{"id":101,"date":"2024-03-20T11:21:49","date_gmt":"2024-03-20T14:21:49","guid":{"rendered":"http:\/\/triunfolarshop.com.br\/?p=101"},"modified":"2024-10-29T13:07:53","modified_gmt":"2024-10-29T16:07:53","slug":"what-is-semantic-analysis-semantic-analysis-2","status":"publish","type":"post","link":"http:\/\/triunfolarshop.com.br\/?p=101","title":{"rendered":"What is Semantic Analysis Semantic Analysis Definition from MarketMuse Blog"},"content":{"rendered":"<p><h1>Latent Semantic Analysis: An Approach to Understand Semantic of Text IEEE Conference Publication<\/h1>\n<\/p>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"302px\" alt=\"semantic analysis\"\/><\/p>\n<p><p>As seen in this article, a semantic approach to content offers us an incredibly customer centric and powerful way to improve the quality of the material we create for our customers and prospects. Certainly, it must be made in a rigorous way with a dedicated team leaded by an expert to get the best out of it. The list of benefits is so large that it is an evidence to include it in our digital marketing strategy. Semantic analysis may seem an aspect to take into account  for the future, nevertheless it should be considered as a priority.<\/p>\n<\/p>\n<ul>\n<li>For example, \u2018tea\u2019 refers to a hot beverage, while it also evokes refreshment, alertness, and many other associations.<\/li>\n<li>In Sentiment analysis, our aim is to detect the emotions as positive, negative, or neutral in a text to denote urgency.<\/li>\n<li>In countries where English is taught as a second language, learners should be promoted to gather lexical knowledge and achieve four English skills (reading, writing, listening, speaking).<\/li>\n<li>Type checking is an important part of semantic analysis where compiler makes sure that each operator has matching operands.<\/li>\n<\/ul>\n<p><p>An alternative to the template approach, inference-driven mapping, is presented here, which goes directly from the syntactic parse to a detailed semantic representation without requiring the same intermediate levels of representation. This is accomplished by defining a grammar for the set of mappings represented by the templates. The grammar rules can be applied to generate, for a given syntactic parse, just that set of mappings that corresponds to the template for the parse. This avoids the necessity of having to represent all possible templates explicitly. The context-sensitive constraints on mappings to verb arguments that templates preserved are now preserved by filters on the application of the grammar rules. In semantic analysis, word sense disambiguation refers to an automated process of determining the sense or meaning of the word in a given context.<\/p>\n<\/p>\n<p><h2>Context: Flutter, Mac M1, Java 19.0.2<\/h2>\n<\/p>\n<p><p>When a user types in the search \u201cwind draft\u201d, the whole point of the search is to find information about the current of air you can find flowing in narrow spaces. The challenge of the semantic analysis performed by the search engine will be to understand that the user is looking for a draft (the air current), all within a given radius. The above example may also help linguists understand the meanings of foreign words.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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8pc4G2kZ7KaV62EcjsRv0GpZ6TnN\/8AY\/UCY12bW8T1RBj2KMceqIR\/NyMGA3AJLGB7E1UsS507b1JbTQ5YmDxyyzSRuu9XR4YnRge4qQarnzVffTRf6Y0\/\/GQ11a1yzebTLCwkyTY3c7Qt2dRMiERk5zmOUPjs2GQD2NcvNV99NF\/pjT\/8ZDTmRyLRc+nR6utR1Ge9iubaJJI4VCSLKXBijWMklVK4JGRVaed7kDLpd2LSaSOVzbRz7cQYLsyNIgXywDtAxE928V9Jao704vv0n9FW3667qzRCZFHILk497eWllGyo9zIY1d8lFIR5Mts5bGEI3dpFWN5BdF68tr2wunu7R0t7yGdlVZgzLFIshVcrjaIGBndUMdGz7+6L+dt\/h5q+idRFCTKA9Ln7\/al5rb\/Cw12dDX7+2v5vdfqWrj6XH3+1LzW3+Fhrs6Gv39tfze6\/UtTmTyNHTB+\/1\/8AzVr\/AIWGojqXOmD9\/r\/+atf8LDTf5teSPquy5QFF2prO0truLdk4jkm69RjedqDbwvayp3VD3JRMvQM5W4kv9NdtzqLyAb\/ZJswXA7t6mBgo9rId+\/HnTz5W7UlhpqHdGpvJh+O+3BbjzhOvYj8dDUCc1fKg2WoWF4DuhuUMmMnahf7lOMDiTC74G\/ytk4OK850eU5vdQv7xuE9wzJnPkwpiKAEHgRCkYPjmpvoRbUbdTL0Mvv7bfmt1+qpsc6PJD1Fa6CHXZmurGW7myMMDNKDEjdxjhEakdjbfeac\/Qy+\/tt+a3X6qoHI5umD9\/r\/+atf8LDTO5q+Tlvd3XUXd5Hp8PUSSeqJTGE20KBY\/ukka7ThmI8rPkncex49MH7\/X\/wDNWv8AhYajfkxyeuLuXqbWF7ibYZ+rjALbC4DNvIGAWHxij3C2Jyi5j9FJCjlLZkkgABrQkknAAAvMkk7sCnj0reTYsuTmkWQcyi21C3iEhUIX2bW93lQWCnwyahDRuZvWBNbs2m3QVZ4mJKpgASKSfZ8AATVj+nn96bX+mIf8Ne1PIjmUop58yvLltN1C2u9\/VA9VcqN+3bSECXAAOWTCzKBxaNR2mmlZezj\/AJxf+4fNUjdJbkB9jtTnjQYtrgtc2x7AjseshH8xISgHZGYc5JzUFiVun3MrHQHQhlaK+ZWByGVvUTKwPapBBBqFuj99+tG\/pCL\/ADrh5UcsXubHSLSTJbTjdxo\/treb1M8K\/lRGOSMD2gi8a7+j99+tG\/pCL\/OnMjkWA54Ojbd32pX17HdW0aXDxsqSLKXXYgigOSqld5jJ3dhFVv51eREmm3klnLJHK6RxuXjDBCJF2gBtAHIr6V1Q\/pnffy4\/NbX9XVmiIsjzm15Jvf3trYxOkclwZQryBii9VBLcnaC5besRUY7SKslzV9Gi7s9QsLyS6tZEtp+sZEWYOw2HTCllxnys7+6oc6J3\/mDSPyrz\/wBOvK+glRFBsKKKKuUCiiigKJ\/RXoNJ2mcohhutCk7sFQOHceHx1quNcMhCRLsliAGIHm7RitXOVyCsG\/TWi8Pkn4ab2qQzJvMxz2gYXHiAK77CcmIEnJ35J7eypzXIcGh+6Ev3GD+aT\/tFRbeXOz1hG47LgEHBBIIyD3g1LHJlcwQfza1CmpXY2pQPbOPhyRRMyWNHJXUmE0WZZHUh9oEtj+TGNxJzhyR\/VFSRaAMhcHcBv3HPwA4qH9MhZXQ9gBz29hHA06bDUptgKGEYySVCR7wNwJJQ5OO+kmWUR8pgqzA7gQDkEH4hmuOedWDb8AEZzkZ+PFIcV1KUKmQb95BSPBxgb9lRv+gUg8odWbAUcAOyou2WUbbjivdXTa44HDdxI\/yFd9hLGMMwwBvBdiT8AyKYGgsMvI+9Y8bvbMfYjzZFZ3GoMxJc\/wBUdlQ430MinbUk4a\/ATjd5\/wBxSrYtEwBHbw8oH\/IVDsOqKuMKPOd5pXsNQmb2KHA4sRgDt3Z3Y8eFUdDwZljiFzVyWjagjdsHztg\/MtJt7b444Ge5gR+nNMuPUrlMZUgHt3Y+Anj8FKlhymc5GyWwcdg3+ccKxKMovxMrlCatsKEqnfv+LfmtBU9x4d1eSasCfL2Uz+ST8JDA\/GKTNeE4AaJ48Y4FQc57id3wVljLxNadLwFF1PcePcaf3R3vzHqtqCCFlEsRyCPZRs6\/30WoCutdugcFkBHZ1ad+e