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	<title>คลินิกจัดฟันสุขุมวิท &#187; Artificial intelligence</title>
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		<title>From words to meaning: Exploring semantic analysis in NLP by BioStrand a subsidiary of IPA Medium</title>
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		<pubDate>Wed, 26 Jun 2024 12:27:52 +0000</pubDate>
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				<category><![CDATA[Artificial intelligence]]></category>

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		<description><![CDATA[Semantics of Programming Languages There is some empirical support for the grounded cognition perspective from sensorimotor priming studies. In particular, there is substantial evidence that modality-specific neural information is activated during language-processing tasks. However, whether the activation of modality-specific information is incidental to the task and simply a result of post-representation processes, or actually part [&#8230;]]]></description>
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<h1>Semantics of Programming Languages</h1>
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TzgdgyJ/T5xc3/C/V+/6yJCqX5X6RgAgiSJ/Bw5HYm30nfT9P8FxfxWzfh5wMwJE/p8/tdnp+tfxG7fk84GYcif0+f4b6v3/AF0SFUr4X6RgAgjYn8HDkdibfSd9P0/wXF/FbN+HnArAkT+nz+02en578Ltp8cJA90v9wRSloQPcrPXGYIhHY/kvwjZvyecDsGRP6fOLm/4P6v3/AEq9UIF+nftiIokJw/lRIVS/K/SMAEESRP3MNKR0xcJiniz5Dh8qxMlF1BGkPbEdyjmvcr88jsTb6Tvp+n9vx4IkyyL6L5ZBquBDgIFXBgYjDyf8se+Lv9vzX8Vs34ecDMCRP6fP7PZ6flmERSokdr1gAX72vg5+ryZHiiCeJL+eShXa3+4TpdDn4SMTcaG79HjDIpYD4vv/AGefy38Ru35POBmHIn9Pn+E+r9/yQzzQTICrPqYhtgLaflATqBMWWvPrkER+AyWPzIkKpXwv0jABBGxP28Oz1+PTr1wCWoLa9rz+IxWhCRMQFClw78PH55HYm30nfT9P7XhM/McjDEnqYEFdAAyDrBkIwGxXnD0tSBU8vOQdY6UNiSOR7xJGBMe35r+K2b8POBWBIn9Pn9ls9PyDrPdXs/4wmCnQF1xde34h7DLAj0XFQKQdj+AijIW34NYLorhKbPk/lvwjZvyecDsGRP6fOLm/4H6v3/LzE5zwiYMzI9YCRIoOs3gYkNifg/8ALM2kNC4fglc+X/kZHBLCFq2PnGNTFAZHAd/mRIVS/K/SMAEESRP2sN8SgDa4AJSFy7f89vwfxQSHIzLpK7Hs/JPzyOxNvpO+n6f2/HH1npz5J+kgv4rZvw84GYEif0+f2Oz0/IseKJoyB+MfHNmWPVZwmR0B+gOjzgedLlHwS80HQexGPIKlMr05uceTNCU7OvT8CyTncJInwn284uJAHhN/lv4jdvyecDMORP6fP8F9X7/mppQdVsJ6Th/77r0l4VxHLj31iyjBbmQY9KjjeHISHK9vk+efc3/ckN6pfN9PP6DCJCqV8L9IwAQRsT9pDquhawI0/GMaCPiIPiThIJ0AfSIHDW0pWMSrPyxE3AhEp8gOMGP7J9DvF6h6IfhhPSkEkSxNcHw/QkdibfSd9P0/tuOPrPTnyT+8iRYqesGG8PACeTn0yOTwID0rRbnNMbhnT+e/itm/DzgVgSJ/T5/YbPT8dQ6Hq5UT7Mp/pPh+EyLSlQJH4174xBmkke74xNNajh8v7wPiuAPpOH69UJlxmohB8P8Ann8NaAPMM5EjWHkv5j+a/CNm/J5wOwZE/p8/wP1fv+Wn9J6wPw7KfXTqvjgkPeXRYiubwEieBIhr5Q+/4CFEDG8r31I6cH6KCJCqX5X6RgAkiSJ+2h/TOmGx21gCLXCyQtgAfGZx7CuKF9B/zH/HAoR/Rcwlq3/R5+n9lwgkQvBJ3iMwaRtjN32XHHpMIRIFpuDyv+4s6YNHknYemHbFKPrBxiiVI2j9fB84U8ODpPz38Vs34ecDMCRP6fP6+z0/EjJR/kyV2/8AkwSEQbvDgQfoIDGBOFvq/wDZ/CQCKx3RGQInFtJAQWyFj3/Ca+yWe5/Ov4jdvyecsOMRFfwH1fv+amkPJ45RXHP4NS8lEJY0nWeJMabtok4rxhaxEi6NCP8A7hnvqJCOV9/H9FAAamUKHR2+MPAAnSx+2h/TOmfVeGHWbE6DDPw/rBDsRwn19TvIBYkDa0vo17/oQfDBKuAjB3sDo/1/Z8P3aRITJ0Ttn8BkCdj4HtElwHUZdR8GX/QwEESEePwm6IJfBb8/ljniyvE/zhAFVAc5DFhv7r+u2en4vvAj2ccUlpjiI/w+P4IZmUQRVdzHzyT3ioe31/eLnxy4+CsNC+zTgv8AmTEnGFfY438sRIp2uapoeqxjbTH3glPiv50rol6X/wAwywIAIA/gPq/f81tI1MSMfT/k5C/29qH/ADCOApfUI/z9NCAa2UKHR2+MAGf3XlXlw/bQ/pnTK/S0YEcKjtop/wAw94rvJf8A98Ys0eSGD/Q/ng+GCVcBGDbsHR/r+54qAoetMvh/wxlUtSW7rT8ceEruRX3QjC7t677ef7fzhAFVAc4ahZKnxv0j9hs9PyDYgscp/wAr7vwmnsSFDhDZjtDbCDwce/wyx4beEkwQKMsU8xxWCZBlwP8Ar6fhHt4yrOoeP8xNbbJSstP5kHol6X/zDLAgAgD+B+r9/wAg22FqNsY2ieIqFo+XxwEZouy14x9d5HBIeMnQY3Vlj5vlnuAUKaJ1eL7sSwdPBwOZcE5Dw5Pr1/MgANbKFDo7fGABP7ryry/uIf0TpkuDAqCUUeuFlGpGTw/5mgYBry3QGNOXU+Y9Ovf80HwwSrgYwd7A6P8AX93x6CiPaNPbA0zAeFmzhrjDj1pMOmXuT5/mCAKqA5wyQslT436R+x2en5JtHSYER4RyExU2PV1+Mn9QUPZMkqA3asv4AQLB31gqGhbAQfS/TESkSrt/Kl9EvS/+YZMCACAP4L6v3/IdPbzQ0EMMzg8Y0WPYw2ksBQh3Bn2b/nITnk2jqyvwscmBCkEwwFJkiZcKYduaCtocD+UAa2UKHR2+MACP3XlXl/cQygpJ1g3nJhJTooYq9RhviguoIX4zkX1oEQ9JnKneJw/w/NB8MEq4CMG3YOj/AF/e8NndUFjkYPIYMasohGKJvj8oQBVQHOGoWSp8b9I/ZbPT8rsl9WLn1N4GKgLCEn0uRQzph/bEICnC8Ay7lQfFrDyGlN43j6vCRBFZXyvf5kHol6X/AMwywIAIA/g/q/f9gANbKFDo7fGABP7ryry/wUOD4YJVwMYO9gdH+v8AB8BAFVAc4ZIWSp8b9I/Z7PT8xRZAEvQQHwwcOalR7NYCRkH0PTv8mIiKrV/Ml9EvS/8AmGTAgAgD+E+r9/1wBrZQodHb4wAI/deVeX+ChwfDBKuAjBt2Do/1/g+AgCqgOcNQslT436R+02en66D0S9L/AOYZYEAEAfwv1fv+sANbKFDo7fGABP7ryry/wUOD4YJVwMYO9gdH+v8AB8BAFVAc4ZIWSp8b9I/a7PT9ZL6Jel/8wyYEAEAfw31fv+qANbKFDo7fGABH7ryry/wUOD4YJVwEYNuwdH+v8HwEAVUBzhqFkqfG/SP22z0/VQeiXpf/ADDLAgAgD+H+r9/1ABrZQodHb4wAJ/deVeX+ChwfDBKuBjB3sDo/1/g+AgCqgOcMkLJU+N+kft9np+ol9EvS/wDmGTAgAgD+I+r9/wBMAa2UKHR2+MACP3XlXl/gocHwwSrgIwbdg6P9f4PgIAqoDnDULJU+N+kfuNnp+mg9EvS/+YZYEAEAfxM2r50SiE/TMEEEEEEEEEOnoBn3Vt/coOzPAfDPAfDPAfDPAfDPAfDPAfDPAfDPAfDPAfDIdH7qPt8BUDkuv0v/APv379+/f/jn4bI+yAvD9zDo+GeA+GeA+GeA+GeA+GeA+GeA+GeA+GeA+GeA+GQH/wClOfStnQ+OTyCBtrAzN98kWBAFibaMZuECA9SsvNiJQ2yndlYIWBOE6hMvtl/yi2vVxW6vuyIxibwVZk2DNuDLKCWfIOcK0Omkm5GwJ9MfJ/uGC3+8kNzqnRCZGx1kxOyy0SgVKGSQwnh4/wDCzquvqODDftkBuh4DqcEtIrnJHtlJOFaJ/r+QGY2EFNMSmpnfGHPO1Am6Jmt/XnIhJTHAhcrY6XHqQIDCiGNno47s/ObVReSXZhomij4fLgjVYBdItiQCyJNHj1yZFIC4mdIhky+/lVbsDwblwODE2jZ6NeMh/HbWVBWGODg6QiaNE8OMcmIXBFIug0Vo/dw4gncG3+ei4zX1dQ+pH4p1knbinB7kv4znNeMEAh2iYzYd5EuBh98CWdYpmgWeSQia6wIAuu/30nRngiwlcHxBQ6tcSsQVpPM5fmR8PczlechOJIZ+IYL4lk4MeT3jDB1HMkQTKwvFU3+/UQFGEUnv7HoxG2L3aJXHwe7E4fH8YLx/xm16B9fuxjVyJEiEj3iZ2DUoAqpeP4wcDQCROnG34Bu/KeIw8egSMNFOHjD1T5ckix4yRuHJzEWWSusn5RRr/wBg85MFheMJBT1zj7lMNWia4T5yHpBLzys/2yGnQqrMJKDbc85YbBaSSQwfNO8ZJwQnvBB7sJnqNA0B+7STD2NphhCFn/WDw+b+bCw+nrOSiQhSm0qZmdl419qAvAAOV2ufDQBV7OXR+/cSbBYM/wDR8Mnwr9YbHQp75NGXpIU1C3/GOqSE8AqBnaepjqm6G5OnzhCM+z+/DBdIBci0356wSES7qJvt45yECk5CBbpaFGoFpxgb6JCcGfN7R/FyoxUnalZh8cc5BPNwAwygmEfycBh4GzEPmb/GYdCjYM6HVecLCSHr8Ia50RRMTh6U3ysJJQU2a4zT31TSXv8AWefo80GJ53lH5lwM8NUbxZvt4xCeUGBdcP7acJh2ZRyZS+ciUwH5NmSSVJIw5BmazlfIQa5ck/dKJ0bCDZv/AMBEFfoomKFD5/hSEjAESUOlPn+JAjCykxKcbyIK/RRMUKHzwjV10DMRMT74jLwoC0uFOO/4t+EU5ILY1OEAuRgywwFJh06cd3ZNPVGNHLCEtIL6jLkGtVi2+eT6kZe1VjszFG5evUk98IPGR27evwM0dqQvwcgI2RW94tNRQZ3MEUJ7Ytq4WIlLFmVDM5JIQMFHjXZXrn03vhOGg8l/R8TtnyXL611ycKYZ2Q/+GQCrAERJaNKg53+2YsiOQ8IrDuuHCm4kBTWFpiDzBU6LfjkLzpHSJEdom3hOsX6EHuMUBEPJQjmcu8ZVRIQuTd4sKmbJIggX5Y1Ug5LInCj549VylkiUoyfB1kn2lBzIDEiYLi2IxYUx31g8OqJOCFIS/b9zZFEUJZQ8HeDNsHMcgdncYDYlboibjbxF8YIWybvzBF61ecHPpQEVhHHHPWUFdBJCRh9cl6GaKaoT74EOkjk7oHAW9YLapED6AHscO8JjtqEgvgvCiQNV5JCQPUyu04vPSbHw/ufr3WWBOkYSbSZiY9bwDRSjCdCww8VOzAHOKkkRjSieOOWUm6fmuaOSI6DPpPDDTqaj6Bzj/wCMS+HMIQ7f0wRVsERfCURcbx5tsYhtJ2wg0N94QZGiUaHLv/cVe4ZAKTLUxPv/AA8n7jA3RBVvxxNRCDXKCl20mSylrSlNB3zOGkIH5/IgPlzgyRRxmqjloNt5O+ic1aCl9rRi1mRYmLCbLTeERj6laB8/HBtHRFJJQZ3/AFjQ94yT0M8fDBB9Qghe+KEGDaEhjBUhRF0zIBI2Vgvu9X4bU2dfhSjEEmgImLT7/t0O2hj6I1w3KmjpkTkINJCKIjr5t5GblKwdAPZdO3Id+VhpCAeYF2+Mup+c0lagmzWDPmOTTpEc8pgf8oAVUBOOUzsms1buVt/OMm+oJlcg2DoxgawEgIn0tyCzfy+mB9NfuoAObm/gTQWbcSZBoCckhEYoHByz2JyWQW0PhT9CMqiuQueiId4Iq0uB0jyYU9eGTdyd5RglDNzI8GffJbRD4JyAB2t784yKgicAk9l+OalU2mSaFj4HvNLtt9MAUpOP+P3HMw79tuD2cZEIkOhyySVt+WIxURaRNhiCa9iMSaH5YewuW+HjE6pLTQE7Q4nP74D0zEk/HPUb7eNnynEl8vJWs1rnheeIpEYeV58vbnaTHJ9SfXB2AnmTsVkcem5yAcnOg5fP/sYE6rnYCbxIr7A3s1gw2QhDspGBf9wvTG79ch77QjqEQYQi0OA0BwYQDRXnZgtyf/6L2ILbd5899pECcBZNS+2KTHjGZhIgPoMM78EA6A/8GnvxLBfIk+OVd4cQthfA5w14/ApKZIdCaesU1QhBsAGm9SXeDHUkwoRhQ2I7G8pVy0O7ym7FXjj/AEmihIwO71B5yPOokiMhUNLBs7x0KSzG5Qh3cNODAoUgEqKRzA3i4r2rOxQPHg9ZJRZ8nYYxN8iSmuDiN97ggszglRokxMEcmL119YCdEGYknkTTwEpB7EgCStthjbAggMjUvVlPEYHA89DQJVS0YPQ+LqNe2qT4yhChjBJgnSiLWYLARYCCsobgG3ZI5MFJDqykpEbOnFxUUKCJAAk7TxisDVlcoADtybX5ZBjn8MnI+KRkPgA4ZaS0MLd5DDumtJACSxJfkxBlBEbDElOl04iU+95BE9tydmGiHoShWQNtHITpw42ZpXMJ0kRHG2EQAAOoexs9H8hKNmhr3/WnWFzpSnDCPazQ5IkSE8rd2Ct+3P4rBkF5bm50Ez8r3jgjkBAiteoX4BAUhVMbZSuKlvX4H/xFA7V1jAEVbMim1pRuzNq0MfCxE7uTksyWXowVrBJUMBRxTB/CMsAwxLWuDZWQcUCUScJ+JiJx2JBO1oxHVxiUqYpCneI6SYkGwvULGojHAsmN+R+IIlACAUBShFwwwhInJgpTohIYIvdvw1iFqZpCnpgUZrtRCyk4aXf8Q5zCOSuiUPimcXSD0QZpy+GDRDRJlLS1JjQ2IDoHZC0778H4rwwkRJ2RqS+NS1grzAVjC1SYACSTH4E6iVF4GSfB/ACS8SgIR0W0de0v4hlj8OyFBRBNtMRULUlaZBalgKOLJ1w5iaiUjDei04ojQODp6ov0Tv8AEnVcwGGSlsI48mVcpQ2EL7kfhgIaCcGVEQAHuMMhIVLUo8Sfg5YCVeDAZIkCwQJaQT1wzwgIskNpUv4jGUJRQlF+q+GN0FSYEqANgJ1zkpQITu/2y7fgAYJO7E9sVYWkIiUcWm+8QbEulRZEMDbB2GJmIx4ZF3JBSo6NYVGpFEBLYwJlqXhxQcLRYGpdKT3jfumIisgg6W1BrARHDUGTODyQhPOIOQt7QLR4Vj625YzW3p2itG0J+a0iF4lXNFIMweYk+OPuKhkPgAgFeQQwLYx0ly8ApFngMmMywwAY7Os7AvYwcpYVExnzfOMmk0KFUs5YYlZxOM9QBFObFUwhQwNYs9EHfBE0dkwTqMJWJbMJHUEptJpxhYmQUx0ILEKDtfEpYDa1EvYQb1kvuZBUK5SDIBTPGB9JUN0TDbMgw3ETWUIpLYoJE7KYgweOuRtgQSycF6wLaJ5GwQk8yoXZlgGqTYCUydJsTbC6IHtYegUeGzD8Z1ijojaRqZxMPRuBaHTg6wiAAB1D2Nno/k+YYCAKFQ3qeMQ+r8ZhzAX4yYDajoUjFVBcrcjkwColhG2cblWCRBCoCtU3Got2m9W2ecB1DBPuPlLXbvI+rVG1+69AVGj8NZNnC64Dg2KhpHIyu8IUSMjD04GUcD6aj4AX2yo45Jth96PTIjJFR3j6SHvjTTGoeiEajYqXWJU5ikTIbDlNiUYFNpEk1WJIoyYX1BokhOIVeKeJw105KHKTyPjhDjKlSGRckV30ZDijXLSCWHRZpi8hW1EFGAKTKnmecH8Y4TC0EkUDeEkaQlqvjItvlsIoiT0G3GfIOmjAUGguJ1FxkxAMZMvDJJQ0uXGOIZGkZakpF0J1LPgEhs1+ZJfFlVARnYWNtZII4OSkt4mHUv5dShapGJJQrbvJoIkBOQCCVab5oyTFhHGA7sjUo3usvIu4GJGEBNOAQygqVgHlULrCu8USZCGlImT4YxF7eMIrg0YVolYZn5IENLejC/GcqJx854UJSkkySVeAD2loJJBKytajCSCX8OoRXqD88UbFaIepTgiO3h0ORNFgElRaND6glTz9/lDqNoislCu+6ABMzQiJNzNdlKVcqkpVgjnj8DTvMAQRoFoQGrsyFdWKlRClECRS5phwIqGFLaUnKbYPVVyJlOUFvFiHBbIRThCk+hvNEmgK7VqQTCObAUBNSK2gKJ6fwAuH8WRZlEkD1eB9YtnPEkltBMvWE1mb6i5UBbN94AWkMgsyY2iZjzF4FgTISDlCKCLe9MCrJwGIRmdmHxMcYtD/ALHdcJlsVqJhr83MqTotgtgQshTLjAIBQI5f6FWFOORh7AgNABEkLJrI8GdmKiwGwyNOGEl5DnFKVfWcDNMmXJKeelz4YW7pGcpWJSag+cn+yaCrYKHTjK4ZTCNildCZUtTk4cylBDyBiII4NZGCPEKmWOXvGRniBJCI7avXDdhKiT8ESHtjg3lEIIkXaLDYx1cZeY5UEgBUjsxMaws0DQAGmaOcUSVhISL0xOT3jegBgcIKFu+YdYEKFCDYgqAE+DFYNSAHJRNPCyaDQLR8V20aNB4YM7zKp1tAUI4njERnngESlguUhU5M8hKgjKkGKNxyZdCu9BlMU8B0ZtLEOWPcHZqHWKo8W+DgFRTQstcCGU9nuUk0umC1OwJFJ3MQPwwcsIEIIPqJOH3TCBJOj9u3Vj0AWrioyArx+lHMmOtAU64flnlTDUiKdcvyJFEAeS4Pg/D88EDdJlJLe386SQ2Z6SsLkkGiEI9MDgQCSQHs2dOQagqSZIRJD+En4rsmWQSy4UUQiCBVKcW15xErzb0XITNt+XCIOcxuRHCdVjw+fBoSTphb855OzzkRwnVfguFklEpWvKs+uQB0HV7gMR7Eur8gvbgPIAdoal5iXIOgLl7Qc4H/AGGp6JMeVcDV2CYwjUpmSYdS77y73JnLuEb84jyYKEkVb0nrCQZAYZTNImb9cbZ4wpahEkZECOEDHUvMYiLBECmVrlecaTAT6LR0Eu8jaTllLIiEla8uHrGc5MBFTcYEg0NIco374sIxAq2sc4oaJAwPunyflidCCBZF+ByRlPUtwN8sGIPV1ch5B9OcZQGmYZA4aI65nrAPLA+1cLXYmLizeAQYABlSgK5DXYmILBdUzBZJ6hjIr2yHSITexYkZmTLDrSdImGxRKpxThdBtwjNShAuHeMJU0EiojCDY1WWGD0JCiWsdlJyzpSCRFKUuQbv18sZ3E1MXm9uO4skkqqFoMesgSykLpW0XxxjotPYxl1YUqqyB0kdLIyM0cU8xeTg0lMpKASNI1ZcTJG2CBESwNVxgxwVAhRRTIOzREh4WKFlFJF2z1E8TZ4wkEDSCyY4xjcor+zaJeh8MqUGKoaJNnrziaaWRZB+Q4wPKDDsDAgluSq3CRWJrk8MaTyVlW9Rao6iBg5DgyUH5Z5tQgpgdDAxD4hAxZigdPGD+hdlCUTBk6jz+UJTAQSEwL1b8cVQtMuSDvae8fBFORlQkLNzk2EoEvYrFE4Z2DcSViheoQZFB7NnTny9JoqlZ6YApKwgwBFIcAUBwY9x/iJhBh78hAOgNZOjQwQUKT1R8MA9cIweITzitslsJmyVgQiy4gaTzkuBxQXRsFvxwjkQQDpHePo9VUSGQMIhpDMEGDTBPcGOlOhKpBijxlC5byCEQUxU5F+/Z4SExRiKmrgsqEhZuchx/W2IAgbbO8BdCoQOweJg+GFrTAIGknk7x3liFYRFhLYPsZI80CFUovRvrAAXxi7Qz0ajDBGgE3YbBkguuK22eS2vOalPn6AP27mkLWSJLErxzikxwP4wSkNU+DBdzgLCF8wHwx8t+kmBruJtbllnGHzAzogdhY3vDCJ81oA9aR1hjiqbmAn03E8axk9yeIKE3xfxcg+RYCSkoCTEkHnB3ekRTPXGSTyJwTWuiFxxCJKleMJCkdfBJgarVa3huaFagkkCn1mnTikoBwaOOg2p1jDstDs6OgldTvExcgpJSnYRMyDSVgTVGOPIFXLbzjy+4U6FFA0mLwRU5yQBYpobDCuOGCztRcHmZId9uLOwYDYqhJNlwbtkxyfNcgOtI6y4RsUA4pTS1O4y+lNsUkt4saowVWNCzvqYDoxKYUIWIFka9cKr308gRBdnW8QSCIxoKNF65veKOxBdodra+W/0GTEgFUpMVVruHi1K4MdKEVasHBsmngdMYcTFd5L/bMld1CIWsASQPqZLESjIOaMfNLzasp1acNnYUBgZSpHonowOAZVKZIBy0dlVbBjro7xIEKWmqteedSbBc2mZdVeH8+AmJoFFCLKZ8ZNCE6OQMigWBWpc0oxqLyTINf0axaVA9NEkT7CWhWAxlDZqICnQXNRzNGRE2hC7QFuqxoaV0liDzlCQAvUkOg4PNOIIUsgUJoY6CZcmWfNDZA5OjsqrUpBhImQLz2MWQcTj5pebVlOrTk0hzCjQmyHqMVgrcHqYLGKbJYRvC1xMMgqb7a4E7a7waAqT1NVYYAwbIVOoIcZPxOmKpVitmY6Zr9AYyhKKEov1Xw/SFeYCsYWqTAASSY/IEKTIoCWJwQdASfyMglRIsj5vzTI5wLEknTC/H9EMlaqg8KSSe5g14jcFKLzg8k8WQVFtCQAZZGksduIpwIoiwJ4iWsqR0Y6UIq1YODZNSsw5Dh5O3iMTC4QMK1pB6MnW8FamJUHWJrhzqt5PAl0ixJESORiycTIo9U49RLVD4wh5ABDGanMkM91lCtO6Mqc+Gmro5sZobwylKmpmR7gDoTE9jwRBFXBiiKniEqVVlGkkwa0YBIApQmeuMBMCypuWgq5udVhpJBcbmikobP8wY0TBxAkDgUQ21kxueRhvPAZXxPOPhzkTI5VBElJ60IkuREWxKpanXxyXPZKkCiC9MzxE5Or7dSQOlJS0VdM1QkNRBRyCvtjFx6Sa2bC6Il2ukYR+EaukPJx6ZEsqiyUKOoy735RL4SFRz+5H++/SEJ8MeQSI6bgk8FijrDQVBYAyb2l1hCkLeHEFuDWxaXZ3I7UJt7x20JSgiI4KNJ+LkBadJlpL8uSupyqQ006ZBIRG8KiJJdPObIiwkzNNVQzJBGSl0Q6QCrA6msc7suJEuaq1xfbkGGnF6EkGDW4OsFHiAk7JRhgrxhh9cUmQTBS1rBjaTEpACNgFw1hXoCEqYlSre/TowvMENK2SjGq1kBHsCHMIBlalMvbl8UjCoiZFOhTGs0lJu21srMs3N4zYESgiI+A0lvtwBEz5DZ27XGTPF3ECI8GEROZk+wB8BXriwpxFAIFBRVOWl4QbJ3b+04BaAzMKmVtk73vf6MkGZYkBlwXOGlG8g6aw8oJYdQ67LLAcCV9DJ2QAIEGjpoXrHxfhaeZFBcxWs1yVDiQy55ND0c2/Mcu4M1r2PD7dJ4ylh5hxBFEwEjCjzMCRTmiiwIWxV61F1bkzEqpsIbELbmCODaqp2aVASpW52AfDobDFCZWWcSsXoLHiiApXMJNFoS6GrOTfD54iT9FQqgwPuLHLZhQpPYObx4FRDSS8AvcEvsx/BImh7UAtX3NwoWgjYyHZLCiqwKOXfIWS2tsc1yVDiQy55ND0cpdnHHFAYo0ITIVG0AfFhj1TzxlstDAthQkzLTiF2AuoIPwAuFFdwjyd0SGgzZkvWeaeLO4O+Hj9Fe4Rm3AdzAPYMLBcImTJuMlkL5wJS2/qv6DCDliKAbpO39MiJHxufAgYjhYyzmuTA5OyoT1MIhSHA0BwYZhhN5cx0DRBkfVqja/degKjRg/jHCYWgkigbxD1nbiFeUsOTxkdaZHKjwGwyNOGMJ0+cNKqvxxEvBFjpYjy5EsizwOgeCThDIKZe8DaSVeM2AtCk8shyPomBxHnIoSy20j3JobxWDUgByUTTwsmoa9szJJtoNlHowA1mAoSUdSB65ZzXJgcnZUJ6mA54KVCQg4CXg3zDp8acp7yl2OkV/gAxuaAIyltKOIaVisiym2g/tkgpqgmWjspMan9BswCe1RRT40WNg8ypXhnCsAJGAAbXy4FTSENzJELRMYuyhcOGoPLYw6hpMBSBfEgYER1ScdJUV9U3NvfOIIhbjN15eMTVkDAQSaJM6374rkEBqAJME2jwcr1ZU4naWR1CHhyX8IeY5zJtsA3yoTRDTotsNNkhD0xO07lZBJKlyYCk36ThOwEDZ3hmNq0wXm0qOM1C0g0tmn/jXOi25irBOhpLMLyF3nUFoQtTuZzmj+SVMBhk9kK3juqUNFKTYZ5SyNliJI+MkiR4b5zjG88GXPqx5MgLwyQH5j4YkVYKQiAC84OhCwxyocFBvTsykpymsVOzNvGRDxsX1hberfPj9/H2aWjtpMEbh4OcJ2zHyUQpjcRYmNEdMCCOrC55x1KxuDzAWTFQhyyN76UGQpHjhvCDqGNPEORbB47kEPJoiZTNojZkovIpMQxzcCdobS6Mk+3HBqBAkhSHoJiMkqUTicBqEQNd5H2aWjtpMEbh4OcYSSw/DbzZIJfVqyvYW3U0uz30TjD+AidhgTyb5vBzZ7QJY6gECDqTeT30HApQJ2mJuOMmjBhhIICSHSJInIPgTfQoEpQ21R+zRvRGgbSk8msW0q5pGlnX/TJukGZigJgh0YLCq3nNWWbJVInDljiuiATWUps7wo1wIkwRYIHaxvpxIqtL2rApuGnJeSBkzpWNlwKca8hRQhEeEAJpucKyEF0dMJim4isRvRGgbSk8msNmnkw5FM7dVOzC4f5ASOI8iKcj/q6kbwhZSTNbcXFR92JTU0geGbDE3E8cHZMlVtoxQAJraCCAZLTzmkQVcdMJh71+sYI0Am7DYMRWk3SzYLvAByjCdgk9s+mJ1CJNXqmslxxCdSZikbwckkUAQJBSU9PwXQEEQoSRxS67wiDnMbkRwnVY2zxhS1CJIz5ek0VSsgeCJdASijWAABAaDD0jEUWRVsWZxVC0y5IO9p7yXny1giJSYt+OAABAaDApAhoO5BeS06eYCQgpipw4XCFAi3fBzha5AKkaa/Ng5JIoAgSCkp6YH/YanokwIKyXb6jyHYy7HnoyueQBcXCchPOIooiYTUHwMPBlIiUyvqt/qi0SdIw6go89aSEDYcZC9OCDEyaIhvIcdkiSBACSxJfkwYoAOYRNfDcXGR/1dSN4QspJmtueG824zFkkESzWCjDwdCgTZIIvjFMJdOJQizY84qASaslHazUcq3gtEnSMBlhpMZMAo4RvrA1IBElnQAbKZrWLmvjZbEBsuW8kAxFSJVoF0mjVYy6Wo9hgghcNq04NbNpMnUntRmnrBwyXYH2oaFuSNn8IRmTSGJDQoKbw1awPtAIUgh5prBaskoQpgK+Np5RNZUKrFVWoqOZqD9K7YSl7RNqusZiiWKMhzEpanccGvCLBUhIQtjZ5xjPQqYKmmEHypBvFwqCOWiiXz4POE40oFRQQKlofiwjMmkMSGhQU3gER2GivhAIHs1jZSVYEZgFd5KdYsd5KoS9cqz2szovToyVq2a3ezRKiioHvk1BoQGyhEExNucXBQBQDhOxuMTCHYk90P6/ZTHvZtElkEkPKYXXOt9JJVtCLO8UrC9VxlCQmWzjCyNTtspwL3yw3icgoUvRGiiDHEdRkQuKRYanaarnCXFzuVwZD0HbcOJQhBIagSNlq5wVBQpOEJ8A7aodYhWvlV0MlPaJcmPezaJLIJIeUw3xFFVImlKXTznSVjHgnikjZxOStXZB0eAUPyx7pktb4BIFDGSWhcTS9gU3FYOIjn69QBshp4vBMW6IRIMtn7NxBClkChNDHQTLjhbCo8HJdvEViIHTcYMAgAJS3FW47ysb23A7XJWubKSB0potFXV205LxJEIz6J2xiWs5BjuwNDRvdWF7BJLgzkSMCCbqx1EHuSoAWUIe9yaTaMlKE6k4ljtxxBClkChNDHQTLgllPlFEHQ5EehNBd1ZLBQi3BPN8XSW5wAr7hNRzNTh1rlNk1ZsYuBxOLXMewDkQN6RzNOEhICCBgZaY2dXeIDE1wDoYmJf2UE+CMFxKMCQQ2GB60WwopEGgFkLDtNlj1kDR43rp3gd2oWuCG+ZULsyH0flAKlFhiRJxOStXZB0eAUPyxotclgMezQ6ecLQt7NEDIN3uzgvTgGyANaVsLpx+UDWQEBJrtVmMgnwRguJRgSCGwyepgBC4gahYhYdr1g2KElTubieJx0g2Es0DEsRM9LxVpaQiJRxab7xy7N+PVpzDCUxlHGDxAzskNDZ1vFCZ81oAdbT1lZmd7k6ks8lf+rY/gkTQ9qAWr7ITS6EL3ACRIjrZhABiZAToSA2Ciu+kpWClsxPDiN4u2ALwyQH5j4ZNMHjDEia+LWTBorzvDENujBvnKWHwsGpFDibwbm8brSL78wASPC2uhQVZzJeQaL9XeMfwSJoe1ALV9oEVhkp2dlH/WKHcKIBDjoFKKPMsz6xkkDAvgBrLiKvUehb1ufGDvk8H2SEEZh7O8cdoimkDV6RzkArwvYAdIncM+P/8ACLf/2Q==" width="302px" alt="semantic techniques"/></p>
<p>
<p>There is some empirical support for the grounded cognition perspective from sensorimotor priming studies. In particular, there is substantial evidence that modality-specific neural information is activated during language-processing tasks. However, whether the activation of modality-specific information is incidental to the task and simply a result of post-representation processes, or actually part of the semantic representation itself is an important question. Yee et al. also showed that when individuals performed a concurrent manual task while naming pictures, there was more naming interference for objects that are more manually used (e.g., pencils), compared to objects that are not typically manually used (e.g., tigers). Taken together, these findings suggest that semantic memory representations are accessed in a dynamic way during tasks and different perceptual features of these representations may be accessed at different timepoints, suggesting a more flexible and fluid conceptualization (also see Yee, Lahiri, &amp; Kotzor, 2017)&nbsp;of semantic memory that can change as a function of task. Therefore, it is important to evaluate whether computational models of semantic memory can indeed encode these rich, non-linguistic features as part of their representations.</p>
</p>
<p>
<p>One line of evidence that speaks to this behavior comes from empirical work on reading and speech processing using the N400 component of event-related brain potentials (ERPs). The N400 component is thought to reflect contextual semantic processing, and sentences ending in unexpected words have been shown to elicit greater N400 amplitude compared to expected words, given a sentential context (e.g., Block &amp; Baldwin, 2010; Federmeier &amp; Kutas, 1999; Kutas &amp; Hillyard, 1980). This body of work suggests that sentential context and semantic memory structure interact during sentence processing (see Federmeier &amp; Kutas, 1999). Other work has examined the influence of local attention, context, and cognitive control during sentence comprehension. In an eye-tracking paradigm, Nozari, Trueswell, and Thompson-Schill (2016) had participants listen to a sentence (e.g., “She will  cage the red lobster”) as they viewed four colorless drawings.</p>
</p>
<p>
