmtuNpShYBPTBrlWzN+Vhm8ODepAxKf03McwH1d9GJPLfj1k/aOf2HzrcAI6V5Qt78hgtyY76m32iFoWk4KVDoQa9BaA1qzqq3BqQsIuMdID7eMbvJaR4g/wP2Z+r6VeRnH0Zco+X6rZulN1Y8Ml1KoOtVr2jyBSlKAUpSgFKUoBSvnk+UU7aX0+Xz7tE/Kp8op20vp8vn3aJ+VQH0N0r55PlFO2l9Pl8+7RPyqfKKdtL6fL592iflUB9DdK+eT5RTtpfT5fPu0T8qnyinbS+ny+fdon5VAfQ3VCAeor55flFO2l9Pl8+7RPyqfKKdtL6fL592iflUB9DW0eVNo64r55flFO2l9Pl8+7RPyqfKKdtL6fL592iflUB9DdK+eT5RTtpfT5fPu0T8qnyinbS+ny+fdon5VAfQ3Svnk+UU7aX0+Xz7tE/Kp8op20vp8vn3aJ+VQH0N0r55PlFO2l9Pl8+7RPyqfKKdtL6fL592iflUB9DdUwPKvnl+UU7aX0+Xz7tE/Kp8op20vp8vn3aJ+VQH0NYHlTA64r55flFO2l9Pl8+7RPyqfKKdtL6fL592iflUB9DWBnOKrXzyfKKdtL6fL592iflU+UU7aX0+Xz7tE/KoD6G6V88nyinbS+ny+fdon5VPlFO2l9Pl8+7RPyqA+huqYHlXzy/KKdtL6fL592iflU+UU7aX0+Xz7tE/KoD6GsDOcVWvnk+UU7aX0+Xz7tE/Kp8op20vp8vn3aJ+VQH0N1TA8q+eX5RTtpfT5fPu0T8qnyinbS+ny+fdon5VAfQ1gUIGOlfPL8op20vp8vn3aJ+VT5RTtpfT5fPu0T8qgP3F47cNjq6yi/wBrZUq6WpCiG0jJkM9VI945lP2jxryRMYU4MpKeXrDnX55fKKdtHx4+Xs//AA0T8qofM7W3aInynpsrihcVvSFqdcUI7CcqUck4CMdTXnXlh9YeYPDPRs7522z3R+l5ffQfWJwDzrMWe6log7+fhX5XntSce1ElXEm4En/2TP8A2KDtR8e0nKeJVwHuaZ/7FeS+hVXxJfuer9uUv/LP2Htl2bd7vcBuI5q8cVKLVdJ1ums3O2SCzIYOUKH8QfMGvxYZ7WvaKj/8TxUuaPc0z/2KvEds3tONp2o4u3UD/wByx+XWlPo9em9Sms/mY1OrUaiw4v8AY+hjRGtYmrYe4lDU1pID7Gen95Pmk/w/nJ6+cqB24O1Va5aJ1v4zXhh9vmlxDMfI/wDp1m/lFO2l4cfL5j/q0T8qveoqpGKVR5Z4VXQ5N0+D6GqV88nyinbS+ny+fdon5VPlFO2l9Pl8+7RPyq1KH0N0r55PlFO2l9Pl8+7RPyqfKKdtL6fL592iflUB9DdK+eT5RTtpfT5fPu0T8qlAecqUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQH//2Q==)
Three open source tools commonly used for natural language processing include Natural Language Toolkit (NLTK), Gensim and NLP Architect by Intel. NLP Architect by Intel is a Python library for deep learning topologies and techniques. Ties with cognitive linguistics are part of the historical heritage of NLP, but they have been less frequently addressed since the statistical turn during the 1990s. In other words, NLP is a modern technology or mechanism that is utilized by machines to understand, analyze, and interpret human language.
What is Natural Language Processing (NLP)?
We are also starting to see new trends in NLP, so we can expect NLP to revolutionize the way humans and technology collaborate in the near future and beyond. For those who don’t know me, I’m the Chief Scientist at Lexalytics, an InMoment company. We sell text analytics and NLP solutions, but at our core we’re a machine learning company. We maintain hundreds of supervised and unsupervised machine learning models that augment and improve our systems.
