{"id":9237,"date":"2024-08-02T13:25:33","date_gmt":"2024-08-02T14:25:33","guid":{"rendered":"https:\/\/ipc.cv\/?p=9237"},"modified":"2024-11-04T06:05:52","modified_gmt":"2024-11-04T07:05:52","slug":"pdf-semantic-discourse-analysis","status":"publish","type":"post","link":"https:\/\/ipc.cv\/cv\/pdf-semantic-discourse-analysis\/","title":{"rendered":"PDF Semantic Discourse Analysis"},"content":{"rendered":"<p><h1>Semantic Analysis v s Syntactic Analysis in NLP<\/h1>\n<\/p>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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ttM7TZqWU8fzYdaUgrPdca2uPGCbp89Tnur1CSmJV0pCwh5pTasvI2IBt3x0lBrMh5VysxLKmJEtofTLuTU+HQ3MqQoNrC8qAjzsmvIgG+kLXZWsU7BKpDE7wMyufD9Ol3HM7zLZbX1lR181C1dXKQdyhZA3JjyVyLN2OcnaZUqfkTPyEzKlfzQ80pF+21xrFHVJ0uuNCWeK2ElbiQg3QkblQ5AX5x9H4g1SlTLFZRRi+rPiJ9c+mYnA90akqc6JbICUjo1pUrXUgoynQJUrZqrmH3Ha1UJWdYTU6pSJ6nzjegF2ZZ0hSTzDiRKqJG6wvsitZN8r\/ACVwnml+anx4NudH0xbV0ebLnt5t+y\/baG6u+QgBhw9ICpsBB84C4JHbqD4GPoUuMON4ITgp2pOmq1CUNYQ2lhsy6JkAuMhT4cvcyoWkIyHz30gkZbRfh2eplQp2GqPUZxhh+nU2amZJ5SgElRmJrpJdZ5FSbLQTzSU\/2gtONjR81labUqiHV0+QmJkMJzullpS+jT2qsNBBKUesVFpT8jS5yZaSrKpbLClpB3sSBvYx19NRiKo4YpMvhOcW2qTnHn5pMvMhlxl8qT0b6zcEAIAAXsnKrUa3tpLUzNcOpeVkZOYmppFaqCj1ecDSmc0vJhC1DXMCUm23zTAh8\/A5Eaw65aY6bq\/QOdNe3R5Tmv6N43GDZGQqGJJRNWmOhp8qpU5OK0v0DSS4tCQSLrUE5Ui4upQEdfUKlQqnjygYxkqsp9FSdS1PuTLKJZTc4iyFFSAtYSlSVNLzZiLqVtYgW1zN7XPmjcrNzCkJl5d1xTqsjaUIKitXYLbnuiycotakuiTO0mdly8rK2HWFIzq7E3Gp12jf1ymVDD2HZCSqaDLTq5x59LJUOkSjKgBRAOgJBsedrxsp6oF7HuE3Hp\/pGWmaGVFTt0pUGWAq5vYEEG\/oMQ1c4MMu5FudErK2oJUrKbJJvYE8ibHwMWTFLqcvJt1F2nTTco8SG5hTKg2s9gURYn0R19QnqNMYMxKzS5Ayj5q8go9JN9L0oCZzUDKLAEi++4jd13r6p3FNcemQcNT8gpmmnpQWnUAp6q22m\/zkC1xa6bKvbW5aXHGx8xXSqqmRFSNOmhKK2f6FXRb2+da2+kIxTqjOOtMykjMPuPJKm0NtlSlpBIJSBuNDt2GPqclWZCWwxT2pNbzlWRhKbaQyqfCZV1pyYm0PJU1lupxDay4kFepSDa6RfisRTIbw3hBctMhLzFOmQS2uykEz0ybaag5T4Hvi2\/Vb81sZvkmaSao9XkVZJ2lTkurIXCHWFoOUEAq1G1yNe+MJ1txsJK21JCxmQVAgKFyLjtGhjup+sODizPPOzXTysxVpiVczO3QqXecU2sX2sUKPdsY0GMqomqYgmTLMhiTkyJOTZSrMGpdrzEC\/M2Fyq2qiTzjBo55Wa4FzaEINybRauyjpftism3Pwgii2BuBtFZJOxiwAwt7dvZGgVXOtyYjbfbth99oQnlvGTKFIGW8VnMdQYtKe2FJ0O9iNIGig3trfUxGVXd+EOoX52HfCWPJUUGUOzcCLAogix19MVJtmvDEEnn6YhBzfUWhhrz0Gp1hQLXG42iU5bkGKgi1NzrYw4Vc2Fzfv1ipFtYYJva9wIMpYOWnfFiL73hANADqYZNiO8RAWpNtTfxhiSRa1xFaR5sSAb317oIj1HF737odOlzfVXZCcu2w1hgE2H8Y0UtFgCdReHuTa4v2RXyG\/ohkJI589YgLE7721ixOlhFVxcEAb+uHFr6QBbmIH\/WC+tze5GphVXvpcxLeltSRvFIh0gkWFhFidT22itITmCTtblDotmgUtCtdCb+mGHMWimxPbbti5Og1N4AcHv21iRpsLRCbapPb4wC1jAiJKidtQYqJ202iSNeYiDtrvAIQ6a3vyERtrrAcpTfnCn5vfAoijdO1xCKvmJ2icp7wbaRC9thfaAA6Ai+phSbRJsdvxhF8ra3iMiFUTpp6Ir12BGphwDbfnrCKtcG2hPKBRTyHKFJttv6YkgZtNYRwG+lz3xUCFXubiFF7W\/jE2tzuLQulyDoLcoMjIJJN4Uq7D+MTYXipQJ7oyCFdlucKd732hyNDfXXS8V6ag739RgUXXfWFJJuALjnEmwBispN9biNADy7hCk21uIciw1teKzlKe\/vjJlaht2xWokp11AhlaJirKdeR2gaIVe5N7GFyq7oZy29ufrhciDrnV4RQZCbjQ20PbD2JVYAwidQCdItSNcot4xCMgosQPGJAJVyiVa\/xgFhtcxUEWIO1\/RDBJPL1wqR2nUxaL6kAaQZSAmyv8IdA5+uI33Om0MLggAGICxOoPjDZSrcRCABzv6Ye5AuR3QRliJFr3\/kRYgWHbyhQNdYZN9tRGjRaPm6amJCDufVEJFhfewizUD06xAQkaD06xYm4037LQiQO3WHQL9oAMAWG9xlF+cRlI56+mGA0G2sTr82KiIgDUAWEWp035a3vFYygc7R0eGMITVeIm5tS5eS2BHz3f+Hu74xUqRprekdXG46hs+k62IlZfN9SXFmplJOcqMyJWQlXZh0m2VsXt6eQHeY66m8Mp50JXVZ9uWB3bbGdXjt\/jHfS9IomE6Yh2orRTWFJu0w2nNMTHeBy\/4lECNJP8Rn20lnDlOakUbdOtIefP\/qULJ9Q9cdCti3BXk91d7+x8dj9v4qWsuhjra29Ua5taR+OZk07hhRUpChR56dP6x5Sgk+GVMdFSuEYrC1sUjBkvNuNC60NqQtSR3gEkR8xm6vWamornqhNPlW\/SOqV\/jHov4DRdbx9WmyfNXThcHnZUdPD4yliaypLed+Nzxtn42htTGwwsp1XvXzdR8E3okraHzOpcK6ew65KzmE1NOtkpWlpyykn0JVe8cnU+FkilR6jOzUo5+qmUZk\/4Aj8Y23GBc3+VPE8y264haqi75yFEHeNNS8a4tp60S7c6qdaUQnq80npkK7rG9vVYxFtClGo6ack07c\/kZW14YbESo0atWDTa\/cprJ2\/a19TkqzhGu0IF2ZlOmYH9sz5yR6Run16RpbgpNrH1x9up+KcO1iYVT6g2aFP3KClZK5ZSuy+pRf1jttGgxjw4Qp1T8oymTmyMwy\/1L47QRpr2j1x6VPEv+ea5r6rgfU4T0gqUssbaUNN+N8n\/AJxece3S58tKCd+XfFRFr6axlTDMzKPLlpthTLyDZaFbj+e2McgE63vHdTvmj6yMozipRd0yLZRbflvCr1Gm8Tqb7gQEWBI1iMIqUk2J5xUoaADnzi9dxpp3RUQB7oGhTcaadu8Iu9xYX0hrX5kAQEWsBbWKgUrRb\/8A2FI7LaRYu507N4QiwNrmDIxedtuUIoEk\/wCMWEG9yTryiCOQ5axkFCk2Oo9RhCCb7CLVa6nTtis6WteCKLe510ispKu3xiwJHM9+sQbjXTTSNAptqdu6I219cOddz4QhvewEZIhVfNOnqhCk2ueXfFlhyPjCKJAv2iBSkjQ9sRkH0h4w6gL6k3hMqTqb\/jFQMpJvtD5gNLwiT517emJtc93ZEIxzsdrd0SLak8u7eICkpubxKTZR\/CKgixBvzEOFAncCET384kAaFUGUtF9CYZJA1vztCJKbAX3h0K0tz7YgLEnS94a4OyhtCjbv5QAAam0VGeI43ueyHBA25wgItYHYQ4IIAt6YposuAm5Ihgb7G+sJrYHnzMSkJGhMQFgtz7YsBANgdorzDQg84sBubj1QA5VbS+sAN+YIiFC500EXU+TcqM8xT2FZVOqspVr5U\/pH1CDairs4qlWFGm6lR2SV2bzB+GzXZgTU22oybSrJSP7ZfYO7t7du2PQlXwJiTh5gBrH0xQg6t0hLDak3TLIto4Ufpdw2HOOQoYkcDYZOK5hhBEv+YpjK9lujdw9oTv3nTnH0TgD8JxNYU7ww42TKJyi1NRRT6m+kEy61HRp0\/RN9Fctjpa3nOtCVRdI7N6dXX8T4ZYyjjcUquNm4Skn0fKCejf8AlLXqVuq3nWaqFRrk25Oz8w4646oqUtarqUe+OnwWzKuuzWH6ilAl6q1lZdX\/AGEwnVBv2K1Se\/L3x9L46cApnhrVTWKOnp6FOKztLTqG77D0R8zak0ONltabpULGPnMRKtgcR\/q5\/VPzPhdoTxWwNoWxKvz5Si8nn1q66jHRTihRQpOqTYx9g+DfxCwlwsxbO1fF065Ky01JlltSGFukqve1kAmPmzMslCQhCdEiwjIEuoj5sdDD4qWGrKrBZrmeDgNr1dm4uOLoq7jeyemaaztbmTjuckMR4vrFdpiy5KT0248ysoKSUk6Gx1HrjCw+umUR2arc4ULmZRkmRlzqXX1eak2PJN7nsAjKVLkaFMI1RpqqPdHIyK5l5AKgEJuQP4RuhXqSxG\/GN5Ntpdf2OfA7QxFXaHT0ob1STbSSf7nezS6nmuw4iakVEFThKlqJUpR\/SUTcnxjt+EU3iKv1yW4fmSXU5CdXYZj50n\/5iVch2jn6dYwqdh2fxBVJajU+Xzzc0sNoR\/e5+Gsen5eWwJ8EXAfx9WmmqljCpNkyUmLdI45bn9FA5n+MetsqnUcnWk7QWvX1H1fovhq9acsZWluUoX3m+POPX1nnjjNwiquHag5TKnL9HOMgmVmLWS6n6JP828Y+GLS424tp5tSHEHKtJGqSOUfcaTxjxNxGxROUzibVUzQrr2aVdy5USD+yENjk3sm3r3vf5\/xMw3MUifcnFtFt5pzoJpNtL7JX\/D1iPcw1eEv2ftfyf34H2Gxto0qFVU6LfQTbUb\/wl7vZLVdeXM40kDQGFUq25GsMSFAaQi+71x3z7NCk32IMVm2xPPshrJTodIVSrkHfXWIUW45W0hVKtpeGOpukWttFaxfuB2EVAVWo0ta0Lpz5CJulOo0tEZgD2iDIyL3O8IpQ2vaHO5PKKlJudbRkCqv3bwhI3hyUjnufCEzWuPAwRRb6bjthCoE7j0QxGh0isgXurWNAOwnshSQBoYbMkCwMLe4AtrGSLUUkAcorJvsQYdXze+KyEjc+ECiKsL3iDa\/z4lagRodRC5mubY8YqBkpuDa+2sWWub8orQNASL3i5IHabRCMhSQLHsiRa97+gxB13O0SLDQC0VBFiCQdeWkOEk77XhUhOxHriwcze3ZBlCwSq94dA8d4UWvci9ztDDU2FhEBYjY35wwR2xCAOwiG2F4IyxRpcX3ixNhsdvwhRa+ovzjIkpSaqE03JSbCnnnTZDaNSo67Rougo1GXnDhAtra8boYGxeBphueB\/wCCJXgbGBRZOHp65\/8AL2jN0Z6SHNGlSUkAZhpyvFiSBYBQsdo3XxBxUT5rdCQEjQXpjBNvTliRQeK1taKj\/wBrY\/ywuY6Vc13mnuFG6SI7DhlQnarUekYTd6bdTKMaXyi\/nHx\/+2OZrDOMaYyhnEUs1KtvglA6k00pWW17FKQdLjxj6xwXQmlSS64UoUaVSnZ9IULBTqk3SD61Wjhru8VHm\/keHt2p0lGnh28qkle3urN+BpuMVfTPYjbwtTVFUlRkdVaQnUFQ+er0lQNz2Adkc3TWErQErTcHQgxokVedVWV1WXm1omFOlxLpsVXJ533jvGcSylYkimr0RlFR\/s5yT\/NhZ\/8AMRt6xb0c4+ZxLjXcpylZ\/Kx+b4\/osZv1Z1N2bbaTWVuCur2tosrdaOtmeIeOa9hanYKrGIH5mkUtWaXaUfOIHzUrVupKeQP8BGJLtlRAAjUyahYREzV3C8ZCRVZQNnHBuD2Dv7Y8ec515frdz47E1a+Oqp1pOTStd52S0OjMzIyhyPOjP9FOp\/6RYmqyVtJaZPeEJ98YdFpKFJC3B3kmOqpKaZT51iZfk25ttogqZWopC\/SRHZo0YSaUnZczlw2Gw86ihVluri2m7fBZnQ8O+E+JOJc02mlSLrEoVfnJh1Fgkd3aY9LT\/CjCfB3hZW6kxLJcnUSLinJhQusnKdoq4RfCC4dzCZXDUzSUYceWQ01mWFMLVsBnsLE94EZnwvMTtUPg9OLS+AJ11mXFjfMlbiQq3b5uY+qPqsNSwuGw8quHzaTu+Ony7D9h2Rhdk7L2bVxWzWptRbcv5ZK9ua7MjwemYnJGZZn5Gacl5uWcS8082qykLBuCD6YwMbYjxDjOsO4gxTU3Z+oOpCOkXshA2SkbJHcIzJhaVDOhQKVC4I7I1om5KTeL87ThOpCbJaLvRi\/aSAbjuj46hKTfRuVovtsfj+z6s5P1aVTdg3d3va64tK\/gcNU0lCs6dCk3BEfV6w4zj3h\/TsUzH5x9xCqZUzzLqB5q\/SQQb9to+dYpxHPVOXMmmSp0jLBQPRysvYm3apRKvxjpODM6ufo2LMLrVmQuSTUmEk\/NdZPnWHapKhf\/AIRHvYJxjLo4O6a7M1ofb7PjT\/Vh6M3JSWTta0o5xtm+KtfLVnzIIWwVy7pAWystKv2g2gUQdAdbxsqu3VpbFT7FGDJeng2pttbKHcxVpYBQIuVJMZRoPFUAgUVH\/tbH+WPooT3oqXM\/T8Hi\/WMPCtl+pJ695oFBNjqLmKzrYA3AjoTQeK4I\/wCxUEf\/AJWx\/lioYJxq4tbr+HJsuOKKlFLQSLk30A0HojVztKrHi13miN9LHQ6iEV5xuOyN\/wCQuMOeHJ4\/\/pxRO4RxNISzk5O0OcYl2RmccWiwSO2KmjXSQfFGkWkAd0IbHW\/rvDq157DeFO2gteDNMU3BN+XZCqTck30h7AHUawpAvvtEKVLGVV9orsCd9\/xi1Xaq5\/jFat7DSCAt9yeemkIUdsPZPYYU6XN40CsixNja8LtqN97Q\/pFyeUIRc6bWjJEKdrDcwhSNb7xbZNuYitWg3NyNRApSRYWvEXR2w5AF+duZhdP5MAZAJJsRaHzAcjblCpve+l7xNtbkmBGP84G2ukMkgfo68oTNztqYZKiFEDnFQRYg+nSGCxfzrwqB+IiU2BvqYMpYBcX3iwHsEVpVqE29MOhRtlvEBYFAC+t+UTnTfmDG7whjGh4bmTJ4rwxJVCmvuXM0ZdK3Zcmwubi6kd241tfaPtsnRuH9Qlm52Rw7Rn2HkhSHG5dBSoHmDaMuW6dWriOidmjzyO3fTxi2UqcxRqhK1aVZLq5VZXkCrZrgi1\/XHptPDSkLYp8wjAtOLdVc6KTIl2vzqr2sBy17bRD3DmiS6pxD+C6UgyCELmCppkBCVi6LG9lXGote8N\/qON4tSVnFnwb8tGIv923PvP8A0gHGfEJ\/8OOfeR7o++jhlTFNyDqcCU9SKk4hqVIl2z0i1\/NHcTyva8Unh9Q0UluuKwXTUyLq+jQ8WGgCq5G29rpUL2toYzdcjg36PuM+FflkxH\/u2595\/wCkT+WPEf8Au4595Huj7rN8PqJIPTjEzgymJcp7aXZkBlpXRJUpKQSRfmtI9YixXDmlImkSTmCqah5xtbyQtlpIyIBKlXOgACTqTyhdchv0vcZ5sxRiyp4rbZmJ6RVKiTbdABczZs+Xu\/ux6I4YYIreN8H4zoeGZdK51cnLttJ2sLqP\/wDWPk\/G2RpVPFMapNMlpRLzc0HegbCQsjo7XtvuY+q8IeJVfwLgvG9fwbOiVqppbE1KPFpLmRKVKKlZVgpOihuOccVXd3o30z8DytpdG6+Gck9y1W\/\/AK+PI5Bn4KfGlp0KOHLgdij7oqxHwrx1w7lGZ3FVIVKsvLDaFk6FVibfgYyf\/nb+Et9oLX\/tEn\/pRpcXfCH4qcVJFil48xMioy0u6Hm0CSYZssAgG7aEnmY8bERwkqb3E78D5baMNkVMPLooT37ZXta\/XmQ7URKSDswDqhPm+k6D8TGNh5V1hSzcqNye2NFVagTS7JVp0ic3o\/m0ZdAn0+b50eBKDirnwc8O6cHJHorhJwzq3EmodUk19XkpcAvzBGiR\/hHdzyvgtYcn14bqeI6hOTTKuifnJdlxxltex85Pzrf3QYyOGE8qV+C3iepYeWE1EoeaeWnRSRrm\/wCUx5XBBFxH0lFxweHpuEU3JXbfgfXVcdH0ZwGGWFpRlOrHelKSvfqWmn5m7noribwiThakM4xwlVUVfD82kOIfbUFWSed\/5McBxF4u1fFXDOn4GrTpmHKXN9Iy+o+cpkJISFdpGYi\/YBzuY+r8Aat1v4P2MpKuvKNOprr62VPfMbSGkqVlPYFZj6bx5PrdRC05lG2m0dXaUug3Z0sukTuu449t1Fh4UcZhI7nrMHvxWnDO3XfL7ssodRU7KuSy1XLCrJv9E\/yYl1D8\/NNSMoguPPrDbaRzUTYCOeoU8OsTZv8Aop\/xMXqxBNUmeYqdPeDUzKuJdaXlCsq0m4NjoY8ilTXSLe0PmcPho+sLfX6bq\/1O9mvgzcYp9sOM4aVZYuCVR1XB34OPFDCeKHq9iCkJYkWZJ9t26iSQpNtrRxy\/hq\/CPYysy2PmkoQLAfFMobD91HccHvhW8a8Z4knKTjbFiKhRU0yaemWxT5dq2VGiszaArQ98fT4dYNTjuJ3P03Zy2PCtDoIzUrq17fPM894xdfksS06pSyCpyWDboSDbN0bua3rjKVxjxGkn\/wCnHD\/+5HuhKmsTGPaJJrZDqFuy4cQoXCkKesoEdlgY+7t4Dob9IerreDacqQl3Oice6u3ZKvN0tv8App5cxHfotKnG6Pa2S4R2fRU43yfddnwocZcRH\/w4595HuiDxmxGN8Nufef8ApH3scN6QqqN0ROC6UqdcClBkNskgBJUc2tk2AJ1tF35KpM1hNB8gqd19aStLPQtXICik63t84Eb7i0cl1yO\/vUvcZ59\/LRiL\/dtz7yPdGHWOKVcr1MmaO\/RHGETSOjLnT3tr2Wj0CMBYfXTV1cYMphlG1FKnOgb0IKQdN7ArQL2t5w7YlfD6gJdbYODKWpx6VVOpCWWlXYSgrK9NgEpUddbCF0uAVSkndQZ5hRbKBfYbQXGtxyj09M8PqDJ02XrEzgqmIk5kgNO9XaOa97aDUXyq3HIxo6vJcOKDIO1SrUGjS0s0LqWuWR4AW1PYBrGuk6jn9dWm6zz3ft9cItY5g+mNviTFUhieeDtEwzKUenMFXRdGylDr395dtu4co06gBqbmNHci21dqwqtb211hCdDZOsMpXKxuTrCZrEj1wRoW9hfWEKxfUERYQRcdsVGye28aAW5jXvhFHTQemGKgdADpC3JATe9jGTKIKrC+sVFQN9wYsUCU\/jFZIGm4gaFUCL+bCEoudDDKNwdLd8R0yuz8BFQMgaHc+iLALnMbwiNAAIsFtyBaIRgtIuD2RKbb23PZEG25id9IqCLEGxve9osSnWETodAIfTUG1zBlJsAb29OkOkf4bwoNiCLXvDJGYxAMUoUgpWLgjW8dxwxo9coLj00Z5bFLmBcSSxfMv6Y+h\/HwjjafXaPR3xMVKlz848hV20stoUhPYTdQuY3n5W6cNPiOtfumv9SMu7yR1MQ5yW7FHpmn49pCHcD05x1ltimPImZ6ZLuiFF03SRbzbJAPriup4koc9J4iblKhKjppKldUQ5NoQT0TCQtAKrZ1JsUkDUkaDlHmr8rdO\/YVa\/ctf6kSOLNPP+wq1+6a\/wBSJZnW6OpxR6wkMZ4clpbBqnq9Igy9Spr0yA+kqYbaQQ4pwDVFiRva\/K8c1PV+QXw5kJdmtSRmUWadk84MxcPvrCst7hOVadbWN+6POv5V5D9hVr9y1\/qRP5V5A\/7DrP7pr\/Ui58g6dR\/xPR1XxXR35\/G7jFTYWioSjKJMhejyhNS6iE9pCULPoSY3Fcxnh6sYgo6pWrShabwainvLcmEsoTOGUWFNqWuyQrpFWJPOPLP5VpH9hVn901\/qRI4qSR\/2FWf3TX+pEsx0dT3Tp+JyRP0NpzMkqlZkKJGvmqBSbEd5B9UbjgVMsVMDDs4r81VqdMUlwW55bAf8oj53O8QpCqyjtPXRqsgPpKQpbTdgeRNl9sPgKszVDr3RsL6N0LRPSyjrlcQRcd+yT6jHHVTUVLkzz9qUpQw0a7X+3JPtjo0c1Pyj9NnpinzSSl6WdUy4OxSTY\/4Rm4Tw3i\/G1aTQMB4YqVfqZsTLyLJXkHatXzUDvJEd\/wAYcGTdXxXTMQ4XlOkZxmppEshOuWeWoIU17RH4x96+Eji6jfBJwThngFwrtTH6tJmoV+pS7ZTOT6cxRmWsDMS4pDl\/O0SkIHm6R5scKlvSkrpcFx5HhUNlx\/1atROUYaJayvp8GrHxaf8Ag744o1PSOIfEzhlgxx0hJkalWXX5lKhrZXVmnEAjn50ZTvwZeMNOoTmKcFzeF+IlJlvOml4UqSnpiXT2qYeQ2s7bJBPgY+r8EqdgZHA\/H3wi+IGEpSrS0hJOUqht1GXSslVgla2g4khK3H3UNBY1u2Rpcx8J4L8W8ZYH414cxZhqnOU2TmZ9iQnpZU2ejmJV5xKFpWkJsQLhQGtlJSRqBGo4VVFBToqz15rlxzZ2aOyenp0VVwiSmm5WbThpbNu7dtcjtOBnwhneGE3OSVSkXanh6qDoalIAZXkKTdJWhK7WWNQUqtewBtaOznqN8GCuTaq1TOMS6RIvnpXKe4y4243fUpCSjMP\/AE6dkUf\/ABCuGsphbiVQ8bYUZlpdeMmJhc6wlOUGZli0FPac1pebv3oJ5x5aDGKfoy34xqGGxGHXRRSlBaX4COxsdhYvCRpwrUYu8d\/VHpXibx8ws5gxHCXhNIzErhltQM7UH0Ftyfym+VKT5wQSLkqsTtYa3+A1jEAXcBe\/fGjclMVuqS2lllalkJSlJVck7ARh1rDeN6LNIlq7h2ak3loDobmEraWWyTZQStINjY67aGOpXwGKxE+kqI8zG+j+1NoVunxEU7KySaslySufTOCvD+v8WcWS+E6JMJkxNkvT1SdH5mnSaP6x9ZOm5CUjmtSRtcjb\/Ce4RYf4C8VXcCYUq1Un5FdLlJ5x2ovh10vrKws3AAAOUEDlH0Xgpgity\/CrB1OZlXKfNcVMUNzNQmAE3lcO0lXTOFajbIFPICr3spISP07R8c+ETxekOL3GXEWMJabT1FyY6nTQpRH9EZHRtqFwCM9i5bkXCLm0dn1VYfC23f1PU9KeyY7O2U04XqTavle3H4WS72cBn7zH1zg3KOUzCGLsWugpD7CKPLKOuZThu7p3Jy698fJGGXZp5uXlm1OOuqCEISLlSibAD1x9txvMNcPsDUzBaMqnaYyZ2fCT\/WTro0bv3XAv\/e7o4cNFtuXLxZ5GEhKKlVSztZdcpZL6v4HB0BfxhxGM5mV0ckVAX1HmoKf\/ALlEx6Dp1dkBwzqUq7XZNibE0eik+lHWHwpUuSchF8g6MnMCNUkHSPMNArzOFy9NTsjOzT8yB50uhBA1uq91Dcn8I3H5U5L9hVn901\/qR7Si4pJH3NPDSoU40orKMUvkelZnEdFY4kP1gVWSNPmWJopeRNtupJVLLSM2U+YSogBJsdY3MjjnCbXEeRqkzV5ZVPbRMBbodCUhRn3XE62+gpKvQY8oflVkf2HWf3TX+pEflYkP2HWf3TX+pFz5HIoVF\/E9ES+KKUjA05T1VFkTbnWcrWbzjmfk1J070tuH\/wBJh5PFVJRWJZ9ypMpbRhiZlFKKtA+qReQlv\/iK1JTbtIjzp+ViQ\/YVa1\/8pr\/UiDxZp43oda\/ctf6kSzM9FU13T0TiCvSDuCqY1LVqRddIl0uSjbgU+hTYfBKxe6R543GubTaPPnEmi1yo1UVeenVztNaH5lhCbJlu0kfpE\/S9WkUHi3Th\/sOtfumv9SIPFumqFlUGskHkWWtf\/wCSFne5qMKkJKW6c8kJGiDoNuyIIG\/bFkxVKTUpjpqVT5yUCiS41MISAD\/dso+EIqwNyOUbPRi7q5U4LG4hNOzeHNgLgDuhFC5sfXBGhQe866QuUC0P6h2Qhy6ggXvGgVkAE6bwpHiBD7beuF3N+UZJxEOoy30MKUixGsWekCK1ZbC24gUqUANP4Qua2mU+EOSATbaF07vCKgZCb5rGxhsygdvVEJ5a+MNYA7RCMYa30sbQyc2oEIVK2NtYkXzXAPqEVBFiNdLA2hkqIIFrxCBe3ohk6fNEGUsAuLiHGYpHOKkqNwDbSHRfbkYgLALpvYH+ESO9I8IALg84NhoBBEGCRbMANuyHsdCQNoRKiq9\/RDo210tGij2AAISBfnDJsfnJFr9kRZOW5hgSNgBaIBwkA8tT2Q+Wx1AHqisEkD0xajXUnxgQlQym2QC3dFLrT5eYmpVQbmGFZmyRcX7x2RebXF4AbDXa1vVFtdWZmUI1IuEldMlNRxWUybjmIpxT1OmkT0mhLhS2y+hQUlaUDQEEA330j7Fxb+ETROPNCp8vjHhE4zjaQbEnJ1eSqgSwrMoXzNqbuUlWoQSbEmyhcx8npdOnqzVZGi0xgvTtQmWpOWbGmd1xYShOuguogR6g4cfB8wTgnjDhvC2OcSTlUxOxJeVBlJNlDUhKtMuZUF5xZKnbuJNgkJ+brpvMoqyLTpxpxUIKyXIT4VryOGnBjht8H6kOFlIaFQqaG7p6Ut6nMAbEKmHVuEH9JCSNo+H8JMNzeLeKOFMPyKLuv1WXdV5hUEttKDiyQOQSgkx9E+FbUMJ46xFKcXMKY5lqzJzLrmHDJABK5VyUUoqKCPntqK82Yj9NNiQQB0HCXyf+DPg+Z4x8SpZIxPWpdUvhqiLIE0tsi5Xk3bzebmWR5qNN15SvkbO4+F1Rarxi4q4ewNQFS0tK4MpEzVK3VplRTLU9qaUi3Sm1gckqVAA3Vc7BJI+WcL+G\/AzijWathah17