<p>Semantic analysis, on the other hand, is crucial to achieving a high level of accuracy when analyzing text. I am currently pursuing my Bachelor of Technology (B.Tech) in Computer Science and Engineering from the Indian Institute of Technology Jodhpur(IITJ). For Example, Tagging Twitter mentions by sentiment to get a sense of how customers feel about your product and can identify unhappy customers in real-time. In Sentiment analysis, our aim is to detect the emotions as positive, negative, or neutral in a text to denote urgency. Besides, Semantics Analysis is also widely employed to facilitate the processes of automated answering systems such as chatbots – that answer user queries without any human interventions.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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JYWNBbqLtg9jW8zp8zkES52+xJSRK5BSt56nVOuv/wA9tKAhKfqKQfKz+TN1qjuB6Pn2JNOJ34qbelJUP7Qz09dVV+TN1ocQltzPcRUlvohKnpRCd+p2Ba6dd+6pSFTb2TqPOxUxpK2VuL6lYlNuYSMj4FdI1L5rv4PVfZVyok54kRUahy/wn9j4QkYD1QbJ69+vi7O9dk8LfALo5kOX5pb9D7u8hlMeUcoVkKVwlIbaaK1GGRsU8UqQU9e4msP5sfWP9uMO9+T+DVfNj6yftxh395J/BrBtGp//ACzgL7azxpZjzzz6D1IteXJuWgqytW/9Zl4s2RPaSbVn7Lmy/jiW+S3EefM8D02QMXuGL2PGE/7Y8mtEu1MzUJDVttqGmVSGfQ2UzylOqbUEkEoHEbero8DAcesee6Y5K3hcKyXRjM7paH3I1hRaEuxxEdU1uylxwqR6O6HFnkpPpbAEb6B5sjWPffy4w4f/ANyfwaud/Jma0PrU6/nuIurX85a3pSlK/eSzW7YVMaqr6tmypkWf3nrkeXHp1zUZrGcuWIj0WbHrO+arEy5G3qLnVs7Jnvt+jdivd5xbL4mEWuTjStNJblwmiO0WF3hsPhXLfop8Hif5w4n+aa+StKbFB0IuT1wwaxPyIWCwsgg3KFY0JSuRyDiyqcp1TklwgjtEBtKEpO3cpIrzH8mdrSplMdWfYippCioNl6VxCj3kDsdgfrqivyZmtC0oQvPsRWlrogKelEJHf0HZdOvsqPQUpJr6raqLlTLLQStZVA9YaOr1L1jmqnsPxNVVSftY1nJckshkNW4NtyeJqDkF8xi2tpjad47JtM1qChAHNbQcW0ruVx9JAIPRI47ivFqXp/jEGzZ1Hk6aY5aMNtEe0u4bf48ZLci5vurZ3Sl/feWHEl1Sx147datc/Jm61PBAez7ElhtPBAU/KUEJ9g3Z6D6hRf5M7WpxpDDmoGJqbb34IL0opTv37DsulS6FTXKquo+PSmnZboxCjU65mishsh101EaqYmRElK8SaSX+SoySqs0k51hitbLbg8m1a3WG26dYnZxg8uymzy7bb0sSR276UvBbgO60kE+j0A9QqJoG52J32qYfmx9Y/wBuMO/vJP4NV82PrH+3GHH/ALkn8GvNplWVhS3o/wBDLVnVdiWH2lzF29yNz1HdR3VmkRFVqzVH5GNauOf8lRXfNT9FP7B9lP7B9lKV+jTP4xH9g+yn9g+ylKTA/sH2U+valKgHvjO9sgE9/r2r7cRXihLKXSjYbKG/9te31b0A4inEVWlAU4inEVWlAU4inEVWlAW8RTiKupQFvEU4irqUBbxFOIq6lAW8RTiKupQFvEU4irqUBbxFOIq6lAW8RTiKupQFvEU4irqUBbxFOIq6lAW8RTiKupQFvEU4irqUBbxFOIq6lAW8RTiKupQFvEU4irqUBbxFOIq6lAW8RTiKupQFvEU4irqUBiaUpQGh653fLrJpbe5uB3S227IClhmA/PkssI5reQgoQt/82HVJUUt8/RLikA/Xx3GtccuxJV2xq6u5PfMok3m0Wi1WfMIkO3PQ1zEvbOOy4QU08wosOkFDYUCgJ9LkCJG5Fjliy2yy8cya1RrlbJ7fZSI0hAWhxPf1B9hAIPeCAR1ArUYOgOjtusFwxiNglu+T7o6y/LQsuLW64z+iUXFKKwUfySFDj6ttzXrUOlUSHAWFSGzWc7ETRlnoxWfNCjmqqzRTltz8KbNER2LdatObY9fojmSMXlh68LRFju2hLDjvYOpZKnUOIkAp3SkhXQ7bE15UeF3kaLRIkz9N4aLlN8nnLIzGuT0lp1q7JdU0X+zj9olSEsqKkttrKiQlIPfXa4Oj+mdtt8G1wcNt7Ua2xpsOMgJO6Gpm3jQJ33UXeI5Ekk7d9fOXoxpfNt71skYZAVHeiwYZA5JKWoe/ioSoKCklvc8VJII9tbtplVp7KwV+f1nnzWeZlb1+c0jJtWc0leDHlepjNhnYjk1ttdxWhiTHXuw+ypaUuoTIaSpTauIWnm2OitiOlcqtnhF6lae5TMg35/Lr2mTarUi32jLLfFiS3LjMnFlDzRtzCiqMEJVunitwq4pSnc71KS26a4Q1hj2njWNxE409HcjO28A9m4hwkrCuu6iokkknckk1XJNINNsufdmZFiEKbIegNW1Ti+QV4s06HmkApI24OALSobKBHQikCsKDDR8N8KbVVV0olkkmv1CscslRTieSeFVnuP4rZ8hl6PPW/tnLg3dX7qZ0WHGMZxKEcXPFFOIS+FckOPNtIGxCjvWTt/hS3W8ahTbHa9OZMzFbdc3LRJvLCpC+weRDEgvuLSwYqGOSkt7qfCvSC+PAjfoFx8HLRa62u3Wedp9blRLWh5uMhKnEHg8oLeStSVBTgWoBSgsq5HqdzWQVojpUvJF5arBbWbmtHBTvA8D+Z7Hl2e/Z8uy/N8uPLj032qq0mqlbZCWdu1bMubyoRr85wu1+GFlk+1XN9zTi2quLBsDlubYuUgR5TN0lKjo/OvRmyeJTuHEJW2vf0T03rodl1h1Du2bSMfRp9aFWqzXKJYb5LRfAl+PPdhtyFrZadbQHWEF5CPnBxfVSUHYitlsXg86M420WLLgFuioUqKtQSXDuYzvax991H9GsAp9mwHcNqysrSLTeZmyNRZOIwXchbUhYmqCiS4hBbQ4U78CtKCUpWRyCegNVjUmrlV3ooSpZZPP7OnQuvEpKNflU5D4MmuGf5wMexXUK0xHJV0xIZHGu7EsKcloTIDC+3ZDSENrKlAgIKhsPaSK0bM9ZdRLNi2WawjVpu3S7HmEyx2nC3IsQRpzMSSGlRVFTZkKkutJU5ySvpzTsAD0lHj+m+DYrIgSsexuJBdtdtNohraB3ZhlwOFlO5+bzAV+8VrOS+DlorluRu5dfdPbdIvD7geXLQpxpZeSAEvegpI7UADZz5w2HUVeHTqClIdEdDk1ZWIiLiW1JKskmkkmmLIQrXSxmmN+E0tuGmfcMYaaZTn11w17jJK1pZhMSHTIACeq1CPtw7hy6KO1YHHvCp1Bv2GXbKGND7k44LXb7vZxHbnKYksyXkoUha1REqW40haXVBhLwUnfiTt16+1obpS1lrudN4LbU312X4+qYEq5eMlBQp0DfiFKSo8iAOXedzXli+DvoxDtFwsUfT+2ohXPsQ+2CskJZX2jSW1FXJpKF+klKCkJV1AqraTVbW2wlVbP7y5tegm9fPGcVkeElqFkUrGp1jRY41qn2TKHbmiDOU8sSre2FJUguxwtBTyQoNuISd1qC0+gOWSh+FNkMLHGL2nEm7lZcYtGOv5RPlXINzy9cmWlAx2UM9m8UB1KlEloKJISBtXX42g2k0SJbYMbCYTTNp8d8VCVucgZaeMoqVy3cLo+cVkk7A94FVl6D6RTLraL2/gNsXMsbMWPBcKVDs243/twpO+y+z/kFQUU+qrOpdWKskhLL+/n8Nmhc8iL1+c5NifhR5veodtudx0timJklmv1xsLNvuyn5UqRbF8VMLQppKUdruAghSzv6uuw3/QPWSfq3BvCb3Z4FrutlkNMyYkd99S2u0b5BLrUhlp5pYIUkhSNlbbpUR3bK5o3pe5a4NlXhNtcgW2NOhxY60FTbTMw7ykAE9Q4fnb168G0ywfTdmWxhePMW0T3EuSlpcW648Up4o5uOKUpQSOgBOw3OwrnpEegxITkhQ1a5cWi1dOaX1JRHItqm0VWlK8s0FKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoDE0q5bTjJ9MeiP5VW0ApSlAKdSQAN96qlKlnZCSa9seP2Q5Hqo/+KAvYa7JAHr9dfWqVWgFKUoBSlKAVTb66bj21WgKVWlKSApSlAKUpSQFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAtKUkbEA18HYzfAq2IIBPSvTVjv6NX9U/4UBjAdwK9TEZC20LO5JG/fXkT3VkY36Fv+rQH0Q2hA2SkCrqUoDSM51s0p02nM2vN85ttrmvteMJirUpx5LG+3bLQgKU21v07RQCBsetZ5eaYg3ZImTKyi1Cz3BUdMS4eON+LPmQtLbAQ7vxV2i1oSjY+kpSQNyRUcourWnHg96ja2XbWe8xrDcbzd2L9Z3pziGnL1Z2rVEaQzCLikh5bLzclJZQSoKcBIHaJ35qqz4rlPg12rOYEKK/ZRrNDuWGNhtSFWy3yMsjoCA107Eq/OnslJCm0ucCEkFIAneCD3GsBf8+wvFr3YcbyPJoFuumTvuRbPEkOhDs51tHNaGknqohOxP7x7RXqYySxvZDMxKLc2HLvb4kefKhhW7rMd9bqGXFD+atTDwB9ravZUNddLdq7rFqPqDlulOF2a6I0wjQbHZLjOvi4zsa8RH493mORmBGcS6VqTCjKCnGx+YcQSQs8QJvdojfjv/4pzT/OqFmV6hZrnmH6oa46S5hkExmHEsMjG4BnusRYEG4QYC7hLU22lZ7VuM464OSHQytta0NlSlBe9+B/fLvdbnmzLGc2rIsXj/Jnyd8m5lPytqNMUl8yki5S4zSl8kiKosJW4GlFRPAOBJA7jcNTtP7Ve/J24ZXAYuCVpacbU50acVtwQ4v5ra1ck8UqIJ5DYHcVs4WjYekKjLmeQ2TF5GYs2HMbaZMu4SXp2BZLAbddukg7JAiFCkulL6UILZ2dAKh0GxSnyXTKc7XqpKa8o4Vuu7OTxodut7l/lhx21lTe4FrbjraebcZLqjIKvRO6itHZbD1eTke1HMWVmX6ZJadKaTwkrdWOVr2ztyfXLNc2j5EpO1QPX/4qvNP84VG3GrPccgVjlwuOa5WV5BlmQWee01e5CG1Q2HJ6mmkJSvZopMVsc0cV7ck8tjtWv3fMZbuKY7Yrnk9zROTbLi4xKm5O9a25K2pa2GilbKFOzJKQ2j81uE+mCoEqG1Uq5XOvWunns+fA0dW941XOZJMlvy4ksuafbXheyCysSY8R25sB6VJVCZQFblT4bU6W+ncoIQpWx9QqNOPXq/5dg9w1Gl5renbhaWsfkxBGuC2o6XnIcJcgLbbIQ4la1KCm1gpB5bAEk1lbe+5jubyYWN3mc7Pfz6WmVCdubrvJCrG+80laFKPFClpBHTY9mnb5g2JV0kWbrU/pfyQtbzkqMsX+0/BI/kn21gJOoOFQ7RKv0vJoLNvhTjbJEhbmyG5QdDRaJPcrtCE7e2uY6HXmwXGdAVb9Q71fL3LsYk3+DJmLkNxZnJrkXG1EiE4FqdQGQEggL9H83vWrZZiTeX6vX/Q+bAcTZL8heaOPIT6CEqhmEUj1cvGezeHr5An11WFQ2eldDiukjUn9Ex49hpFrF6QWxITZq5ZJltyYtpIpF8tLl4cx9E9pVxZjImORwfTQytSkoWfYCpCwPbxPsqsq9WqFPhWuXOaal3EuCIyo+k8W08l8R69k9TUZrHkObXHS3NNUELehXSfLtNlW6txbHi8OGWGJyw6lC1NpQ65cVdoEKKeJWB0rWWbnGlZVjYy/P4rGINXaW21cLdlkuamOtUE9o0bm620sNlZZ+atWylqQVDcJGzarvnKl9inptRJri0nO6ula1q3mOUsiSVZJsxkyu0Rtvy6CgcQe5VchwG83qToxfLiq7z5rcY3hFmuMlSjIkQW3HfFXu0PpL3QEFLh6rHFe533PNMsl5JjrOMQrlmLzdnudgN3euN3y+XaQ/dFdnySl9ppzfggBSI4CUHks8VbdOZlBV71YrsSy1JM6otZpCYj71ZKk9ayJUlxA6k/+KFxAG/IVE67ZjkVvuOMz8vzqTLuostlddtcK7yLPMVIU4rtHo8R1oNzy8dkLacSlSOJSAkq6bKnJJKswU/JzK6s50nM/k9vHkzl9ibN41wCjD34dn4lu+Xynfn/KHRI05NfKd954Z1M0rhiqqXvnjoJF9ojp6XfQOtnfZQO1RVyDVKf5I49ZYGbSfKSLLyRN2Ybmq8aZDMK4qaS+AeSSlSGlICtvmAj5tZzInIGPXMWnPdTMktFuGNt3S13BN3dYdnXV1bvjPAJUA6pATH4RgCgB3YIPLo5NcmN2fJmWQ5Xav8W2WWzSVtvnSSPLiB3nu691O0Qf5VRYyjK88XqDNjNZRHg3WPPtrNji3C/SoTz7C2Y5Vta2o60SkuOLfStZJ4FKhujs96z2IZSpvW35NfyuZeH5l1ukdTUS/OlUZtAcUluXanUcWGmwhKUPtEc1cFHo4RULVz0bfTyT/Pn7Etrdrno29yy8+fqSJLiAdiraqlSR66hz4Yecrw7P48qRqLMgxrdjiJkbH4GWSMbuK3/GHeUm3fmlxrvJIQhvxJ4FKSlvcESK9jOuDLky0YEc6nIy9zWAsS7MuWoXGNaXJrjjSZDIPJuKWHGEpJAbJcbSNyQK849clLZcsxrImI0myXuHMRNbcej9m4N3W219mtaU95SlZCSdtgSB66resox/HUQl3u6sQ03Ga1bYhcJHbSnSQ20n2qUQdv3VCq0ZLDtb2I6rZfmOUqvqdLc5fili9u+MTXYc1tfCOw6osvvpZK1hKkKG7TSlAhpJTyzIM8x9x1jF79rChvHnr7hV28at+pMvJFRUiZPbuEtq4vobUy4hvxUvdgA2xu2sKSSKA/Sm65Rj9kuFotV2uzEWXfpSoNtZcVsqU+llx9TaB6yGmXV/uQayXNG+3Ib1BO15BPl6h4gzg2W3HMsPtGp85vCrpPuDlxElPkZPcfZamrUpcppEtTqAsrVsebe54bD2eCDmepGR5/jCrpqDbbtLn41IlZzazmVxvMxm4bM7F+A7DbYsryH1OtmOlxIIK0hLnY8gBMnywxk5SjCReY5vy4Pyn8ngkvJi8y2HVJ/kpKwpIJ25FKtt+KtsvzTtvyqJGs1uexvVfVjNbZk2S2lXkxgrN2nQ7tJCbbaJF4ns3KU0zyLbamYbLriXAglo9q4n0lr5YJu8m8ynsN0l1lyq7YBMzbHrbGyBrIHpzqVyY8o3KDGuLilreaCERVcuai26+sJKSgBIE1QQrqD69qrXis1tj2e1RLTEdkOsQmG47bkh9b7q0oSEgrcWStxRAG6lEknqSSa9tAKUpQClKUApSlAKUpQCrHf0av6p/wAKvqx39Gr+qf8ACgMWnurIxv0Lf9WscnurIxv0Lf8AVoD7UpSgPjJiRpaUJkx2nQhQWntEBXFQ7iN/XVI0OPDCkxmGmkrWpxQbQE8lqO6lHb1kkkn2/vr70oC0qCT1r5JlsLSlaFpUFHbooH17Vzzwj2ckkaG5wziL8pq7LsskMGJKEZ8jieaWnSpIbcUjklCyRxUQdxUS3sRwbI8mzuxaGaZ5NjVimWTBQ/b2bHMtD3aeUqzIkNRXEIdbKWWVFbwQAewWrc8FKoCe3jbCwkBSSV9Ujcel7dh+7rVI6YkRns2GmmWwSeKEhKdydydh9Z/81CrUzS/HbJkuZ41C0hvb+ZKetTekl0tFikrh2SI3FjIaQ1MbSWYCGJyJjz6FrQVtudQsKSkZ26Sr8xf3NMkYPl793GtELJHHmbFLVb0Wdc9l4S/HA34upISQlSA4VpPPkkJQsgCWv/BOSA4UNF9CfRJAKwn/ABArW73qFjVkyJqxPw58y6rt67g21ChqkOFhMhlhe3Dc7hb6CR6khSu5JqF2Q6FZzbdNsQyXS/AbratS7nf80jXG6MRHY9w8Seh3sRG33zsW2S4IPYlZDaVFhSRvsT9H8ExKdervcNAdD8wxrHziMCA8y7jc22pcuCL3b3XEJivISsvhlG7j3EhwN9Fr7FfFaReoT2MlgLDZcTzV3J3G5/s/tr5rVEecCFpbU40dwFbEpJ7iB6vXUTntG9r3J1GRgc9eXs6zsPw7oqE6qWxZVzG0u9ivbkiEppbylhJDaua1Hc7mueaZ23HYeq2hXjeHXWPqV5T3kZnkD1sfbau75tdyPPx5SQzPSojm0W1OBtv0fQ340RZBURcZPUOMMIQ0AloK6ISNh19gFEmIl0lvsw66ATsPSVt039p9lRA8MrGXLlqBBvicGuOUzGMfEe1W6Zic+7QJckSHFFuDNgOJds08nswqU4OBQWSD+ZXtpmndnsV6yaRJtOlmTs6rDWK4S2ch+T5L8WJZ2sgcM9oXIAsNx/FkzGFRitJW8sqDZLqXCtEkJ5NLiNuOBoNhw7KWE7cjv3E/Z66891vcW1QVz1RJcwNvNMqbhMF93dxxKAeCeuw5hSj6kgk9BUBtMdMdY4+cRXy9IhamQk5AvIbnHwCZBXNcdjSUMCZfXpni06OqQuK4yllpRSWm9kNJbXttOM4fjqsL8T030YzmyZGzbbAxl0qTaJUNMy5t3iC4724cQPlGSAmU4qY32iUoCyXCHE7AiIhK7FdUsbze4SoOPQbu+xFuFxtbk1VvcRFMiC6GZCQ4RtsHebYJ2ClNOcdwnc7S0zDdaVGaaZLSd0KQAOI+raoW2fRzMsTxWZB0mwORjN+lN6q+IPxbcYYblPXHhalqXxCUc2GmQwtRALaEFO6QK6x4NFn0ut+T32RpDpHlOGWtVotzFxcuNqk2mLJmoW9ugRZCEKdkoSr85JSFBYWhPNRT0W5AqIp2XK81sGEQocu9urQ1LuUC0shpHM+MS5LcZkbDuSXHUAnuA61lnFxZO7biEOcFekDseB7wT7KgzkWBKkZuGr9pXk9x1aRq7Cu5yZuxSn2BjgvLS4qjOSjsVRWofYIVHDm6FtFSkDs1LT58awaQcWZt+AaXZTZ80iafX6DqdMmWOWwu93Fy38UtmQtATcpDk786260XNm+YCkhxKVRiEkWwnWtyC4tLzoaLjauAKtuSVH1D6+o6D21VSoiH0LWGkvLBAJ25ce/7Kg9m/gyY8iZqg7atIJEhQ0Zt8uzuptrri3sqBu3OQ2rYly5jaKSsbv8App6+n1u1lt053W6Xl8jTmaLpjeR4lPauMbBbtdrnKtbDtvdmPxrmlZjRGUoVLaVEZbU44W3SUkumptF6hNK1Xa3z2pM1qFIhdnKfjOeNRywpxTThb5jltyQop3QvuUlSSOhFZB7xdZSXkJIQeSSobgH1EVD+0aJxs91PuadStNJV2sKIOavR27tbHFQ1SHsgK4qwFp4KcLK1raJ3PBSlI7966Ba8FzLM/AoxXG7hGuDOdwcPs1whouQcblM3+EwzIj9v2mywoSWUBwK2O3MK7zQi9TMd/X4sF9u6lCVNA7LUB6IPf19Qq0GE0oyyhpCnAAXDsCRv03P2VDy4Yzc8mxKy6x6u6W5EqzZxmy79mmKm2vzJMa0NW5+JaWZUFpKnXm21tw33GQhRS66VlOyCBjIeIWeFbcbk6uaVZHeNHRLyg49jSsamXBy1pekxlWzxm3ttrebHYpnhgLb/ADAeQ2eClJCVpN6hNaR4g+6yJCGlOIJW0VpSVJ9qk7937xWHxLLMay5mZd7ErkY1wnWl9xbPZuKehSnYzw69SlLrSwD3EbEd9QUzewzxkVrvQ0iv9rueLOYdKgrn4jdsgv8A8mRTAekqReG3FR4vZJMpl2M0lbry2nSeRdFbLi+GWc5y8m36PZlA1Uc1fnXmFksixTGmEY+b449IcE5SQy3EcgGQ0GCoFbjwUGyXEuESTZus22wIb14nJQUW9l18r4BSkJSglXH69h6u+sXiV+xjLMYsmXY8loW++QGZsBSmQ2sx30JcSOJ+buFAlPtHtFRFxw5LNhaXabtYFmSLphEzKWr+69YJjcSOt233JtgJkrbDT6XS4ngtpS09UA7FSQeY6u4jm0zTaDZhpTco+W4/pPY049MVhd1u9zVOZhLWtMKShaY9neYeSAvkntlq4dD+bTQH6Kz7vBsQgREW+U6mXJbiNIhRi4GuW/prCfmNjbYqOwG49texoRGX3Q0hoOqIU7wA5KPcCrbqe7bc1FCzaZuOSbXqJCwq8rvN21edmrlSrfIRIYsvjMlxo8HEhbMXdYc6hKeTqiRuquZ6NabalxM2t0zJ2rynOoEW++Wkyx4FLtk65LdiyG0hd+kTPFZoW+th2MWm1BKm2zxZQlYSBOnL8zxzCsYueX5HPDFqtDCn5bqG1uqSlP8AJShAK1qJ2AQkFRJAAJNYTTXU7GM9cuVotNnu9iuViLInWi725UKTHQ8lSmXOB9FSFhKyFIJG6VpOykqAj34FWPpsFxv9jt+niY1lVZ7aJF5exC4Yw+9LaU4Ex5kOWtTUuWkKUtyYxsCdgo9WwO06B4o7bbHcM2vkm5Tsoy+a9MvE65QHoL6kNuuIjR0xnfSYZZa2S233HdThKlOKUoDqlKUoBSlKAUpSgFKUoBSlKAVY7+jV/VP+FX1Y7+jV/VP+FAYtPdWRjfoW/wCrWOT3VkY36Fv+rQH2pSlAKUpQHhvVjtGR2uXZL/bY1xt09hcWXElNJdZfZWkpWhaFAhSSCQQeh3rC4bpng+nyJYxCwtQFzygynua3XnwgENhbrhUtSUAkJBOyQSAADW0UoC0oB7yaoWknfffc7jfuNX0oCzsk9Op6daoWUEbEq/sO3+FfSlAWdmnffc9+/wC+tPsOjmmeMZArKbDiEGHciXi26gEpjl5XJ4sNk8GO0V6S+zSnmeqt63OlAWFlB7xv31jbDjFjxeLJh2GAiGzLnSrk8hBJC5Ml5Tz7nXfqtxxaj6tz02rK0oCwNpBJBPUk0LST7fV66vpQFobA7v8A4qoSB3VWlAWFtJ33J6nf91V4A95J/wDmrqUB8+xR179j6qqWknoSSD1q+lAWdmN99zvVeA9RI+zpV1KAsDaR7aFtJIPXp3fVV9KAt4D1HaqdigEnbvO/7qvpQFnZpGwBPSqdij6/VX0pQFnZJ9W/fvTsk78uv21fSgLOyTuDurp9dENJRtx36fXV9KAUpSgFKUoBSlKAUpSgFKUoD5rebbB5L22ryrmFYISg7Hp1Nec+kd1dTSgA6V92pam0hCkdB06V8KUBkWpDTp2Seo9VfWsTt133I/dXpjSlKIbc6HuB9tAevmn21XkPbXCIdy1Q1fz7UCBYNTp2D2DBrqjHIaLTbYMmRPneJRpbsiQqWy6A0nxtttLbYQo8FEr6gDV29VdVL/p+bhe9SsV0/Ywm63uyZxlr8NpbKpMJ9DMUxmX18EJkhwOL5FRQR2SQSoKoCT4IPUU5D21pGiWUZVmmlmPZPmtqNvvM+Mpchsx1x+0AcUlt/sXCVs9qhKHeyWSpvtOCuqTXGfCL8IDKtOdTLZEx2/wIWNYbBhX3NmHm2lvTYk2eiK2y1y9NCmmW50tRR1IZQkkBQ3Ak6CD1FVrkuXeERY8OznIsOnYteXomH4snML/emux8Ug29SJih0LgcccJhLAShB+dvuAk19dMvCAsmo2VSsJeskix3pq2N3qPFfnRJZkQlOdmpQVFdcShxtZQlxCiNi4gpKwd6A6puPbTv7qipdfCM1YOYY/bY2GvFDmql0xA26MqL2lxhM2aVIbBcccIbKXkNuLWCk8E7BJO6Tu73hWWNFts6WMOuSr9dpF6iqtEmfBieKuWmSmNNLkl55LJT2q20t8SSvtEnZICygDutUJ2765k74QWDo0IleEM03cHsah2p+6vNNMoMtCWSpLrJTz4dqhaFoV6fAKSfS4+lWkzvCRy6dd9N49h03kNQstyz5FlSHJkSXHkwVWqTMRIhSWXy24OTKdz127F5O25bUoCQe/roCD3VxNfhLMDM/wDZ9KwG8W28XG3XOfZWJkqEmRLTCTuouxw92sZLgIU0XAApPzuCvRrXbP4XPiuD4ncsiwebLyG5Ybb8wvMSHMgx0x4slK+CmQ/JT2q3VMvqbZSSrighakq4hQEj6oSANzXMr34Ruk1mwt7NGsrhXRDdtiXVFtt77TtweZl9iIoTHKwoF1UmOlJVxTu8jcgHeud6t+ENmsfEr1jmO4ZfcXze33fFoUhl1dvfW3Bu9zRFTJjrU44wsq4yGRzBCHQCpJQCqgJIhQPcaBQV3GuQ6l61HGrPAOn67blF0ZyizWC8xI8+M49BTKmojuJdSHEht0+mhO+wCxuRxSrbAad6/ZA/d3bLluJXd6FLz++4lEvwEZEdDjMqUYrXZhYdW2GWEtl3ifznQ7jksAd+pXCsQ8LrAcqvFpZkQXbPY8jakv2W+TbjBMeQhhpTylOoQ+pyMFstrebLqU8kIVy7NWyTsmoWvFqwuxRsmsthdyWzvQn7i5d4lyhR7Y0w0pKVAy33kNqdVyVwbSTy4L3KAN6A6huBTcVHe4+FknI8CyzKtKsFvNzGPYi3lAuE1tliIhEq1onwwpKnQtwlDg5oT1T2atyOTZX0ljU16Dp5jOVZBYpIu+RNwmWbVHLZcclyEghtKivgAByUSV7BKT1J6GzWue5GtxqUiPbCar3YkN/5J323pyT7a5gdb4iZEezDELv8vPXpdgXbCtgKalJiGWCXO04Fss7KCkknZXzQQQMedcJDl/sYVYnYFneiXxy8LklCnYb1ucShwAoWQpIPM7gK5BSCNuoroShR1ybUyIq/g5FrGjpZfffQn5tOvlSQNyelUC0kbg9/1Vx6/wCtUty3wokfH7pYZ12TAuFtcmpYWmRCXPisvAhC1hCwmSndJ6gLBHUEDPtauxF3NCHcbubVlduztjbvK1MhhUxDiminhz7QILqFNBZT1XsNgCFEtCjI2+ln2SISsqOrr2+zefOdDofIe2m4rlcfXRmSm2vsYJf3I1/iyptkdR2CvlBphpTu4SHOTZcSE9mFAE8xvx2UBtOOahWjK7o3AsjTz7K7REvBlej2QbklXYoPXfmUoUrYDYADc9RvR9GisSbkNIdNgRVvWOtXz9ja9xTcVzB/WtQuUeBCwO9y0Tb1Mx6K8hcdKXZscOqV0U4CGyhh1XM93AjbfYV9DrM27jcbIYeIXNaXFTm5fbPx2GYK4j5YeS6+twN7laVcNieQBJ4gEi3qcZJTbj0px0FErGjrP2sWhfOU6XyBqnNPtrkCdeGxczd12WScWdxOFkcR5CEGS8qS5xbb4hfzlbpQE7fO71bEEerJdTslhKs6Bhd7t8tV9jQn4immXhMZeYfUkNOhRbIC0J5nkCjiSehSVW9Rj3yNVEt0leU6PeqqLi0L54nVuQPrpyHfvXGZ2u0C3zJlxuttvkL5Est6mXC0hmO4FKhOxkqUHArcqKXklABCVJcJVsQBWcd1lZhLnw7th94iXCM1bnokIKYcdmJmvKZYCSlzilXaIUFBRASBy3IqFoVIyNJSsaOvvfc6VuKAg91anhudDK5d6tUmwz7RPsEhuNMZldmoFa2kuBTakKIUkpUDv0PtAO4HItPfCcye/Wti33TTedcMsuuS5RbLXarc/GaSq32meqOuS6449wQEAstKPIlbq0lCeCt0872OhuvXYzrhRWxm37MRIknYbmnIH11xSN4T1syBmAxg+nOUZBdn7XKvE+0tiJHk2tiNLciOtvdq8lBf8YZfaS2hSgpTK/SCQFHVLZ4WdnZi3jMC8q62K+5FZrViTT7sa3ISJ1hj3BAkPvqQhsKJe6rKlc1IbSlSlJTVTQkvSsHhWSyMuxuHf5WOXWwvSQsOW+5tIRIYUlakEK4KUhQJTulSVEKSUqHQ1nKAUpSgFKUoDE0pSgFKUoBQ+ojvHdSlAcsyzQO7Xu+ZPfsA1VvOFnNo6WshjRWEPIffSyGEzY690OxpQZQ2jmhfEhtBKCob1ryfBHuDVlw63w9YbrFn4fNvFxbuJs8KW5cJk+R2qpkluUh1tUtI5p7ZKU/pXeKUBQSO+wVEOKBPQjevbQGoYziGW2d+1v33Uy6X8QrdIhy25EGIwic+48haJSwy0koW2hKmwlBSgpWSpJVsRqrvgz6Y3W4Z5dsuscPJZmfzFSJr9zhMuuRmfE2oqIzCindDaG2dx135rUd+7bomU31OMY5dcjXAnTkWqE/OVFgsF6S+Gm1LLbTY6rcVx2SkdSSB664phPhSSMrwuVmj+J2RUVu42CAwqy5ZGuiOVznNROzf4IS4w+wXkqcbWjY7gJWSFcQM5avBosMezZFaL/ll7vpynBLdgV0kyloD70WI3MQJHIJ/TrE5wqVsRulJA7981phpDccCucu83nMxfpT0Ji3sdnZ41vbaabKipxSGAO0ecJSXFkhPoJ4IbG4OAzrWSVDyJ3G7PbJhn2jJGLQwEXBDLM992yvzkJfJaWUs9EpPH0uSUq32BSrnz3hbZrhehuEajZvhuMuTrvhqMmuKpGYRrcmVsyhzsoTS2y49IcSefZBCUI5JR2pJBIHTIng9QmM2jZe/lUpxFvzKZmkKIiOhHCTKtr0F1lxe55t8XitJASoFIBKhWNuvgwQVzYl7xzMXYF2hXHIJqHZtqjXCO41d5aZUhlbDgA9B1tstrSpKk8Ty5hSknRR4SGo1gzLV6/M4PLyPBcOXartIkrubMZ2225yzRZL6IzHBRkuJ5PPqQpSOh2SpRISKS/Cql4Dk2UYteZtjuFxlZfeGbQchyOPZIMW2woluUtvxlxCuSy5NRwQEKUrmskpSgmgO5/7M3I+lf+zK1ZfdoDqbZ4ii+sBkTUu7dZO3DsuZXuop4cDuRxA6Vzew+Cg1ZMghZm1mjDd8i5PFyVxMKxMQ7e4pmBIgqb8VZKdluNS3lKeK1LKw33oQluvvmuvM/IPA8yjwgdKFNomtYlcrtALziFCJIjtuhw8gFtulpbTm226HC2ADxVyGHjeENluIY7ckv4JMyC36bwICc5vL19bMiI85FalPFhHYIEwtRnm33FbMghRSgKUCkAezBPBGj4JesRuEPUB1+JhzM+JFjfI0ZpyazLaUh12Y+jZx+X1Qe3JAPFRU2VLKqub8FGXEtNki2zUtcO4WzFYuGSp3yDEfMmBFLnijzaXwsMymkvOjtAVIUVqKmjsgI3nT/VK/59muX4+1hDkGx4lcXrMu8uXBCjLmtpZWUNxwnkEcHtytShsQEgK6kcavet+uoyy3W+PjkBbjOrMjFosGLdUpbuEEWKTICJDqmfzSUOBp5S0pWrZJSEkpAWB3DNtFsRzjBJ2DTGlQ0y4seO3c4qECbHXHU25GdS4pJ5KbcZZWAsKSS2AoEbitYV4OXyzIu16zjPrhfL7eJ2OyXZqIjUVtqPZpwmxYzbSdwlKni6VqJUo9srbiAkDVr54XjNgs9jYuePWG1ZPdZ98gPwb5lke226Mu0yUx5ShOdR+d5LdY7NCWuag4oqCAhZG+49rlbcw0LTrbitnM5lyA/JTAVc4zKQ+y4tp1pUtawwEIdbcBe5FHFBUOQI3AzOfaXQcvsniFokRbHPF3t16TNahIc5SIctuSjtUApLgUpsg7qB2Wogg14I2iVnjQoEEXeWtEDMpmaJUUp3XJkPyHlNHp8wGSsD17Ade/fk8TwmbtqB8mwbKbZbJtq1Dslgubtkvbd3gTospjtiGpKW0bjY8VJ4BSSggH117Md8JS+ycfg2/B8GuuX3KDj7+TXv5TvDLD0eD45JYaCVpZCH33FRZHBsJbSEtDksEp3A2nTfwaIWnlytjLeXuXDG8fiyIVosy7RDa4MObJQiTIQjtJIZa3bb349Du52i9lD06jeDpb83yqDlNqyFuxuxLFJx4Ni0xpaY8d5wOKfiJdBRHkgjj2hStJSdlIOySNPsnhbXvILUcrtuk7qscgHHflea7fEIejou0WE+gsMho9upkThzClN9EApKirgn13jwnc0h5DBtFo0c8fhXfMp2B2+Y7kDcdT10jtyXe1U32SuEUtxHOS+RcSoKCWnAEqWBnsB8Ga04RpHfdJ15XOnsX/AB+Lj0id2CGnEssWpq2oWlO6hy7FlCjuSCsqPQdK2uRpk/OwWwYtcMkc+VMbVEfh3aNGS2RIjjilfYqKk8VJ5JUgk7hR2IOxHLr54XrFismPJn47YrXkt6l5BCehX3LI9st0VdmmCHL2nOI/OlTq2uySloKUlSlKCAhW1I3haTsusbF80s00ORtnEvK6T298aiNsNNvyWH4wdCHAt4ORVpRxHZr2Ue0QlIK7NcrHI5uNCkRjYjVa7Ep0i0aOQ4N6h5RcMhlz7w1fHb9KkKaQ2mQ8qCqGlvgB6DaGiniNyd0gknc18X9EbQ/JYccu77kYPXwy2HWwRIYujnaPtckkFPEgBKhudgd9yd6xel+qeY51qdktokWWBGxWNYLHeLO+mXzlKE1L6/zjfAAbhsj554lsfO5+ji5/hJTol7lzWdP33cFt2WMYVMyL5SSl9FydkNROaIhRuqOmU8hlTnaBW/JQQpKdzt61GRZo7z5U5vUKPKV799HA2BnQwSXIDuSZrcrqqzRmIVsKmGmuxZbksSFFfEfnHFmKylSug2T0SCSa9rekATc0IfyqY/jzN5dvzdmXHa4CU44p0gu7clNpeWp1Ke8K29IpASOaabaw6gWjQvV3WzUaMue/i93y2TEgNTkONJi2t+S0mM1xZb7NI8V4clcyrq4SORSPFmsPV3SfSZWvkvWy932/2eJGvF8s0hERNjnR+SDJix2EtBxnZClhlYdLnNKOZc5KBlaZHX3ticCqVdR0xN2rxMxg+IagW3JcdE7HsgbsWBxbgiFGkvQVIcSWy0wwwttzm+eJ4pcdSzxQAFjmpRG9aEafyMHxaY7PgPwp98ucm4uRX3kvLhsFZTFjckkp2bYS0nZJIB5bE99R51S1WlWbP9ZEXXU7WW0v4pcmWrJHxbGVTrTGZ+QbdJHbOmE6wkl995S0uupAQoFXFOyqkDc9UL/gugVi1HyW0R77kDsCxtzYtrlNhqTOmuxo6+xd3LZR2r5Uk78SkDqAd6vGp0SMxWLJEWWLQqr91K0erYVHekRFVVSePSiJ9kkZ6Npnb4rtqcRcZJNryGdkaAePpuyUSkqbPT5qRLXt6/QTv6615eg8NmZBnWzI3mX4Tl3WlciEzJ4/KEvxlxbaVjih1CvRQshXo7hSVb1pY8JrPLbeZ0DLNGmbfDx/MbVhd7mRckRKDcq5eKeKuxkFhCn2wJ8Yuc+yUkLPEOFJ2yVu8Jp964268XnA12vAr1kE7G7bkjtzQp1yVGU+jtHYgb3bYcXFeS24HFE+gVJSFg1m2lx2rNHefKqaOoFHeklb99HAzrOgMX5FiWGVlUtxiNjTGOF1uOht4pjuhyLISrchLiCASCkpUR3AdK2CHpxPduUa85LmVwu0yLcGpzSeAZjNhth1pKENAkJ37Za1K33UrYH0QEiP+XeF3lmMysJ1GzLAJ2MYJd7RdL9G7O6sSnblHEZCorMlBSgRX1F1lQTzWgczycSUkVbePC7l5nb149jsq0WvILTlOEeMv47kMa+wZFtud7aiuNCS2hOzhSh9txtSAUhSFJUoKBEupkZ2NdiENq+AzE3auTEdov2gVjv8m/SpN9noVfrfdre6EpRs2ieY5WU7jqU+LJ479PSO+/SvrqZp2/NjXLKLKi4y7x4ra2I0eG4wh1BhzFPodbL3oKX+cXuhZCVgcN08iqtc0v8ACLuGqmc3jELdh9ugx7a9c4ilrySOu5xXYkksJMy2FKXmEP7FxtSVOAo4lXHmnfH6KSM7a1dvWLyNTL7m1qsFoTEy6Zcmo6IjOTr8XeQxADbaFIQI7ji3G91IQHI43589jaZHa5HK6cvP4Dqvo7mq1Gyn5/Km66M2LKYjmT5Rl7E+PMyK5Nvtszwwl1LLcdtsboYWtDY3SvinmtXEJKiVE1rkDwaZlimR73i+o0i2Xq13zILpbJvyY07wi3mSZUyE+2pXF1HbhtaHE9mtPYtjcjmF9w4I/mirqyjRVjPV6+chvR4DaNDSG3JnOEw/BfexlNun4Dqne7JfG7RMs11uz0SPLduqJMxyY5IcQpIQ3ITJkSXELQAkdusKQscQn72zwXbTieLHFcDyyVbIqZNtdDM6CzcIsiPDtbVvTFksrADzS22UOK2UlQcSFJKQNq7fSszY0nRzS+3aOYBAwG13F2bHhPSpHarZbZTzkSHH1pbaaCUNNJU6pKG0gBCAlI7t63alKAUpSgFKUoDE0pSgFKUoBSlKA+8Q7Pbe0bV7h3V44KORUv1dwr20BjsgskfJLHcLBLlTYzNyiuxHHoUlceQ2lxBSVNOoIU2sA7pWkgpOxHUVxhHgo2STHv0nINR8ou1/vUW2xEX5bMCPLjJgS0y4jmzMdDb7qX0IWVvIcKuO3RJIPeKUByax+DvYrfPVfr7meS3+9SL8zkkydMXGb8Ylt29cBKezZZQhtoML+YgA8khXIkq5amx4IFlbsMLHRqjlqYzeIt4JOdbj29L86ysl8MRy4YxLKkokuILjPBSwElRKkpUJC0oCPn+6Ja1m+MuavZyqDmMSBByuADBEe8MRYbURKD/w3OOHGmuLpZUkrDihuAEcNhufg52s32XmGIag5NjOQTLnPuC7hDEN/ZM1uKiRH7J9hbZaPiMZad0laVo3CtiUnsVKA0e76TWK/wCjtz0Wul3vb9pvFikWCXPdmB64ONPsqaceLziVBTxC1K5KSRyPzdulanlng1WDJ7leFozXJbVZcqRERk9khLjCNevF20NJLi1sqeaK2WmmXOxWgLbQkEA7k9kpQGtYhglowh2/v2qTMeVkd5evkoSVoUESHUNoUlHFKdkbNJ2B3O5O5Pq1CPoNY0ZsrM5GS3l7s8rOYw4H5hLEecq2OW91PLsu0W2tt0r4lW4WlOx47pPVKUByW5eD1bESGLxiGd5JjN8j3O8XFF0iCI+vhdH0Py4ymn2FtKZLjTKk7o5pLKPSPpcstkmi1jyfSROkt0v98kRW0xFi5yZCJU5cmNIbkNvuqdSpt1ReaSpSFoLahunjwPGuiUoDitm8Gi1wcifye9ai5RfJsy62m+yPGkQmkrnW9Cm2lBLMdAQ2WyhBbTsPzYO/IqUdBzvwd8qxlbEHR5GQhD2LSsdlTYd3gMvy0LkPPMsTUyWeKGErkvcZEbZ9AW4Ahe6SmVFKA4vgngz47julq8Au94uLz11jWA3V6O6gJEm2Q4UZHYcm90tqEBskK5E8lbFO4A2BWg+IKlWSYbjeOdhzSZnUYds1sqfJaltONr/N9WQma6QkbK3SjdZ2IPSKUBySf4PNtYXDuOHZ5kuNXmFcr7PbucURH1lF3mCZMjLafYW0povJaKN0c0dij0j6XLMWzRLG7c3L5Xu/zHp+LNYnJkTZiX3nI6FPrL6nFIKi+pUlwqUSU/N2SANq6HSgNBw/SW34NlK8gs2QXRcZ7HrZj7lvfDSmlJglwMSCoIC+04OrSoAhB3B4gitbneDZjkzJZFxOW5AzjkzImctlYs2Y4gP3dpxt1Egr7LxgJ7Zpt5TQdDanE7kbFST2KlAajiOmWNYdi11xCMmRcLberndrpManlDnNdxlvSpDWwSlJb5yFpSCCeOwJUdyeO5F4GsPIIFjxx/W3PvJvFX2JFksTrkRyKyll1txuPJV2AemxgWW0ht9xR2SN1EgGpIUoDUrVpvYbbIzV8Oy3xnlwFyujbq08UufJ0WAUtbJBSksw2j6RUeZWd9tkpx50bx1elNi0hkXe8P2qwNWhmPLW41426Lc8w8wXFBsIJUqM2F7IG4KtuJO432lAc3vmg+IX85AZlxvCfKPLbPmcrs3mhwm21MAMNt7tnZlXyaxzSd1Hk5spO6eOFs/g247ashiS3MvyCfjdrvUzIrbi0sxl2+JcZSnlOuhYZEhaeUp9SWluqQhTm4Hoo4dipQEenPA1w65xbbZss1DzW/WTH7bJs2P2yVIjNt2yG82lASlxphLjrjYba7N11Slp7JPU7r57Mrwdo16guN55qhmeUy1Xay3VEmW9FYS0bXNTMjNIjsMIYQFOp/OrDYccB25gJRw6/SgORYv4PUCx6gQM9uuf5NkC7G5PcskS6eKOGAJZX2qPGksiU82lLi0oQ66pKU7bhRQhSeiWDGmrBKvEpFzlyzeLiq4qS+hhIjktNt9mjsm0FSPzXLdwrXutXp8QlKczSgFKUoBSlKAUpSgFKUoBSlKAxNKvcZdaPpJ9H21YCD66AUpTcDvoBVUpUtQSkbneqd/dXrhBHAr/AJQ7zQH3abS2kJT9vtr6VTuqtAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUBQjcbV8lRGVnco6/Udq+1KA8/iTP/V71VTDYSd+H/mvvSgMdJaLTm+2yT3VRlzs3B6XonvFe2Q0Hmyk/vFY4Db0T3jvoDKggjcHvqteWG6NuCj1HdXqoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKApXjmMel2yeg9de2rVoDiSlXcaAxiVlCgoe2si04HEhSe6setJbcKD6u6vrEd7NXBR6GgPfSqA9N6bigK0pSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgPNMZ5I7RPzkivF3gH+2si+6Gkcldfq9tY7ffrQH3MxzYAJ22HfXzL7x73D9lWUoD6B95PULJr6omqSfzg3B9Y9Veaq0BkWnUOjkk19KxbbhaPIHpWSQoLSFD1jegLqUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQCqbgVWvm8SltSh6hvQHikO9o4QO5PSvlQdQCe80oBSlKAUpSgFfeI5wc4k7hR6fVXwqoPEpUB3GgMpVatT80VdQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApVN6b0BWlUB3pv+77aArVjwKmlAeyrt/3fbVD16dNvXQGLHzf3Uq5aShakEdx6VbQClKUApSlAKHoQPrFKvaR2jiR7O+gMij5o/dV1UTvtttTrQFaVTrTrQiZWlU6060EytKp1p1oJlaVTrTrQTK0qnWnWgmVpVOtOtBMrSqdadaCZWlU6060EytKp1p1oJlaVTrTrQTK0qnWnWgmVpVOtOtBMrSqdadaCZWlU6060EytKp1p1oJlaVTrTrQTOUs+EzpU9dJllF6Dc23uqZktOustltaSQUkqWATuD3H1VjMy8LDS7DLRHvstc64xZMgRkm2qjSFIWUqPpBL3oj0FDr6xtUVcdwrM/LjUC4Q4C0NXG7PFlxMmOPRW6+Ur4rSvv3T/ADSN+/vFebXyx3tvDEQHLIW1m+NPB/xthfbDxd7fohpvbvI67nu+s19PV9U0akxmQ4q45T/O08WuadFobXPoy2SsVdaZExpIkB5wPREkJFpyvcnoBCZ6/fU84Fonvt8kZZv174TPq7/+dULBe72m2xoD+F2qU9EDbSJMpLTqg2kBIbAV0CQASB37qUSVHbj949/uMWRGkxdOrG2qOlXLZtr84Srv3PUd6hsD3H/pTt9MlytX/CveQ+V5yU74k7qkzR+UA0VO3/o+W9f/ANFn8aqecC0T7jaMsB9hhMj/AP2qEse43yNOde8m4XiMh9t5dvK0+L7oQpIHAEBXzwfSCtyhPLkdyfUi93hhcfjgtkWI3DgFMs7p2WVFIUNjsdwNySRtuDuSTPNWr/hXvIEukpy+8ndJlyPD70Sd9NNpysFOwP8AwLPce7/nV8f9/bRUjl8lZX/BM/jfWKh81dlNBhY06tLrrTBacU8GincrJ3CQNiQkpSCrkdt+pPpDyIuF1bamx04ValNSn33o6ChpSYhd9SOW5ARsnj1HzR6ulEuVq9fdXvISt0lOT3k7qkzD4e2ioG5teV7Drv4kz+NQ+HtoqDsbXlQPdsYTP41Q1YvF6TKYkTsQgT0R2WmUtTOycSkNJCU8T3pBIJKeu+/XfYbe5zI7g8/ykYBYywqQHnUFtCi5sVk/UD6QG4AJDadySSTC3LVenur3kHOSnL76d1SXg8PbRUkbWrKzuNxtCZ6j++onw+NE1HZNsyokHb/2bPf/AH31Gobv3G7NuPR4uJQTFXNMptt0M77bEcFJTsjbYnoAAk/Nr3RclfjpcH+zDHVrfSUemE9W9wePAENq2UEkFQJAAB5bqJLcrV6JO8XvIEujp2V6d1SXX+/tor0AtWV9SR/7Jnv23/8Azeyvsx4fuiDalNC1ZWXduRT4kzyA/d229Q/l5A7JtSo7unVnVIDa2GSppnhGaVzVyR/K5BSyOpPo9eq/Srws3m/myt2S4YpbpcZhCW2FvFClsetfAknYq6EnbfcDr3gkuWq/4Hd5Bzjp05X6d1SaY/KCaJ8fRtGWKJ22AhMdd/8AvVafyg+i2wPyHluxOwPiTHU/31QquMybJtzEGPgtoiqZUpapLXAOuJ2WAFEbdAFerqeIJ3PWkS5XmKp8uYtDLUpRWphlbbbKiWwkc2x6KwgpLiEkcUrJJCtyDbmpV8p3q95Cq3R0+cr5O6TV84Lot67Hlo7t94ccbb7bf8/6xTzgui3HkbFlu3T/AOyY9Y3H/O9lQ4gXx2NIQ7O0ysLzAcPaIQ0yNkcgdhvv1SAoA79QTy5HiU/JN2f7dDr2nVnUUMlkJPZgdR8/ZIA577q322BJ2AGwFeatX/C7vISl0VO+NO6TM84Lovvt8hZbuO8eJMdPvqoPyg+ip6CyZYe7uhx/x6hnAvt8h2lFqdwy3SEDklbzikKU4kuqcCTyJGwK1erfY9CCAR6vKy4htJZ08sLSFJCFAIQOTYfQ52ZKSPR3QE7ezv3O6lQty1XotjF7yBLo6avvp3SYXnB9Fen/AKJlnpd3/Bx+v39V84Lot9B5b/BMfj1B/IWJV4jQUxsZjwpEfn27jAZQh1SgkdAnY7ApUrr3FagNkgVhPJu8/qf3iPjWzLk6rck1mn+xk66WsWrJFRfoT784Not9B5b/AATH49PODaLfQeW/wTH49QE8m7z+p/eI+NPJu8/qf3iPjV+aNVZ17xTnNWWjUT784Not9B5b/BMfj084Not9B5b/AATH49QE8m7z+p/eI+NPJu8/qf3iPjTmjVWde8Oc1ZaNRPvzg2i30Hlv8Ex+PTzg2i30Hlv8Ex+PUBPJu8/qf3iPjTybvP6n94j405o1VnXvDnNWWjUT784Not9B5b/BMfj084Not9B5b/BMfj1ATybvP6n94j408m7z+p/eI+NOaNVZ17w5zVlo1E+/ODaLfQeW/wAEx+PTzg2i30Hlv8Ex+PUBPJu8/qf3iPjTybvP6n94j405o1VnXvDnNWWjUT784Not9B5b/BMfj084Not9B5b/AATH49QE8m7z+p/eI+NPJu8/qf3iPjTmjVWde8Oc1ZaNRPvzg2i30Hlv8Ex+PTzg2i30Hlv8Ex+PUBPJu8/qf3iPjTybvP6n94j405o1VnXvDnNWWjUT784Not9B5b/BMfj084Not9B5b/BMfj1ATybvP6n94j408m7z+p/eI+NOaNVZ17w5zVlo1E+/ODaLfQeW/wAEx+PTzg2i30Hlv8Ex+PUBPJu8/qf3iPjTybvP6n94j405o1VnXvDnNWWjUT784Not9B5b/BMfj084Not9B5b/AATH49QE8m7z+p/eI+NPJu8/qf3iPjTmjVWde8Oc1ZaNRPvzg2i30Hlv8Ex+PTzg2i30Hlv8Ex+PUBPJu8/qf3iPjTybvP6n94j405o1VnXvDnNWWjUT784Not9B5b/BMfj1Tzg2i24HyHlu5Ow/4KP1P9/UBfJu8/qf3iPjWZxtd+xpxbjdiYmB1xpSmpDiVNLCCVBC0hQJBOx6EHdI67b1V9yVVtbNs1X/ACLNulrFVkqon+pOI/lBNF0khVhy4EdCDCY6ffU84Not9B5b/BMfj1Ad7Hrs68t1u2IZStRUG0OjigE/NG6idh3dST9ZqzybvP6n94j41KXI1VK1V7xC3TVlkVNR/9k=" width="309px" alt="semantic techniques"/></p>