The Machine and Deep Learning communities have been actively pursuing Natural Language Processing (NLP) through various techniques. Some of the techniques used today have only existed for a few years but are already changing how we interact with machines. Natural language processing (NLP) is a field of research that provides us with practical ways of building systems that understand human language. These include speech recognition systems, machine translation software, and chatbots, amongst many others. This article will compare four standard methods for training machine-learning models to process human language data. NLP models are computational systems that can process natural language data, such as text or speech, and perform various tasks, such as translation, summarization, sentiment analysis, etc.
Recent advances in deep learning, particularly in the area of neural networks, have led to significant improvements in the performance of NLP systems. Deep learning techniques such as Convolutional Neural Networks (CNNs) and Recurrent Neural Networks (RNNs) have been applied to tasks such as sentiment analysis and machine translation, achieving state-of-the-art results. Statistical algorithms are easy to train on large data sets and work well in many tasks, such as speech recognition, machine translation, sentiment analysis, text suggestions, and parsing. The drawback of these statistical methods is that they rely heavily on feature engineering which is very complex and time-consuming. Symbolic algorithms analyze the meaning of words in context and use this information to form relationships between concepts.
Individuals working in NLP may have a background in computer science, linguistics, or a related field. They may also have experience with programming languages such as Python, and C++ and be familiar with various NLP libraries and frameworks such as NLTK, spaCy, and OpenNLP. Automatic summarization consists of reducing a text and creating a concise new version that contains its most relevant information.
PoS tagging is useful for identifying relationships between words and, therefore, understand the meaning of sentences. Ultimately, the more data these NLP algorithms are fed, the more accurate the text analysis models will be. There are four stages included in the life cycle of NLP – development, validation, deployment, and monitoring of the models.
Moreover, statistical algorithms can detect whether two sentences in a paragraph are similar in meaning and which one to use. However, the major downside of this algorithm is that it is partly dependent on complex feature engineering. However, symbolic algorithms are challenging to expand a set of rules owing to various limitations.
This approach contrasts machine learning models which rely on statistical analysis instead of logic to make decisions about words. NLP algorithms allow computers to process human language through texts or voice data and decode its meaning for various purposes. The interpretation ability of computers has evolved so much that machines can even understand the human sentiments and intent behind a text. NLP can https://chat.openai.com/ also predict upcoming words or sentences coming to a user’s mind when they are writing or speaking. Not long ago, the idea of computers capable of understanding human language seemed impossible. However, in a relatively short time ― and fueled by research and developments in linguistics, computer science, and machine learning ― NLP has become one of the most promising and fastest-growing fields within AI.
It also includes libraries for implementing capabilities such as semantic reasoning, the ability to reach logical conclusions based on facts extracted from text. Today most people have interacted with NLP in the form of voice-operated GPS systems, digital assistants, speech-to-text dictation software, customer service chatbots, and other consumer conveniences. But NLP also plays a growing role in enterprise solutions that help streamline and automate business operations, increase employee productivity, and simplify mission-critical business processes. Aspect mining classifies texts into distinct categories to identify attitudes described in each category, often called sentiments.
Stemming “trims” words, so word stems may not always be semantically correct. This example is useful to see how the lemmatization changes the sentence using its base form (e.g., the word “feet”” was changed to “foot”). You can try different parsing algorithms and strategies depending on the nature of the text you intend to analyze, and the level of complexity you’d like to achieve.
According to a 2019 Deloitte survey, only 18% of companies reported being able to use their unstructured data. This emphasizes the level of difficulty involved in developing an intelligent language model. But while teaching machines how to understand written and spoken language is hard, it is the key to automating processes that are core to your business.
The single biggest downside to symbolic AI is the ability to scale your set of rules. Knowledge graphs can provide a great baseline of knowledge, but to expand upon existing rules or develop new, domain-specific rules, you need domain expertise. This expertise is often limited and by leveraging your subject matter experts, you are taking them away from their day-to-day work. This algorithm is basically a blend of three things – subject, predicate, and entity.
The 500 most used words in the English language have an average of 23 different meanings. Although rule-based systems for manipulating symbols were still in use in 2020, they have become mostly obsolete with the advance of LLMs in 2023. The essential words in the document are printed in larger letters, whereas the least important words are shown in small fonts. In this article, I’ll discuss NLP and some of the most talked about NLP algorithms. You can also use visualizations such as word clouds to better present your results to stakeholders.
- By tracking sentiment analysis, you can spot these negative comments right away and respond immediately.