0V38iOWFxDe2EzSKFivrd3+5xjKLMjSDIXIBTaHEcazIwZWOnn45V6xDqF9aXN9eBY7hzEsczwRvbyMXt2Cw9WrqYioJO1hlcZyprzmO587nSuvjMQvIJpetaOSZo5Fl2VjMiS7EnskRAyMpB2VIK783K50ubGx1NFW7iLNHnqp42Mc8WeIVx7JDx6uQMhODs5ANQVq\/Q\/XP8X1JlXuntVkb4WjmiBPjsis1mLoinn\/AOeY6uLZfUcdstu7OH63r532l2NkydVGEh\/CMYDZYIcjZGWVzZ8lZL6+s7SJSxlmXrCM4SFWDTSMR7FUjzvPFii8WAqx2jdD9Af4xqMjr3W9skTfKllmA+QanXm05trHTUZLOEIz46yZyZJ5cbwHkbfsAkkRrsoMnCjJqLMXKi9Nk\/8Ajkn9H2v6Zqi7kTypuLG4S6tXEc6K6qxRJAA6lGGy4KnIPaKu9zrcwNnqd2byee8ikMMcWzA9uE2Y9rZOJbeRtryjnyseFNP1o2m++9S9JZ\/UqZWLog\/1yWue+o\/7Ja\/sqkPnD5V3F9yOiurtxJO+phWYIkYIju5Yk8lAFGFUDcN9O31o2m++9S9JZ\/Uqe8vMfaHSE0brrr1MlwZxLtQ+qNsyvOQW6jqtnac7urG7FTZi6Pnrf+wk\/Ib9Br6G9ITm++yWlvEgzcwKtxantMqIQYs+1mjLRb9wLI3FRTEk6IemkEG71LBGD90tO3d7zqw8S4AHcAPi3USIbPlYD5x4EYI8CDvB8KcnNV99NF\/pjT\/8ZDVvuV\/Rg065ubm5M17AZ5WlaKB7YRK7+U5QSWzsNt9pyCx3scYGANPJvotafb3Frcpdagz21zDcIrva7DPBIsyB9m0VihZBkBgcZ3ioysnMTzVHenF9+k\/oq2\/XXdXiqJudvmFs9Uuhd3E95FILdINmB4AhWNpHUkS28jbWZGyQccN1WZVFRejZ9\/dF\/O2\/w81fROoS5B9Gqwsru1vIrm+kkt5C6LK9sYySjR+UEtUYjDngw34qbaJWJbuUB6XH3+1LzW3+Fhrs6Gv39tfze6\/UtVjecro62WoXk97NcXsckwj2khe2EY6uNIRsiS2d94QE5Y7yeHCtvNd0fLLTbuO8guL2SREkQLO9uY8SKY2JEdtG2QDu8qotqTfQrN0wfv8AX\/8ANWv+Fhp8dARAbrWQQCDZ2wIO8EGWYEHwI3VL3Ob0eLLUbya9muL2OSVYwyQvbiMdXGsK4EltI2SFBOWO\/PDhSxzNczFrpMlzJbTXUrXEaRv6oaFgBGzOuz1UEWDljnOaW1F9Cj3OzyTNhqN9Z4ISGc9Vx3wSYlgIJ44iZVJ9srd1buZrkj6v1KxsyCY5Jg0\/hBF91mz3B0XqgfbSLV0+d\/mLstUnjuZ5LmGVIRCTbtCodFZnXbEsEuWUuwBGNx35wKy5nuY+z0qaa4gkuZpZIep2rhoW6tCyyME6qGLBcqmSc+wGMb8sozEGdPgfx3S8bh6hkwBwH3bgPCmn0Mvv7bfmt1+qq0fPHzK2urS28txNdRNBE0Si3aFQVZtslutgkO1nuIpN5rej7ZabdpeQXF7JIkciBZ3tzHiRdhiRHbRtkDh5VLai+hWXpg\/f6\/8A5q1\/wsNMHkHyvubCf1TaOI5uqeLaKJINhypYbMisu8ou\/GRjxq6nOb0eLLUbya9muL2OSVYwyQvbiMdXGsK4EltI2SFBOWO\/PDhTa9aNpvvvUvSWf1KoysZkQf65LXPfUf8AZLX9lT455uU097yS0a7umDzy6w4dwioD1TapAnkIAoxHGo3DfjPbT49aNpvvvUvSWf1KnnqvMVZyaVZ6Q092Le1uWuElVoOvZ2a5chybcxFM3Um5Y1Pkpv3HM2Yuigtl7OP+cX\/uFX66VPN99kNOl6tdq6tC1xb4HlPsj7tAO\/roxgDh1iRHspnw9EnTQVPqvUtxB3yWmNxzv\/ifCrDFt+fGiRDZ8qFbOCOBp99H779aN\/SEX+dWj5R9FjTZ57ifr76HrpnlMUL2wiRnYuwjElq7BNokhSxxnAwAAN\/Ivoy2FpdWt3Hc37yW8yyosj2xjLLwDBLVGK+ZgfGoysnMTjVD+md9\/Lj81tf1dXwqIOdLo+2WpXb3k9xexyPHGhWB7cR4jXZUgSW0jZI4+V8VWaITsVa6J3\/mDSPyrz\/068r6CVDHNv0crHT722vobi9klg63YSZ7cxnrYZLZtoR2yOcJKxGGG\/HHhUz0SsGwoooqSoUUUUB80J5A0wWLLqxBCj2WOLKfEbxnh209NP5SLHIGURgA7Gw8UUrDA8rMciuF34XbGN3fmmdFEyoEjcJvJLKMO2fwS4wxUd2cVzG1YZO0Mni2Dk545JNaMnGSsZMkkPbllriSyoXWMFRwjjSNWyNwxGig9+TXNFJiNccME7+IySSPjpvNcLuOGZgoG0zHsHZjgM8BW631XC7LAkkk5HiamKSVkVcWTLyNGba2P\/TFQJygjZJphkY618ZH4xNT7yCbNpan\/pD9JqMdWth18nkg\/dX3EA8GPfUwZNhp6ZCXPEDA\/cU4rGy4Y7Nx7a9ugBuCIM9iqNr4xwrvsJDgAKRUmSJ69rhTjjg\/gnjUe6pEQxDD4\/3zUlX+oBY\/ZMp82aYd5mRiTlv01MS0kJ9vuQgcCQa0MhNOzReThY+FO+15E+ScLkkccVOZExoylsRXax4x3+bh5qVLfWzGuAO3dntPe3finvc8ltjiPm\/3FNjXdNXa4YqVO4lRcTVBfB\/LkJJzvOSCRj2PHyU7MDdgVrm11mOxENlDuAA3nfjh2A\/P20lXNk2MCunTdQ6skqAG3AE\/gqBjA7ieJNTZGPVCytsyrsuFLYzsg5I8WIOB5jvrmTUJImzs+Tj2O1xBr2XWVRcsAXcEgcWb8Yk5CjPbxNcksBZdpxsMF2m2twGeA7DtEY3AHjVHEupHXqcqyLtr7HG9WHlKfAj8Gm5e2DMpAVirAjIB7d3HFdFpd4bZG7s7wRS7bQHq2CMVOQQBg5zu7fwe3IqNiJan0H5udX9UWGnXBzmaygkbPEM0Slwc78hsjfS9UU9E\/UjJo1qrMXeCW4gYncd0rSovmWORFB7QoqVq2k7owMKKKKkgKKKjPpPcqfUejX7qxWWdPUkRU7LB7jMbMhG8PHF1koI3jYoSSdsmvCtfLQalL7rL6V\/9VOPmw5ayWeoWF20shSG5QyhpHIML5hnyCSDiF3I8QKrmLZT6T16BWKsDvByDvBHAjsI8KpR03r2RdYiCySKPsVbnCuyjJnuwTgEDO4b\/AAFS2VSLtbJrGvlodSl91m9LJ\/qq\/vRn5f8A2R0yF5G2rq3xb3Pezoo2JjuH8vHsyHAxt9Yo9jRO5LViTwtBFfPjpMahINd1gLJIoFxFgLI4A\/itudwBwN5JqTugTdu11q4d3cC0tiNp2bGZZs42icZwPipfUW0LcV7s1z6lepFHLLIQscUbyOx4Kkal3Y+AUE18zeVHKye5uLq5aSVTcXEk2z1jAIJHLrGADgBFIQY9rRuwSufTvZNY18tG1KX3ab0sn+qvozzJcqvV2l6ddEgyPbqk2OHXxfcJ93EAyoxAPYRRO4asPMCvdk1Xrp33DLplgUZkJ1ZASrFSR6kvDjIIOMgHHgKppcanNst91m9if+bJ3flUbsErn1Or0Ckvkmf4rZ\/mkH6pajXpXcinvNNeSAuLmyJuIxGWDSxhcTw+TvbaQbaqOLxRjtNSQS\/smsa+Wf2TlI\/lpcEcRLJ8YO189X25Ac6ivyf+ysp2pLaykFwvAtc2y9WVxnc07hGUd0yVCZLRK+yaCK+XFzrU7s7vNKXd2dz1jjLuS7HG1uBYk47Ktv0QdB9Sabd6xeu4E0buhkZm6uytwXaQBjuMzq77vZIkJ7aJ3DRY+kO65Y2KNsPe2aOPwXuoFb5JkBqhHPBzu3mpyyGSSSG0ywis0crEEPDrwpAnmIxlnyAchQoJyybDQpnRpIraeSJM7ckVvK8SY3nbkRCiYG87RGBUZicp9RLO6R1DRusingyMHU+ZlJBrbXzB5G8p7mylWaynkt3BDExthJPCWP8Ak5UPc6kfDg1f7o\/c4o1SwjuWVUnjkMFyi52VmQK20gJJEciMsigkldorklSTKdyGrEhbJrwivmJym1KX1TefdZcC7uB\/KPu+7PuHlcKsf0A7p2fXNt3fCWGNt2bGTe5xtE4zgfEKhSDiWrFI+p8qrOJtma7tYm9rLcQxt8l3BqlvSG58bq9uJ7e1lkgsIpHjUROUe62GKGWV0IYwuQSkQOzskFgWPkw9o+hyy7Qt7eaYqMsLeCSYqDnBYRI2yDg7zjgaOROU+oOmalFKu1DLHKvtopEkX40JFdVfLXRdQlt5RLbySW8yNjbiZopAVO9SVIO4jBRt3EEdlXi6KvO1JqdvPDdbJvLTq9t1AUTxSbQSYqAFWXaRkcL5OdlgFD7KynchqxNFFFFSVCiiigPmp\/B+b8X5dejQJvxfl\/7U7Z7kB0TGS+ceAAJJ+YfHXSqforW0JuxlLoE34vyv9qwuNAmxwUY\/G\/2p+CPj8FJvKK7MajABy2CTndu8CN9VbSL04ynLKtyRubWIiytAeIjwfgdhTA1Vfu8v86\/\/AHGpD5tWLWVsT2h\/1jiot1rUyLi4GAdmeUcT2O3GscHdstKLQ27m7DOS3fwFdllMxICcTw3\/ALmm\/dA7RPeaXeTSszrGvbxP6azNaEw1dhV+xBk2c5c8AN53958KdnI3m6y20\/eN2\/f\/ALU7OSGkKiqO3HHjT+0KyGN3aa0amId7I7mGwUbZpnFo\/IqJAAF7jS9FoqjgAN1KtsmOyt+PA1Vt2NtKK2Q3LvQImBDIp84FMnlTzcRvvUbJ8PoxUqgb603MQqsajRE6cZboq\/yj5ETx5GARncRwPxD9NMjWNEkUkspB\/ffVwtT09WXeBTG5UcnkIPk\/MN3+3hWaOK11NSpgFJaFZrWHDAsucduBWWpK2cknDD2Tb\/jp+8o9BVCe7iN28fF400dWC4wCc44dh\/3rcjNNHHq0ZQdmNiQlW8c8ePxeBpTs9SYEHgfmNJl2myQOPf5+NblfaAHjnNJIxouB0H9f6yLVLcgAxzQzgDgeuRomPxwr8dWOql\/Qn1Xq9UeEnAuLKZMd7xvHOp84RZfjNXQrNTehSa1CiiirlAqoHTz5T7dzYWCnyYImuZR2GSb7lDk+2SNJDjunHhVvmYDJJwBvJPAAcSfAV80OdHlOb7UNQvM5We5cx8d0CYitxv7eoSPPjk7s1WRaI5ujbyGXUdRa3kGY0sLuR+7LR+pIiT2FZbhJB25jz2VGrxMMq42XUlXU\/gsvksp8QQRUn8wXOyNIa8cWnql7hYl2jP1PVpEZGwB1UmdpnBJyPYimLyz1Zbi7vLlI+pW4uZJ+q2tvqzKxkZQ+yu0NtmI8kbjVS5fPowcqfVmjWDsS0kCepJSTli9viJWY9rPF1cmT7eq2dOX78xf0Tbfr7unB0DOVGxc39gx8meJbmIdgkh+5TY\/GeJ4zjug89N\/py\/fmL+ibb9fd1Z7FOZCNpZu\/WbCluriaV8fgxoVDufxV2gSRwGSdwJEm9Fzl\/wDY\/U4usbFtebNtcZ4KS33CY\/zUjYJ4BJJT2Cu3od2iSayscih45NPvEdG3hkdFVlI7ipI+GmRzvciW06\/u7J8lEbahZt\/W28mTC5722cxsfbpJ3VXqW6C30nfv9rP5xF\/hLepQ6AP\/ABesfmlr+tmqu+u6rJPK80zbcrrGGc8W6qJLdWbvcpGuT2nJ7asR0Af+L1j80tf1s1Stw9iWOmRyo9TaPNEpxJfSraL\/ADbZln\/qmFGjz3yLVHtC0p7ie3to9z3E8UCEDOGmdYg2O5S20fAGpv6cHKnrtThtFOUsbfDYP\/PudmaQEd4iW3+Nqijmw5TrY31petD6o9TuzrF1nVBnMbxqS+w+Ahfbxjioo9wloLXSH5LLZavf28ahIdtJYVHARTRrIAO4K5kT+pU49AnlTlNR09j7Bku4QT+C+IJ1A7FVlhbzyt8MIc+vOOuq3MN16m9SulsIHAm64SKsjyof5OPZK9Y44HII7hWHR65U+otX06cnEbzC2m\/mrkiEk\/io5jlPhHTmORY\/p7\/ezT\/6Xj\/wd7VL7n2Lfkn9FXR6fH3s0\/8AphP8He1S6ceS3mP6KS3Edj6i8kv+Fs\/zSD9UtKYqM+TfPBo629qranYqy20KspuEBVljUEEZ3EEYxT35L8pLa7jM1pPFcRByhkhcOm0oBK5G7aAYHHiKuUKFdJPkB9jdTmjjXZtrgG5tcDCqjsRJCOz7jJlQo4I0PfTT0\/lZNHY3mnqf4vdXNvO47ng2uG7hIRCWyf8A4dMcTV0+l7yNS70m4m3CbT1a7jY9qIv8Yj8zxAkDhtpHnhVDao1YutRzc13I99QvrSyTI66T7o68YoEG3NJ3BggIXO7bZB21fznU5NGTR9RsrVApOmSwQRLuHkxFYol8DshB56h7oKcjES1udTbDS3Mj20XfHBC4Egz2NLMuSBuIii8asZqd\/HEjyzSJFGgy8kjqiKMgZZ2IUDJA3niRUpaFWz5ZA\/udxHgQd4PgamXmi6Q13ptrHZrb29xBE0jRhi8Ug62RpnBkTaVhtuxGUzvxk4p+8+cPJO4kecXxhunJZ306N7mOZu1pUSJ4NticlleJmO8lt5pAt+i3cTQQ3NjqFrcQzxLLEZYpbcsjqGXJQzgNvwR2EHzVFnyLXXMROS3Lrk8Z5Jr3RZg0szyN1d211BGZGLti2Y20fVAk4TZcqNwzirgc0l9pstssmki2W2LYK28Sw7LgDKyxhVZJgCN0gBxjsIr56cvOSVxYXMlpdqqTIFY7Lh0ZXG0row4ow7wDuOQKlroOau8esNCpPV3NlIJF7C0BWWJz4oDKoP8A1W76JkNEM8p\/+JvPzy4\/XPVkegAmW14cMxWAz3ZN8Krdyn\/4m8\/PLj9c9WR6AEgDa8SQAI7Akk4AAN8SSTuAA35NQtyXsVm1TSXt5ZbaUFZbeRoZFIxh4zsHcew42ge0EHgakXmV56rrSUnihigmhmm650lDq\/WbCxZWVDkAqijZZWAxkYycztz93HJa8Jlub6NLoAJ6o08m4mOz7FZVhimikAxgGQZUbgy5qN+TXRxF9brd6ZqUU0Du6qtzbSW8imNzGyybDyENu2hlFyrKcbxU2FxKuOc3Rrq8lvdS0WVpZShf1PfuY2ZVCbZgxbIzkAbW27bWN9Wk5itZ0aeKRtHit4SAomiSBILhASdnrlxtspIOH2nQkHDEg1SPnS5ubvS5o4bxY8yozxSRSdZHIqkK2MhXDKSuQyr7IYzSn0cNae31rSmQkdbdJbOB+HHckQsrd6hmWTHfGp7KJkNH0Toooq5QKKKKA+a0PKH+MNIQWUKwQdoB3Afp+Ol3RuUZc74yBjG7Lk\/EABXTFzW4JPXkY346ofp2\/wDKuix0dlIAlfAHZjs8MYrTzF8orwDIz5uIwfnpJ5VoNlAe2UfFg5pz2seezsHGkXlxEAIv5z\/KsdWXws3MFTvWiPfmwH8St\/8A6n616ifltaBZrtgPKMr4PnY5qXubtQLWMDgJJh8U8gqO+XNvmSf8t\/8AuNUw7KYhfHLzZGlspZgg4k1KPNpow2s9uMDwqPNGnCyZPZuqZOQF2iRmZt+Wwi9\/YT3YFbNVXjZEYWyqJskLTbAqBwHwE0s6ftjO5XHhkH4jSfofKSNtnJwdw8Pjpyo6Nv3HxH0iuZ3Mlqz0VPERkrI9hkHarr5q60l9q2d3A\/uDXO9qexmHnOR8+azCHtwfHFS72L6MzLsOxT8OKNonio+OtTk9mz8OR9NeRyuOxMec\/RVNibGF+BjeCPnpvaqQQd9LOozuRwjH9c\/RSJcynger+M\/RWCo2jZpQ0I35c6RtAleODwqD9cjZT2+fux4d9WV1Zt54YA7OFRJzhaeh2mG41t4StrZnN4lhk1mW5E90d1a7Z69u131s0mzMjqg4scf511DzlyVOj7crFqWl3J3FbtEzngJs2rnzbErV9AK+d9rYvFENgkSKCVI4hhvU+cNivoNo98JYoZhwlhjkA7usUPj56vTKSdzqooorIVIw6UvK31Fo184YLLOotIjtBTtXH3N2Un8KOHrZR4p2ca+eguU9svxj6a+ql3aI4AdEcA5AdVYA8MgMDg+Nc32Eg9wg9FH\/AKahq5ZOxVTmw6MEV3YWN3NeXEUlzbrMY0jiKqsmXjALjaz1ZQnPaTUedJHmkTR2sernkniuVly8qohWSIp5Hk7jtLICO3yWq\/kaAAAAAAAAAYAA3AADcAB2Vpu7NHwJERwN4DqrY820Dg0yi580eazlcLLUNPvA6gQXSGTfxhc9VcDAO8mF5Mcd+Dg4qUunPOv2ZhO0uDpNsQcjBHX3ZyO8b6up9hIPcIPQx\/6a2XGmRMQWiiYgBQWjRiAOAGRuUd1RlFyjPQplB1yHBB\/iV1wIP4KVOnTU5AeqbFb+Jcz6eGZ8cXtGwZgd4\/kSBOM5womxvapyttMiQ7SRRI3tljRTv47wAcV1OoIIIBBGCDvBB3EEdxqbaBvU+U3qlfbL8ofTVkeghqUcc2uzOwEcVhBJI2RhUjed3JPgoJq3X2Eg9wg9FH\/prZDpkShgsUShhhgsaAMO5gBvXwNQokuR8wuVPKT1Vc3V3Iw27m4knILAlescuE48EUhAOwKB2VLnRv5lI9XgvJ5LiSBIbhYEMSo+2\/ViWTJfdhQ8eMe2NXd+wkHuEHoo\/wDTXVa2qIMIqoM5wihRnvwoAzu40yjMU557ejlFp+nXF9DdTztA0W1HJHGF6uSVIWfKDI2NsOTwwGz3it7zoQRtLvGPZD6a+rE0QYFWAZSMFWAII7iDuIrj+wkHuEHoo\/8ATRxGYqj0ieV4vuS\/J+7LAs+oRJMc7uuhtb2Cbj2GRGYd4ZT2iqxeqV9svyh9NfU86XFshOqi2A20E6tNkNjG1s4xtY3Z41r+wkHuEHoo\/wDTRxCZ8tPVK+2X5Q+mrwdBZwdHlIII+yU\/Df8A8qCpr+wkHuEHoo\/9NdVraogwiKgznCKFGeGcKAM7hvoo2IbGbz+\/eXXP6Ju\/1D183PVK+2X5Q+mvqxLGCCrAMCMEEAgg8QQdxHga4vsJB7hB6KP\/AE1LVwnYiXoVH\/wK2\/Orz\/EPUocueTqXlpeWchIS5t3iLDim0MK4\/GRsOPEUq21uqDZRVRfaqoUb+O4ADNbKki58yuX\/ACNutPna3vImjcMQj4PVTqOEkEnsXQjfgHaXOGCkEDfyT5wdQs0MdpeXEEZJbq0fMYJ3krG4ZEZickoASd5zX0k1XTYpkMc0cc0bcY5UWRD51cFT8VMqXmV0UnP2Msx+TEEHyUIX5qrlLZj56arqUs8rSTSSTzyuMvIzSSyMfJUZYlmPBVUcAAAMACrcdDfmjntWk1K8jaGWWHqbeBwRKkTsrySyqd6SSbCKsbAMqhtoAtgTlyX5D2Noc2lna27e2igjRz53C7Z+E04KKJDkfLblTcL6qvPKX\/jLjtHuz1ZP\/wD5\/BXbXxuZTFYKw3EEE3wIPnBq050WD3CH0Uf+mt9nYxpnq40TOM7CKucZxnZAzjJ495ookuR87+ermuuNKuJEdGNoXPqa5wTG8ZPkI78EuFBCsjEEkbQyCDTf5I8sbyzLtZ3U9tt+zET4RzuALxnMbOAMBmUkDcCMmvppcwKysrqrqwwysAysO4qQQR4GmRe8zmjuxZtNssniVhWPPwR7IplGY+e\/KnlLcXMnXXlxLPJshduZy2yo4KoPkomcnZQAZJOMk1P3RE5oLh7uDVLqN4be3y9usilHuJWUosgRsMLeMMXDkDbbY2cgE1Zvk7zb6bbMHt7C0iccJFgj6weZypcfAadVFEjMFFFFWKhRRRQFUrpPJOAeHcfopsQ2T59g\/b+A30U7Bymtvdk+f6K9HKa292T5\/ormpyXIztpiFFZntRvPst9FJPLXTXZE2UdiJBwRifYkdgp6fwmtvd0\/vfRWX8Jrb3ZP730VWeaStYy0K3dTU1yOLm4iZbSJWBU7Um5gQRmRyMg7+2mpyjs2M0h2WC9cxLFW2QNo7ycHdT4\/hLbe7J\/e\/wBNatSvI7iKeKKVWcx9x4bSjtA3b8fDU0k4vYicu8k2t3rYhXlFyScznqRtRuwwxKLjPEgdYWx27xnwqbuTXJuEQxKxB2EAHHHic8Mk0yrDTHknAkDjYYLsvkZIDDZUgnMaiNiSCM7h2kh0vrZjXZKoNlcDIAG7\/KtypZbF8NTbu7Hdc6DGDtRMN3EA5HnA7DXXoJI3HJ7t\/DGCN\/HHGmbHqE7gyKwK8ci1kKD\/AOopDfCK6dH5TNnD7HHAZWLIfAkgSIfytoUy6F4zSlp9CadClLA9wOBnt7aUHt+NMXk9ymByhOyR2HGR3cNxU9jDcd1ORb\/O8HI89atSKR1KM21oxRaLjXFPqESjJx8NctxqwHsjimVq18pJO18+7dnG74aoqaZknNocOscq7dAOByeGzv8Ap+am9ectYCCQoOMggoPo\/RSFsRvgEggbvP8A+9Z3HJqBt4Bz3hmGPMAQKrKlT5kRqVd1YyutTjkR2QBWUZIHaD3ioi5a3edoZqQpdIMLPjaKupHEnA478+NRtzo2DIVbsIx8NKVOMZ6GPF1ZypO5HczZNOjmx0xpLkbALGMFiAPg\/SaahqYOZa4igid5NsPK3ZG7eSuAN4BG85Nb1R2WhwIq71FqfQpiP5Nvmq2vM\/OW0+0B4xoYiD2CNii\/3AtVwblbb98noZP9NTT0deUMc0N3GhY9VMrnaRlwJV2RjaAyMxHh31joyebVEzSSJTooorcMIUUUUAVEWr9I\/RoZZoZJpxJDNJC4FpcMA8TmNwGVCCAykZBxUvCvmPzjffHVv6Vvv8XNUN2LJXLoeue0T3e4\/sdz+zrq0zpJaHIwX1W8eTuaW1ukT4X6oqo8WIHjVNebTm6vNSa4SyRHaBEaTbkWPAkLqmC3HJRuHDHjXBy