<p>
<p>To that end, Gruenenfelder et al. (2016) compared three distributional models (LSA, BEAGLE, and Topic models) and one simple associative model and indicated that only a hybrid model that combined contextual similarity and associative networks successfully predicted the graph theoretic properties of free-association norms (also see Richie, White, Bhatia, &amp; Hout, 2019). Therefore, associative networks and feature-based models can potentially capture complementary information compared to standard distributional models, and may provide additional cues about the features and associations other than co-occurrence that may constitute meaning. Indeed, as discussed in Section III, multimodal and feature-integrated DSMs that use different linguistic and non-linguistic sources of information to learn semantic representations are currently a thriving area of research and are slowly changing the conceptualization of what constitutes semantic memory (e.g., Bruni et al., 2014; Lazaridou et al., 2015). In a recent article, Günther, Rinaldi, and Marelli (2019) reviewed several common misconceptions about distributional semantic models and evaluated the cognitive plausibility of modern DSMs. Although the current review is somewhat similar in scope to Günther et al.’s work, the current paper has different aims.</p>
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<p>It is an ideal way for researchers in programming languages and advanced graduate students to learn both modern semantics and category theory. I have used a very early draft of a few chapters with some success in an advanced graduate class at Iowa State University. I am glad that Professor Gunter has added more introductory material, and also more detail on type theory. The book has a balanced treatment of operational and fixed point semantics, which reflects the growing importance of operational semantics. Pixels are labeled according to the semantic features they have in common, such as color or placement.</p>
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<p>
<p>Moreover, the features produced in property generation tasks are potentially prone to saliency biases (e.g., hardly any participant will produce the feature for a dog because having a head is not salient or distinctive), and thus can only serve as an incomplete proxy for all the features encoded by the brain. To address these concerns, Bruni et al. (2014) applied advanced computer vision techniques to automatically extract visual and linguistic features from multimodal corpora to construct multimodal distributional semantic representations. Using a technique called “bag-of-visual-words” (Sivic &amp; Zisserman, 2003), the model discretized visual images and produced visual units comparable to words in a text document. The resulting image matrix was then concatenated with a textual matrix constructed from a natural language corpus using singular value decomposition to yield a multimodal semantic representation.</p>
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<p>
<p>However, the argument that predictive models employ psychologically plausible learning mechanisms is incomplete, because error-free learning-based DSMs also employ equally plausible learning mechanisms, consistent with Hebbian learning principles. Asr, Willits, and Jones (2016) compared an error-free learning-based model (similar to HAL), a random vector accumulation model (similar to BEAGLE), and word2vec in their ability to acquire semantic categories when trained on child-directed speech data. Their results indicated that when the corpus was scaled down to stimulus available to children, the HAL-like model outperformed word2vec. Other work has also found little to no advantage of predictive models over error-free learning-based models (De Deyne, Perfors, &amp; Navarro, 2016; Recchia &amp; Nulty, 2017).</p>
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<p>
<h2>Difference Between Keyword And Semantic Search</h2>
</p>
<p>
<p>However, the original architecture of topic models involved setting priors and specifying the number of topics a priori, which could lead to the possibility of experimenter bias in modeling (Jones, Willits, &amp; Dennis, 2015). Further, the original topic model was essentially a “bag-of-words” model and did not capitalize on the sequential dependencies in natural language, like other DSMs (e.g., BEAGLE). Recent work by Andrews and Vigliocco (2010) has extended the topic model to incorporate word-order information, yielding more fine-grained linguistic representations that are sensitive to higher-order semantic relationships.</p>
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<p>
<p>Typically, Bi-Encoders are faster since we can save the embeddings and employ Nearest Neighbor search for similar texts. Cross-encoders, on the other hand, may learn to fit the task better as they allow fine-grained cross-sentence attention inside the PLM. With the PLM as a core building block, Bi-Encoders pass the two sentences separately to the PLM and encode each as a vector. The final similarity or dissimilarity score is calculated with the two vectors using a metric such as cosine-similarity. Expert.ai’s rule-based technology starts by reading all of the words within a piece of content to capture its real meaning. Finally, it analyzes the surrounding text and text structure to accurately determine the proper meaning of the words in context.</p>
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<p>
<p>Semantic analysis allows computers to interpret the correct context of words or phrases with multiple meanings, which is vital for the accuracy of text-based NLP applications. Essentially, rather than simply analyzing data, this technology goes a step further and identifies the relationships between bits of data. Because of this ability, semantic analysis can help you to make sense of vast amounts of information and apply it in the real world, making your business decisions more effective. Semantic analysis helps natural language processing (NLP) figure out the correct concept for words and phrases that can have more than one meaning. When combined with machine learning, semantic analysis allows you to delve into your customer data by enabling machines to extract meaning from unstructured text at scale and in real time. Generally, with the term semantic search, there is an implicit understanding that there is some level of machine learning involved.</p>
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<p>
<p>Therefore, exactly how humans perform the same semantic tasks without the large amounts of data available to these models remains unknown. One line of reasoning is that while humans have lesser linguistic input compared to the corpora that modern semantic models are trained on, humans instead have access to a plethora of non-linguistic sensory and environmental input, which is likely contributing to their semantic representations. Indeed, the following section discusses how conceptualizing semantic memory as a multimodal system sensitive to perceptual input represents the next big paradigm shift in the study of semantic memory.</p>
</p>
<p>
<p>Latent semantic analysis (sometimes latent semantic indexing), is a class of techniques where documents are represented as vectors in term space. One limitation of semantic analysis occurs when using a specific technique called explicit semantic analysis (ESA). ESA examines separate sets of documents and then attempts to extract meaning from the text based on the connections and similarities between the documents. The problem with ESA occurs if the documents submitted for analysis do not contain high-quality, structured information. Additionally, if the established parameters for analyzing the documents are unsuitable for the data, the results can be unreliable. It’s an essential sub-task of Natural Language Processing (NLP) and the driving force behind machine learning tools like chatbots, search engines, and text analysis.</p>
</p>
<p>
<p>The construction of a word-by-document matrix and the dimensionality reduction step are central to LSA and have the important consequence of uncovering global or indirect relationships between words even if they never co-occurred with each other in the original context of documents. For example, lion and stripes may have never co-occurred within a sentence or document, but because they often occur in similar contexts of the word tiger, they would develop similar semantic representations. Importantly, the ability to infer latent dimensions and extend the context window from sentences to documents differentiates LSA from a model like HAL. In their model, each visual scene had a distributed vector representation, encoding the features that are relevant to the scene, which were learned using an unsupervised CNN. Additionally, scenes contained relational information that linked specific roles to specific fillers via circular convolution. A four-layer fully connected NN with Gated Recurrent Units (GRUs; a type of recurrent NN) was then trained to predict successive scenes in the model.</p>
</p>
<p>
<p>We have a query (our company text) and we want to search through a series of documents (all text about our target company) for the best match. Semantic matching is a core component of this search process as it finds the query, document pairs that are most similar. Though generalized large language model (LLM) based applications are capable of handling broad and common tasks , specialized models based on a domain-specific taxonomy, ontology, and knowledge base design will be essential to power intelligent applications .</p>
</p>
<p>
<p>This intuition inspired the attention mechanism, where “attention” could be focused on a subset of the original input units by weighting the input words based on positional and semantic information. Bahdanau, Cho, and Bengio (2014) first applied the attention mechanism to machine translation using two separate RNNs to first encode the input sequence and then used an attention head to explicitly focus on relevant words to generate the translated outputs. “Attention” was focused on specific words by computing an alignment score, to determine which input states were most relevant for the current time step and combining these weighted input states into a context vector. This context vector was then combined with the previous state of the model to generate the predicted output. Bahdanau et al. showed that the attention mechanism was able to outperform previous models in machine translation (e.g., Cho et al., 2014), especially for longer sentences. This section provided a detailed overview of traditional and recent computational models of semantic memory and highlighted the core ideas that have inspired the field in the past few decades with respect to semantic memory representation and learning.</p>
</p>
<p>
<p>A recent example of this fundamental debate regarding the origin of the representation comes from research on the semantic fluency task, where participants are presented with a natural category label (e.g., “animals”) and are required to generate as many exemplars from that category (e.g., lion, tiger, elephant…) as possible within a fixed time period. Hills, Jones, and Todd (2012) proposed that the temporal pattern of responses produced in the fluency task mimics optimal foraging techniques found among animals in natural environments. They provided a computational account of this search process based on the BEAGLE model (Jones &amp; Mewhort, 2007).</p>
</p>
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" width="305px" alt="semantic techniques"/></p>
<p>
<p>The accumulating evidence that meaning rapidly changes with linguistic context certainly necessitates models that can incorporate this flexibility into word representations. The success of attention-based NNs is truly impressive on one hand but also cause for concern on the other. First, it is remarkable that the underlying mechanisms proposed by these models at least appear to be psychologically intuitive and consistent with empirical work showing that attentional processes and predictive signals do indeed contribute to semantic task performance (e.g., Nozari et al., 2016). However, if the ultimate goal is to build models that explain and mirror human cognition, the issues of scale and complexity cannot be ignored. Current state-of-the-art models operate at a scale of word exposure that is much larger than what young adults are typically exposed to (De Deyne, Perfors, &amp; Navarro, 2016; Lake, Ullman, Tenenbaum, &amp; Gershman, 2017).</p>
</p>
<p>
<p>Furthermore, it is also unlikely that any semantic relationships are purely direct or indirect and may instead fall on a continuum, which echoes the arguments posed by Hutchison (2003) and Balota and Paul (1996) regarding semantic versus associative relationships. These results are especially important if state-of-the-art models like word2vec, ELMo, BERT or GPT-2/3 are to be considered plausible models of semantic memory in any manner and certainly underscore the need to focus on mechanistic accounts of model behavior. Understanding how machine-learning models arrive at answers to complex semantic problems is as important as simply evaluating how many questions the model was able to answer.</p>
</p>
<p>
<p>Specifically, instead of explicitly training to predict predefined or empirically determined sense clusters, ELMo first tries to predict words in a sentence going sequentially forward and then backward, utilizing recurrent connections through a two-layer LSTM. The embeddings returned from these “pretrained” forward and backward LSTMs are then combined with a task-specific NN model to construct a task-specific representation (see Fig. 6). One key innovation in the ELMo model is that instead of only using the topmost layer produced by the LSTM, it computes a weighed linear combination of all three layers of the LSTM to construct the final semantic representation. The logic behind using all layers of the LSTM in ELMo is that this process yields very rich word representations, where higher-level LSTM states capture contextual aspects of word meaning and lower-level states capture syntax and parts of speech. Peters et al. showed that ELMo’s unique architecture is successfully able to outperform other models in complex tasks like question answering, coreference resolution, and sentiment analysis among others. The success of recent recurrent models such as ELMo in tackling multiple senses of words represents a significant leap forward in modeling contextualized semantic representations.</p>
</p>
<p>
<p>This fundamental capability is critical to various NLP applications, from sentiment analysis and information retrieval to machine translation and question-answering systems. The continual refinement of semantic analysis techniques will therefore play a pivotal role in the evolution and advancement of NLP technologies. The first is lexical semantics, the study of the meaning of individual words and their relationships. This stage entails obtaining the dictionary definition of the words in the text, parsing each word/element to determine individual functions and properties, and designating a grammatical role for each. Key of lexical semantics include identifying word senses, synonyms, antonyms, hyponyms, hypernyms, and morphology.</p>
</p>
<p>
<p>Even so, these grounded models are limited by the availability of multimodal sources of data, and consequently there have been recent efforts at advocating the need for constructing larger databases of multimodal data (Günther et al., 2019). The RNN approach inspired Peters et al. (2018) to construct Embeddings from Language Models (ELMo), a modern version of recurrent neural networks (RNNs). Peters et al.’s ELMo model uses a bidirectional LSTM combined with a traditional NN language model to construct contextual word embeddings.</p>
</p>
<p>
<p>While the approach of applying a process model over and above the core distributional model could be criticized, it is important to note that meaning is necessarily distributed across several dimensions in DSMs and therefore any process model operating on these vectors is using only information already contained within the vectors (see Günther et al., 2019, for a similar argument). The fifth and final section focuses on some open issues in semantic modeling, such as proposing models that can be applied to other languages, issues related to data abundance and availability, understanding the social and evolutionary roles of language, and finding mechanistic process-based accounts of model performance. These issues shed light on important next steps in the study of semantic memory and will be critical in advancing our understanding of how meaning is constructed and guides cognitive behavior. These refer to techniques that represent words as vectors in a continuous vector space and capture semantic relationships based on co-occurrence patterns. Another popular distributional model that has been widely applied across cognitive science is Latent Semantic Analysis (LSA; Landauer &amp; Dumais, 1997), a semantic model that has successfully explained performance in several cognitive tasks such as semantic similarity (Landauer &amp; Dumais, 1997), discourse comprehension (Kintsch, 1998), and essay scoring (Landauer, Laham, Rehder, &amp; Schreiner, 1997). LSA begins with a word-document matrix of a text corpus, where each row represents the frequency of a word in each corresponding document, which is clearly different from HAL’s word-by-word co-occurrence matrix.</p>
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<p>The question of how meaning is represented and organized by the human brain has been at the forefront of explorations in philosophy, psychology, linguistics, and computer science for centuries. Does knowing the meaning of an ostrich involve having a prototypical representation of an ostrich that has been created by averaging over multiple exposures to individual ostriches? Or does it instead involve extracting particular features that are characteristic of an ostrich (e.g., it is big, it is a bird, it does not fly, etc.) that are acquired via experience, and stored and activated upon encountering an ostrich? Further, is this knowledge stored through abstract and arbitrary symbols such as words, or is it grounded in sensorimotor interactions with the physical environment? The computation of meaning is fundamental to all cognition, and hence it is not surprising that considerable work has attempted to uncover the mechanisms that contribute to the construction of meaning from experience.</p>