Gik0iTVNP4mflpdimptcZi2olSEGxIzKuQlWoteN3gmoYh40\/B6x\/IUupys1xBr9b69WZYOpaceYzt5EJSo6N9GjInl5tr3vEUDg5heR+DziWWTMYPmsVTkymUqU9OVGXLVEbStJU2XTcIUlAJIGpK99BC4saf4JFCpFd4l4kphqOWdl6LNN0asy7GdMpMLWGUzTeYWCrKujNa5No5f4Ss5j2tcYp2n4wkn5R6TZYpNHRMKzqdkkkhp4uf2hWtTi1K+kpQ0y2HRULC\/CWu8OhRcPcTVCXptSacqTNNnZanT89Mtm6ZwuTakhEs1\/ZJSkm91k5jlR31f4xfBqxjxTwVL4hxRUapMYUaUkVh91pumlxCOkC33bDplZ2kgZLJKl8wYXIlkd9xmGEsCYOwjgSqT03T0TtMYwyRTUh+pT0v+bCpKUBICOkUlHSPKNglCRYlQUjzh8LnhzwgwFiHD2CMCYYElNNSK5uprW+p1RCyA0lWYkBQyOG4+lDo43YbxX8LSncVMZT6m8I0ubelqat5KltSzCJdxDL2W1xmeyu7XBUNbJjWcT8f4DdxnjDFuH6u1jbEOJplxuVnlyampGkSVsiAhKxd58NBKAqwSk3ULncVnxaj06Yw1VGKzQZtcs\/KL6VrZSEqHPKdIza1W8QYqmg7XQjP0yph5xKj+fWdiRytrp3ja0Om6UgabC8KSVXvziOEW72OrPCUKk41JRV4u67dL9fxBSbbgQigBayRr+MONtbiwhV2tciNHYRXod0AeqFKQk7DfshlEpFxsIRRNh6dIhRSmxsUgfwhFjKfmgW5WizvVveK1gA6jWKgJYHdIBtEAbgAbQKURvbXSJyOnKoNq84WBCd9baeBg1czJpaiAa2sDFaiRoADGQWHt+iXz\/RO+vuPgYoVYE2GojLTWoTT0FIvfkQecIcxSbdsSom+XS8Ic2u\/hBGheR0BtFZUq+14tIvcRUf7oEaAW0veFVmsDpaJzE320hRfbW0ZJxFVe17D0xXc2NxoOcWKAKbmKySNgO2BRVAjUG0KQ4SSG7wKJKSeV+yI\/O8r+BggZKdTcD1xYLbneETpYDS0WBVtf4QIyVEHaAXGpFognQ2EMATbTSKgh03GwiwZQbH1wiTDg203v3QZRtzpqYZOmkKDy13h0jW5AtEA6L2t2w4ywqD3wxOlvXBGXqQBfYXh09m55QoOunZpDp01tYxo0WJ79ocEW2tCA2BudIbOk2uoaRLEukMkHe2m94dOtuZ5wgWCTqIsSpKf0gNe2FmS6H03UYk2IiA4m184g6RF75hFSYTQzb07KPsT9NmnJWclHUPyz7Zspt1CgpCgeRBAMfVq38IuT4hSUrK8ZeEEniGfk2DLt1amVJ2QfW2dSlQTfQnUpzZbk+aI+UJUmwsR4xalaL2zJFu+DRd5cztJfiZhTDjiZnhdwSo1DqKf6upVabdqbrJ5KbbXZtKhyJCh3RytWqNcxPWHMRYsrc3V6o9bNMTK8xA5JSNkjsAsO6KQ4ga5wYkOI2zDxhYbyMeYpUpMuB51vK4NMwNjbsipGHaUFpc6om6djGwC0c1J8RDBxA2WAB3xbMzdGI7Sac4QXJdBy87QKkpUJ6NLCco5W0jKU6i1swIPfFSnEG3njv1hZlTRUphrJ0SkJy2ta0QhltoZUNhIO9hFhUkG5KdO+F6RP6wd+sLFuiCU2Nrd0UkX0Goh1OItbMPTCKWm5sRt2wsxdEHX0xB7\/AExOZABOZN4grTYgqHPnEsyJoVWW0UkHcj1xapxBIJUIqKgb2I37YZluhTy59sQbfpeiJKk\/SA74gqGhBuR64JC6K1kW0MbNFe6NqWaXT0lMqjImz1r3zXUdDr55I7CL66xq3FhIJJA9OkVdKm1s6fERy0606LvBnXxOFpYpKNVXt1tdXA28ziCYeleqNMdGnLlzqczqN1KKjsBchRF7bFWmumA2+0VZJuXQ4k\/pIAQ4n0W80+sesRj9Mi+jibekRlUudp0rUWJqfK1stKCylsAlRGoGp5kCNdPUrzW\/LqztY4PU6GEoydGD4vJu7fU9foU1GU6nMBpK+kQtCXW12tmQoXSbcjY7emMQ6b6Rsq3WJSqPhyXk0S6UAISS6VrKQAEgnQaAchzOsawrRfVSbemOOsoRqNU3dcPxnPhJVZ0IusrStmstfhkQLjlC+aIYKB1B0hVEbduu0YOyVnU6C8KrTzYfstCn6RFoyZWopB5jeEJTY2iy\/fFajpbs7oGiognYaQpzX0tDqJJNhC6\/RioGQkWVoTDEm+8KnkCNb9kPztEIxhexColIuSL2\/jCkKGlzrvEpBKtIqCLUX11iU5idDEIsSBDC50EGUsAuIZNiL357RWM19b6Q6AfVEBYm+XeGTm7dIhOxMTqeZgjL1Gtpe2sMBoCFXitN7G5MWIH0o0aMqVISsOqOiNQD2\/z\/AAjbsCpTQSqWk5l4OXylDalZrb2tvaOTcnHWH1MvafpNntT7wf4R9EonFegymFWcPVanz77zUoqTbfQshLLZmQ\/YJQ43n87NqSlQzEZlp82PsdnyjhsJF0VvX17ftofle2qVTH7SqLFS3FHKPZw79TTOmoMKbS9KzDZeF2wpsgrHaL7xWZqYF7hYypCjcHRJtY+g3HiI3jHFfD0jiim4qaoL067TKamVblphZQhcwGUshxSg4o6DMsZQnzgjTcxXX+IODKxP1iblJKryrdUpEpTkNdG0oMLlkyqUEHOLpUJY30BGbS8d5YqV1eH5c8eWzKai2qqunp1Wyffl1GsZNSmC2JeWmHC9cthDajntva29ucQlc+tDTqGH1IeXkaUEKIWrsSeZ7hHS0\/jhIU7DjtIRQHX35iVlmLPPnoJYsSTstdlKSlSQ8XeldsoXWgHXlRhnjDScO4dlKeaTPTU7KSTks1\/SA0wy91hx5qZQU+cHUFwWULEZdCb6R4qok3uFWzqDaTq8M8tNDQdLO9CJjonuiVezmQ5TY2Ou25HjAXp1LanVNPBCbZlFJsLkjU+kEeqOtnuN2G3pCptMYUdU5PpKGpd54plZZszCXujCG1pCkpIIQqyVpGhUsHTm53ieKjQcQUedTPOCovpcprYes1JoE0p4pIB84Wcd80gjM5n0KdbHFTesCT2bRjpVvly42EUzWW0KcXITiUpSFKUWVgAHYnTYxBRVUMmZXJzQZBI6QtKCbi99bW0sfAx1DnGzDk\/NzczU8PTKAutIqrCJdajmQixDayp2wJIsbJUmxNkpOsU1fjbTaxPzMyukTkuzU3p6Zn20zAWA9OSTbMw42FaavB51KTYAOBPK8RYuo3bcNPZuHSuqvy69TnUfGbiW1tykypLysrZS2ohZtew7TbWEefnZYAzDTzQUVJGdJTcpNiNew7x0slxnoMtJM0s4fmksyq2WWnusla1SrbLjIQtsKQgrILSy4nKoFC0ghLhtzWLcd03ENKpkkxLTXWaep5AedXlT0BVdCAgKUCe1R87YErsDFhipylaULIlXZtGEHKFW75dxqjUnfjeYSXlZRLMEC+gOZ25\/w8IzmHJ+abcelpeYdbZF3FoQpQQO8jbaOPM9\/wBpPKvuw0P+Zz3x1GCcby+GZ6Ycn2JmZk5tDDbzDL3R5kom2HlX5aoaWn\/19l406zjG8Vf\/ALOGGEU5pTdlb6GShVRdWW25aZWsGxSltRN7gWt6VAekjthkIqrgdLclNqDCsjpDSjkV2K7D3GPoK\/hHYdm5pMzNYPfYU9VkVybcl37uOTZSwHkXJGZhakTDmTQhamrH83r89pPEOXo00+ZZmZXLO1+Sq3R5yjMywp4qbUMyjdXSp3Ufm6k7xxRxVRp3hY7U9m0ItJVbrPh3d4BVRVLqm0y8wWEfOdDasg9J2gR8ZurLbcrMrWm90pbUSLXvp6j4GNxiTixQsRcP6bhMUNynzdNU6pKpbMWFZ+j0GZ24H5v9IL30y89mrjlS5x+qqm5GrS\/xpJSjan5WYR06JpK33pl5J0y9I\/MLWAPmg21sBB4qdrqBI7Not2dXhy7cvzmcqBVFBoplJkh5JU2Q2rz0jcp01A7oECqOMJmm5SZUytWRLgbUUqVe1gbWJvpHVV3jdQK7WFVZFHqNLXMsNIe6g7kW0W1IUEoUV5ShWSxAQj9E+cRrqKLxdap0xOOP0+YDM7UJyb6Jh\/KJdMxLPs3avoFtl4OINh5zY23irFVGr7gls6hGSj0t1zt9zVIXPuuFpuXfWsGxSlCiQbgWt6SB6SIrdm5hhxTL4W24g2UhYIIPYQY7ek8eaHTJqanzhqcfmHpdmRSVzKfPaQqRUX3DbMp5ZkbrsQCp9ar6WVwGNsZt4sxC5WmZZUq2uWlZdDBUV9GGZdtrKFG5UBk0UolRGp1vGqeJnKVpRsjjr4ClThvU6m876W4czcSdJxFUJXrsnTXHGSLpV0iUlY\/ugkE\/zaNTNul5KmHrpWk284EFKh2x00riSkVBmkT4rqacKa0pD0unQq0QMo\/u+aeXMbRxFfrzE\/VpyfYOVpxwqF9NO2I6iqqUKiyZpUHhpQq0JfqTVjT4lWtqnpOYg9IAbb7GMWgYSxbienVGrUOQVMylIb6Wcc6w2jokWJvZSgVaA7Aw1fW85SUOvAguPAhNthY29cd1w+xtJYGw\/VqPIv0CeZrckyT11xaHG3lNJDqHAlBzoCi4AL9musfCVVGNRqDuuB+yYedSdKMqqtJpXXJ8T5zRZmTVPtCqZ1yxuF5XCgjvuAY6ybkMFpwzMTlOqk3MVVC2AllbqUJSkpc6VViRmAIbAsb+d83cjBw\/KiVxzLS+G25atvuSyl5Eq6NnpFMkvJSbCyUjOEnSxAPKOmaOMrtzUnQ0BgsS77rInEhCgtbU0FK2Filu1jsFEXO0cZzHzxDy82UKUSdtYtDjtgoLVl7Y+kS7+JmJOWnfiCRalTJKZaInskupKWlkujKQrPlbV5wVmCRbTSNA7xGqC5x59MuQhxa3Q10t20uFCgheUCxKXClwaalAgDRSaiWVkn9Ln6BFnnE6HTeK5DzmVkm\/n7n0CLTc84oII0uQb2hVAFIIN4DfW99ogaanbeMmVqKq+XUxWM1jrfsixQASYrIJ1uYGhXLC51iMhOvSpiDe1ze8RkX9L8YIGSkX12HfFqQRpY3jETPSh06ZJHphxUJUf26b+mBGZKiD74gabm5igz8rY\/nU+MSmelP16NN9YqCMtKT2d8Wg25Gw3jDE\/KE36ZPjDioSl9H0698GUytzpp3wwsDbeMQVCU0\/PJHrixNQlBr1hPZvEBmJSd\/VDg8yDbYRhpqEmNS+nxhvjGUtbp0EemCMsyQLnkPVyhk9gjF+MJO+r6NuZhxUJP6wnXvjRomoSK5uX\/NFKXUaoJGl+wxpzR8Rjdcj4r90bsVCSAuX0+MMKlKHXp0H0GOxSxdagt2nKyOjidm4XGT368E38TRijYjP9pIeK\/dEpouI1bOyHiv3RvRUZO5\/pCN+2LE1GSGnWEd+scvtHFe\/4HW9hbP\/AKl3vzND8Q4l\/WyHiv3QfEOI726WQ8Vx0PxlJgW6wjxg+MpPm+nxh7RxXv8AgFsPZ\/8AUu9+Zz\/xBiO1+nkPFfuiU4exIr+3kB61+6OhTUZLYTKPGLE1KR+sIPZrD2jivf8AAewtn\/1Lvfmc6MNYlOnTSHiv3RIw3iT9fT7elcdIKnJA6TKNO+GFSkrH+kIHrh7RxPv+A9hbP\/qXe\/M5o4axGP7en\/8AP7okYXxKR\/X0\/wD5\/dHTipSP1lFh3xIqcjv1hHjD2jiff8Cew9n\/ANS+fmckcJYl6dbxekLFCU7r5FR7O+A4YxF+vkPFfujrTVJHlMI9qK1VKS0\/pCBbtMPaGJ9\/wKtibPf\/ABrvfmcocNYiBt08gfWuDyaxH+vkPFfujqDUpLfrKD64X4ykhr06fGHtDE+\/4F9h7P8A613vzOXOHMRAXLshr3riPJ\/EX62Q8V+6OlNSkiLdYQRbthDUpPMf6QgH0w9oYn3\/AAHsPZ\/9a735nOfEOISbdLIeK\/dAaBiIa9JI+K\/dHRmoyQFusI174U1KSG76Ne+HtDE+\/wCBFsPZ\/wDWu9+ZzhoWIhoXJG\/pX7oU0XEI\/tJDxX7o6JVRlD\/boPris1CT26wgH0xPaOK9\/wAC+w9n\/wBa735mg+J8Q\/TkPFfui+So9SD6VVJUsptJCglokknle\/KNsahJ7dOkgb6wqqjJjZ9F\/TEljsROLjKWTN09j4GlNThTV12+ZTVZBNSlhLKcLeVQVmAva1\/fGoOFGxqZ5X7v\/rG5VUJT9cnbe8KKhJkf94R4x02ekzBkKJMU2ZTOSVTcafRcJWhNiLgg8+YJEZbjdUcWws1ZaVS2QoU2ylBGRIQkki2YhICbm+gA2hjUJQn+vT4wqqjJ8n0eMQDOTNZcR0Tlaf6MIDYQAEoSkJWkJCRoAEuOJAAsAogaRrvitCDbplHutGWqflT\/AGyd+2E6\/Kb9OjTvgUliXDCMqTfW+sMdORsNIqM\/Kb9MnxhDUJXk+jxjQLbXOmkIdSRvFRn5XT88keuIM\/KjXp039MZMrUtsfT2wqjpqDYjS8VGelB\/bJ8YrVPypH9ck+uBosI17O6KylN9\/8IRU9K3N30+ML12X\/XJioHyX47qP1xzxifjupfXHPGNJ0\/8AN4OnjkMG7+PKl9dd8Yj48qX113xjS9PFkvnmphqWbtndWlCbnS5NhC1wbcV2pjaed8YPj2p\/XnfGOkqfBjHMpOvSVGl5fEHVunS85S1rUEOMuqbdbyuJQsqSpJ2SbjUEjWMPE3CvG2EqUzV6xTA2yq6Xwl5CzLK6UtgLCVHQqA84aXUBe+kTIaGn+Pqp9fd8YPj6qfX3vGOrrnAniJSJhbMpKS1WQypbb70m6pCGXELcSpKunS2qw6FxWcAoypUoKISq2B+SDiC3RZ+tTVBel0yIUssuFIddbQl1TjqE3uW0JYdJX805DYkgxVmHlqaP4\/qo2qD3jB8f1X9oPeMbVPCrH4pk\/V5qidTl6fKrnHTNTDbSlNIeSypSEqIKh0istwLEpUASRaLG+FuJahSZCr4cmJOuJn5dUz0UkHgthCXOjs4XW0JzFwFASlSiojQEWMR2RUrmn8oKt+0HvGDygq37Re8YumcBY2k5WdnZzDsywxTmUzE046UoDTasmUm559IiwGpzCOc6x\/N4ZMhvDiGr\/tF72oPKKsftF\/2o0RfvB0\/83ig3vlHWP2k\/7UHlHWf2k\/7UbHBfDivY7k5iZos1JpcZWppph7pc77iW1OZEqShSEnKk2LikC5AvGW5wgxwwpjrUghlDraluOFV0tKStxKkebfpFDoySG8+UHzrEEBYGk8pKyf8Aab\/tQeUla\/ab\/tRtZjhDxOlBOKmcITbaae0p6ZWpaAloJDhIJzWz2ZdOT51m1G2hji+ngDf+Ula\/ab\/tQeUta\/akx7UaDp\/TB0\/eYA3\/AJS1v9qTHtQeU1c\/asx7UaEPAkAqtfmeUd67wZxs+zLzOG2mcRszEqzNFdMQ9ZtL2bo0npm2yVqCFkJTmNkkm1ojshqaHynrn7VmfagGJ64NqrM+3HTK4EcSW5RL7lLZ6ZyWXNNy7cwhxZQh5LaysoJQ2BmzZlqSkgGxJ0jUVDhTxIpRnBP4TnGhIS5mpg5kEIbBdubgkEjq75sLmzSzaySQTTBr\/KauftWZ9qDymrn7VmPajcK4P8RW5pNNew883UXVoSzKKUMzoUX05gv+r0VLOoIKgrMkgAkG2HjPhzizAqW365ILblnAwlLx83865LtvlvKfOugOpSrS1wReDydmFnmjD8pa1+1Jj2oPKWtftSY9qNB0\/eYOn9MUG\/8AKStftN\/2oPKSs\/tN\/wBqNB08bzBuGajjeuow\/SnmGn1y8xMlbwcKUtsMreWbNpUsnI2qwSkkmwAgBvKSs\/tJ\/wBqDykrJ3qT\/tRuqnwf4h0zEqcKmiF+ceKerqQ4ENzAUpxKCguZT5ymnAAoBV0EWvpGgxLhjEOEJiVlsRU\/qjk7Lialx0yHA40VKSFgoURbMhQ9RiXRbMt8o6x+0n\/ag8oqwdPjF\/2o0XTwdPFIb7ygq37Re8YlNdrDi0oRPzClKISkA3JJ2AjQ9Y\/m8bLC8zlxTRFfRqkod+x5EahHfko8zjrT6KnKa4JvuNxnxh9Xqn7hfuic+MPq9U\/cL90ehvjYdojruHmEJviG5VWZGrMS71MlOtJlg0XpmbuoJyMMpIU4RfMoJuQkEgHaPoKmxKNKO\/Kpl2Hw9H0uxWImqdPDpt\/5fY8lZsYfVqp+4X7oM2L\/AKtU\/wBwv3R7XmeBfEZTi1U2nsLYbl5J4qm52Wl1qVMMyywlKC4SfOm2Ujmc40BzBOlmOHOKadUp2lVh6nyr0nRXq6FtTbU208w2SFJS4ypSSrMFJ30KTHFHZeFnpW+X3OxP0j2jT\/dhf\/r7HkK+L\/q1T\/cL90F8XfVan+4X7o9m4y4N48waxUKhMJkZynU5sOrmGptpK3EAM9IpLCldKUoVMNJUctrqHfb5z8bj6Qjkp7GoVVvQq3+H3OCv6WYzDS3KuGs\/\/L7Hm+ZqNeklBE25NsKULgOJKSR26xV8eVL6674x23HaeD87RiDfK0\/\/AIoj5d0\/83jxsXQWGrSpJ3t5H1my8bLaGEhiZR3XK+XY2vobv48qX113xg+O6j9cc8Y0nT\/zeDp\/5vHXO+bz47qNv++OeMR8c1D645Gl6x\/N4OsfzeAN18c1D625B8cT\/wBbcjS9Y\/m8HWP5vAGs6x3iDrHeI95fI+8Vftdwp91mfdB8j7xV+13Cn3WZ90AeDOsDuixieVLvtvtryrbWFpIANiDcHWPd\/wAj7xV+13Cn3WZ90HyPvFX7XcKfdZn3Q0B5bZ+EVxEYcnHG6\/LjrxKn0ChU8NqUS4VKyBrKFK6Z3MbXVm1vYW0+J+L2KcXlz49rS3UOyjciW2pGXZQGG3Q6hACEi1nAFX35E20j158j7xV+13Cn3WZ90HyPvFX7XcKfdZn3Rb9Rjc62eQJbiziiWqk7WPj+YemKlNKnJwTEow82+4pt5tQUhaSkoKJh5JbtkIWdNBbcD4QmPbISutsOZA42c9FkVFTCw6FS6iW9WbTD46L5g6Q6bW9T\/I+8Vftdwp91mfdB8j7xV+13Cn3WZ90XeG51nk6o8cMX1iXmJarVKUnBNMPSzqnaJIlZZdeLymgro7pQHlFxKQQEq1SBYRg4d4r4kwtKtyVHrCkMMtFlpt6Qlng3+dLoWnpEmy0uEqSsecm5AIBIj1\/8j7xV+13Cn3WZ90HyPvFX7XcKfdZn3RLp8C7r5s8h4l4wYuxTSl0irVsvS7kuzLOJTT5ZovJaKCguLQgKUr82i6iSo5dSY4jpx2x7z+R94q\/a7hT7rM+6D5H3ir9ruFPusz7omXAqVuJ4L6fvg6c9se9PkfeKv2u4U+6zPug+R94q\/a7hT7rM+6BTxJR8W1WkSyZSUqsxLNNzSJ1KGkpILyfmqVfe3YbjujoZPjFiqSprVJRVm3ZeXDvVusUqUeXLFxS1OKaWtBU2pRcXcpIOo+im3rr5H3ir9ruFPusz7oPkfeKv2u4U+6zPujSk0YcE3c8z0T4RFXkcO4ooVblvjhWJ3FvuvONstFLi+sqXolBFlOTSnPNyqBQACEkpPyPp+8R70+R94q\/a7hT7rM+6D5H3ir9ruFPusz7oje87ssY7qsjwX0\/eIOn7xHvT5H3ir9ruFPusz7oPkfeKv2u4U+6zPuiGjwX0\/eI7ml8YcV0in\/FUtWA5KBqXaSzM02VfSgMhQbsHEHUBawTzB1vYW9d\/I+8Vftdwp91mfdB8j7xV+13Cn3WZ90O0jTejPKs\/8IDiDUUPtvYjCEzEk5TXOipcogqlVhILVw3fKMgsdwSo3uok69rjHi5unztLNdU5LT7LjDqHafLLyhZmCpSCUXQv+mTQzpsoB5QBAsB66+R94q\/a7hT7rM+6D5H3ir9ruFPusz7o0pWvZamdzrZ5Qp\/HfHlMnBPy+JFKdGYjpqbKOJuqYfmCcqkEH89NPr1H6dvmgAYWNeMmMcdU12nYgqzU0iYmWpp5Qpsswt1xtoNIUpbaAo2QALE2\/CPXnyPvFX7XcKfdZn3QfI+8Vftdwp91mfdCUt7NiNNR0PBfT94g6fvEe9PkfeKv2u4U+6zPug+R94q\/a7hT7rM+6MmzwX0\/eI22FsV1PCVYTWqRNIYmEsvS+ZUs0+lTbramnEKbdSpCgpC1JIIO8e3vkfeKv2u4U+6zPug+R94q\/a7hT7rM+6BGrnls\/CL4iqWy6qvSq3WGly7bi6DT1KDSul\/Ni7JAQOneypGiekNraW4zGON6vjSpN1Ssvyzr7TCJcKYp8vKDIgWSnKwhCTZIABIvYAbAR7X+R94q\/a7hT7rM+6D5H3ir9ruFPusz7ortyCTXE8F9Oe2Dp++PenyPvFX7XcKfdZn3QfI+8Vftdwp91mfdEKeDOnHbGZRZ5qVrVOmnnMjbE4w6tR\/RSlxJJ8BHuf5H3ir9ruFPusz7oPkfeKv2u4U+6zPuixlutNGZwVSLg+J5+\/KXhf8AbTfsr90bvCvH9OCZp6dwtjASD76AhbiGsxsDcEZknKoHUKFiDsRH2b5H3ir9ruFPusz7oPkfeKv2u4U+6zPuj1HterJWcUfOQ9GMNTlvQnJPtXkcjI\/DUnpbDE1Qp6q06pTj62nGalOMF1+XU02y2ytF0+attLCAhQItrcK0tx0p8I6bkavJ12WxwpM7IS65VhwtZgllZWVtlJSUqSS4u4UCDmMfX\/kfeKv2u4U+6zPug+R94q\/a7hT7rM+6OOO0pRvaEcznnsGFS29VnlpmvI+c1\/4W1WxJhVOFKnjFDjLsxNzE9MFCi\/OqfcbcUHFkXyhTSbJTYaC4Nhbg\/wApWF\/2017K\/dHoL5H3ir9ruFPusz7oPkfeKv2u4U+6zPujcNq1IK0YpHFU9G6FZ3qVJN9dvI8gcTMT0yuzFPXTZxMwGEOBZSCLXKbb+gxxnWB3R7y+R94q\/a7hT7rM+6D5H3ir9ruFPusz7o6Fes69R1Jas9rB4WGCoRoQeS59tzwb1gd0HWPRHvL5H3ir9ruFPusz7oPkfeKv2u4U+6zPujiOyeDesHtienPbHvL5H7ir9rmFPusz7oPkfuKv2uYU+6zPugDwb057YOnPbHvL5H7ir9rmFfusz7on5H\/ir9rmFPusz7oA\/VKCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCFU80k5VOJBHImAGghOsMfrke0IOsMfrke0IAeCE6wx+uR7Qg6wx+uR7QgB4ITrDH65HtCDrDH65HtCAHghOsMfrke0IOsMfrke0IAeCE6wx+uR7Qg6wx+uR7QgB4IwK9PvUuhVGqS6UKdlJR19AWCUlSUEi9iNNO2OZw5xGaxLiWm0STkZ9puYo8xPzCp2jzkmelQ5LpSG1PoQFp\/PLvlzbJ1HPcacpJySyRw1MRTpyUJPN6d9jtYI4iXx3UlYTqlcdlJZU1LVybo8shIUls5J5Us0pepOwSVEd9gNo2tBrz8y5VqXP1inT1SpWVTyJSTdlw0lYVkCkrWu9yhfnBVjbYRXSkrt8DMcTTm0lxV\/HyZ0UEfOsJ8VV4oqGFaczT5tpdXpjk5PKmKPOSrYcS02qzDjyUoWnMtXzSvSxvzPYYZq0zWae\/NzSG0raqE9KANggZGZlxpJ1J1KUAnvvttCdKdP9y\/M\/IUcVSxH+27\/if1RtYI47y1qKcHTNfMnLOTgrExSZdsEoaKhUlSbKlkkkD5ilEf3rAaCJ8rKhLYcxNOLqlMqNRoDEw4pLEk9LoQ4htSglaFrUSLp+clViNrRehl87E9ap5dav8ADX6M7CCODwvxM8p8SUSiysjOMtztCmqlNqm6RNyZDzbkolAZU+hKVo\/pDt8ubZGov519EreMpviJW8Mz1RoyqdSZWSm09DTXUPuJmVTACCszCkgp6Aa5POzHRMHRlG+9lZX+diRxlOdtzO7tlbW1+fI7WCONw\/iysTmKZqhV1UrIOoW91eRXIvNuOtJV5rrcwpRafBTYqShIKb2MbXGmIn8NUZuclGG3ZqbnpOnS4cB6MOzEwhlKl21ypK8x2va1xeI6clJR4s2sRB03U4K9\/h+dpvYI5ilV6tIn6zQ60qSfnKZKtTiH5VhbTTiHA5YFClrKSFNqv5xuCNoweFWLa1jTD0vXKu+0VTMrLvdE3QpuQS0taMyglx9ahMJ1AC2\/NNr3NxFdKSi5cFb5kWJg5xhxd+XDJ\/iudrBHI4rr2JpbF2H8MYdfpkuKrKz8y87Oyjj9ug6DKlIQ63a\/SquTfYaRXNY5mWMEN151MjKVF+a+LUB5wmXRM9OWSsklJU2kpUu1wSlJFwYKlJpNcfv5B4qEZSi\/4+Sf1R2UEcZMYxrc3w\/ksVYfpjc5NvhnrCGm1TCWU5wl9aG0qCnsllEJSoFQGl9jRWMfv0zhucaSc3JVN1uYl2Vrl5N4IUFzaGVjoLl1LgSojJcqCxax2gqM27ddviSWLpRTbeSjvfA7qCOZwxjNvFFbqslKSs4zKSDMspHXKbMyTxW50ma6H0oUU+amxCbb6nl0inmknKpxII5ExiUXB2kctOrGtHeg7ryGghOsMfrke0IOsMfrke0Iycg8EJ1hj9cj2hB1hj9cj2hADwQnWGP1yPaEHWGP1yPaEAPBCdYY\/XI9oQdYY\/XI9oQA8EJ1hj9cj2hEpdaWbIcST2AwA0EEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAUT8kxUpGYp00CWZppbLgBsSlQINj6DGM3Q6e1UJOpoQvp5CTckWTm0DS1NqUCOZuyjXuPbGwgiqTWSMuEZO7RpmsIUFujz1CVKKckqjNTE4+hbirl151TqyFAgp89RIsQRpbaIomEaXQnJ2YYenpmZqCG2piYnJpbzi2282RF1HQJzrtb6RJuY3UEXflmr6mVRpppqKy0NPKYUo8kqjLYbcBoMqqTk7uE5WyhKCFdpshOsJScJytGqT8\/J1SpluYdefVKLmM0ulbqytakotp5ylHfmY3cEN+XMio0000tP+vojUDClENEmsOuyynJGcemJh1CnDfpHnlPLIULFJ6RZIINxpbaMeVwVSJam1OmuPz82KwyWJt6amluurbKCgJCjtZKiBb0m51jfwReklzHQ03b9KyVvgatjDdLl5+m1JptwP0mQepssSs2DDqmVLBHM3l2te49sPK0GnSddqGI2ULE7UmJeWmFFd0lDBcLdhy\/rl37bjsjYwRN6XP81NKnBO9uv5W8MjRSeDaTKVhNaL9QmHmlOLl25mccdbl1OfPLaVE2uCRzsNBYRsaxR6fXqc9Sqox00s9lKkhRSQpKgpKkqFilSVJSoKBBBAI1EZkEHOTd2yKlCMXFLJ6mopGFqZRmZtDK5qYen7dZmZqYU887ZOUAqUdABoALAXJtcknLotJk6BR5ChU5KkylOlmpRgKVmIbbQEpBPM2A1jMgg5N6ssacIW3VoaHEWDKZiWoU+qTU5UZWapqH2mXZKaUwrI9k6RJKddejTtYi2hi9GEqA1K0yQakEplaQsrlWblSArKpN1XvmNlKNzc3N9428EXflZK+SM9DT3nLdV3r8vJdxpFYQpXxY7Spd2dlGXJpc4lUrMrZW06tRUcqkEWTcnzTca2IIivyGw\/5Prw2Wn1Srs0mdeWp5SnXXw8l7pFrOpJWkE92mg0jfwQ6SXMdBT91aW+HIxGaXKMVOZqzaVdYm2mmnSVaFLZVlsOXz1RlwQRlu+pyJKOgQQQRChBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBABBBBAGmn5uZbm3EIeUlItYA9wjH69N\/WF+MPUv8AvrvpH+AjVVKadlGC60Ek94gDZdem\/rC\/GDr039YX4xyXlHP\/AEGfZPvg8o5\/6DPsn3wB1vXpv6wvxg69N\/WF+Mcl5Rz\/ANBn2T74PKOf+gz7J98Adb16b+sL8YOvTf1hfjHJeUc\/9Bn2T74PKOf+gz7J98Adb16b+sL8YOvTf1hfjHJeUc\/9Bn2T74PKOf8AoM+yffAHW9em\/rC\/GDr039YX4xyXlHP\/AEGfZPvg8o5\/6DPsn3wB1vXpv6wvxg69N\/WF+Mcl5Rz\/ANBn2T74PKOf+gz7J98Adb16b+sL8YOvTf1hfjHJeUc\/9Bn2T74PKOf+gz7J98Adb16b+sL8YOvTf1hfjHJeUc\/9Bn2T74PKOf8AoM+yffAHW9em\/rC\/GDr039YX4xyXlHP\/AEGfZPvg8o5\/6DPsn3wB1vXpv6wvxg69N\/WF+Mcl5Rz\/ANBn2T74PKOf+gz7J98Adb16b+sL8YOvTf1hfjHJeUc\/9Bn2T74PKOf+gz7J98Adb16b+sL8YOvTf1hfjHJeUc\/9Bn2T74PKOf8AoM+yffAHW9em\/rC\/GDr039YX4xyXlHP\/AEGfZPvg8o5\/6DPsn3wB1vXpv6wvxg69N\/WF+Mcl5Rz\/ANBn2T74PKOf+gz7J98Adb16b+sL8YOvTf1hfjHJeUc\/9Bn2T74PKOf+gz7J98Adb16b+sL8YOvTf1hfjHJeUc\/9Bn2T74PKOf8AoM+yffAHW9em\/rC\/GDr039YX4xyXlHP\/AEGfZPvg8o5\/6DPsn3wB1vXpv6wvxg69N\/WF+Mcl5Rz\/ANBn2T74PKOf+gz7J98Adb16b+sL8YOvTf1hfjHJpxHPlQBQz7J98dDLOKeZS4q1yOUAbmlTD7zqw66pQCbi8bONRRf65z\/h\/jG3gAggggAggggD\/9k=\" width=\"303px\" alt=\"semantic analysis definition\"\/><\/p>\n<p><p>For example, \u2018tea\u2019 refers to a hot beverage, while it also evokes refreshment, alertness, and many other associations. On the other hand, collocations are two or more words that often go together. 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. In the next section, we report research that also benefits from a component analysis. However, in this case, the components result in distinct knowledge representations, perhaps even residing in different memories.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What are the advantages of semantic analysis?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Semantic analysis helps customer service<\/p>\n<p> With a semantic analyser, this quantity of data can be treated and go through information retrieval and can be treated, analysed and categorised, not only to better understand customer expectations but also to respond efficiently.<\/br><\/br><\/p>\n<\/div><\/div>\n<\/div>\n<p><p>For example, the phrase \u201cI\u2019m going <a href=\"https:\/\/www.metadialog.com\/blog\/semantic-analysis-in-nlp\/\">to the<\/a> store\u201d would be interpreted as meaning that the person is going to a physical store to purchase something. For example, the phrase \u201cI\u2019m going to the store\u201d could also be interpreted as meaning that the person is going to a place where they can get more information or resources. Successful companies build a minimum viable product (MVP), gather early feedback, and continuously improve features even after the product launch. First, you need to gather relevant brand reviews and mentions in one dataset.<\/p>\n<\/p>\n<p><h2>Semantic Analysis Examples<\/h2>\n<\/p>\n<p><p>By studying the types of slang words used to describe different&nbsp;things  researchers can better understand the values held by subcultures. We have demonstrated the value of a component view of transfer in the realm of interference between cognitive skills. By performing a componential analysis we were able to identify, and then systematically eliminate, contaminating sources of transfer in order to establish the existence of a heretofore elusive phenomenon, procedural interference. In our clock arithmetic experiment, our aim was to control for positive transfer components in order to focus on the characteristics of a particular negative transfer component. The motives behind eliminating transfer components will vary depending on the domain and the theoretical position being argued.<\/p>\n<\/p>\n<p><p>A sound type system has the ability to catch every possible bug that might happen at run-time. Type inference is where the compiler automatically detects the type of an expression. For example, a variable could be declared without a type annotation and the compiler could infer the type at compile-time (e.g. var in C#). Implicit type conversion is where a value of type T is coerced into an expected type E when T is an invalid type for the operation being performed on it. A strongly-typed language typically doesn\u2019t perform implicit type conversions, whereas a weakly-typed language does perform implicit type conversions.