75HXVhP6nvIjDLsB13q6uhJAdHQlWXII3HIIwQKrmJsj6W6VqEc0aSwyRzROMpJE6ujDvV1JUjzGo\/wCX3PfplhcPa3csqTKiOVS3mlGJF218pEK7x2VVPoocv5bLUra3Ln1JfTLBLET5Alk8iCZBwWXrdiNiMbSMQc7KbOzpl\/f26\/NrX9UKnNoRl1LFeue0T3e4\/sdz+zrKPpOaGf8A4iceJs7rHzRE1SnkTyYnvbmK0tlVppdvYDOEU7CNK2WO4eSppw843NJqOnRpNdwBYXcIJY5ElRXIJCvsHaQsAcFgFJGM5IFMxNkX35D8u7G\/UtZXMVxsgFlUlZUB4dZC4WWPP46inHXy65N65Nazw3Ns5inhYMjjPnKsB7KJ8bLIdzKSDX0E5V858cGirq+zkSWcE0MRJG3LcqvVREgZ2dtxtMBuVWPZUpkNC1zg84Fjp8YkvbhIdr2CYZ5pMbvucMYaRwDxYLsjtIFQ3qXS4sFYiO0vpVB9mRbxg+IUzFsflAHwqo\/KfXp7qeW5upGmnlOWdvmRBwSJeCxruUUpckOQN\/eqzWdnPcIpwzooWMHtXrJGSMuO1FYsMjI3iq5mTlLb8melXpcrBZ0u7TJA25Yllj37uNu8kgHeSgHjU3aLqkU8STQSRzRSDKSROrow8GUkHux2V8x+UOhz20rQXMMtvKoBMcqFGwc4YZGGjODh1ypwcHdT76PPOjJpd4hZz6hnkVbuInyAGwguVGcLNFuYsPZorKc+QVlSDifQmigGirFBic5nO1YabJDFeySI8sZkQJBLLlQ2wSTGpwc9hpv6F0i9Hnnt7eKacy3E8UEYa1uFBkmdYkBZkCqC7AZJwKhbp8\/8bpf5jL+uqFeaT766J\/TOnf4yCquRZLQvdzkc8WnabMlveSSpK8ImUJBLKNgs8YO1GpAO0jbjv+Omx657RPd7j+x3P7OoS6d331tP6Lj\/AMRc1BmhaTLcSxwW8bSzSkiONMbTlVaQgZIGQqs3HgDRyJsXg9c9onu9x\/Y7n9nUk8guVtvf20d3aszwOzqrMjRtmNzG+UcBhhlI3iqDfaW1n\/5bdfFH\/rqz\/NTfy6LyYaa9haKa2a6cQSEKzyTXL+p0JBOBI0iDI4Ak9lEyGvAk3nE5xbHTkVr24WIuCUiAaSaTBwSkKAuVB3FyAo7SKhy86XViGISyvnUH2R9TJnxC9cxwfHB81VK5T67PdTzXNzIZZ5W2nc\/Mqj8CJB5KoNyjApU5I83+oXiPJZ2c9xGhw0iKAmRxVXkZVdx2qhYjIyBkVGZk5S4nIvpN6TcsqStNYuxwDdooiJ8Z4nkjQeMpQfNU1IwIBBBBAIIOQQd4II3EEdtfLG+tHjd45EeORGKvHIrI6MOKujAMrDuIq0fQd5w5C0ukzMXRYTPaFiSYwjKs0AJ\/5WGWRF\/BxKBuwBKkQ0S5yz5+9Ks7me0uZZlnhKiRUtp5FBdFlXDohU+Q6nce2kj1z2ie73H9juf2dVs6TegXL67q7pbXMiNLAVeO3mkRgLS3U4ZEKnDAjceINRXe2jxtsyJJE4AJSRGjcA7wSrgMAezdvpmJyl5\/XPaJ7vcf2O5\/Z0qckuf\/AEm7uILW3mmaad9iNWtZ41LYLYLOgUbgTvNUCtLZ3YJGjyO2dlI0aR2wCx2UQFjhQWOBuAJ7Kk3o8cn7lda0h3trpEW7yzvbTIijqpBlmZAoGSBvPbTMMp9A6KKKsUCiiigKTBR3D4hXuwO4fFQBWQrUMiMQg7h8VGz4D4qyozQk82R3D4qXORK\/d13bij58wG1+kCkUUq8lJ9meI97bJ\/rDZwfDfQvT0kmL2gxGWdpOwPIceJPVj4Nz\/GaVOWfJ9Wj2tkZ7yKUdGtFSXcMK5ZfANnaHxksPOwp1TW4K7JAIIxWGb1udSnEifWrB2tBGmAVYExncHUA+T3HBw2CRnFN\/k5yUPVyGXYjc7HVrkA5XIYkFiQrdueJyd1S1Lyf3+SxAPZxA+OuS45PdpasqrNrUo8JG91oR5qNhgQ5JDbewpG878EDd3HO\/xpx32izQQs52w2zxDgjw2lIJHnBpf0HRUkmRidoQMTs9hfcASe3Hd3inBy1ttq3nA3ExNjz7OR89YqtbVI2sPR01IHOsTuMyOyqDgBd7sRxAJzgDtb4s1ttZJ2IWNXzxILyM2O84dEUeLYpe0PS828JAGcHJ85J3d3GlSzQIssYRQsiMpK5VvKBBO8nJ+EVkhVjexjrUZ5brVjMsdV2m2BiRwTuTYcnHHG3tbZ8FJPdSvpOsDJA2fN5S7x2by2GHarBPhpK0vko8c6ySTFljcSKvlk5wOw7hnC5wTwFKK2IkmkkQEFt7E7gx7N3h31NScWYqFKond6G7WuUUeyVYFWzjfjcQf34Zpi88LB4o0TDPnaIHFVC5LN7UcOOKW+W1kdu3AUFsOG44wuyRwz7bG7wpvanpssjRJJhTcXMUW4YBj3swA3YX2I8ceJqihBWkXq1ajvBq68RkcjOR8kxZmVhEoyWxuPdj5zUn20AVVUbgowKdk3JoIY9hnBjwMbR2SCcEbPscEeFNucbz5z+mkamc1cThFRUXfc1VKXRnv9m9mizumtW3d7RMrj+6XqLjTl5q9Q6rULB+A9UKh80wNufgxJWSLs0aTRbeiiitswhRRRQHor5j8433x1b+lb7\/ABc1fTgV8x+cb746t\/St9\/i5qrIvEfvRn51INJlv5LiK4mFzDAii3ERKmJpWJbrZYxgiQYxngeFcPSJ50hq11BLHC0ENvC0cayFTKxdg7u+wSi7wqhFLYCk58rATuZzmuuNWe6jtpIIzbxxu5nMgBErOqherjc5BjOc47KlPTeiLelh117aRr2mNJpm+BWWEf3qjWxOhE3MRoT3Or6TEgJ2b2G4cgZCx2rrdSM3cuI9jJ\/CdBxIp3dMz7+3X5ta\/qhVsuZ3mls9KRxbhpJpABLcy4MrgHIQbICxwg7wijecFix31Uzpl\/f26\/NrX9SKNWRCd2Mbmn5YnTr62vhEJzD1v3IydUG6yJ4fZ7D7ONva9ic4xuzmn\/wA9vSCm1S1Fn6kjtYjKkkh69p3cxnaRQTDEEUNhjuYnA4DOWVzI8kI9Q1K0spnljjm67aeEoJB1cEkw2TIjpvKAHKncTw41lz38gjpmoTWe20kfVxzQyMAHeGTIBcKAu2siSRnZ3HYzgZwI5E8xucltAnu54rW1jMs8rYVRwAyAXc\/gQpnaZzuA+AVZvpjab6k0bQLFGJjgnjiJ9v6ms5IVJ8+0zY+imT0MOXRttQ9RyNGtveoygsqBluEG3F91wG2HVXj2GJG2Y8AHO1OnTA5Lm80dpYfuj2U63YCHa240WSGcDGc7McjS4G\/MWPAyloQ9yiFw2FYjiFJ38OH6K+oPIvRYra0tLaBQsUNvGiAduFGWJ7Xc5dmO8liTxr5gkZ8xFWk5oelHHDawW2owzvJBGsS3EAjfrUQBUMqSSIyzbICllLBiNryc4pFkyQ8unNokb6XDckDrra9iEb4G0UnzFJHnGdgnYkx3xL41ShlzkHtqZOkZz3HVuoghieCzhk60LKVM0suy0au4RmRERXcBAzZLEk8AIq0DSJbieC2gG1NcSrFGOPlOcZOPwFGXY9iqx7KhhH0b5mb1pdJ0aVyS76VZs7HizG3j2mPix3\/DTsqAeerndbQlsNOtrNZdnT4hFNLIVhVIQbYKI0Xbdk6tSw203Ou\/fUY82fSbu\/sgsmqSA2TwvG0VvAoSByyuk6qNqeTZ2TGVLv5LkgEjBvcrY6Onz\/xul\/mMv66oV5pPvron9M6d\/jIKfnSw5w7XUr21eyZpIYLTq+taOSLbd5GkYKkqpIFUbI2mUZJbsAJZXMraNJq+iKgy32Ws5MfiwzpcSH+rHG7fBVHuWWxKfTu++tp\/Rcf+Iuag3k9rM1tNFcW8hhniYtHIoUlCytGSA6spyjMu8HjU5dO7762n9Fx\/4i5qHebvUraG9tJr2A3NpG7ma3CI5lUxSIoCSMsbYkZHwzD2OeIAo9whyzc\/GuAMfslNuBP8lad35vVgOmhqL\/YPSssT197amU+3xZ3E2D2b5Ar7u1RTN+2ryU\/+QP8A2PT\/AK3T6507+LXeTdxcWMMyCzuBLFDKqCT+KLsyhFikkB\/i00gUAkkjGOFWIKYytgE9wJr6ac2GkR2+n6dBEMJHZQAfjExqzue93cs5PaWJr5mg1Z3mT6TUVtZwWeoQzubeNYop7cI+3EgCxrKkkiESIoCbSlgwUE7JzmIsmSJS55OZnS7q7XUb+5e1UxxQOolht4pnUuEMksik9YUIjAUqSI137sU4ubPm80a0ZZNPitjKAQJxObmbDDZYLK8kjKGG4qmBjsqp3SM56zq3UQxRPBZwyGVUlKmWWXZaMSSBCyIERnVUVm9mxJO4LHHIDkkb29srREBae4RCdkeTGDtzSE43COJXf4PGpuRY+nuaod0zvv5cfmtr+rq96qBgDcBuHmG4VRDpnffy4\/NbX9XUy2IjuJfRN\/8AMGkflXn\/AKdeV9Bdqvn10Tv\/ADBpH5V5\/wCnXlfQSoiJBRRRVioUUUUBScVlWANe1qFzKvRWArMUFz2soHwQRxDAj4Dmsaztl8pfyh+mpsWTJe0MhlAPfnxBznIpbaZgN42wPwlwG+FTuJ8QabvJ7tpwg7qxM69J5kj2PUU7cjzgikbXNYAGzGMs24E9\/m7f0efhXbcQKeIzSYtmu3lRgZrHextRp63udvJaMqCp49\/ee012cqZ8IR3jFbdJhzSXyrO\/FYKnibtGKvYa\/JvAXqxv6tipB8fKHwYO4+FOeCzVl3gZpkTs0c6yY8l12W7jjhnxxwI4U87C8jYDZceY7v8AaoS1uKisjmu9DVu\/464zogQHZ7ac24DO0vwsv05pG1C8zlUPHi2\/AHhkDLHvHCpdzCknohk3VntSs53hBsg97H2WPiA+Cmxrjn1Zp4QZKStJjuCLxPhvp763MFUgbgBSRyPtFLzTPnJQRjcDsrnbYDxY4z+SKRk27+BScUll8dWKms6hsLIx9kyqF852snzDj8FMelXlHfiR925VGyo+E76Sq2aUMqORja6qTstkBojkKkMu5lIYHuIOQfjorw1lsaVy6elXglihlX2MsSSDzOocfMa6aZXMfqHWabad8atCfDq3KqPkbBp61tp6GJhRRRUkHoqjfLTo96zLeahNHao0c1\/dTI3qq2GUluJJUODKCCVYHBGRV46Khq5Kdiu\/RE5sL\/TptTe9hWJZ4LdIyJoZdoxvMz5ETsRgOvHGasRRRUoBVTukpzM6pfarPdWluskDwQKrm4t4ySkYVvJkkVhg7skb6tjRUNXCZUXo88yeq2erWV1dW6xwRCfbcXFu5G3byxL5KSFjlmUbh21KPSi5nX1SKCa1KLe2wZVWQ7KTxMQxiL79iRW8tGYFcs6nZ29pZpopYXPnhHzE62zbH2NmGTglpLYJ5y5n2CvmJq5\/R65J3NjpVrZ3hjaWJpsCNi6rHJK8yRlmVclNsrgDZAwASBUgUUSsGyqvPN0W2aSS40ho1VyWaxkPVqpO8+ppd6qhPCCTCr2OFAQQRqvNNq8Rw+mXxOf+Vbvcj5VsJVx8NfSLZPca8qMqJzHzx5M8xms3DKFsZYVP\/Mu8Wyr+UsmJvkxsfCrWdH\/mKh0vNxK4ub5lK9aF2Y4Fb2SQKfKyRuaVsMw3AICVMxUVKQbI65+eaqLVrZI2bqbmAs1vPs7WwWADxyLkFoJNldoAggqjD2ODTjlPzF6zbswaxlnUcJLT+Mo3iqx\/dgPy41PhX0Moo1cJ2PnFonNFq8zBY9NvV34zPC1qo8S1z1YwPDNWk6NnMKdOc3l4yS3pQpGkeWitlbc5DkAyXDr5JcABVLKM7RYzzRRRDkVk6V3NLqOoX9vPZQLLElgkTMZ4I8OJppCNmSRWPkupyBjfUQ+tv1z3on9rtf21X5oqHEXKDetv1z3on9rtf21Wk6LXI66sNNNveRiKb1ZNJsiSOQbDrGFO1GzLv2TuzndUq0VKViLlWue3owNJJJc6SY02yWeykPVoGO8m2k9iik\/8mTCjO51GFEB6rzT6vEdl9Mvif+lbvcj5VsJUx8NfSGimUlSPnpyX5iNZuWULZSQKf+ZdkWyL+Ur\/AHf4FiY1bXmC5lYNKV5GYXF7KuzJcbOyqJkN1MCkkrHkAs5O1IQCcAKqytRRINhVUOktzM6pfarNdWluskLW8CBzcQRksibLDZkkVhg9pFWvoqWiEyoPR95kdVs9X067ubdY4ITcGRxcW7kdZZ3ECeQkhY5kkQbgcZzwBq31FFQlYNhRRRUkBRRRQFJayrCsga1UixkKyFYisqukDICso2wQe45rGipBJnJyenIZ8UxOTFx7HxUUuSXvjWCSOlhqlkLnWDwpvzagyuQcbB7c7\/ix\/nXlnOTx7+NY6jakg7s1EIJvU251Xa6Hvp12gRcdoz8dMnlzyiijYl3Vc7hk\/uaQ0064IYK7IBuG\/wCeuGHkuAxZy0r9rPvJ83cPNVatNGehiXy3Fa1uxMAyeUo7ew+ApS062U96nwpMsBs7ju8OwfBShbT91adrM6Oe66na1tj8Kk+8nxmt1zNim9f3O81axryqWOLXrjdSdBqGzFsrnaY5J7hwwPEgD56061cZIUdtc4rYp0zk4rEu9kY15isjXlZzmXMTQaDRQrcnjovajmK9g9pMko80qlDjzGIfKFTHVa+jlqWxqHVk7p7eRP6yYmX+6jj4aspWxDYowoooq5AUUUUAUUVrupCquwUuVViFXG0xAJCrkgbTcBkgZNAbKKjnUueK0jt9GuSs7R6q0PVBVjLQLK0MZkuPumEiikniicoXwzADORXdrPOXBFdvZ9VPJIl1aWpZBH1fX3kFxdxx7TSL5axQbTDHk9dD7YkAPiio50jnQeS4ntjpeoxPbrE9w0jWGxAkyu8bvsXrMyssbnEYcjG8CleTnBhFlpd9sTdVqEtjHEuE20OoMixGQbeyFUuNrZZsb8bVCR30xuV\/KgKJWaVYLeM4aUuE2jnZJLkjZj2vJABGfhAp7zNgMcgYUnJ3AYHEnsAqH9Wijkt2jeJJvIDCKVcxyOmHQNkEbPWKu87q8F234nUoKjh4ycY1G87i7Syqysn1v5aa6XO1wjDqeepa7ja19Vd31+h33t\/DEgleVYkJUCUy7AJb2OH2gCW7N++nlyX1hmPVSHLYJR+BcDirY3bYG\/I4jPaN8D23KsXYtbWTSm2GZBIs+wYbZFU5YLsbSlEDKu0sZBIG4kAytot0vX22Dj7rxPkj2LAjfjfg4x4ivH8MrYrhGNoxbac5WlFyi4uLaino3ru7vwVtLnWxNH2inLNHZXTaaadr81szt51eXj2Atymn32odczgiyiMpi2ApBkABwG2sA\/imo75IdJIXbhINH1Z19UrBJIkIeOFyyqwmZM7GwGDMDggVPicR56rz0If5DX\/\/ANwXP\/ZHX208eWFK0bNVK6J2gdfb3Gr319ef+HX12Ig9wTbRRRwB5ZJUYEvgybZy2MQoN4yKjjnI1JobK31bT31tpDqW7WLy4WKK6yZmEcVoJWZkzHjOwFxG4IwQoi4L+AUEVW7nJ0+S65XW9ibm6gtZND25o7ed4esCSTtsbSnKbTKgZlwxRSucMaReayC9jHLvSrO7lzZyRpYNcTHagMpuQVWZyOrZkjRA+QA4DbiSaXBasrUYcqOd0RaoNKt7G6vbhYY5p2hMapBHIygM22csFDox4eyAGTnFeubvU1sr3SPV8GuaVcdfHFJdeqWu7DUXkC\/yxmBj6mQ5z6nMmyGJBBUOrp5O8hof4ZaovWXREFlHqC4uHDPL1lvN1Tkb3tdpyogPk7IUdlLgtXs14KqHzccl31rTdU1q81G9ivBLdNB1Ny0UGni3jEqKIxjCcC29TsYIwxLlN5Vctr690LklM1xLDdT656la5iZkaQK7wJK2yQHbcpbO5nVjjfilwXP2aNmqo87nIo2V9yS020vdQjiu7+966Y3Tm4YSm0R8SDZAYJtBG2fIZiw35J08k+QAflBrejG81BdMitYrr1Ot5MGaV44QNuTaLlFM7uV3bREW1tdWKXBbTFBFUhseci\/g5Iz7FxMZRrraalyXJmhtzF6oOJWOVOVaNWyNkSAKVwuHxzc6NfWmr6WbO01iCzlV4tQj1G5hmSTIwlyiLO5Eit5TMoGNkAYDOCuC02KNmqr8w\/JJ7\/UteuLq8vOr07lHK1rAtwywh1nkdutU5LxbMcUYjBUBesH4VR9rUF3am4l1iDWmm9VPINd0y+eWJEEo8lYgfU0KY3KrujKCBsrs4pcF6KKTeSuppPbWs8Uhljmt4pUlZdlpFdA6uy4XZdgclcDBJGBwpSqSAooooAooooCklZAV4q1mBWPKLgKyFddvp0jcEOO87v00p6dpIG+Tec+xz5I8+OJrPTw05uyRgqYiMFe4kW9sWBO4KOLMcKPhppcquVyowjtysrD2Uh3oPxUHb4twp2a1oEt\/J6niYx28TfdnA3M3AIo4ELv8581OHSeaWzhAJjMzdrSsXz\/V3IPirHVq06Ty7s2KNGpUSk\/hTEzm31jrY1YgKVYoVBz3EH4c8KdGqHGa91CwSNVEaKgU8EUKPiAFbpl2wO3dWrnU9UbkYuDysZ8vOXbQlkZjtI2\/Cs28ccYGN3npe5Nc5cNydmHym9qdlG+BWIJ+Co554OQYTq5YQfLc7Q3nO1vz8B3UwNC5NyHbJU4Vt+7urJGMWbjlUhskWpbXCM7cLjsPkNu7ewEVzNrUTHiAR++8God5LRXIyYZ5kU7yFkYDduORnGRgcRXPyx9UqGYzSMBvySamph01oKWKle0kvlclHWrkAbiCO8Vjptz5IPbmof5vtemllVH2mU7WHwdxAzg9h8\/EHFSjGpXArTlSymy8QpbCrql3gU3L653GvdWuskDNImpXOM+akKd2YalbQxhOSzHzCtxNYW+CN3tQfj7RWTVs5GjkznmdwJrCg15UFD2vCaK0yvUpEXFzkHqfU3tnNwCXMe0fxCwST+4zCrjmqMHgRV0ORmp9faWk3bJbxs35RUbY+Bsis0CBWoooq5AUUUUAV6K8ooCB7TmkuWOtQShFtRY39tpTiQFh9kbptRdmUHMXUSpbxLnG5CRxwFHQuQt80dhPcxxi8k5Trql6qyqyxRJDNZxqj8JOrhFuMLvJLnHGpnooSMiw5OTC+1+cqOrvLSyjgO0uWaCG5jkBGcoA0qAFsZye6o\/tOZbYsOT4jicXtpd6RLc7V7O8ai2kie6KxvO1ucbLbKxp+Tip4x+\/7\/vx7q1zyhQWYqqgZLMQFA7yTux492+gOPlHCzQTKgyzJgAcTvBIHiRmo9woyHOye1W8k7+OQQDk+YcB56eEnLmwBIN5a5\/n4\/Nx2u\/5t9K2nalFMu1FJHMo\/CR1kA85UnFeT7SdknxSpGrndNxWXWN01dvxWup0eH8WjQi4JKV3fR2f4kdFGwu2rhMnLsjKCM+RliAMHjx314LcudmLLseGz5WDxyTggLneSceJ7KlI\/vn\/AD\/z+DvoA7Ozu4fN++\/dXAX7OoKaffvLz+HX5O+nozoe\/nbSGvnp9wZ30z+bDm8t9NS7S2aVhdXb3UnWsrESOApC7KLhMKNxyfGnfRX0pI88Mnm+5r7Oxs7qwiEkttcyTPMs7By\/qiNYZUyqp9zZFxjGd530wpOi9prQG1e41KS3WQvBC95mK0Zm23NvH1YjDPlgTIrny3O5iWqc6KkDQPN7AdTi1YvM11HZepBlk6to8sSzKEB60lychgOG6k6HmgsdvW2kWSZdYKG7jlYFMxmRkMWyqvGQ0hYNtEgqhBBFSBRQERaD0f7OKSzaS51G7hs5FktbS6uustbdk\/kykQjUnq+ChiRjdgjdTx0\/kBbx6nc6srS+qbi1W2cFl6oIvVkFV2doP9yXeWPE7qdlFAQ3yi6OOnTTXEiS31rHcyGS5tLW6MVrcMTtEyRFG3Ek+SpAGdwFOnlHzT2U8OlW+y8MOmXMU9tHAwUBovYh9tXLqTvY5DMSSTkk0+6KAaXLLm\/t7u70u9mMom06V5IAjKELSGMt1gKEsPua8CvbRpPN\/bxaleaqpl9U3VukEillMQSMRquwuwGDYiXeWPE07aKEEbaJzJ6fFp93phWWa1urhriQSuC4kbYw0boqbBUxqw3cc5yCRXPyA5jrOzuorwz317cQxmO3e\/uev9TRkFSsICKFGyzKM5xtHGCc1KNFCRpcgOb+3sW1FoDIxv7x7qYSsrASSFiwQBFxH5RGy21u7aYtz0cLA9dHHc6lBZTS9ZLp0F4UsnJOSDHsFwh3eSH\/AAV9quJnooDm0qwjhjihiRY4oo1jjRdyoiKERQO5VAFdNFFCAooooAooooCgHJvkNdTYLbUEfa0hYMR+KnsifPgeNSlonJyKBQEBJA3u5LOfh7B4LgUsSNXsZ313qOEhDqzg1sXOfRGpxupGhuMqx\/Gb5qXZF40iRWgBb8vJHw53ecVkqRaTt4GOlJN6+KJF5HaOIreMAYLDabvJbfvrqvoq7NL1WOVfIPADyTuI+CteoLXkJ03ezPXRqc0M\/U4s7XmNcelN7HzYpZvE30gw+S5Xf7Ls7jvz5qU1pYvOXxJndr8HWRAEZ2MEjwBpr8mtNAkuE4jrWI7cqeHHeadMF\/ssM+Y+Y1uu9KjLdZEwVt3mq6vudzCZakLPcSdG5NbO3jABcnA7vprXr3JxZvufBQfLb2q8CfP2ADeTTk6uQD2aAdp3\/NSVdTJGT5W0dxJ7Mjhgd9XlVZLwcEnayOKw0SG3jSONQMklV47Ck5YnOTlsb8nt8K4dTlABPdwrY91kljxPDwFN3lHe7gvfWvdyZz6sYx0Rw3Vz7Imkl5MnJ7d3xis1yxx2dv0Vrn9kAPbfo41uYSKlM52MbULmyOTZMfgCPnpU63GO0Hv3\/ppI1AcPPSgjbh5q6UqSZy4zNtxHtAhCFfB2doZXPZntqOdS5LXu3lh1m029lfIHjs7mAx3CpCWu+NsqM9+KwTwyZkjUuRq2myIdlJZARxyWA+LspYsr51GJyB3Sfgt4N3P5+NPL1OrZDKM99JuvcnC6MsTqrEYxIMr8Y4HxIOK1nhpx21MneI0WsysAQQQRkEbwfNVnOjhqYk08R5ybeeSMjtAc9evwfdCB5vCqe8m9JmgeUTBkGyoGCGjYk4DBgfZZHAgHfmrAdEbVf4xqkBO5xHIg7PuAWN8eJMw+T4VVaMksZRRRVwFFFFAFFFFAFFFFAe4\/f9\/3PbjAzD3PtdoLzS0uVllswskk0UW15TexRiAVyVbZO8g42+BY03+e\/nEuRdSWtvI0McOFZo\/JeRyodiXHlBF2goUYyQSc+TiPf4b33vy69PJ\/qrsYPh9RWqXWq256rx5HHxnEIO9PXR76W0Zw8o0TrpmhjkigMrGJZAdpUJOyCTnf8J853mu\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\" width=\"305px\" alt=\"semantic