</p>
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<h2>Error-driven learning-based DSMs</h2>
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<p>With this intelligence, semantic search can perform in a more human-like manner, like a searcher finding dresses and suits when searching fancy, with not a jean in sight. We have already seen ways in which semantic search is intelligent, but it’s worth looking more at how it is different from keyword search. Semantic search applies user intent, context, and conceptual meanings to match a user query to the corresponding content. To understand whether semantic search is applicable to your business and how you can best take advantage, it helps to understand how it works, and the components that comprise semantic search. Additionally, as with anything that shows great promise, semantic search is a term that is sometimes used for search that doesn’t truly live up to the name.</p>
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<p>The filter transforms the larger window of information into a fixed d-dimensional vector, which captures the important properties of the pixels or words in that window. Convolution is followed by a “pooling” step, where vectors from different windows are combined into a single d-dimensional vector, by taking the maximum or average value of each of the d-dimensions across the windows. This process extracts the most important features from a larger set of pixels (see Fig. 8), or the most informative k-grams in a long sentence. CNNs have been flexibly applied to different semantic tasks like sentiment analysis and machine translation (Collobert et al., 2011; Kalchbrenner, Grefenstette, &amp; Blunsom, 2014), and are currently being used to develop multimodal semantic models. Despite the traditional notion of semantic memory being a “static” store of verbal knowledge about concepts, accumulating evidence within the past few decades suggests that semantic memory may actually be context-dependent.</p>
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<p>Indeed, language is inherently compositional in that morphemes combine to form words, words combine to form phrases, and phrases combine to form sentences. Moreover, behavioral evidence from sentential priming studies indicates that the meaning of words depends on complex syntactic relations (Morris, 1994). Further, it is well known that the meaning of a sentence itself is not merely the sum of the words it contains. For example, the sentence “John loves Mary” has a different meaning to “Mary loves John,” despite both sentences having the same words. Thus, it is important to consider how compositionality can be incorporated into and inform existing models of semantic memory.</p>
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<p>Although these research efforts are less language-focused, deep reinforcement learning models have also been proposed to specifically investigate language learning. For example, Li et al. (2016) trained a conversational agent using reinforcement learning, and a reward metric based on whether the dialogues generated by the model were easily answerable, informative, and coherent. Other learning-based models have used adversarial training, a method by which a model is trained to produce responses that would be indistinguishable from human responses (Li et al., 2017), a modern version of the Turing test (also see Spranger, Pauw, Loetzsch, &amp; Steels, 2012). However, these recent attempts are still focused on independent <a href="https://chat.openai.com/">https://chat.openai.com/</a> learning, whereas psychological and linguistic research suggests that language evolved for purposes of sharing information, which likely has implications for how language is learned in the first place. Clearly, this line of work is currently in its nascent stages and requires additional research to fully understand and model the role of communication and collaboration in developing semantic knowledge. Tulving’s (1972) episodic-semantic dichotomy inspired foundational research on semantic memory and laid the groundwork for conceptualizing semantic memory as a static memory store of facts and verbal knowledge that was distinct from episodic memory, which was linked to events situated in specific times and places.</p>
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<p>In the next step, individual words can be combined into a sentence and parsed to establish relationships, understand syntactic structure, and provide meaning. Semantics gives a deeper understanding of the text in sources such as a blog post, comments in a forum, documents, group chat applications, chatbots, etc. With lexical semantics, the study of word meanings, semantic analysis provides a deeper understanding of unstructured text.</p>
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<p>On the other hand, semantic relations have traditionally included only category coordinates or concepts with similar features (e.g., ostrich-emu; Hutchison, 2003; Lucas, 2000). Given these different operationalizations, some researchers have attempted to isolate pure “semantic” priming effects by selecting items that are semantically related (i.e., share category membership; Fischler, 1977; Lupker, 1984; Thompson-Schill, Kurtz, &amp; Gabrieli, 1998) but not associatively related (i.e., based on free-association norms), although these attempts have not been successful. Specifically, there appear to be discrepancies in how associative strength is defined and the locus of these priming effects.</p>
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<h2>Code, Data and Media Associated with this Article</h2>
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<p>This was indeed the observation made by Meyer and Schvaneveldt (1971), who reported the first semantic priming study, where they found that individuals were faster to make lexical decisions (deciding whether a presented stimulus was a word or non-word) for semantically related (e.g., ostrich-emu) word pairs, compared to unrelated word pairs (e.g., apple-emu). Given that individuals were not required to access the semantic relationship between words to make the lexical decision, these findings suggested that the task potentially reflected automatic retrieval processes operating on underlying semantic representations (also see Neely, 1977). The semantic priming paradigm has since become the most widely applied task in cognitive psychology to examine semantic representation and processes (for reviews, see Hutchison, 2003; Lucas, 2000; Neely, 1977).</p>
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<p>Instead of defining context in terms of a sentence or document like most DSMs, the Predictive Temporal Context Model (pTCM; see also Howard &amp; Kahana, 2002) proposes a continuous representation of temporal context that gradually changes over time. Items in the pTCM are activated to the extent that their encoded context overlaps with the context that is cued. Further, context is also used to predict items that are likely to appear next, and the semantic representation of an item is the collection of prediction vectors in which it appears over time. Howard et al. showed that the pTCM successfully simulates human performance in word-association tasks and is able to capture long-range dependencies in language that are problematic for other DSMs. An alternative proposal to model semantic memory and also account for multiple meanings was put forth by Blei, Ng, and Jordan (2003) and Griffiths et al. (2007) in the form of topic models of semantic memory.</p>
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<p>Although the technical complexity of attention-based NNs makes it difficult to understand the underlying mechanisms contributing to their impressive success, some recent work has attempted to demystify these models (e.g., Clark, Khandelwal, Levy, &amp; Manning, 2019; Coenen et al., 2019; Michel, Levy, &amp; Neubig, 2019; Tenney, Das, &amp; Pavlick, 2019). For example, Clark et al. (2019) recently showed that BERT’s attention heads actually attend to meaningful semantic and syntactic information in sentences, such as determiners, objects of verbs, and co-referent mentions (see Fig. 7), suggesting that these models may indeed be capturing meaningful linguistic knowledge, which may be driving their performance. Further, some recent evidence also shows that BERT successfully captures phrase-level representations, indicating that BERT may indeed have the ability to model compositional structures (Jawahar, Sagot, &amp; Seddah, 2019), although this work is currently in its nascent stages. Furthermore, it remains unclear how this conceptualization of attention fits with the automatic-attentional framework (Neely, 1977). Demystifying the inner workings of attention NNs and focusing on process-based accounts of how computational models may explain cognitive phenomena clearly represents the next step towards integrating these recent computational advances with empirical work in cognitive psychology.</p>
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<p>A query like “tampa bay football players”, however, probably doesn’t need to know where the searcher is located. As you can imagine, attempting to go beyond the surface-level information embedded in the text is a complex endeavor. Both individuals and organizations that work with arXivLabs have embraced and accepted our values of openness, community, excellence, and user data privacy. ArXivLabs is a framework that allows collaborators to develop and share new arXiv features directly on our website.</p>
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<p>For example, Socher, Huval, Manning, and Ng (2012) proposed a recursive NN to compute compositional meaning representations. In their model, each word is assigned a vector that captures its meaning and also a matrix that contains information about how it modifies the meaning of another word. This representation for each word is then recursively combined with other words using a non-linear composition function (an extension of work by Mitchell &amp; Lapata, 2010). For example, in the first iteration, the words very and good may be combined into a representation <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">Chat GPT</a> (e.g., very good), which would recursively be combined with movie to produce the final representation (e.g., very good movie). Socher et al. showed that this model successfully learned propositional logic, how adverbs and adjectives modified nouns, sentiment classification, and complex semantic relationships (also see Socher et al., 2013). Other work in this area has explored multiplication-based models (Yessenalina &amp; Cardie, 2011), LSTM models (Zhu, Sobhani, &amp; Guo, 2016), and paraphrase-supervised models (Saluja, Dyer, &amp; Ruvini, 2018).</p>
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<p>Riordan and Jones argued that children may be more likely to initially extract information from sensorimotor experiences. However, as they acquire more linguistic experience, they may shift to extracting the redundant information from the distributional structure of language and rely on perception for only novel concepts or the unique sources of information it provides. This idea is consistent with the symbol interdependency hypothesis (Louwerse, 2011), which proposes that while words must be grounded in the sensorimotor action and perception, they also maintain rich connections with each other at the symbolic level, which allows for more efficient language processing by making it possible to skip grounded simulations when unnecessary. The notion that both sources of information are critical to the construction of meaning presents a promising approach to reconciling distributional models with the grounded cognition view of language (for similar accounts, see Barsalou, Santos, Simmons, &amp; Wilson, 2008; Paivio, 1991). It is important to note here that while the sensorimotor studies discussed above provide support for the grounded cognition argument, these studies are often limited in scope to processing sensorimotor words and do not make specific predictions about the direction of effects (Matheson &amp; Barsalou, 2018; Matheson, White, &amp; McMullen, 2015). For example, although several studies show that modality-specific information is activated during behavioral tasks, it remains unclear whether this activation leads to facilitation or inhibition within a cognitive task.</p>
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<p>It does this by incorporating real-world knowledge to derive user intent based on the meaning of queries and content. More specifically, there are enough matching letters (or characters) to tell the engine that a user searching for one will want the other. But we know as well that synonyms are not universal – sometimes two words are equivalent in one context, and not in another. We’ve already discussed that synonyms are useful in all kinds of search, and can improve keyword search by expanding the matches for queries to related content. On a group level, a search engine can re-rank results using information about how all searchers interact with search results, such as which results are clicked on most often, or even seasonality of when certain results are more popular than others. You can foun additiona information about <a href="https://zephyrnet.com/the-next-frontier-of-customer-engagement-ai-enabled-customer-service/">ai customer service</a> and artificial intelligence and NLP. Personalization will use that individual searcher’s affinities, previous searches, and previous interactions to return the content that is best suited to the current query.</p>
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<p>Using the Chinese Restaurant Process, at each timepoint, the model evaluated its prediction error to decide if its current event representation was still a good fit. If the prediction error was high, the model chose whether it should switch to a different previously-learned event representation or create an entirely new event representation, by tuning parameters to evaluate total number of events and event durations. Franklin et al. showed that their model successfully learned complex event dynamics and simulated a wide variety of empirical phenomena. For example, the model’s ability to predict event boundaries from unannotated video data (Zacks, Kurby, Eisenberg, &amp; Haroutunian, 2011) of a person completing everyday tasks like washing dishes, was highly correlated with grouped participant data and also produced similar levels of prediction error across event boundaries as human participants. Despite its widespread application and success, LSA has been criticized on several grounds over the years, e.g., for ignoring word transitions (Perfetti, 1998), violating power laws of connectivity (Steyvers &amp; Tenenbaum, 2005), and for the lack of a mechanism for learning incrementally (Jones, Willits, &amp; Dennis, 2015).</p>
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<h2>III. Grounding Models of Semantic Memory</h2>
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<p>Analyzing errors in language tasks provides important cues about the mechanics of the language system. However, computational accounts for how language may be influenced by interference or degradation remain limited. However, current state-of-the-art language models like word2vec, BERT, and GPT-2 or GPT-3 do not provide explicit accounts for how neuropsychological deficits may arise, or how systematic speech and reading errors are produced.</p>
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<p>Memory of a document (or conversation) is the sum of all word vectors, and a “memory” vector stores all documents in a single vector. A word’s meaning is retrieved by cueing the memory vector with a probe, which activates each trace in proportion to its similarity to the probe. The aggregate of all activated traces is called an echo, where the contribution of a trace is directly weighted by its activation. Therefore, the model exhibits “context sensitivity” by comparing the activations of the retrieval probe with the activations of other traces in memory, thus producing context-dependent semantic representations without any mechanism for learning these representations.</p>
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<ul>
<li>Indeed, there is some skepticism in the field about whether these models are truly learning something meaningful or simply exploiting spurious statistical cues in language, which may or may not reflect human learning.</li>
<li>This proposal is similar to the ideas presented earlier regarding how perceptual or sensorimotor experience might be important for grounding words acquired earlier, and words acquired later might benefit from and derive their representations through semantic associations with these early experiences (Howell et al., 2005; Riordan &#038; Jones, 2011).</li>
<li>Essentially, in this position, you would translate human language into a format a machine can understand.</li>
<li>There are many components in a semantic search pipeline, and getting each one correct is important.</li>
<li>Carl Gunter&#8217;s Semantics of Programming Languages is a much-needed resource for students, researchers, and designers of programming languages.</li>
</ul>
<p>
<p>Prediction is another contentious issue in semantic modeling that has gained a considerable amount of traction in recent years, and the traditional distinction between error-free Hebbian learning and error-driven Rescorla-Wagner-type learning has been carried over to debates between different DSMs in the literature. It is important to note here that the count versus predict distinction is somewhat artificial and misleading, because even prediction-based DSMs effectively use co-occurrence counts of words from natural language corpora to generate predictions. The important difference between these models is therefore not that one class of models counts co-occurrences whereas the other predicts them, but in fact that one class of models employs an error-free Hebbian learning process whereas the other class of models employs a prediction-based error-driven learning process to learn direct and indirect associations between words. Nonetheless, in an influential paper, Baroni et al. (2014) compared 36 “count-based” or error-free learning-based DSMs to 48 “predict” or error-driven  learning-based DSMs and concluded that error-driven learning-based (predictive) models significantly outperformed their Hebbian learning-based counterparts in a large battery of semantic tasks. Additionally, Mandera, Keuleers, and Brysbaert (2017) compared the relative performance of error-free learning-based DSMs (LSA and HAL-type) and error-driven learning-based models (CBOW and skip-gram versions of word2vec) on semantic priming tasks (Hutchison et al., 2013) and concluded that predictive models provided a better fit to the data. They also argued that predictive models are psychologically more plausible because they employ error-driven learning mechanisms consistent with principles posited by Rescorla and Wagner (1972) and are computationally more compact.</p>
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<p>Importantly, several of these recent approaches rely on error-free learning-based mechanisms to construct semantic representations that are sensitive to context. The following section describes some recent work in machine learning that has focused on error-driven learning mechanisms that can also adequately account for contextually-dependent semantic representations. To the extent that DSMs are limited by the corpora they are trained on (Recchia &amp; Jones, 2009), it is possible that the responses from free-association tasks and property-generation norms capture some non-linguistic aspects of meaning that are missing from standard DSMs, for example, imagery, emotion, perception, etc.</p>