- Then I’ll discuss how to apply machine learning to solve problems in natural language processing and text analytics.
- It sits at the intersection of computer science, artificial intelligence, and computational linguistics (Wikipedia).
And we’ve spent more than 15 years gathering data sets and experimenting with new algorithms. NLP algorithms are ML-based algorithms or instructions that are used while processing natural languages. They are concerned with the development of protocols and models that enable a machine to interpret human languages.
These explicit rules and connections enable you to build explainable AI models that offer both transparency and flexibility to change. Though natural language processing tasks are closely intertwined, they can be subdivided into categories for convenience. Neural machine translation, based on then-newly-invented sequence-to-sequence transformations, made obsolete the intermediate steps, such as word alignment, previously necessary for statistical machine translation. This course by Udemy is highly rated by learners and meticulously created by Lazy Programmer Inc. It teaches everything about NLP and NLP algorithms and teaches you how to write sentiment analysis. With a total length of 11 hours and 52 minutes, this course gives you access to 88 lectures.
Techniques and methods of natural language processing
The stemming and lemmatization object is to convert different word forms, and sometimes derived words, into a common basic form. TF-IDF stands for Term frequency and inverse document frequency and is one of the most popular and effective Natural Language Processing techniques. This technique allows you to estimate the importance of the term for the term (words) relative to all other terms in a text. Natural Language Processing usually signifies the processing of text or text-based information (audio, video).
In the second phase, both reviewers excluded publications where the developed NLP algorithm was not evaluated by assessing the titles, abstracts, and, in case of uncertainty, the Method section of the publication. In the third phase, both reviewers independently evaluated the resulting full-text articles for relevance. The reviewers used Rayyan [27] in the first phase and Covidence [28] in the second and third phases to store the information about the articles and their inclusion.
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)
It is beneficial for many organizations because it helps in storing, searching, and retrieving content from a substantial unstructured data set. Learn the basics and advanced concepts of natural language processing (NLP) with our complete NLP tutorial and get ready to explore the vast and exciting field of NLP, where technology meets human language. Deep-learning models take as input a word embedding and, at each time state, return the probability distribution of the next word as the probability for every word in the dictionary. Pre-trained language models learn the structure of a particular language by processing a large corpus, such as Wikipedia.
NLP research is an active field and recent advancements in deep learning have led to significant improvements in NLP performance. However, NLP is still a challenging field as it requires an understanding of both computational and linguistic principles. But deep learning is a more flexible, intuitive approach in which algorithms learn to identify speakers’ intent from many examples — almost like how a child would learn human language. Natural Language Processing (NLP) is a field of Artificial Intelligence (AI) that makes human language intelligible to machines. We found many heterogeneous approaches to the reporting on the development and evaluation of NLP algorithms that map clinical text to ontology concepts. Over one-fourth of the identified publications did not perform an evaluation.
To recap, we discussed the different types of NLP algorithms available, as well as their common use cases and applications. As just one example, brand sentiment analysis is one of the top use cases for NLP in business. Many brands track sentiment on social media and perform social media sentiment analysis.
The advantage of this classifier is the small data volume for model training, parameters estimation, and classification. Lemmatization is the text conversion process that converts a word form (or word) into its basic form – lemma. You can foun additiona information about ai customer service and artificial intelligence and NLP. It usually uses vocabulary and morphological analysis and also a definition of the Parts of speech for the words.
A marketer’s guide to natural language processing (NLP) – Sprout Social
A marketer’s guide to natural language processing (NLP).
Posted: Mon, 11 Sep 2023 07:00:00 GMT [source]
The Python programing language provides a wide range of tools and libraries for attacking specific NLP tasks. Many of these are found in the Natural Language Toolkit, or NLTK, an open source collection of libraries, programs, and education resources for building NLP programs. Use this model selection framework to choose the most appropriate model while balancing your performance requirements with cost, risks and deployment needs. The basic idea of text summarization is to create an abridged version of the original document, but it must express only the main point of the original text. NER systems are typically trained on manually annotated texts so that they can learn the language-specific patterns for each type of named entity. For instance, it can be used to classify a sentence as positive or negative.