analysis\"\/><\/p>\n<p><p>If<\/p>\n<p> the model was fit using a bag-of-n-grams model, then the software treats the n-grams as<\/p>\n<p> individual words. If this sounds too vague, don&#8217;t worry, here&#8217;s a quick demo on how to perform semantic analysis in Orange. This technique captures the underlying semantic relationships between words and documents to create an index supporting various information retrieval tasks.<\/p>\n<\/p>\n<p><h2>Converting a custom dataset from COCO format to YOLO format<\/h2>\n<\/p>\n<p><p>Other relevant terms can be obtained from this, which can be assigned to the analyzed page. The purpose of semantic analysis is to draw exact meaning, or you can say dictionary meaning from the text. The work of semantic analyzer is to check the text for meaningfulness. Attribute grammar is a medium to provide semantics to the context-free grammar and it can help specify the syntax and semantics of a programming language.<\/p>\n<\/p>\n<div style='border: grey solid 1px;padding: 10px;'>\n<h3>BI meets data science in Microsoft Fabric &#8211; InfoWorld<\/h3>\n<p>BI meets data science in Microsoft Fabric.<\/p>\n<p>Posted: Thu, 19 Oct 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiWGh0dHBzOi8vd3d3LmluZm93b3JsZC5jb20vYXJ0aWNsZS8zNzA4OTg4L2JpLW1lZXRzLWRhdGEtc2NpZW5jZS1pbi1taWNyb3NvZnQtZmFicmljLmh0bWzSAVxodHRwczovL3d3dy5pbmZvd29ybGQuY29tL2FydGljbGUvMzcwODk4OC9iaS1tZWV0cy1kYXRhLXNjaWVuY2UtaW4tbWljcm9zb2Z0LWZhYnJpYy5hbXAuaHRtbA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>This can entail figuring out the text\u2019s primary ideas and themes and their connections. Continue reading this blog to learn more about semantic analysis and how it can work with examples. Also, \u2018smart search\u2018 is another functionality that one can integrate with ecommerce search tools. The tool analyzes every user interaction with the ecommerce site to determine their intentions and thereby offers results inclined to those intentions.<\/p>\n<\/p>\n<p><h2>Retrieval-Augmented Generation (RAG) Made Simple &#038; 2 How To Tutorials<\/h2>\n<\/p>\n<p><p>Chatbots help customers immensely as they facilitate shipping, answer queries, and also offer personalized guidance and input on how to proceed further. Moreover, some chatbots are equipped with emotional intelligence that recognizes the tone of the language and hidden sentiments, framing emotionally-relevant responses to them. However, machines first need to be trained to make sense of human language and understand the context in which words are used; otherwise, they might misinterpret the word \u201cjoke\u201d as positive. Remove the same words in T1 and T2 to ensure that the elements in the joint word set T are mutually exclusive. Among them, is the set of words in the sentence T1, and is the set of words in the sentence T2.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>Where is semantic analysis performed?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Semantic analysis or context sensitive analysis is a process in compiler construction, usually after parsing, to gather necessary semantic information from the source code.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>Sentiment analysis tools work by automatically detecting the tone, emotion, and turn of phrases and assigning them a positive, negative, or neutral label, so you know what types of phrases to use on your site. Semantic analysis also takes collocations (words that are habitually juxtaposed with each other) and semiotics (signs and symbols) into consideration while deriving meaning from text. This technique is used separately or can be used along with one of the above methods to gain more valuable insights. The meaning representation can be used to reason for verifying what is correct in the world as well as to extract the knowledge with the help of semantic representation.<\/p>\n<\/p>\n<p><h2>Vocabulary \u2014 Unique words in model string vector<\/h2>\n<\/p>\n<p><p> helps in processing customer queries and understanding their meaning, thereby allowing an organization to understand the customer\u2019s inclination. Moreover, analyzing customer reviews, feedback, or satisfaction surveys helps understand the overall customer experience by factoring in language tone, emotions, and even sentiments. Latent Semantic Analysis (LSA) has played a crucial role in the evolution of Natural Language Processing (NLP) by pioneering the exploration of hidden semantic relationships within text data. While LSA offers several advantages, such as its ability to uncover latent topics and enhance information retrieval, it also comes with limitations, notably its lack of contextual understanding and scalability challenges.