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<div style='border: black dashed 1px;padding: 12px;'>
<h3>The breeders&#8217; gene pool: a semantic trap? – Inf&#8217;OGM &#8211; Inf&#8217;OGM</h3>
<p>The breeders&#8217; gene pool: a semantic trap? – Inf&#8217;OGM.</p>
<p>Posted: Mon, 15 Jan 2024 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiPWh0dHBzOi8vaW5mb2dtLm9yZy9lbi90aGUtYnJlZWRlcnMtZ2VuZS1wb29sLWEtc2VtYW50aWMtdHJhcC_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>This information can help your business learn more about customers’ feedback and emotional experiences, which can assist you in making improvements to your product or service. In semantic analysis with machine learning, computers use word sense disambiguation to determine which meaning is correct in the given context. When done correctly, semantic search will use real-world knowledge, especially through machine learning and vector similarity, to match a user query to the corresponding content. The field of NLP has recently been revolutionized by large pre-trained language models (PLM) such as BERT, RoBERTa, GPT-3, BART and others. These new models have superior performance compared to previous state-of-the-art models across a wide range of NLP tasks. But before deep dive into the concept and approaches related to meaning representation, firstly we have to understand the building blocks of the semantic system.</p>
</p>
<p>
<h2>IV. Compositional Semantic Representations</h2>
</p>
<p>
<p>As discussed in this section, DSMs often distinguish between and differentially emphasize these two types of relationships (i.e., direct vs. indirect co-occurrences; see Jones et al., 2006), which has important implications for the extent to which these models speak to this debate between associative vs. truly semantic relationships. The combined evidence from the semantic priming literature and computational modeling literature suggests that the formation of direct associations is most likely an initial step in the computation of meaning. However, it also appears that the complex semantic memory system does not simply rely on these direct associations but also applies additional learning mechanisms (vector accumulation, abstraction, etc.) to derive other meaningful, indirect semantic relationships. Implementing such global processes allows modern distributional models to develop more fine-grained semantic representations that capture different types of relationships (direct and indirect). However, there do appear to be important differences in the underlying mechanisms of meaning construction posited by different DSMs. Further, there is also some concern in the field regarding the reliance on pure linguistic corpora to construct meaning representations (De Deyne, Perfors, &amp; Navarro, 2016), an issue that is closely related to assessing the role of associative networks and feature-based models in understanding semantic memory, as discussed below.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="semantic techniques"/></p>
<p>
<p>Associative, feature-based, and distributional semantic models are introduced and discussed within the context of how these models speak to important debates that have emerged in the literature regarding semantic versus associative relationships, prediction, and co-occurrence. In particular, a distinction is drawn between distributional models that propose error-free versus error-driven learning mechanisms for constructing meaning representations, and the extent to which these models explain performance in empirical tasks. Overall, although empirical tasks have partly informed computational models of semantic memory, the empirical and computational approaches to studying semantic memory have developed somewhat independently. Therefore, it appears that when DSMs are provided with appropriate context vectors through their representation (e.g., topic models) or additional assumptions (e.g., LSA), they are indeed able to account for patterns of polysemy and homonymy. Additionally, there has been a recent movement in natural language processing to build distributional models that can naturally tackle homonymy and polysemy.</p>
</p>
<p>
<ul>
<li>Proposed in 2015, SiameseNets is the first architecture that uses DL-inspired Convolutional Neural Networks (CNNs) to score pairs of images based on semantic similarity.</li>
<li>Further, it is well known that the meaning of a sentence itself is not merely the sum of the words it contains.</li>
<li>The majority of the work in machine learning and natural language processing has focused on building models that outperform other models, or how the models compare to task benchmarks for only young adult populations.</li>
<li>For example, the homonym bark would be represented as a weighted average of its two meanings (the sound and the trunk), leading to a representation that is more biased towards the more dominant sense of the word.</li>
</ul>
<p>
<p>In other words, each episodic experience lays down a trace, which implies that if an item is presented multiple times, it has multiple traces. At the time of retrieval, traces are activated in proportion to its similarity with the retrieval cue or probe. For example, an individual may have seen an ostrich in pictures or at the zoo multiple times and would store each of these instances in memory. The next time an ostrich-like bird is encountered by this individual, they would match the features of this bird to a weighted sum of all stored instances of ostrich and compute the similarity between these features to decide whether the <a href="https://www.metadialog.com/blog/semantic-analysis-in-nlp/">semantic techniques</a> new bird is indeed an ostrich. Hintzman’s work was crucial in developing the exemplar theory of categorization, which is often contrasted against the prototype theory of categorization (Rosch &amp; Mervis, 1975), which suggests that individuals “learn” or generate an abstract prototypical representation of a concept (e.g., ostrich) and compare new examples to this prototype to organize concepts into categories. Importantly, Hintzman’s model rejected the need for a strong distinction between episodic and semantic memory (Tulving, 1972) and has inspired a class of models of semantic memory often referred to as retrieval-based models.</p>
</p>
<p>
<p>However, many organizations struggle to capitalize on it because of their inability to analyze unstructured data. This challenge is a frequent roadblock for artificial intelligence (AI) initiatives that tackle language-intensive processes. With the help of meaning representation, we can link linguistic elements to non-linguistic elements. Lexical analysis is based on smaller tokens but on the contrary, the semantic analysis focuses on larger chunks. Therefore, the goal of semantic analysis is to draw exact meaning or dictionary meaning from the text.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="semantic techniques"/></p>
<p>
<p>Currently, there are several variations of the BERT pre-trained language model, including , , and PubMedBERT , that have applied to BioNER tasks. If you’re interested in a career that involves semantic analysis, working as a natural language processing engineer is a good choice. Essentially, in this position, you would translate human language into a format a machine can understand. Depending on the industry in which you work, your responsibilities could include designing NLP systems, defining data sets for language learning, identifying the proper algorithm for NLP projects, and even collaborating with others to convey technical information to people without your background.</p>
</p>
<p>
<p>The concluding section advocates the need for integrating representational accounts of semantic memory with process-based accounts of cognitive behavior, as well as the need for explicit comparisons of computational models to human baselines in semantic tasks to adequately assess their psychological plausibility as models of human semantic memory. Distributional Semantic Models (DSMs) refer to a class of models that provide explicit mechanisms for how words or features for a concept may be learned from the natural environment. The principle of extracting co-occurrence patterns and inferring associations between concepts/words from a large text-corpus is at the core of all DSMs, but exactly how these patterns are extracted has important implications for how these models conceptualize the learning process.</p></p>
]]></content:encoded>
			<wfw:commentRss>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2024/06/26/from-words-to-meaning-exploring-semantic-analysis/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>How To Create an Intelligent Chatbot in Python Using the spaCy NLP Library</title>
		<link>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2024/06/18/how-to-create-an-intelligent-chatbot-in-python/</link>
		<comments>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2024/06/18/how-to-create-an-intelligent-chatbot-in-python/#comments</comments>
		<pubDate>Tue, 18 Jun 2024 07:05:25 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Artificial intelligence]]></category>

		<guid isPermaLink="false">http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/?p=972</guid>
		<description><![CDATA[NLP Chatbot A Complete Guide with Examples When considering available approaches, an in-house team typically costs around $10,000 per month, while third-party agencies range from $1,000 to $5,000. Ready-to-integrate solutions demonstrate varying pricing models, from free alternatives with limited features to enterprise plans of $600-$5,000 monthly. Consider your budget, desired level of interaction complexity, and [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>
<h1>NLP Chatbot A Complete Guide with Examples</h1>
</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="nlp in chatbot"/></p>
<p>
<p>When considering available approaches, an in-house team typically costs around $10,000 per month, while third-party agencies range from $1,000 to $5,000. Ready-to-integrate solutions demonstrate varying pricing models, from free alternatives with limited features to enterprise plans of $600-$5,000 monthly. Consider your budget, desired level of interaction complexity, and specific use cases when making your decision.</p>
</p>
<p>
<p>They allow computers to analyze the rules of the structure and meaning of the language from data. Apps such as voice assistants and NLP-based chatbots can then use these language rules to process and generate a conversation. Many companies use intelligent chatbots for customer service and support tasks. With an NLP chatbot, a business can handle customer inquiries, offer responses 24×7, and boost engagement levels. From providing product information to troubleshooting issues, a powerful chatbot can do all the tasks and add great value to customer service and support of any business.</p>
</p>
<p>
<p>I have already developed an application using flask and integrated this trained chatbot model with that application. Next, we vectorize our text data corpus by using the “Tokenizer” class and it allows us to limit our vocabulary size up to some defined number. We can also add “oov_token” which is a value for “out of token” to deal with out of vocabulary words(tokens) at inference time.</p>
</p>
<p>
<p>It isn’t the ideal place for deploying because it is hard to display conversation history dynamically, but it gets the job done. For example, you can use Flask to deploy your chatbot on Facebook Messenger and other platforms. You can also use api.slack.com for integration and can quickly build up your Slack app there. I would also encourage you to look at 2, 3, or even 4 combinations of the keywords to see if your data naturally contain Tweets with multiple intents at once. In this following example, you can see that nearly 500 Tweets contain the update, battery, and repair keywords all at once.</p>
</p>
<p>
<h2>Customer Service and Support</h2>
</p>
<p>
<p>The entire process is iterative, with the bot constantly learning and improving its responses based on user interactions and feedback. Natural Language Processing (NLP) is a field of Artificial Intelligence <a href="https://www.metadialog.com/blog/nlp-for-building-a-chatbot/">nlp in chatbot</a> (AI) that focuses on the interaction between computers and human language. It involves the ability of machines to understand, interpret, and generate human language, including speech and text.</p>
</p>
<p>
<ul>
<li>In fact, many NLP tools struggle to interpret sarcasm, emotion, slang, context, errors, and other types of ambiguous statements.</li>
<li>Next, the chatbot’s dialogue management determines the appropriate answer as per the NLU output and the knowledge base.</li>
<li>Although natural language processing might sound like something out of a science fiction novel, the truth is that people already interact with countless NLP-powered devices and services every day.</li>
<li>Generative chatbots don&#8217;t need dialogue flows, initial training, or any ongoing maintenance.</li>
</ul>
<p>
<p>Jasper Chat is built with businesses in mind and allows users to apply AI to their content creation processes. It can help you brainstorm content ideas, write photo captions, generate ad copy, create blog titles, edit text, and more. The most important thing to know about an AI chatbot is that it combines ML and NLU to understand what people need and bring the best solutions.</p>
</p>
<p>
<p>Entities go a long way to make your intents just be intents, and personalize the user experience to the details of the user. NLP or Natural Language Processing has a number of subfields as conversation and speech are tough for computers to interpret and respond to. Speech Recognition works with methods and technologies to enable recognition and translation of human spoken languages into something that the computer or AI chatbot can understand and respond to. The difference between NLP and chatbots is that natural language processing is one of the components that is used in chatbots.</p>
</p>
<p>
<p>When we compare the top two similar meaning Tweets in this toy example (both are asking to talk to a representative), we get a dummy cosine similarity of 0.8. When we compare the bottom two different meaning Tweets (one is a greeting, one is an exit), we get -0.3. The following is a diagram to illustrate Doc2Vec can be used to group together similar documents. A document is a sequence of tokens, and a token is a sequence of characters that are grouped together as a useful semantic unit for processing. This is where the how comes in, how do we find 1000 examples per intent? Well first, we need to know if there are 1000 examples in our dataset of the intent that we want.</p>
</p>
<p>
<p>In order to label your dataset, you need to convert your data to spaCy format. This is a sample of how my training data should look like to be able to be fed into spaCy for training your custom NER model using Stochastic Gradient Descent (SGD). We make an offsetter and use spaCy’s PhraseMatcher, all in the name of making it easier to make it into this format. With our data labelled, we can finally get to the fun part — actually classifying the intents! I recommend that you don’t spend too long trying to get the perfect data beforehand. Try to get to this step at a reasonably fast pace so you can first get a minimum viable product.</p>
</p>
<p>
<p>Customers will become accustomed to the advanced, natural conversations offered through these services. Once the bot is ready, we start asking the questions that we taught the chatbot to answer. As usual, there are not that many scenarios to be checked so we can use manual testing. Testing helps to determine whether your AI NLP chatbot works properly.</p>
</p>
<p>
<p>In this code, you first check whether the get_weather() function returns None. If it doesn’t, then you return the weather of the city, but if it does, then you return a string saying something went wrong. The final else block is to handle the case where the user’s statement’s similarity value does not reach the threshold value. In the next section, you’ll create a script to query the OpenWeather API for the current weather in a city. SpaCy’s language models are pre-trained NLP models that you can use to process statements to extract meaning. You’ll be working with the English language model, so you’ll download that.</p>
</p>
<p>
<p>These bots have widespread uses, right from sharing information on policies to answering employees’ everyday queries. HR bots are also used a lot in assisting with the recruitment process. The chatbot will break the user’s inputs into separate words where each word is assigned a relevant grammatical category. This has led to their uses across domains including chatbots, virtual assistants, language translation, and more. In this blog, we will explore the NLP chatbot, discuss its use cases, and benefits; understand how this chatbot is different from traditional ones, and also learn the steps to build one for your business.</p>
</p>
<p>
<p>The idea is to get a result out first to use as a benchmark so we can then iteratively improve upon on data. Intent classification just means figuring out what the user intent is given a user utterance. Here is a list of all the intents I want to capture in the case of my Eve bot, and a respective user utterance example for each to help you understand what each intent is. Now I want to introduce EVE bot, my robot designed to Enhance Virtual Engagement (see what I did there) for the Apple Support team on Twitter.</p>
</p>
<p>
<h2>Do you struggle with high volumes of user inquiries?</h2>
</p>
<p>
<p>NLP enables ChatGPTs to understand user input, respond accordingly, and analyze data from their conversations to gain further insights. NLP allows ChatGPTs to take human-like actions, such as responding appropriately based on past interactions. Whether <a href="https://chat.openai.com/">https://chat.openai.com/</a> or not an NLP chatbot is able to process user commands depends on how well it understands what is being asked of it. Employing machine learning or the more advanced deep learning algorithms impart comprehension capabilities to the chatbot.</p>
</p>
<p>
<ul>
<li>It is used in its development to understand the context and sentiment of the user’s input and respond accordingly.</li>
<li>Think of that as one of your toolkits to be able to create your perfect dataset.</li>
<li>Machine learning systems typically use numerous data sets, such as macro-economic and social media data, to set and reset prices.</li>
<li>The approach is founded on the establishment of defined objectives and an understanding of the target audience.</li>
</ul>
<p>
<p>If the user query matches any rule, the answer to the query is generated, otherwise the user is notified that the answer to user query doesn&#8217;t exist. Developments in natural language processing are improving chatbot capabilities across the enterprise. This can translate into increased language capabilities, improved accuracy, support for multiple languages and the ability to understand customer intent and sentiment. Needless to say, for a business with a presence in multiple countries, the services need to be just as diverse. An NLP chatbot that is capable of understanding and conversing in various languages makes for an efficient solution for customer communications.</p>
</p>
<p>
<p>NER identifies and classifies named entities in text, such as names of persons, organizations, locations, etc. This aids chatbots in extracting relevant information from user queries. It&#8217;s also important for developers to think through processes for tagging sentences that might be irrelevant or out of domain. It helps to find ways to guide users with helpful relevant responses that can provide users appropriate guidance, instead of being stuck in &#8220;Sorry, I don&#8217;t understand you&#8221; loops.</p>
</p>
<p>