It talks about automatic interpretation and generation of natural language. As the technology evolved, different approaches have come to deal with NLP tasks. It is the branch of Artificial Intelligence that gives the ability to machine understand and process human languages. In this article we have reviewed a number of different Natural Language Processing concepts that allow to analyze the text and to solve a number of practical tasks. We highlighted such concepts as simple similarity metrics, text normalization, vectorization, word embeddings, popular algorithms for NLP (naive bayes and LSTM).
Imagine you’ve just released a new product and want to detect your customers’ initial reactions. By tracking sentiment analysis, you can spot these negative comments right away and respond immediately. Named entity recognition is one of the most popular tasks in semantic analysis and involves extracting entities from within a text. Tokenization is an essential task in natural language processing used to break up a string of words into semantically useful units called tokens.
The goal of NLP is to develop algorithms and models that enable computers to understand, interpret, generate, and manipulate human languages. To fully comprehend human language, data scientists need to teach NLP tools to look beyond definitions and word order, to understand context, word ambiguities, and other complex concepts connected to messages. But, they also need to consider other aspects, like culture, background, and gender, when fine-tuning natural language processing models. Sarcasm and humor, for example, can vary greatly from one country to the next. With existing knowledge and established connections between entities, you can extract information with a high degree of accuracy. Other common approaches include supervised machine learning methods such as logistic regression or support vector machines as well as unsupervised methods such as neural networks and clustering algorithms.
How Does Natural Language Processing Work?
Although natural language processing continues to evolve, there are already many ways in which it is being used today. Most of the time you’ll be exposed to natural language processing without even realizing it. NLP is growing increasingly sophisticated, yet much work remains to be done. Current systems are prone to bias and incoherence, and occasionally behave erratically.
![natural language processing algorithms](https://www.metadialog.com/wp-content/uploads/2022/06/power-of-chatbots-2.webp)
At the same time, it is worth to note that this is a pretty crude procedure and it should be used with other text processing methods. The results of the same algorithm for three simple sentences with the TF-IDF technique are shown below. Representing the text in the form of vector – “bag of words”, means that we have some unique words (n_features) in the set of words (corpus). In other words, text vectorization method is transformation of the text to numerical vectors. Likewise, NLP is useful for the same reasons as when a person interacts with a generative AI chatbot or AI voice assistant. Instead of needing to use specific predefined language, a user could interact with a voice assistant like Siri on their phone using their regular diction, and their voice assistant will still be able to understand them.
It is one of those technologies that blends machine learning, deep learning, and statistical models with computational linguistic-rule-based modeling. That is when natural language processing or NLP algorithms came into existence. It made computer programs capable of understanding different human languages, whether the words are written or spoken.
![natural language processing 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)
To help achieve the different results and applications in NLP, a range of algorithms are used by data scientists. Other practical uses of NLP include monitoring for malicious digital attacks, such as phishing, or detecting when somebody is lying. And NLP is also very helpful for web developers in any field, as it provides them with the turnkey tools needed to create advanced applications and prototypes. “One of the most compelling ways NLP offers valuable intelligence is by tracking sentiment — the tone of a written message (tweet, Facebook update, etc.) — and tag that text as positive, negative or neutral,” says Rehling.
Common Examples of NLP
In addition, over one-fourth of the included studies did not perform a validation and nearly nine out of ten studies did not perform external validation. Of the studies that claimed that their algorithm was generalizable, only one-fifth tested this by external validation. Based on the assessment of the approaches and findings from the literature, we developed a list of sixteen recommendations for future studies. We believe that our recommendations, along with the use of a generic reporting standard, such as TRIPOD, STROBE, RECORD, or STARD, will increase the reproducibility and reusability of future studies and algorithms. NLP techniques are widely used in a variety of applications such as search engines, machine translation, sentiment analysis, text summarization, question answering, and many more.
Symbolic algorithms can support machine learning by helping it to train the model in such a way that it has to make less effort to learn the language on its own. Although machine learning supports symbolic ways, the machine learning model can create an initial rule set for the symbolic and spare the data scientist from building it manually. NLP is a dynamic technology that uses different methodologies to translate complex human language for machines. It mainly utilizes artificial intelligence to process and translate written or spoken words so they can be understood by computers. Sentiment analysis (seen in the above chart) is one of the most popular NLP tasks, where machine learning models are trained to classify text by polarity of opinion (positive, negative, neutral, and everywhere in between). Natural Language Processing (NLP) allows machines to break down and interpret human language.