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.metadialog.com\/wp-content\/uploads\/2023\/07\/the-result-of-integration-2-1.webp\" width=\"309px\" alt=\"semantic analysis\"\/><\/p>\n<p><p>English semantics, like any other language, is influenced by literary, theological, and other elements, and the vocabulary is vast. However, in order to implement an intelligent algorithm for English semantic analysis based on computer technology, a semantic resource database for popular terms must be established. \u2460 Make clear the actual standards and requirements of English language semantics, and collect, sort out, and arrange relevant data or information. \u2461 Make clear the relevant elements of English language semantic analysis, and better create the analysis types of each element. \u2462 Select a part of the content, and analyze the selected content by using the proposed analysis category and manual coding method.<\/p>\n<\/p>\n<p><p>The results showed that the participants performed better at the receptive level than at the productive level with regard to English verb + noun collocations. Also, the study, based on the results, suggested a number of implications with regard to collocations in EFL\/ESL learning. An analysis of the meaning framework of a website also takes place in search engine advertising as part of online marketing. For example, Google uses semantic analysis for its advertising and publishing tool AdSense to determine the content of a website that best fits a search query. Google probably also performs a semantic analysis with the keyword planner if the tool suggests suitable search terms based on an entered URL. In addition to text elements of all types, meta data about images and even the filenames of images used on the website are probably included in the determination of a semantic image of a destination URL.<\/p>\n<\/p>\n<p><p>Zeta Global is the AI-powered marketing cloud that leverages proprietary AI and trillions of consumer signals to make it easier to acquire, grow, and retain customers more efficiently. Create individualized experiences and drive outcomes throughout the customer lifecycle. It may be defined as the words having same spelling or same form but having different and unrelated meaning. For example, the word \u201cBat\u201d is a homonymy word because bat can be an implement to hit a ball or bat is a nocturnal flying mammal also.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"301px\" alt=\"semantic analysis\"\/><\/p>\n<p><p>In this study, Turkish EFL learners\u2019 lexical collocations knowledge and usage are analysed in the reading and writing skills. From the results of this research, it can be concluded that teaching lexical and academic collocations provide learners to acquire language effectively and be more fluent in it prominently. However, reaching this goal can be complicated and semantic analysis will allow you to determine the intent of the queries, that is to say, the sequences of words and keywords typed by users in the search engines. It uses machine learning and NLP to understand the real context of natural language. Search engines and chatbots use it to derive critical information from unstructured data, and also to identify emotion and sarcasm. In simple words, we can say that lexical semantics represents the relationship between lexical items, the meaning of sentences, and the syntax of the sentence.<\/p>\n<\/p>\n<p><h2>Relationship Extraction<\/h2>\n<\/p>\n<p><p>Consequently, organizations can utilize the data<\/p>\n<p>resources that result from this process to gain the best insight into market<\/p>\n<p>conditions and customer behavior. Lexical knowledge is an essential part of gaining proficiency in a second language. Encouraging learners of second language to use different multi-word combinations and collocations is thought to extend their knowledge in language studies. In the field of ELT environment, a growing number of researchers suppose that after outlining a reasonable vocabulary learning goals, educators should underline the importance of teaching lexical collocations reasonably. In countries where English is taught as a second language, learners should be promoted to gather lexical knowledge and achieve four English skills (reading, writing, listening, speaking). From beginning to advanced level, high-frequent collocations can  be found mostly in speech and writing.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"semantic analysis\"\/><\/p>\n<p><p>Finally, the analysis demonstrated that internal context (co-text) and border context (situation and culture) played an important role in determining the meaning of idiomatic expressions. A subfield of natural language processing (NLP) and machine learning, <a href=\"https:\/\/www.metadialog.com\/blog\/semantic-analysis-in-nlp\/\">semantic analysis<\/a> aids in comprehending the context of any text and understanding the emotions that may be depicted in the sentence. It is useful for extracting vital information from the text to enable computers to achieve human-level accuracy in the analysis of text.<\/p>\n<\/p>\n<div style='border: black dotted 1px;padding: 15px;'>\n<h3>VERSES AI Inc. &#8211; Baystreet.ca<\/h3>\n<p>VERSES AI Inc..<\/p>\n<p>Posted: Tue, 31 Oct 2023 13:25:15 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiUGh0dHBzOi8vd3d3LmJheXN0cmVldC5jYS9zdG9ja3NpbnBsYXlhcnRpY2xlcy80MDc0OC9TdG9ja3MtaW4tUGxheS1WRVJTRVMtQUktSW5j0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>\u2463 Manage the parsed data as a whole, verify whether the coder is consistent, and finally complete the interpretation of data expression. Semantic analysis method is a research method to reveal the meaning of words and sentences by analyzing language elements and syntactic context [12]. In the traditional attention mechanism network, the correlation degree between the semantic features of text context and the target aspect category is mainly calculated directly [14]. We think that calculating the correlation between semantic features and aspect features of text context is beneficial to the extraction of potential context words related to category prediction of text aspects. In order to reduce redundant information of tensor weight and weight parameters, we use tensor decomposition technology to reduce the dimension of tensor weight. The feature weight after dimension reduction can not only represent the potential correlation between various features, but also control the training scale of the model.