<h2>Customer Stories</h2>
</p>
<p>
<p>If you decide to create your own NLP AI chatbot from scratch, you’ll need to have a strong understanding of coding both artificial intelligence and natural language processing. You can use our platform and its tools and build a powerful AI-powered chatbot in easy steps. The bot you build can automate tasks, answer user queries, and boost the rate of engagement for your business. In the next step, you need to select a platform or framework supporting natural language processing for bot building. You can foun additiona information about <a href="https://zephyrnet.com/the-next-frontier-of-customer-engagement-ai-enabled-customer-service/">ai customer service</a> and artificial intelligence and NLP. This step will enable you all the tools for developing self-learning bots. The chatbot will keep track of the user’s conversations to understand the references and respond relevantly to the context.</p>
</p>
<p>
<p>It also takes into consideration the hierarchical structure of the natural language &#8211; words create phrases; phrases form sentences; &nbsp;sentences turn into coherent ideas. Theoretically, humans are programmed to understand and often even predict other people’s behavior using that complex set of information. Natural Language Processing does have an important role in the matrix of bot development and business operations alike. The key to successful application of NLP is understanding how and when to use it.</p>
</p>
<p>
<p>I will define few simple intents and bunch of messages that corresponds to those intents and also map some responses according to each intent category. I will create a JSON file named “intents.json” including these data as follows. You can integrate our smart chatbots with messaging channels like WhatsApp, Facebook Messenger, Apple Business Chat, and other tools for a unified support experience. Freshworks AI chatbots help you proactively interact with website visitors based on the type of user (new vs returning vs customer), their location, and their actions on your website. For example, a B2B organization might integrate with LinkedIn, while a DTC brand might focus on social media channels like Instagram or Facebook Messenger. You can also implement SMS text support, WhatsApp, Telegram, and more (as long as your specific NLP chatbot builder supports these platforms).</p>
</p>
<p>
<p>To showcase our expertise, we’d be happy to share examples of NLP chatbots we’ve developed for our clients. Remember, choosing the right conversational system involves a careful balance between complexity, user expectations, development speed, budget, and desired level of control and scalability. Custom systems offer greater flexibility and long-term cost-effectiveness for complex requirements and unique branding. On the other hand, CaaS platforms provide a quicker and more affordable solution for simpler applications. Choosing the right conversational solution is crucial for maximizing its impact on your organization.</p>
</p>
<p>
<p>Before public deployment, conduct several trials to guarantee that your chatbot functions appropriately. Additionally, offer comments during testing to ensure your artificial intelligence-powered bot is fulfilling its objectives. NLP AI-powered chatbots can help achieve various goals, such as providing customer service, collecting feedback, and boosting sales. Determining which goal you want the NLP AI-powered chatbot to focus on before beginning the adoption process is essential. The reality is that AI has been around for a long time, but companies like OpenAI and Google have brought a lot of this technology to the public. Of this technology, NLP chatbots are one of the most exciting AI applications companies have been using (for years) to increase customer engagement.</p>
</p>
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" width="302px" alt="nlp in chatbot"/></p>
<p>
<p>We’ll cover the fundamental concepts of NLP, explore the key components of a chatbot, and walk through the steps to create a functional chatbot using Python and some popular NLP libraries. Experts say chatbots need some level of natural language processing capability in order to become truly conversational. Better or improved NLP for chatbots capabilities go a long way in overcoming <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">Chat GPT</a> many challenges faced by enterprises, such as scarcity of labeled data, addressing drifts in customer needs and 24/7 availability. Having completed all of that, you now have a chatbot capable of telling a user conversationally what the weather is in a city. The difference between this bot and rule-based chatbots is that the user does not have to enter the same statement every time.</p>
</p>
<p>
<p>In order to do this, we need some concept of distance between each Tweet where if two Tweets are deemed “close” to each other, they should possess the same intent. Likewise, two Tweets that are “further” from each other should be very different in its meaning. My complete script for generating my training data is here, but if you want a more step-by-step explanation I have a notebook here as well. GitHub Copilot is an AI tool that helps developers write Python code faster by providing suggestions and autocompletions based on context.</p>
</p>
<p>
<p>NLP merging with chatbots is a very lucrative and business-friendly idea, but it does carry some inherent problems that should address to perfect the technology. Inaccuracies in the end result due to homonyms, accented speech, colloquial, vernacular, and slang terms are nearly impossible for a computer to decipher. Contrary to the common notion that chatbots can only use for conversations with consumers, these little smart AI applications actually have many other uses within an organization.</p>
</p>
<p>
<p>Kommunicate is a human + Chatbot hybrid platform designed to help businesses improve customer engagement and support. Google’s Bard is a multi-use AI chatbot — it can generate text and spoken responses in over 40 languages, create images, code, answer math problems, and more. Although natural language processing might sound like something out of a science fiction novel, the truth is that people already interact with countless NLP-powered devices and services every day.</p>
</p>
<p>
<p>These three technologies are why bots can process human language effectively and generate responses. NLG is responsible for generating human-like responses from the chatbot. It uses templates, machine learning algorithms, or other language generation techniques to create coherent and contextually appropriate answers.</p>
</p>
<p>
<p>This, coupled with a lower cost per transaction, has significantly lowered the entry barrier. As the chatbots grow, their ability to detect affinity to similar intents as a feedback loop helps them incrementally train. This increases accuracy and effectiveness with minimal effort, reducing time to ROI. &#8220;Thanks to NLP, chatbots have shifted from pre-crafted, button-based and impersonal, to be more conversational and, hence, more dynamic,&#8221; Rajagopalan said.</p>
</p>
<p>
<p>The main package we will be using in our code here is the Transformers package provided by HuggingFace, a widely acclaimed resource in AI chatbots. This tool is popular amongst developers, including those working on AI chatbot projects, as it allows for pre-trained models and tools ready to work with various NLP tasks. In the code below, we have specifically used the DialogGPT AI chatbot, trained and created by Microsoft based on millions of conversations and ongoing chats on the Reddit platform in a given time. NLP algorithms for chatbots are designed to automatically process large amounts of natural language data.</p>
</p>
<p>
<h2>How to Create an NLP Chatbot Using Dialogflow and Landbot</h2>
</p>
<p>
<p>I pegged every intent to have exactly 1000 examples so that I will not have to worry about class imbalance in the modeling stage later. In general, for your own bot, the more complex the bot, the more training examples you would need per intent. For computers, understanding numbers is easier than understanding words and speech. When the first few speech recognition systems were being created, IBM Shoebox was the first to get decent success with understanding and responding to a select few English words. Today, we have a number of successful examples which understand myriad languages and respond in the correct dialect and language as the human interacting with it.</p>
</p>
<p>
<p>”, the intent of the user is clearly to know the date of Halloween, with Halloween being the entity that is talked about. In addition, the existence of multiple channels has enabled countless touchpoints where users can reach and interact with. Furthermore, consumers are becoming increasingly tech-savvy, and using traditional typing methods isn’t everyone’s cup of tea either – especially accounting for Gen Z.</p>
</p>
<p>
<p>This is also helpful in terms of measuring bot performance and maintenance activities. Unless the speech designed for it is convincing enough to actually retain the user in a conversation, the chatbot will have no value. Therefore, the most important component of an NLP chatbot is speech design. Recall that if an error is returned by the OpenWeather API, you print the error  code to the terminal, and the get_weather() function returns None.</p>
</p>
<p>
<p>A chatbot using NLP will keep track of information throughout the conversation and learn as they go, becoming more accurate over time. This chatbot framework NLP tool is the best option for Facebook Messenger users as the process of deploying bots on it is seamless. It also provides the SDK in multiple coding languages including Ruby, Node.js, and iOS for easier development. You get a well-documented chatbot API with the framework so even beginners can get started with the tool. On top of that, it offers voice-based bots which improve the user experience. Chatbots that use NLP technology can understand your visitors better and answer questions in a matter of seconds.</p>
</p>
<p>
<p>Reach out to us today, and let’s collaborate to create a tailored NLP chatbot solution that drives your brand to new heights. We partnered with a Catholic non-profit organization to develop a bilingual chatbot for their crowdfunding platform. This tool connected sponsors with charity projects, offered a detailed project catalog, and facilitated donations. It also included features like monthly challenges, collaborative prayer, daily wisdom, a knowledge quiz, and holiday-themed events.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="nlp in chatbot"/></p>
<p>
<p>The similarity() method computes the semantic similarity of two statements as a value between 0 and 1, where a higher number means a greater similarity. You need to specify a minimum value that the similarity must have in order to be confident the user wants to check the weather. In this step, you will install the spaCy library that will help your chatbot understand the user’s sentences.</p>
</p>
<p>
<h2>Ways to consider and build NLP Chatbots</h2>
</p>
<p>
<p>Simply put, machine learning allows the NLP algorithm to learn from every new conversation and thus improve itself autonomously through practice. It uses pre-programmed or acquired knowledge to decode meaning and intent from factors such as sentence structure, context, idioms, etc. Unlike common word processing operations, NLP doesn’t treat speech or text just as a sequence of symbols.</p>
</p>
<p>
<div style='border: grey dashed 1px;padding: 15px;'>
<h3>6 &#8220;Best&#8221; Chatbot Courses &#038; Certifications (June 2024) &#8211; Unite.AI</h3>
<p>6 &#8220;Best&#8221; Chatbot Courses &#038; Certifications (June .</p>
<p>Posted: Sat, 01 Jun 2024 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiKmh0dHBzOi8vd3d3LnVuaXRlLmFpL2Jlc3QtY2hhdGJvdC1jb3Vyc2VzL9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>In your  business, you need information about your customers’ pain points, preferences, requirements, and most importantly their feedback. Praveen Singh is a content marketer, blogger, and professional with 15 years of passion for ideas, stats, and insights into customers. An MBA Graduate in marketing and a researcher by disposition, he has a knack for everything related to customer engagement and customer happiness. With REVE, you can build your own NLP chatbot and make your operations efficient and effective. They can assist with various tasks across marketing, sales, and support.</p>
</p>
<p>
<p>Also, I would like to use a meta model that controls the dialogue management of my chatbot better. One interesting way is to use a transformer neural network for this (refer to the paper made by Rasa on this, they called it the Transformer Embedding Dialogue Policy). In addition to using Doc2Vec similarity to generate training examples, I also manually added examples in.</p>
</p>
<p>
<p>Keep in mind that HubSpot‘s chat builder software doesn’t quite fall under the “AI chatbot” category of “AI chatbot” because it uses a rule-based system. However, HubSpot does have code snippets, allowing you to leverage the powerful AI of third-party NLP-driven bots such as Dialogflow. It combines the capabilities of ChatGPT with unique data sources to help your business grow. You can input your own queries or use one of ChatSpot’s many prompt templates, which can help you find solutions for content writing, research, SEO, prospecting, and more.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,PCFET0NUWVBFIGh0bWw+CjxodG1sIHN0eWxlPSJoZWlnaHQ6MTAwJSI+CjxoZWFkPgo8bWV0YSBuYW1lPSJ2aWV3cG9ydCIgY29udGVudD0id2lkdGg9ZGV2aWNlLXdpZHRoLCBpbml0aWFsLXNjYWxlPTEsIHNocmluay10by1maXQ9bm8iIC8+Cjx0aXRsZT4gNDAzIEZvcmJpZGRlbg0KPC90aXRsZT48c3R5bGU+QG1lZGlhIChwcmVmZXJzLWNvbG9yLXNjaGVtZTpkYXJrKXtib2R5e2JhY2tncm91bmQtY29sb3I6IzAwMCFpbXBvcnRhbnR9fTwvc3R5bGU+PC9oZWFkPgo8Ym9keSBzdHlsZT0iY29sb3I6ICM0NDQ7IG1hcmdpbjowO2ZvbnQ6IG5vcm1hbCAxNHB4LzIwcHggQXJpYWwsIEhlbHZldGljYSwgc2Fucy1zZXJpZjsgaGVpZ2h0OjEwMCU7IGJhY2tncm91bmQtY29sb3I6ICNmZmY7Ij4KPGRpdiBzdHlsZT0iaGVpZ2h0OmF1dG87IG1pbi1oZWlnaHQ6MTAwJTsgIj4gICAgIDxkaXYgc3R5bGU9InRleHQtYWxpZ246IGNlbnRlcjsgd2lkdGg6ODAwcHg7IG1hcmdpbi1sZWZ0OiAtNDAwcHg7IHBvc2l0aW9uOmFic29sdXRlOyB0b3A6IDMwJTsgbGVmdDo1MCU7Ij4KICAgICAgICA8aDEgc3R5bGU9Im1hcmdpbjowOyBmb250LXNpemU6MTUwcHg7IGxpbmUtaGVpZ2h0OjE1MHB4OyBmb250LXdlaWdodDpib2xkOyI+NDAzPC9oMT4KPGgyIHN0eWxlPSJtYXJnaW4tdG9wOjIwcHg7Zm9udC1zaXplOiAzMHB4OyI+Rm9yYmlkZGVuDQo8L2gyPgo8cD5BY2Nlc3MgdG8gdGhpcyByZXNvdXJjZSBvbiB0aGUgc2VydmVyIGlzIGRlbmllZCE8L3A+CjwvZGl2PjwvZGl2PjwvYm9keT48L2h0bWw+Cg==" width="302px" alt="nlp in chatbot"/></p>
<p>
<p>Gen AI-powered assistants elevate the experience by offering creative and advanced functionalities, opening up new possibilities for content generation, analysis, and research. Chatbots are, in essence, digital conversational agents whose primary task is to interact with the consumers that reach the landing page of a business. They are designed using artificial intelligence mediums, such as machine learning and deep learning. As they communicate with consumers, chatbots store data regarding the queries raised during the conversation. This is what helps businesses tailor a good customer experience for all their visitors. Unfortunately, a no-code natural language processing chatbot remains a pipe dream.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="303px" alt="nlp in chatbot"/></p>
<p>
<p>And now that you understand the inner workings of NLP and AI chatbots, you’re ready to build and deploy an AI-powered bot for your customer support. Natural language processing chatbots are used in customer service tools, virtual assistants, etc. Some real-world use cases include customer service, marketing, and sales, as well as chatting, medical checks, and banking purposes.</p></p>
]]></content:encoded>
			<wfw:commentRss>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2024/06/18/how-to-create-an-intelligent-chatbot-in-python/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Implementing AI in Customer Service</title>
		<link>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2023/10/19/implementing-ai-in-customer-service/</link>
		<comments>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2023/10/19/implementing-ai-in-customer-service/#comments</comments>
		<pubDate>Thu, 19 Oct 2023 17:09:12 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Artificial intelligence]]></category>

		<guid isPermaLink="false">http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/?p=984</guid>
		<description><![CDATA[How AI in Customer Service Affects the Role of Human Agents Operate around the clock in any language with technology that empowers your team to focus on what matters most — meaningful customer interactions. Bringing the strengths of human agents and AI together in a complementary way is the smart route forward. They can be [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>
<h1>How AI in Customer Service Affects the Role of Human Agents</h1>
</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="ai customer service agent"/></p>
<p>
<p>Operate around the clock in any language with technology that empowers your team to focus on what matters most — meaningful customer interactions. Bringing the strengths of human agents and AI together in a complementary way is the smart route forward. They can be programmed to update knowledge bases and FAQs automatically when product changes occur. Agents can access this information in real time during customer interactions, ensuring they always have the most current information. This improves the accuracy of customer information and enhances agent confidence and efficiency.</p>
</p>
<p>
<p>Here’s an article on how to intelligently add generative AI to your customer support. And, crucially, it’s all done in service of turning great agents into incredible ones. Use phone calls, video calls, and screen sharing to troubleshoot customer issues faster with modern, native phone support. Fin uses the most relevant information from across internal and external content to create the best answer every time. Célia Cerdeira has more than 20 years experience in the contact center industry. She imagines, designs, and brings to life the right content for awesome customer journeys.</p>
</p>
<p>
<ul>
<li>With each interaction, the system refines its understanding and enhances its ability to assist.</li>
<li>AI can even use logic based on these forecasts to automatically scale inventory to ensure there&#8217;s more reliable availability with minimal excess stock.</li>
<li>With the help of tools like HubSpot&#8217;s ChatSpot, which harnesses the power of Generative AI, the possibilities extend beyond mere conversation.</li>
<li>Traditional AI offerings (like some of the not-very-intelligent chatbots you might have interacted with) rely on rules-based systems to provide predetermined responses to questions.</li>
</ul>
<p>
<p>Using a translator can be a solution to such problems, however, those tools might not provide as accurately drafted messages, leaving some space for expressing the true and real stance of the customers. In addition, the agents might translate the message to understand it better but will give the answer in their spoken language, which can break the flow of the conversation and leave the personalization aspect neglected. INBOX by Yellow.ai represents a significant leap in customer support management. It’s a comprehensive solution that brings the power of AI directly to your support team’s fingertips.</p>
</p>
<p>
<h2>AI Agents for Customer Service</h2>
</p>
<p>
<p>John Hancock, the US arm of global financial services provider Manulife, has been supporting customers for more than 160 years. But this doesn’t stop the life insurance company from embracing the latest technology. But while the noise about chatbots rings loudest, there are myriad other ways that generative AI can help make agents better at their jobs.</p>
</p>
<p>
<p>This technology operates as a virtual sidekick, offering real-time assistance and support to agents during customer interactions. Imagine it as a knowledgeable assistant, whispering insights and advice to the agent, ensuring that every customer interaction is handled with utmost precision and care. Conversational AI allows customers to interact with chatbots the way they would with a live service agent.</p>