<\/p>\n<\/p>\n<p><h2>The Human Condition Structure &#038; Mathematics Mental Model &#038; Microlect<\/h2>\n<\/p>\n<p><p>The primary goal of semantic analysis is to obtain a clear and accurate meaning for a sentence. Consider the sentence \u201cRam is a great addition to the world.\u201d The speaker, in this case, could be referring to Lord Ram or a person whose name is  Ram. The Parser is a complex software module that understands such type of Grammars, and check that every rule is respected using advanced algorithms and data structures. I can\u2019t help but suggest to read more about it, including my previous articles. From Figure 7, it can be seen that the performance of the algorithm in this paper is the best under different sentence lengths, which also proves that the model in this paper has good analytical ability in long sentence analysis. In the aspect of long sentence analysis, this method has certain advantages compared with the other two algorithms.<\/p>\n<\/p>\n<div style='border: black solid 1px;padding: 12px;'>\n<h3>Twitter Sentiment Geographical Index Dataset  Scientific Data &#8211; Nature.com<\/h3>\n<p>Twitter Sentiment Geographical Index Dataset  Scientific Data.<\/p>\n<p>Posted: Mon, 09 Oct 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiMmh0dHBzOi8vd3d3Lm5hdHVyZS5jb20vYXJ0aWNsZXMvczQxNTk3LTAyMy0wMjU3Mi030gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Simply put, semantic analysis is the process of drawing meaning from text. It allows computers to understand and interpret sentences, paragraphs, or whole documents, by analyzing their grammatical structure, and identifying relationships between individual words in a particular context. ESA uses concepts of an existing knowledge base as features rather than latent features derived by latent semantic analysis methods such as Singular  and Latent Dirichlet Allocation. Each row, for example, in a document in the training data maps to a feature, that is, a concept. ESA has multiple applications in the area of text processing, most notably semantic relatedness (similarity) and explicit topic modeling.<\/p>\n<\/p>\n<p><p>Read more about <a href=\"https:\/\/www.metadialog.com\/\">https:\/\/www.metadialog.com\/<\/a> here.<\/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<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What are the characteristics of semantics?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Basic semantic properties include being meaningful or meaningless &#x2013; for example, whether a given word is part of a language&apos;s lexicon with a generally understood meaning; polysemy, having multiple, typically related, meanings; ambiguity, having meanings which aren&apos;t necessarily related; and anomaly, where the elements &#8230;<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Semantic Analysis v s Syntactic Analysis in NLP For example, \u2018tea\u2019 refers to a hot beverage, while it also evokes refreshment, alertness, and many other associations. On the other hand, collocations are two or more words that often go together. However, machines first need to be trained to make sense of human language and understand [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[121],"tags":[],"class_list":["post-9237","post","type-post","status-publish","format-standard","hentry","category-ai-news"],"featured_image_src":null,"author_info":{"display_name":"Emanuel.J.Moreira","author_link":"https:\/\/ipc.cv\/cv\/author\/emanuel-j-moreira\/"},"_links":{"self":[{"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/posts\/9237","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/comments?post=9237"}],"version-history":[{"count":1,"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/posts\/9237\/revisions"}],"predecessor-version":[{"id":9238,"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/posts\/9237\/revisions\/9238"}],"wp:attachment":[{"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/media?parent=9237"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/categories?post=9237"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ipc.cv\/cv\/wp-json\/wp\/v2\/tags?post=9237"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}