<\/p>\n<\/p>\n<p><a href=\"https:\/\/www.metadialog.com\/\"><\/p>\n<figure><img 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' alt='https:\/\/www.metadialog.com\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='405px'\/><\/figure>\n<p><\/a><\/p>\n<p><p>Semantic analysis as a technique or process is still in its infancy. Statistical approaches for obtaining semantic information, such as word sense disambiguation and shallow semantic analysis, are now attracting many people\u2019s interest from many areas of life [4]. To a certain extent, the more similar the semantics between words, the greater their relevance, which will easily lead to misunderstanding in different contexts and bring difficulties to translation [6]. These expressions play an important role in human communication, since their emotive and cultural connotations facilitate the expression of meaning at both linguistic and cultural levels. This linguistic phenomenon has attracted the attention of many researchers in Arabic and English. The study also explores how these idioms are cohesive to their context.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"307px\" alt=\"semantic analysis\"\/><\/p>\n<p><p>The main objective of the project entitled WORDNET FOR TAMIL is to capture the network of lexical relations between lexical items in Tamil. Also words are related to one another due to their derivational as well as collocational meaning. Componential analysis which studies meanings of lexical items in terms of meaning components or features can help us to capture the above mentioned net work of relations in a more systematic way. Programs have to be written to capture the net work of relations existing between the lexical items and a user friendly interface has be set up to make use of the Word Net for various purposes. Such a study can be made use of for various lexical studies as well as application oriented studies like machine translation (in which word-disambiguation is a crucial issue), and machine oriented language learning and teaching. IBM\u2019s Watson provides a conversation service that uses semantic analysis (natural language understanding) and deep learning to derive meaning from unstructured data.<\/p>\n<\/p>\n<ul>\n<li>Other problems to be solved include the choice of verb generation in verb-noun collocation and adjective generation in adjective-noun collocation.<\/li>\n<li>However, in order to implement an intelligent algorithm for English semantic analysis based on computer technology, a semantic resource database for popular terms must be established.<\/li>\n<li>Powerful machine learning tools that use semantics will give users valuable insights that will help them make better decisions and have a better experience.<\/li>\n<li>All factors considered, Uber uses semantic analysis to analyze and address customer support tickets submitted by riders on the Uber platform.<\/li>\n<\/ul>\n<p><p>Read more about <a href=\"https:\/\/www.metadialog.com\/\">https:\/\/www.metadialog.com\/<\/a> here.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What is the best language for sentiment analysis?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Python is a popular programming language for natural language processing (NLP) tasks, including sentiment analysis. Sentiment analysis is the process of determining the emotional tone behind a text.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Latent Semantic Analysis: An Approach to Understand Semantic of Text IEEE Conference Publication As seen in this article, a semantic approach to content offers us an incredibly customer centric and powerful way to improve the quality of the material we create for our customers and prospects. Certainly, it must be made in a rigorous way [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[7],"tags":[],"_links":{"self":[{"href":"http:\/\/triunfolarshop.com.br\/index.php?rest_route=\/wp\/v2\/posts\/101"}],"collection":[{"href":"http:\/\/triunfolarshop.com.br\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/triunfolarshop.com.br\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/triunfolarshop.com.br\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/triunfolarshop.com.br\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=101"}],"version-history":[{"count":1,"href":"http:\/\/triunfolarshop.com.br\/index.php?rest_route=\/wp\/v2\/posts\/101\/revisions"}],"predecessor-version":[{"id":102,"href":"http:\/\/triunfolarshop.com.br\/index.php?rest_route=\/wp\/v2\/posts\/101\/revisions\/102"}],"wp:attachment":[{"href":"http:\/\/triunfolarshop.com.br\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=101"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/triunfolarshop.com.br\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=101"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/triunfolarshop.com.br\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=101"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}