</p>
<p>
<p>This has made the rise of AI-driven solutions, such as generative AI, even more attractive due to its potential to enhance customer experience. This means that today, agents have to be able to juggle multiple questions at once while managing stress, avoiding burnout – and delivering great customer experiences. Many companies today face various challenges when it comes to delivering excellent service. Some organisations need help hiring quality service agents and scaling the team with the right people. At the same time, others need help with keeping documentation updated and providing consistent knowledge and expertise.</p>
</p>
<p>
<p>We want our readers to share their views and exchange ideas and facts in a safe space. This does mean that the most complex, hardest-to-solve problems will land in your agents’ laps. Of course, bots were to completely replace humans without careful planning and consideration, you’re doomed to fail. But, organizations are increasingly taking a measured approach to bot implementation. This doesn’t mean there are good  and bad bots, it has more to do with how they are deployed.</p>
</p>
<p>
<p>AI already has replaced human customer service agents in some companies and industries through products like AI chatbots and AI voice services. For the foreseeable future, humans still offer a level of nuance and value that can&#8217;t be replaced by AI alone. <a href="https://chat.openai.com/">https://chat.openai.com/</a> Are there complexities in the return process that are driving customers to competitors? By compiling this data en masse, businesses can see what&#8217;s driving real customers either toward or away from competitors based on customer service experiences.</p>
</p>
<p>
<p>Additionally, another company achieved a remarkable 50% reduction in agent turnover by leveraging AI Agents to partially and fully automate service processes, alleviating the workload on agents. Customer support agents have to deal with hundreds of cases a day, questions and issues coming one after the other, which can be very overwhelming. Naturally, the aim is to reduce this workload, which can be done through introducing automation and an AI chatbot service. Research by Hubspot explains that customer support specialists who use generative AI to create responses for customer queries save two hours and 11 minutes a day.</p>
</p>
<p>
<p>VentureBeat reports that AI in customer service can make for an overall cost reduction of up to 30%, while Zowie claims that smart use of the right AI technology can lead to a 47% increase in average order value. AI has already affected the number of customer service and sales agents needed in a contact center. An AI agent assistant can build on this agent skill by proactively delivering contextual recommendations, next-best actions, and automated assistance to achieve exceptional customer experience. For example,&nbsp; a customer reaches out to a business frustrated over a delayed delivery.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How AI can help customer experience?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>AI analyzes customer data to create detailed segments based on demographics, behaviors, and preferences. This helps businesses deliver personalized experiences and improve outcomes. This enables businesses to deliver highly targeted marketing campaigns and improve the relevance of their messaging.</p>
</div></div>
</div>
<p>
<p>ChatGPT for customer service is a tool, not a replacement –&nbsp;you can find many artificial intelligence tools to aid your writing and help speed up the process. This is made possible by providing a help center or knowledge base or FAQs flush with information about your product, the customer journey, and answers to common issues that crop up for other customers. Generative AI  can also help agents scan through reams of policy information to find the best solutions for customer complaints.</p>
</p>
<p>
<h2>Join thousands of businesses transforming their customer service with Beam’s AI Customer Service Agent!</h2>
</p>
<p>
<p>Our goal is to provide your organization with the features and functionality you need to combat communication challenges and elevate both your customers’ and agents’ experience. Much of today’s customer satisfaction is based on efficiency and effectiveness. Customers expect immediate service and speedy resolutions to their support issues—the last thing they want is a long wait time to speak with a live agent. Our AI-enabled call center software can move the customer support process along without delay. This can be mitigated by seamlessly blending AI and human support, allowing AI to handle initial queries and human agents to address complex or sensitive issues. Inaccurate responses are an inevitable challenge, addressed through regular reviews, training, and a feedback loop for continual improvement.</p>
</p>
<p>
<p>Freaky or not, artificial intelligence is becoming as common as it is rapidly changing—here&#8217;s how companies like Blake&#8217;s are putting it to use. Sentiment analysis is another hot example of how AI can proactively transform your customer service. Interpreting a customer’s emotions in the midst of a virtual call is very challenging for service agents. The conversational AI provides service reps with dynamic scripts that guide interactions while leaving room for flexibility.</p>
</p>
<p>
<p>Also, humans need to overview what AI is doing and how customer satisfaction improves based on interactions. As I anticipated at the beginning of this post, this AI will massively help customer support agents in many ways. Another great source of information is the canned responses in your Customerly Project. These are the kind of responses you use with your customers, but you don’t share publicly on a knowledge base.</p>
</p>
<p>
<p>AI Agents offer numerous benefits, such as enhanced customer satisfaction, reduced handling times, and quicker response rates. For example, a retail customer who is using Cognigy&#8217;s AI Agents saw a threefold increase in conversion rates among bot users. In another case, a major FMCG manufacturer focused on delivering customer value through an on-demand AI Agent for fixing stained clothing, covering over 2500 fabric and substance variations. This allowed them to assist customers during unexpected, stressful moments and create a positive brand experience.</p>
</p>
<p>
<p>This blog explores the transformative world of AI Agent Assist, a cutting-edge technology reshaping customer service. We explore its features, including real-time guidance, knowledge base integration, and sentiment analysis, among others. Additionally, we highlight the benefits it brings to businesses, such as improved contact center performance, enhanced customer satisfaction, and reduced operational costs. By integrating AI Agent Assist, companies can unlock new dimensions of efficiency and customer engagement.</p>
</p>
<p>
<h2>Challenges to implementing AI customer support software</h2>
</p>
<p>
<p>Just copy and paste the URL of your FAQ page, wait for one hour for the AI model to analyze your help center — and the generative&nbsp;chatbot is ready to go. We’ve long been at the forefront of AI innovation — and our LLM-powered solution cements this position as leaders in the support automation space. But with this technology, you can generate images, music, videos, and other types of content — beyond text. Unlike traditional AI systems that recognize patterns to make predictions, generative AI (the name is a bit of a giveaway) can actually create entirely new content. Research from HubSpot, meanwhile, shows that a huge 90% of consumers now expect an ‘immediate’ response to customer service inquiries –&nbsp;and AI can certainly help enable that speed. ChatGPT, Microsoft Bing and Google Bard are all AI-powered tools that use large language models to train their understanding of how we use language to communicate.</p>
</p>
<p>
<p>Your business can leverage Puppetry’s complex technology in a simplified platform. Customers visiting your website and social media sites will have an incredible experience interacting with an AI customer service streaming avatar. For example, they can support customers with reduced or minimal assistance from a company’s support team.</p>
</p>
<p>
<p>Automate routine workflows and tackle FAQs to free up human agents and enable them to focus on unique customer issues that require human interaction. Sort customer questions and gather information before transferring the conversation to the support team. Offer real-time guidance and resources to agents to cut back on response times. Connect your AI-powered chatbot with your CRM (Zendesk, Hubspot, Salesforce and many others) and integrate with customer data platforms, like Twilio Segment.</p>
</p>
<p>
<p>I&#8217;ve already mentioned a few ways companies can integrate AI into their customer service operations, but I&#8217;ll round up a list of them for quick reference here. This should give you some idea of how to start implementing AI customer support in your own unique workflows. When queries come in that your bots can&#8217;t handle, AI assesses agent utilization according to average time to resolution by ticket type.</p>
</p>
<p>
<h2>Seamless Escalation to Live Customer Agents</h2>
</p>
<p>
<p>Improve customer experience and engagement by interacting with users in their own languages, increase accessibility for users with different abilities, and providing audio options. In order to recognize patterns and accurately respond to customer questions, you must train AI systems on specific models. Training and configuring AI is often a time-consuming process, with hours of manual setup.</p>
</p>
<p>
<p>Deep Learning (DL) is a subset of machine learning that employs artificial neural networks with multiple layers to model complex patterns in data. These deep neural networks attempt to simulate the behavior of the human brain, albeit in a simplified manner, to process data through layers of abstraction and representation. Deep learning techniques excel in handling vast amounts of unstructured data, making them particularly effective for tasks such as image and speech recognition.</p>
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<h2>Frequently asked questions about customer service AI</h2>
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<p>This allows the bot to identify positive, negative, and neutral language so it can route tickets to an agent accurately if a handoff is necessary and reduce escalations due to sentiment detection. When routing to a human agent, the sentiment gets included in the conversation. This lets the agent know how to approach the interaction, preparing them to avoid an escalation or de-escalate an elevated situation. You can foun additiona information about <a href="https://hardwaretimes.com/metadialog-ai-how-to-use-ai-to-deliver-better-customer-service/">ai customer service</a> and artificial intelligence and NLP. As AI in customer service rapidly evolves, more use cases will continue to gain traction. For example, generative AI will move from the contact center into the field. This technology will ensure frontline field service teams have the right customer, asset, and service history data for the job at hand.</p>
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<p>Post-call reporting, for example, can easily be handled by artificial intelligence platforms capable of logging summaries rich in detail and built for trend spotting. Important information like call time, issue resolution, customer frustration and next steps can all be automated if your contact <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">Chat GPT</a> center management solution has natural language processing built in. Gorgias is an all-in-one customer service automation platform designed specifically for e-commerce. It handles customer inquiries through various channels like email, live chat, and social media from a single dashboard.</p>
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<h2>What is the best AI for customer service?</h2>
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<p>1. Zendesk. Zendesk is the complete customer service solution for the AI era. Generative AI for agents can help summarize long tickets, aid in creating help desk articles and macros, and expand agent replies, giving your team valuable time back.</p>
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<p>In my experience, the bigger the knowledge base that the chatbot is provided with, the better and more extensive answers it can give to customers&#8217; questions. Once the chatbot resolves these basic queries, the agents have less work to do, or they can even completely neglect to spend much time on these, as everything is automated. AI Agent Assist is a pivotal element in the evolving landscape of customer service. It marks a significant shift <a href="https://www.metadialog.com/blog/ai-for-customer-service-agent-how-artificial-intelligence-can-help/">ai customer service agent</a> in how businesses approach customer interactions, blending the best of AI’s efficiency with the invaluable human touch. AI Agent Assist is more than just a tool; it’s a strategic partner that enhances every facet of customer support, setting a new standard for customer-centric businesses. AI Agent Assist acts as a powerful ally to customer service agents, providing them with the tools and insights needed to elevate the customer experience.</p>
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<p>GenAI alone is neither built nor suitable for stand-alone use in a service context for a variety of reasons. Yet its groundbreaking ability to generate natural, contextual, and personalized responses cannot be ignored. Jacinda Santora combines marketing psychology, strategy development, and strategy execution to deliver customer-centric, data-driven solutions for brand growth.</p>
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<h2>Examples of AI in customer service</h2>
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<p>Getting started with customer service automation is a straightforward process when you’ve got the right tools. When you have an international product, multilingual customer care can help you attract and retain clients. You can transform them into ardent brand supporters by assisting them in getting higher benefits from your products or services in a language that suits them. Many businesses currently employ chatbots to answer basic queries using information gathered from internal systems. This includes things like delivery dates, owed balances, order status, and more.</p>
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<p>The platform is engineered to handle customer support requests with an automation-first approach, seamlessly transitioning to live-agent handoffs when necessary. This balance ensures that every customer interaction is handled efficiently, with a satisfaction level that sets new industry standards. Puppetry addresses these concerns by empowering businesses to create a streaming avatar to acknowledge and assist customers. This technology leverages artificial intelligence and machine learning advances to make a brand’s digital agent. Agents can use as many tools as possible to help them bring a ticket to resolution efficiently, and AI can expand that toolbelt dramatically. By synthesizing data based on factors like ticket type, past resolution processes across team members, and even customer interaction history, AI can automate action recommendations to agents.</p>
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<p>Integrate AiseraGPT with leading IVR platforms such as Avaya, NICE in Contact, Genesys, 8×8, Cisco, and Five9. AI Voice Bot resolves contact center service requests autonomously with Aisera to offer customers an exceptional conversational journey. By leveraging the capabilities of our autonomous agents &#8211; your business can reap the incredible benefits of AI, today.</p>
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<p>Essentially, conversational AI is the set of technologies that allows humans and bots to communicate with one another. As we think about the future of customer service, Quality Management (QM) is also seeing a major makeover in its use and application. This can lead to making misleading conclusions and even fixing issues that aren’t bigger problems because you’re basing any modifications on incomplete data. Machine learning is the term given to the process of training, testing, and re-training to improve AI models. Importantly, machine learning tools can self-improve without human interference. That doesn’t mean that these AI tools will get infinitely smarter until they can take over the planet – it just means that every new interaction gets added to the model, resulting in smarter results in the future.</p>
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<p>It helps build a connection with the customer by making them feel heard, understood, and valued. Moreover, you can effortlessly transform customer support interactions into ready-to-publish help center articles, reducing the time and effort required to create helpful resources for your customers. The AI Summarize feature turns complex customer support chats into short, easy-to-understand summaries, making it easier for your team to manage and respond to customer queries. It’s also a competitive advantage for businesses since the rapid adoption of AI from a competitor of such AI tools might outperform your support team and generate better customer satisfaction.</p>
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<p>Machine learning can predict customer needs and concerns based on historical data. For instance, if a product often faces a specific issue after a certain period, AI can proactively provide solutions or advice to customers before encountering the problem. Maintaining a human workforce for 24/7 service can be prohibitively expensive due to overtime, night-shift premiums, and the need for a larger team.</p>