Keyword extraction is a process of extracting important keywords or phrases from text. This is the first step in the process, where the text is broken down into individual words or “tokens”. To fully understand NLP, you’ll have to know what their algorithms are and what they involve. Ready to learn more about NLP algorithms and how to get started with them? In this guide, we’ll discuss what NLP algorithms are, how they work, and the different types available for businesses to use. These 2 aspects are very different from each other and are achieved using different methods.
Natural language processing of multi-hospital electronic health records for public health surveillance of suicidality npj … – Nature.com
Natural language processing of multi-hospital electronic health records for public health surveillance of suicidality npj ….
Posted: Wed, 14 Feb 2024 08:00:00 GMT [source]
In all 77 papers, we found twenty different performance measures (Table 7). Table 3 lists the included publications with their first author, year, title, and country. Table 4 lists the included publications with their evaluation methodologies.
In addition, over one-fourth of the included studies did not perform a validation, and 88% did not perform external validation. We believe that our recommendations, alongside an existing reporting standard, will increase the reproducibility and reusability of future studies and NLP algorithms in medicine. NLP is used to understand the structure and meaning of human language by analyzing different aspects like syntax, semantics, pragmatics, and morphology. Then, computer science transforms this linguistic knowledge into rule-based, machine learning algorithms that can solve specific problems and perform desired tasks. Current approaches to natural language processing are based on deep learning, a type of AI that examines and uses patterns in data to improve a program’s understanding. NLP is used to analyze text, allowing machines to understand how humans speak.
Sentiment analysis is one way that computers can understand the intent behind what you are saying or writing. Sentiment analysis is technique companies use to determine if their customers have positive feelings about their product or service. Still, it can also be used to understand better how people feel about politics, healthcare, or any other area where people have strong feelings about different issues.
- Most higher-level NLP applications involve aspects that emulate intelligent behaviour and apparent comprehension of natural language.
- Topic modeling is one of those algorithms that utilize statistical NLP techniques to find out themes or main topics from a massive bunch of text documents.
- To fully understand NLP, you’ll have to know what their algorithms are and what they involve.
- Stop words such as “is”, “an”, and “the”, which do not carry significant meaning, are removed to focus on important words.
Results should be clearly presented to the user, preferably in a table, as results only described in the text do not provide a proper overview of the evaluation outcomes (Table 11). This also helps the reader interpret results, as opposed to having to scan a free text paragraph. Most publications did not perform an error analysis, while this will help to understand the limitations of the algorithm and implies topics for future research. Natural Language Processing (NLP) is a field of Artificial Intelligence (AI) and Computer Science that is concerned with the interactions between computers and humans in natural language.
In social media sentiment analysis, brands track conversations online to understand what customers are saying, and glean insight into user behavior. SaaS solutions like MonkeyLearn offer ready-to-use NLP templates for analyzing specific data types. In this tutorial, below, we’ll take you through how to perform sentiment analysis combined with keyword extraction, using our customized template. In this guide, you’ll learn about the basics of Natural Language Processing and some of its challenges, and discover the most popular NLP applications in business. Finally, you’ll see for yourself just how easy it is to get started with code-free natural language processing tools. The main benefit of NLP is that it improves the way humans and computers communicate with each other.
Ontologies are explicit formal specifications of the concepts in a domain and relations among them [6]. In the medical domain, SNOMED CT [7] and the Human Phenotype Ontology (HPO) [8] are examples of widely used ontologies to annotate clinical data. Natural Language Generation (NLG) is a subfield of NLP designed to build computer systems or applications that can automatically produce all kinds of texts in natural language by using a semantic representation as input. Some of the applications of NLG are question answering and text summarization.
An important step in this process is to transform different words and word forms into one speech form. Usually, in this case, we use various metrics showing the difference between words. Accelerate the business value of artificial intelligence with a powerful and flexible portfolio of libraries, services and applications. There are many algorithms to choose from, and it can be challenging to figure out the best one for your needs. Hopefully, this post has helped you gain knowledge on which NLP algorithm will work best based on what you want trying to accomplish and who your target audience may be. Our Industry expert mentors will help you understand the logic behind everything Data Science related and help you gain the necessary knowledge you require to boost your career ahead.
In this article, we will describe the TOP of the most popular techniques, methods, and algorithms used in modern Natural Language Processing. Text classification is the process of automatically categorizing text documents into one or more predefined categories. Text classification is commonly used in business and marketing to categorize email messages and web pages.