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Q1zAEbimT6PhSOLO76zQKTP07hnvypVSqS05UTJU9TDku1IsPqaS6Jx0ttOrd5QtDSCVFKkkbSQo+6e4uJSdtmi3njvD973lQ6pb4uZ+oSUu1Ly8nJ8ygpBcfWlLj6eRRLKCVAAHxEWlxhZivSl1anYTtekXtRqZcMqH7gvKg0GZqLsjJKUpKpeTDKF6mnAkjnUAGwoKGyRqzcs3NjA4ipOGUY2zBb9irtkG1Kjb1OnQ9MzCUuM+YTLCEFxtfRKimYSEOBez4xQEw7Lu+i39aFDvi3HlPUq4adL1SRcWkpK2H20uNkg9QSlQOorcY94fmLtlcI2HK35SWKXcLFvyLVQkmGUtIYdSykFvs0+qgjQBSn1QdgdAIyFACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIxdxPjeBLzHtp4/tERlGMYcTQ3ge8v/p//iIi/be3h3rxLNx7GXc/A1flmOey34R6y33RyERILWTisniDJB7o5LJPuj18p3Aoim6wnk8nZE7Gh/L4xQbmvO1rP7D84qs1KGYOm08qlqPv0kEge8xjTPGUn6e4bPt115uZbUFTsw2so0NbDYI6+IJ/k9sYBcnFTDi/yk8pxxQ3zLUSr+UxoL/W4Ws3TpreZu7PSJV4KdR4XUSzOXcdh1LP5wt7XvW21pGh49R3e+K3bN0W9d8kZ+36kzNNg6UAoBaD7FJ70nx0YhYmdceUG0FKEA9djeh7Pq/2xWKJc1ZtqcRUKJUFybrKuYhnRCvaCk9FD3GMSjtC5TSqx4dhlVdDiovzcuJNMNA+HX2RwWtfqxbOMb/lb/oipooSxPyqg1MMBQPgCFgd4Sd+PiDF5chMdPCca0VOLyjnqkJ0pOE+aPFyD97HHZx7S2O/UcdnvpqLm7k+cnmlW9TTJ/4xP9cXvFpsNATDR1/jE/1xdh6HUdxsesU6vejQay/WgIQhHZmkEIQgDaxCEI8mE5iEIQBxoeyOYQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEYx4lxvBd4D/MB/aIjJ0Yz4k+uDbvH+Yj+0RF+19vDvXiWbn2M+5+BrTLUcBka6GPV2Xvh2Z9kSNg4bePMGR4x4LgmXKbRKhPMrShxiWcW2pQ2AoJJBP2gRWA2T4Rb2RW0/mPWQrY/vVR6d+/Afb3RZuJOFGcl0IvW/r1ox62QqqDtUqlTnKg6p19991bjriupUonZO/r3Hhck1vOF9bXcNKT468e+Mn0KWlGHUsTKAkgaKe+Lpcte3X9PeZo1rZV3biHa+oOFRuS5kq0dO3orDI+GlzaNvssrDPUoKh3iPsxLPqH6U9n12CenU++JJSdpUKoS/ZrYbKQk6SEjQGvCLDuSyKbSVlaEKHOoqCidjQ6xWjfKq1FrGRWsXSjvJ5PJgeurod7U+WQ4OxqC/NXtHoeffIfsUB/LEsg1EWMNUBirZSp6ZZkeayQcnXCgHW0g8v1esUxLDs+mx18IkjZ3flave5Z4Efa3uq4WDzKZ9kcFnQj1ch9kccm+mhG9waZM8zLenkf6Sf64uT6ooiG9OJIHcoH+mK33R3GySxCr3o0ervMoiEIR2BphCEIA2sQhCPJhOYhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIxrxHgHCN3A/wD/xExkqMb8Rg3hO7Qf4D/wCImMi0+8Q714li59jPufga4eQd8chEfYtxyG9RJeDgsnn5OvdFqZSS6LKnuxc7M87AUeXe09sjmH8m+sXpye4RaOVnGJWxqg4+92XaFpKTvW1Faenv7jGFqKxaVH2MzdPw7qmn1oiwqlNT9ZcSHnJRpS1Hzpb5QlsBJV1ABJB1oaHeRF2UGrTM7b0y0QVebJKUPH5Sh3958Y8dxzVDplCl3VPsc7qiFc2gogez2/Z7o8lvXpajUilgvutOuLJWVJB5vs8PCIUq5qrKj0kwW6hSeHI7UWp1dS3Zl2qTwZaUjSiyCBzb5eqepHT7IrN0TEzMUR+cmORbjTXOCB0OiOv2jcVq2KLQKqtQS+w2VEu6QsBC09+9Dpvv+2PJeLki0wZFshSJgdknl/WH1/8A93xa85mcUlhouOjuQe9LKZ6uGmnv06oTs7PSBaNWYT5qvY6oRsq2O/r01/oxIIJAHdFgY4pkguZYVIcwZprAAJ7itSAk/Z0Vr3ajI3ZgiJY2VqVa2nKc10vHdki/aWlSoX25TfHCz3nnLYI3HUt6j0Fs66QKNR0bic/lnmS366frEVM78Y8XL6yde2PbHabKf+lXvRp9W5xEIQjrjTiEIQBtYhCOCdeyPJhOZzCOAdxxzddEQB2hCEAIQhACEI6lQHSAO0I6hWzrUdoAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBGOOIrrhW7B/mQ/tExkeMc8Q43hi6h7ZIf2iYyLT7xT/qXiWLn2M+5+BrvUhO445RH1LZ3uOQ3vvESfjrOAzg+QTFrZQpqahYNbbLJc5JVTwSO/aPW2PsBi7w2BBbKVoU24nmQoaKSNgj3iLVeiq9KVN9KwXKNZ0akai6GmQGqrstUZ6VLwWvs0FPf7SNDXt6n+iKzS2qQ8fNnKG8CdIUoISrR95I7ovjPOIJWzJuVuS1nFJlZ1bnPKKTvsFjRHIf3vU6HhqMTGtzMqy5Lrl5lC9dAEkg9Ovd9sRBfWM7Oq6E+aJQs76NemqsOKZXZVchSKz5xS5l5DaEuc3KrSVk7B6AfJi57ck3Lxvei04qX5u8+0l1ST3NpPMvXvIT368YxfLzFXdaDTNNcBcPTmSdn7IzPh2r27jaacuTJNT8wcmWktSbamVrUFqOjpKASTy+PgIrp1rRrXkIVZLDfHPzKX9zWpWs5Uk+HiSHt62ZG2pRyVklLWHVhalK110NAdPD/AM4qoTHeVel5+WanZN5D0u+gONOIO0rSRsEe6Pr2US7Ro07emqdFYiuRGNavO4qOpVeZPmedSI4UjcehTccFuLuC1lHl7MAgiPr08I7KTqOojsdlV9nU70ajVOMonMIQjrDVCEIQKG1iOqu6O0I8mE5msvygfD5X8DYjuLOdncR+YTVJmutFNOdul5MkwmamFFSG0I5SlKQdJG+gAjPtPs/GnAHTZvL2SM9ZTuakVhcvQg1cVScqjMu86vnQtCAnaD+jIKu7UUXyufXg0rAHz5S/7aPN5Wphqa4WqTLPoC2nbzpCFp9qSHgR/TAGUrI48eHTIFQuxig3TOJptm0x6r1GtTUitmnLlmnUNLWy6f8AC6WtIGh130ig0fykHDbU6nSJaoTV1UClV98S9Lr9Zt9+TpU2onQKJlY5eU/vj0A6nQi5OJ/IDPDVwiXDdtn2XTag3btGlKfI0p6WC5NCHnGpYdo2NczSQ5zKT02E6PfuIQcZ0jmKlcJIr2TOL+07yk7kRT1s2vKW3JNtOOKKVp8yfaV2mmwCeYJA5Qd63AE/sxcWeEcC3NJWllG6VUaeqFKeq8sVyy1odZbXyFCSkHmdUrolA6mKJhDjbwdnu9p7G9pT1Zpt0SMuZo0quU1yRmHWRykqQlfytJUlWu/lO9aBMYEuChUi7eObhcVcsgxUxLY2mak2mZQHEiabYUpt0g9CpK9KB8FAEdQDFbz6wwx5TbhynWmkIefodcQ64AApaUy0zoE+IHMenvMAZEvfyhfD3ZFy3Bbjrl1Vlu1JlUnXapRqA/OU+mPJJStDz6BypKSCD39QfZGPOPLjdtyweHViaxDe0wi4sh09uYtqsSEstbaJPzhpEw6HNaacDa1BPNpQUenURjqj0yo2UMn3/wAF3FDjyq2TM1mpVG4LJvWTT5omdKSZloOrKHOyUAQlW0pUkD1lgc0e3ilzA1njyWUvlFm1E22KtNUlCqY2nlaYUzVEMnsug/REtlSP8kpgC/8Ag9yhgTGuCLpysc3X3WqJT3ZVFfqd8PPqUzPdmNpl0Ojm04pwAJTvZ0BuLwsXykfDJfV00e1kVmu0Fy4lhujzldpDslJzyioJHZvL9XqogbOhsjr1jGnlBW25XH/D7cd4Sjs5jakXbTHruaDZdaS0WEhlx5I3tofpgSem1pHUqAireUnyDg+t8IdWpLNyW7W6lV3JJFpMU+aZmXXJrtkFK5cNknl7LnBUnpo631gDN2Y+MTBOBLtNlZQul2lVQ0P8vtI81W4l+XL5YShspB53S4lQDY66BPQAkW7L8ffDumxreyJW65VaFRLlrMzQ5V6qU5bKmpmXQFudsOvZpCVAgnvjBFNs1VX8oJgmRyZTG6hWqFhOXnXkziQ6Wqk09MILpB2CtKlKIPgobHUCLq8otQqTct/cNlBrkgzOU+eyIhuYl3U7Q8jkRtKh4g60QehHSAL0t/ylfCnW65NUWfvCpW8GpByqS83XaW7JS87LJSVdowpY25zAEoAG160nZ6RXMRceWAsz5El8W25Ua5TbhqEuqbpstWqU5JCoshKl8zBX8vaEqUO7YSSO6MZcfNo2zdGa+FiRuGhyc9LzF/GVdafaCkuMEMrLSh4oKkJ2k9DqO3GlLS8vxW8KVSYZQ3Nfna/LdsgAL7IhvaN9/Kdnp3dTAE0X5hqVYXMzLyGmmUFbjiyEpQkDZJJ6AD2xFGq+U74VabVJqVZr1w1GlSM0mSma/IUR56ltOk6AL4GiD0IIHUHY3GR+NOmXRVuFPKFOs5MwurPW9M9kiX32i2wNupTrqdthY14jpGM+GHJ3DDIcDtr/AJTuO05W1ZG1ES9yyU081rzkM6nUOsk8y1rc5yE8pUvmTrexAGZchcTeEsY4tkcyXXf0g1atWbbcpc2wS8ah2ieZCWEJ9ZxRSCdAdADvUWNifj34fct3tJ47p1UrVBuGqNpdpklcNKdkFVBJBKexK+iiQCQN9fDcR1z5X8NNZ54Ssi9jT5fBBRUEU5RkzK06XnFtHzRxxpaU9mA6WlbUka5So9Nxc3lKrmsa8bWxxaWOa1SKplyevGmuWaumuomJuS9fbj5UgkoY+Rvfqk8p0eQlIGbsk8dHD9iq9a7jm667VPzmoSZXnpcpTHZiYm1zCQptuWSkfplcpBOvkjvj5WLx38PmQbAvDIdErdWblbDQlyvU+ZpjjdQlUKVyJV2HVSgVbHq+IIOiIw/iCj0yf8qlmmpTciy9NU20aeuUeWkFTKlolkKKT4EpJB9xiu4plJSm+U7zQmRYQwmcsajzUwltISHXtsDnUB3q14wBQeBHj7lM4T01jzI9dnZ28qhWp80jsqMpmW/JzaOdsLcSOQL5Uq6HrGQK35SbhqpE3U1Ss1ddZotGmvM6hcVJt+YmqTLO7A0qZSOX9ZPUbB2CN7G8Z+TZvm3bXxFk2jTtUlDX6Ze9dmTRTMITOulA5+RLRPMSeRQGh3g+wxY9jX9nbMvDzcXELUuKexMcW3Ooqrzlly9sSUxJss8ziVy8wtxQdU6762/VUtRcGupAgCdddz3iW2cTIzlWb3p7NkOybU6zVufbbyHNBsIA9ZS1E8oSBvfTUYgx75RnhryJd9FsuVq1eok5ci0t0R+uUh2SlqkpSglAZdV6pKlEAb1skDvMQNpHYs8FfCPc19MKmsbUbIlSVc6HUlyXaSqozAYU6n94EiYGz09bXiBGyPK2VOE/zKz2cn3DZlZYqNXlm7al1Nt1IqnFApacZabCyAAdc/LyjmGyNiAI65V8pFa+PeL6QsWYr9Ubx/RaXOydyS7dBW6+au2t0ILRA51t6CNqT6vQ++J00GtyVyUSnXDS1LVJ1OWam5crTyKLbiApJKT1B0R0iHWY69RLU8ptiCr3PV5Sk09/H9VlW5qefSyyp7nmDyc6iE82iOm/ERNGVmpael2pySmG32H0Bxp1pQUhaSNhSVDoQR4iAPrGO+IQbw1dO/4GP7RMZEjHnEF/7G7p/wCRj+0TGRZ/eKf9S8Sxdewn3PwNfSkRxoR9uUbjhSAOvv1EpYI9yfLlgU9Nxat9ZRs3Hsp29dqXNMKB7OUlh2j69f5O/VHvUQIjXkPikuy5WHpC1Jf8gyR2FOIVzzLgPtXrSB7kjf8AlRrbzVrWy4TeX1LmbC1024u+MViPWzIea8gUeq3AzYEglD7lPS5MTUxzAhL3RIaA8SASVew6HtixqKxJJdW1M01DqFHZOu6MVSFRcRWZOddmVKU48szKlr9YpUOqiSdkkneyesZutiWTXae7MUucSqaktJeQlQ2U+B19URLr93K5uXWl+L+xJ2iWsaFCNKPQVumW9SXZwTTUi2EoA16vT7IsDNaJByoSMgVJL7ChM8m+qE9Qkn6zvX+iYvGfuyXtamvPzSgqYSooaZUeqla8ddwHjGEqpWnahUXqnVHlOTMy5zE66k+AA8AP5AI12m0XWqqpLkjO1CtGlS3I82ZVxTm6csaWaoVxtOTlFST2SkAF6WJJOkg/KTsn1SQRvYOukZxtvL2ProUhmQuBhmYcOksTR7FZ9gHN0J9wJiGCplUy7pKeVA2eo7//AO6xwpIJ0e7xjvrTXbi2juP1kvj8TibrR6Fw99eq31GwE6IGusdSnroRCa08lXrZykChVx5plKt+bOfpGSPZyK6D7NRmayuJYVCoM0+8aRLSbL2kGclVK5UK9qkK2Qn2kK6R0Npr1tcNQn6sn/3M0VzotegnKPrIz5S6U/WKtI0iWUhDs9MtSqFLJCUqWoJBOuutnrGc/wBxNkhXUXLbn3r/AOzjEFjELvW3FoUFINWkilQOwR2yOvvjZgnxjI1DaK/0RxjZySU+Lyk+XefOn6TbaipO4WWvcQu/cS5JH++W3PvX/wBnHB4KMj/xmtz7x/8AZxNM90WpkO7kWnQ1vsrQZ2Y23LIPX1tdVa9g/wBgjn9U8qGqaTZ1L26qpQgsv1V/2XyRtrfY6xuqsaNKDcpcObIX1Lhzq9JnnqdO3vb4fYVyrCC+QDret9nCMjOuLecW868ta1qKlKPUknvMI83Vf4rdt3Uk6MaKjnhmKzjoz24JCh5JdD3Vvb2ff/kltCEcKOh36ibTmS2MjYxsLLdtOWdki15Kv0V15t9clNpJbU4g7QogEHYMcZBxfYGVqE1bORbWka9SmZlucblZtJKEvt75HBog7GzqMW5x42cE4CumWsS7qxUajc8y0l8UaiU9yemm21AlKlpR0TsAkAneuutdYuDB/FLhXiFtOpXhja72ZiUonWrMzaTLTFOHKVBT7a9FCClKyF/JPIvR2k6AyTWbcoVxUObtqv0mVqNKnmDLTMnNNJdZdaI0UKQrYII8DGE7e4C+EW15SqyVIwhROxrKeSaTNvTE5pHPz8jRfcX2KOYAlLfKk6Gx0EWafKa8LgqKkCr3IqhpnxTFXKmhPmkB/wBnnOta0d93d17oyllziqwpg6Zs9vI12Jp8rfDc07Sag22XpNTcu224ta3U9EpKXkFOt829DZgC8P7kuORddBvhNpSIr1sU5VJo8/yntZOTUkpLKDvokgkR3rGLsf3DfFDyTW7VkZu57badZpNTcSS9KIdSpLiUHetKClA9PGMNYm4/eHjMeRZbFttVesyVdqLanqa3VqW5JoqCEpK/0Kl/K2hJUneuYDpuI9q8qfj+mcVdYpFWuSpjFcpbxk2WU0NRmU19M0hKiSPX7Lsw713y71AEm7+4FeE7J16LyDe2F6RPV110PPzDUxMyqJlze+d5pl1DTyie8rSonx3GR7lw7jC77CbxdcVj0mbtJoMpbo3YBuVbSyoKaCUI0EhJSkgD2RYubeL7DWCK5TbRumoVSp3LV2vOJWh0OnOT88pnr+kU22PVT0Ot6J0ddBuPbh7iqw3nK067dlhXA+8m2A4a1T5qVXLz0gUJUohxhelDYQrRGwSkjewQAMj1e0bauC3HrQrtCkajRJiXEo9T5phLrDjOtcikK2CNDxjEOOuBrhTxRd/5+WJhmkSFcS4Xmpp5+ZmxLL3vmYbmHVoZIJ6FtKdDoOkWdbvlJ+Fy7q3aVt2zclWn6jeDyWJVhumL3KqVMKYT5zs6a5lJ2ATvlUlXcoRJypVORo1PmatVp2XkpKSZXMTMzMOpbaZaQkqUtajoJSACSSdACAKHMYzsWbyBK5VmbZk3LukqcqkS9XUk9u3JlallkHeuXmWo/WY63hjCwr/qNBqt5WxJ1abtid/KNIdmASqTmen6VGiPW6Dv3EbnPKj8J7daVT/zgr66Yid8wVXUUR403tf/AJ2u7Xrb13de6M3VfiIxjRsjWTi5+qvzFYyDJOVGgrlWC7LTEuhBWV9qn1QCkbHtBEAXLdeNbGvir29XrstuUqdQtSd/KNGmHwSqSmen6RvRHXoO/fdHW6sX2De9et+6LrteSqdWtSaM7RZt9JK5F862tvR0D6o7990Um9M3WJYWR7HxXcM3Nt1/Ia51uiNtSynG3DKtpce7RY6I9Vadb74xRkbygvD5ji8a3ZUzMXLXJy2OldmKHRHp2VpZHyg+6gcqSnR5vAHY3sEACSRT1PN1Hcd90YCrvANwg3LfH90Ss4LoTtaU726y27MNSjrnUlS5RDgl1kkknmbOz1O4xZxi8fllY54f6XeeG70TM16+JUzVqzrMh5xKrDL7aJhLvMNNqSFKSUqAIUCO8RlLC/GXhfJuFKnmJy7VU6iWmlqUuCo1aWMmhua7FtS+UK6r5lOJSkJG1KUEgEkCAMtXfjDH1/Wi5YN5WbSKvbq20tfk2alELYQlI0nkTrSCkfJKdEeGox/h/g24Z8C1l64sVYnptHqrwKfPnZiYnZhpJ6FLTky44poHxCCkHxjHFqeU14V7ruKnUAXBXKQzWJgy1PqtWo7stITLgVy+q8egHN02dAHv1GRMycYGC8B3bT7Myjc71JnapSXazLOearcZWw2VDXOnfrqKCEpA2SR7YAyBS8WY+ol+1fKFJtWRlrqr0siTqVVQk9vMso5eVCjvWhyJ8PCPpJY0sWm35UsnyFtSjF1VeTbp89VUg9tMSzeuRtR3rlHKnXTwiPdD8plwo1eSuCYqN2VSgTVvNpddp1YpbstOTXMrlSmXZO1OrJI9QdQDs6AJF7YA4zMK8SNfrFpY/n6pL16hs+czdMq0guTmOw5gkuJQrvAUpIPiCpO+8QBdEnw1YKpuVVZup2NKPKXw52hXWJdCm3FrcBC1qQlQbUtQJ2sp5js9Ytlrgf4U2b+eyWjCtD/Lsw8ZlxSlPqlC8f8AGiTLnmyXN9QsNhQJ5gd9YoOT+PvAGLr0q1hzk3cNfqlvNl2t/m9Rnag1S0j5XbuI9VBSPlfve46OxF3VXizwlTMDOcSbNzrqNitdkFzkjLKddStx9LHIWuigpLiwlQPUdYAuyi4UxTb+OjiOk2HRmrMUl5BoapYOShS64XFgoXve1qUr6zv2RYeMeCHhYw5dyr7x3h6lU2u8xW1NuzEzNmXUSSSwmYdWlk9SNthPTp3AR48UccOA815WcxBjiuT9Vq7Uk5OmZTJKTJqS2ElaUunopQ5wOg1sHRPjn+AMf5bwDh3O9Pk6ZluwKXcrNPcLsoZpKkuMKOubkcQUrSDobAOjobi9KTSafQqXJ0WkyqJaRkGES0swj5LbSEhKEj3AACPZCAEY9z+AcO3QP8z/APzTGQox/n0bw/dH/Iv/AM0xk2X3mn/UvEx7r2E+5+Br/KOo9XezEastcQlUdqE/atjuol5NG2Hak2duOnWldkf1B3gKGz4gjoYzLmW5hZ2O6tVm3eSYfb8zl9HqXHPV6e8J5j/zTEHW3RzIG/lKJPvHtjrtodRnb4t6UsN8WzntDsYV069VZ6keh1S3lKW4tS1r6qUo7Kvr9sUiYpcvzkB1SQo710iqBX6T7I8E5T/OFFaXNHccRLjxOsXq8ilu08B5b/ar5z6q/W108Dvw31/oi+bPv42xJu9k3/fD5S0HebXqHXyvaU+HuPuiz/yXNt9EuJUPdHRqVfcWtrsgQ2o9SdfUfqjFr0FXjusyKFeVCW/EvC7a8qpvpak5lLyioAu75tk9SfeB/XFJEm3z9ookkkk7jhtCElJSBtI1se3xj6hRPSL1CjGjDciW6tR1ZbzO/QJ0APsjqE7EciOdai7gthCRzEH9Xxj7t+qR117486XOQOlXitKR9sffu6xXkijWSUvCfkptVyUK0a2+srkp+XmZN09eZlDyCtr60jZA9m+7QjctKTbE2w3MyziXGnUhaFpOwpJ7jH5/8M1P8m5StOaU4UpFYlEEj2LdShX9CjG6jDt5qSv80qg6DrZkyo9R3lTf/ePtEaPaDbGlY6nZaVecPOqSUv8A6TWE/wCrOO8u6dornRr3VH8LWV7nlmV5ydl5KVdm5pwNtNIK1qPgB3mI23pdD911x2oK5ky6dolm1d6G99N+895/8ovrMl4hSvzUpz/ROlzqkn7Ut/1E/ZGKI88eWDbP0lcehLOX2dN+u1+KXV3R8e4kDZPSPMU/ptVetJcF2dfv8BCG/cIRBjTzwR2ue4lxHVX2R2jggnu1H6KEBkEuEOtWbZ3FbxKUrLFSpdOyPULtXOU9+qOIaembfXsyqZda9bbSjs+ZKT3dnvuEfTivuHEWQeHTiKpvC+7SJ6+5SWlF3i9QZXkfflw+0qZ530pCXh5sh8KCVK2EuJI2dGSOZ+FTh/4g3Zaay3jSm1udkwEszyXHpScSgbPIZiXWh1SNknkKinZJ11i5MYYZxhhe1EWRi+y6bb9FB25LS7ZUX1EaKnXFkreUR05lqUSPGANftuUC9a/wlyb8zx52HT8VvW2mXmqWqzKaRKsdnpcspAHa9slWwQB2hWN/Kjz5IxbbdKqfAbjOoXNLX/b7NTqqWKi7LlLNQkyuSelwWlkkISjs0cp/VRojwiXUz5P/AIQJq905CdwdRRVkzPnfZofmESKnevrGSDglj370W9b66jKtzYjxzeNwWrdNy2lIz1Usl1x+35hYUlVOW4EBZbCSANhpsaII0kQBFDyhcrLS+W+FarMS6G51vKdNlUTCEhLiWVvsczYPfynQ2I7u3Nb1oeVYrlQuuvSFHlJzDiGGHp+ZQw265+UWF8iVLIBPK24rQ8EKPgYlfe2Kcf5GnreqV72vKVeatSot1ejOvlfNJzjZBQ8jlI9YFIPXY6RbuW+GfBedZynVHLGNaVcM5Sj/AHpMv9o282ne+QraUlSkb68iiU766gCC0pScoOeUBzfK0PiAo+LLmqDdPeo71ZoMrPqqdK7H5Eq5M7DYQQjmSjqvv68h1e+HsfS8jm7M961Xiet/I16iyHpC5JGkUBEgkba2w6tbGmHFpCClXLtQ2ObXSJY5l4ZcF8QMpKSuXMd06urkOkpN87ktNsJ/eomGFIdCD4o5uU6GwY9uM+H/AA5hy0Jqw8a2BTKHRp5K0zjTIUt2bCgUqLz6yp108pI2tZIHQdIAj35KC2aDS+DC1azIUuXZna7PVSZqD6UDnmXG555lBWfHlbaQkDw19cXp5Rem3PVeDfI0rabUy7MiRadmG5YEuLlEPtqfGh1I7MKKv8kK8IzbjrHNkYotKTsXHdvS1EoFPU6qVkZfmLbRccU4vXMSeq1qPf4xcbzTb7amXUJWhYKVJUNgg94IgCMFh5W4R5Pg5oc3cNxWejHTFsyzU/T5hbbo2lCe0ZVLja1vdrv1AkrK+4EkRiHON04+t/jJ4Ub5ps5IUqxJuhT0vSZzs/NpNLLjOmEpCgkNp5XWgAQNBQ7oz255P7g+cvg5DVgyhmrGZ87LfbTAkS9++Ml2nm3v12et9dbjI2WsDYjzpajdkZVsan16jsLS5LsuczS5ZaRoKZdaKXGjrp6ihsdD06QBE/iEyTZF3+UN4ZLRti4pOq1C3FV+YqQlHUuolxNSYDSFLTtPPqXWop3sAoJ6KEW3K27P2tkbLl+8GvFLYxlH6zMzN42VeEiDKioJb24lLyuRzsjzKSFoITsKQVKKDqWdi8IvDnjRy25iycVUmmzNozM1OUiaSp1yYYfmUJbfcU6tZW6tSG0J24VEJSANCKTk3ge4WcwXYu+b+xDTZ2uPa84m5aamZEzZHcX0yziEvK6AczgUSAAToagCMGac0p4gvJYXJf8AL2XK20sFqnu06QT/AHohUvPNoUuX0B+iOtj2dRs63Ht45rnty8eEXGFepFWYuOy6PX7bmbvbpUwl8/k7shzJXyH1d7HeR1I7onE3jWwWrH/uZtWZRUWn5oZD8iJkmxJebkaLfZa5eX7O/r3xbeN+G/CGJLUrFjWBjql0237geU9VKcvnmWJtSkBBC0vKXtPKAOX5OvCAMC8cOSOHGp8F90SJuG1KnJVOjJl7TlJN5p1a54gCU82aQeYFCuUnlHqpSrfQGMJSNq1Sd4vuDujZRp5mq1TsVS7881OjncbnmGHlAr33uIWkbPX1k798SxszgJ4R8f3ki/rXwnR2Kyy8ZhhcxMTM0xLuE83OzLvOLZaIPVJQgcuhy61GUqrifH1byBSMqVW15SZuygSrklTaoorDsswvm5kJ0eXR51d4PeYAiTli0rarHlVcTzdToknMus2BNT6VONBX98MvTQacO+9SOY8p7wQPYIql9yjkv5Ty1H6K21L1CoYoqKFuAcpdWl9zs+cj5WiE9/sHsESkn8XWBUsiU/LE9bMq9d1KkV0ySqqirtWJVRUVNDry6JWo92+sczeMrDnchSWV5u2pZy7KdILpcrVSVdq1KLUVKaHXl0SSe7fWANZnA3QM3GxbsptpcWNBxnW5C5J43LQazbUi/UETQV1ffdmR2qwrr1PQEKHtjpkGwqDZnk8M/wBRtXNtJyPTa9eEhOTExSqX5hLSlRTUZRM0lDY9TStNkFsBBABTsGJ45a4LeGHOVyJvHJeKJCpVnl5HJ6Wm5mRdmE9NdsZZxvtugABXzEDp3ReNRwJh6qYv/uLzWPaP+Y/K0n8hss9jLENuJcQSGyDvnQlRO9kjZ3AHbBNuUK1sN2RQ7epUtISErQpLsWGGwlKSphJUrp4kkknvJJJi/Y8tMpsnR6fLUqnsJYlJNlEuw0nem20JCUpG/AAAR6oAQhCAEY/z0N4iucf5l3f89MZAi2ckW3MXdY9ZtuVeDT09KqbaWodAsHad+4kAfbGRaTVOvCb5JrxLNzFyozS6n4Gl3i8rqy9QbZbWeRtDk66nwKieRB+sAL/60RmafHbgE9EMK8fYYzdxW+dIzDWaNOtKafoqGJJxtXTkWlsLUP8ArLMYHcCu3UQda6K1+9KgT/VGTrFwri8nJcuXwLWm0fM2sYlWZWV7UfDQj7g9OhjysuAoAA0Ceg90ehHQaMa5GcFb106fVHDCEhLnOkElfj9QjueojqDqAOwSkH1Rr6o7DY8Nx8+Y7j6JOxBA7JJ31TqO4BPcNx8xvfhH0QSCehPTwj7B551PKkK5uX9I2o76b9Ybj1JVvuO4806ppctyLVrSkK/kUCNfyR9GVhSQU+MCjLsxyvWQbVJ+fKf/ANoRG2lt11h5MwysodbUFIUk6Ukg7BEalMdJUb/tbu/3cp//AGhEbaFdSY82+XmUoXVjKPBpT8Ud/sWt6FdPrXgzs886+4p+YcU666Spa1HZJ9pMdYQjz7KUptyk8tncpKKwhCEIoMEuI4J13RzHVXvEfokQKYKzVxoYSwXdctYVyztYrF0TDAmjRrfpjtQmmWSCQtxLY0gEAkAneuutEGPbaXF5hi+8RVvNNnVSoVeiWylS61JysitdRp4T1X2sr8tPKnaydEcqVEE8p1C7ElOy8ni54hqXTM/2xjm9pq53JlDFcoEvOTNQopUoya5d54g9klotgoR3bQT3iMu8KVnWxbWbs0ZKrfEpat+VBynsS96SlMpAkJSUcbTziYd5T2K/0aXQpSdjZcBOwoQBnm4uLnBdsYaoed567g/a1yusS9IVKMKemZ190kBhtlPrqcSUr5ka2nkUD1EU7JvGngjDldbtnJNdnqHVHaC3cCJR+SUXFsLUEJaSE75nyrp2Y2ehPcCY1tYDdsCjcUluZKu61bilOHmtXhWGcaqqUyk0ySray2EvqaP+KJSoI6dFBBKl9k5Emsy17Gdv+VLx/UcoPSDEp+ZJbpszPlIl2agp17sVKUrok/KCSe5RT1gCQmCONzBPEJdEzY1m1Wp0+5JZpUwKTWpBclMvNJ+UttKvlAA7IB3rrrWzH0zVxpYUwZdrFgXFN1itXO6wJp2kW9TXKhMyzJGwt1KPkAjqAeutHWiDGAuMGt2leHFpw2UrElRp1SyPI3W1OVJ+lOocfl6ClSTMiYcRvTZbD3qqPUc4A66OMcC0vMQ4l+IKl0jP1u44vF+7H35qWr9BYnJqoSBUpUu6y48oHsQjl0lPTRSe7UATjsjiuwrkXD1ezlaVyuTttWvLTMzWUiWWmbkewaLriHGD6wWEDYHj4ExZlp+UC4b8g5DtnF9mXBVKpWLrbQZZcvT19hLLW0XEtvOnohfKOoG9E6OjsRG6nWDJ0bH3F7e8vxD25kSq1ayJ+VueUoVIEixL1BuSfU28eQlpalILgKkb2SrZ2DElfJ52xb1C4PMaKpFGk5VVQpSahNqbaAU9MrWoqdWe9St+J9gA6CAKJwbVOxrXs/KNwM56ue9aVTbtqDlTn7qCpdFHLQ24yhTi1AoSOqnNpSojYSnujpTfKZ8LVSrMrJmtXDJUaenPMZa5J2hTDFIcd3of3woDlHvUBodTobMQ28yuqf4B+KBq1W33HUZMmnZxLG+dUkmcYL/d+qEAlX+SFRlG9KBW7k4W1tXPxwY0ZxDO0VlhDTNkSySzLFI7NDbLRLyXkerpKU9olSe7YgCZOXeKnC2C65btCyZdQpK7ok52ep8yporllNSrXaOEuJ6AkFIQkbK1KSlOyQItTC3HfgHOl+nGdq1OsU24lsqmJWSrdMcklTjaU8xLPN8o8vraOiU7I3oxGnIeOKMzxDcEGPrkq8velOp1IqiUz7jOmp8S8o06w7yHfTmbbUAfYIyDxgystLcbPClUZaXbampiq1SXdeQkBa2kpZ0gkdSkc6tD/KPtgDLmcOOPAmBLqasK66zUqpc62UzDlIoVPcnphhtQJSpwI9VOwCeXfNrRIAIJurDPFBhbPNmVG+se3hLvU6i7/K6JwGVfpuklRL6F6KE8oJC+qTyq0dpIEaeDSv2FanEnxJUbJM/Tadkubviam5d+puIaemaAo7lEsLXoFCUnagnwU3vuEdeLC4sO31wwcQ8lwtPUSbu2UVJqvJ2gyhQ7MIEwyqYK3QgJfBl0vAlClDSXBve4AyC15TXhZeq6Jb8s3G3RXJzzFFyuUKYTSC7/AMoI6J95HQde7rEppWdlp6VanpKYamJd9CXWnWlBaHEKG0qSodCCCCCOh3Gt1NGua4eEtkVLjYxrJ4lmrcblnJNNlyoMrLdkB2PZoJdD6D05QntOcd3NE1+GW1WbJ4f7EtSTvNu7JOm0ZhmUrTbRbROS2iWVpSdkJDZQB7gIA++KuIfGWY6ddNTs+qTAasupP0qtInZdUu5KvtJ5l7Srry63pXceVXsj4YS4lcTcQdqVa9Ma15c1SqHNOSc85MsKYLK0ICySFfq8pB33ERAjiQuKq8LOeM72LbqXkDiEtyRm7VbZbPIKvMTCJKZTsDosdrMP+zXKO8jdt5mC+AiayBhG1Jea/JuXcZUuTowaQpbjtdl0okH1JSnoFvNuPOLI1tfL7QIAkrmvM2IeIOzMN5DtzON+2NRqrkBmm0p2kSLrS6zNBYQZdxPOnkQVAgOK5kg820Ki289eUZoWM+LO08fSdxTjFlUNypyV9y4opdeMyhtYY7BeuZQ7Tl2UdOh3FA4nMWM4UxVweYwR2fbUHI9Al5tSDtK5okKfUD4guKXr3ai9+KWrUi2/KI8Mtbr1QlKbTm5Gvodm5txLTKVLlXUpClq0ASpSQNnvIgCn8QfEnSLb4meHjJS8iVWhY2rlp1C4J1lyZeYYmpdxlLjBelknTjulpCUFJVzHQG4zfg7jrwHny93cb2fUaxIXEJdU3LSNZpq5Jc2ykcxU1zfK0n1tdDy9RsA6wvxLUy2L64/OGNc0iTq9JfplSqEsQUusPcoDjLgI2lSdhKge7oDFe4pZOUlePXhNqsrLNNTky9c0u/MIQA440iUa5UKUOpSO1c0D0HOr2mAJoQhCAEIQgBHRzu6d8d46q79a8IowaCOLysKrfEplCoIXvluioyu/aGX1ND+huMCzTqgrm3yknW4kTxdUWrT/ABE5MqFPAn5dy6KjpcunuIfUOXl79jRBPcdbiOlTYm5QKS/LOtq31C0Ea/lj4lUjJ4iy/wCblFZaKrLqV2SXQraVH1R7BHtQSde+KXR0uGlslxQJUtWvcN/+UVIEJ6RcXIts+ySCmOpEcJOvqjtsGAOoPhH0STqPilXraj7DugDug7j7Nq5TuPOlR8I+7PU98fQPLW2S9SpgSaP0ydLSkn2EE69+gY+NJnG3pVlaSFbSBv2RVJtHayjyQNkoUnQ7+oP9MVnB0lKMtNzFaorSvOSp6VcfaBC0BRQSnfhzIUPrBjHua30eDqtZRet6P0iagngrGLaRValfdtOyFNmX22a1IrccQ0eRAEwgklXcOm+8xtZ8YhZbc41MVuhBlKUpRPSwSlI0B+lT4RNMnZ3HmTy2Xzvbi0bWMKXiiSdmLKNlTqJPOWhCEIg06kQhCAJcRwfqjmOCdeG4/RMgQxLmfhSwDxAzcnUsr45kavUJBPJL1Bt56Um0o6/oy8wtC1o6nSFEpBJIAJ3H2pHC9gig4rm8KUTHMjIWbUiDP06WeeaM6QoK2+8hYddJKUglazsDlO09ItTOnHHgPh+uhmxbwq1UqVyusJmV0mh09c7MMNK+StwJ0lG9bA3za0daIJq+H+MDBOdrrXZmM7oeqlTapSaw8gyjjYZZK+QoWVAcriVdCgjY7+7RgC6bgwNiC6cZSuG6/YFLm7LkW5dmVpBSpLTCWSC12ZSQtBSR8oEE7IJIJ3GvIHDGb742aK7dGNXq3ipONXLenJieWp5jtUuKLbSnFLLvaABJC98wIB5t9YvW+/KMcNNi3ZU7Req1wVtdDd7CrVCh0Z6dkae4DpSXXkjl9U95TzDvHeCIyJdvFFhW0MRUzOs9d7c7ZdYdl2ZOoyDSnw4t5XKgFI9ZJCgQoKAKSCFAEEQB0wvwn4A4fZydquJccydGqNQT2b884+9NzJb/AHgdfWtaEdBtKSAe8gwzNwnYA4gZ+TrGV8cydXqUggty880+9KTIR19RTrC0KWjqdJUSBs61uMdSnlJeFebyDK4+F1VRoz0/+TZStO0t1NKmJgrCAETBGikqIHaa5P1irl9aMnZ34msRcONKkajkyvPMTFWdLNNpslLLmp6eWBs9kygEkDY2o6SCQN7IBA91rcPGGbJxfPYYtWwKdTbNqko/JT9NZKx5208god7V3m7VxSkkgrUoq14xdllWZbOO7Vptk2ZSGqXRKOwJaRk2lKUhlodyQVEqPf4kxjDBHF5hbiGqlRtuxqtUJO4qS2H5yh1qRXIz7bJOu0Da/lpB0CUk8u082uZO7GuHykfC7b3by6rirM/PytcmqA7T5KkuuTKH5coDrhT0AaBcSAsnSiFAb5VaAzfY2HMaY1p9apNkWjKUySuKeeqVUYClutzUw7/hFrDilfK8QND3RiyneT+4PqReTd9SOEKOioNTXnjUup59ci29vYUmTU4ZcAeCQjlHgI+OVuPfAGJLpdsmqTdwV2uycu3NT8lb9IcnlSDa0BaS+pOkoPKpJI2SNjYG49lf40cIr4fJzPts3W/O0ErXTmXpeQcdfl6gUkIbdY1zIIVyk7GtEHqCDAGULgxNjy6L2tnItetiWm7jswTAoc+XHEqkQ+jkd5EpUEnmT0PMD7o4uvEuO75u22b5um2GKjXbOecfoc6444lUk45yhakhKglW+VPyge6Iw8FXGTTeJHDybQvS6qmckMUSoztbnZSlmWbZaD7iEOMrSkNlaW1tEBPiD7454Z85YiwXw92fN3Jm+778pN3XbOUSnXPWaW+2fPVvFKZZYWtxTKByK0pSyCQ4oco9UAZxzNwm8PvEBUJWsZXxpT6vU5NHZNVFt12Um+z66bU8wpC1oGyQlRIBJ0ASTF04zw1jDDloixcZ2RSqDQ/WLkrLtb84UoaUt5atqeUQACpZUdADuAEefNGb8e4Bstd/ZKqjsjSEzTUmlTLCnnHHnDpCUoSNqPeengIsrNHGThTBDtGpd5z1XmK/XpRE9J0ClU5c3UvN1dzjjKf8GNgj1iNlKgN8p0BSU+T74Pk3j+fCcH0fz/zrz3zft5jzDtv33mfaeb6315eTl90SDaZQw2lppCUIbASlKRoBI7gB3Ae6MZ4I4ksT8RtCna3jKuOzDlLeTL1GnzkuuWnJF1QJSl5pQ2kEA6UNpOjo7BjIFx12m2xb9TuWszSJan0mTenpp5atJbZaQVrUT4AJSTAFqXzhHFeSrotu9b3sySq1atGYE1RJx5SwqTc50r5khKgFeshJ0oEdPrhkDCGKsq122bmyDZUjW6rZ00Z2hzMwVhUk+VtrKk8qgD6zLZ0oEbSOnfGvDhizxm6gZ7sjNeWbvrMxjziJqdapVGpU5NOql6OtEyBJLQ2pRSjnUjsxyhI5F8+yNRJbylV2XTZ+CLeqloXJVKHOPX1RpRyYp025LOrZWp3nbKmyCUHQ2k9DqAJCZBxHjzKbtBdv62JerqtiqNVqkqcdcQZSdaO0PJ5FDZHsOwfERTMycP2IM/0WWt/L1iyFxyck8X5XtlONOy6z0UW3WlJcRvQ2AoA6GwdRkSEAY8lcAYhk6vZdelrIlET+O6aKRbL/AGzxNOkw2Gw0j19KHIkDawo++KtcuK7AvC8bYv8AuS2ZeeuCzFzLlCnluOBckp9KUPFISoJPMlKQeYHui7YQAhCEAIQhACPLUp1mnSMxPTCwhqXaU4tR8AATuPVGIeLi56jZvDVka5KS6GpuUoL4acI3yFekc31gKJj5k8JsrFZkkab7qucVm6LhrqiompVOanOY95Ljqlk//wCow7fM6qcd7AK3zq10iqzlcdakHCw2VtjqdH1vriiWlTpnIOQLdtOllSpqt1OVpsv03p591LSBr/SWI01Ci513I3teooUkjJ18YxlrIwvZtdmJVxqq1R9157nBH6FaEqaSQfDlSFD3rPhGMGQHPXKdA93+2NmHlXcaUa1cWWBVKDJBhmSm00dYSkcqkty2mdn2hKFD3ge6NaSByJAI1od0dJd1aVWalSWFhL38jnLaE4Qcajy8/I7cp8BHzdd7JJVvqDrXtjst5LCC64rQHWPg0lbqw+702dhMYyMg+rQIHOroo+EfdA3sx0HQdesd0dB9cfWAdhH3ZHeQRseEfFI3H1bB3yp6b6k+6APQCSkqPd4/XGaLvoy5LEeMb1ZkuwDMiJGa5E6ADgLiFEewqSrr7Vj2xhVvSlDm6Njw9sTZyNQ5WoYNqVIQ0gBikMvNISOiFsBDidezqgRuLLT1fWF0nz3fnz/say7vJWd3btdMvljH9zE+M66J26aI0lex+UZUH71MbCOmzqNXmF59xN7UZxYVyu1eUA0djq8gCNoZ1s6jx55ZKe5c2y7JeKJq2fqb9OXuEIQiFToRCEIAlxHVXhHaOqwSOkfomQIQM4TrqsHHfFLxJUnMlapFFyDUbwcqFOm6w82wuZoCioyqWHXCAUJQW9pSe4oBHTpaGPa7Z94cfGfqlgd+SmDMY6eZYmqfrsH6sG0JU42U9D+l5QVDvUlR98XfxWUxuq5qnEcQvBDPZUsBmUZ/Nu5LJlH5isMLAPOxNpacbWpHMpWhzhCeVKgFFZ5a5wY4cu1zN948QdWxCcV2pM0WUte0bVmGkMzTUk0oKU880j/BqURsgkkqcV1PLtQGEuCSTye7w2NS9mcTuOLSp8i5Pi5KJW7WYdnZSYL7nbeeuOupU7zDRClDXIUp8NRa2a7BtyxfJjTtMtDK1Ov6hVG/GJySqNPknJRhkOPacZQ24SUhKwr2d8TwyFwH8KeUbtmb4u/ENPerE8rtJ16VmZiTRNr3sqdbZWlC1HxURzHxJi+by4esM39jaUw9c+Pac9ZkiplUrR5ZTkmwyWf8HyBhSCkDZ6A69u4Ajf5TS0LYt/gwYp1GocnJy9uVmhtUpDLQSJNImEN6b18n1CR9RjF2Y2b2a4/7On0ZMoFjOzuN5dq1axcdJTUJNc12g7dloOLSlqYUCs8+98vq96hE+Mm4psLMdpuWPkq3kVqhuvszK5Nb7rQU40sLbVzNKSrooA9+vbuKXlXAOIc3WtLWblGxqfXqZIlKpNL/ADJdlVJAAU08ghxs6AB5VDY6HY6QBFe0cc1OpcaVm3ZkDinse5b/AKBSJsKotEt4SczO05aVJKXnGnFJ9VSuZKVnm1vQ11HbyYtqW6prPN2u0mVcq8zlKsUxybW2FOGWbDbiGtnuTzPOHXiT17hEk8L8L2DOHwzz2JsfSVGnKkAmbnVOOTE08kdyC86pSwjYB5QQnfXW+sXHjfEOPMRS1ak8dW03Rmbhqz9dqSUTDzvnE88Ehx49otWioIT0TpPToBAEP7ayhmzPubsvSWPst2phikY4rSqLMJVQJOdqVX83K0ecza5keqzpB1y65Qdb6bNE8n9Prr9H4pg1W6TcCHblmnETlHk/N5GceVLPJVMS7OyEJcKARonfTXTUSeyZwWcNGXr2VkS/cWSE/X3ggTU23MPy5nOQAI7dLS0pd0lITtQJ5QEnoAIvrH2GcZYpnLgn8d2dJUF26JlE5VEypWGn3UJKEabKihtISdBKEpSB4QBF7yc122fP8DFt2zIXBSnq7J0qtmakG5hBm2gJyZO1t75wnS0HZGtKHtEYz4cMLJz75Leq47Ylg7VHahWp6jkdFpn2J1xxnlJ1oqUnk3vuWd9ImPY3Cjw/YzvOt5BsPGkhRa7cbD0tUn5V98IdaeUFOoS0VltsKUAfUSO7pqLvxjiqwsN2mzY2NbebolDl33plqUQ+68lLjqytxXM6pSuqiT3+PTUAa6MUZWqfHxkvAWN6/LvzVNxXSBdV+9sgpE3WZdfYMNupIHeptLih3HzhaSPVj325J5UZ8oBnGTp2ZLYx/dk+uUdpTlxUNE6ufpHZp7NMo44tASlKQgKSneyDvqkxPXHeBsS4ouO6rux7ZMnRKve00J2uzLDjijNvBbiwrlWopR6zzh0gJG1d3QapmaOGPB3EImSOW8fyVbmaaCJOc7RyXmmUnvSHWlJXyk9eUkp311uAI+8MuPXJfi6vfIlT4lLSvm6vzbapVy0e3qMJJCSp1pcvMOlC1NLcSG1oJ6qAXo66xUvKb33X5LCdKwjZCiq6sw1yWteQZQvlUtlTiC91HUIPM2hR7uV0g98SCw/gbE2BKC9beJbJkbfkpp3t5rsuZx6Zc8FuuuFS3CO4cyjoHpruj1XJhjG14ZCtvKdzWymfue0EOook67NPhMl2oIcKWQsNFSgeqlIJ6J6+qNAa7uIHA/Ha/wAOFItev2hiCToWJGZeuUl+3puf/KjJkGiAWwsci1KRzcySACevQgRfPGLlum504DsU5Upikar12249NNJVvsJtPaomGif8h1Lid+IAPjGwedk2KhKPSE6wh+XmW1MvNrG0rQoEFJ9xB1GJpfhH4epXHEtiRnHLKbSlKwmvMUv8oTZbbn0kkOhRd5x1J9Xm5evdAGYYRxHMAIQhACEIQAhCEAIwRx0gHhIycD40RX9qiM7xTLktq37wok5bV10SRrFIqDfZTcjPMJfYfRvfKttQKVDoOhEUksrBWLw8n5wu3bYcCToJPQ9Omoy1wcUCnt8X+LnZpsGVXXkTbex6vO02txI+sLQkj7I3MHhC4VyBvhzxv/qxJ/s4qVA4Z+Hq06vI162MH2NSqlTHC9JTknQZZl6XWRoqQtKAUnXiDGNSt3Slkyatx52O6RT8rZcdvvYCt+kzUwU1J252ZiSaH66ES7yXSfcA4kfWoRqbQ+lRUOc8rY2Sf9sfopvnDmKMmtSjORca2zczcgpSpVFWpbM0lgq1zFAcSeUnQ3rv0ItMcH/Cprrw342/1Zk/2cZGMGNk/P6krn3A8scrKPkD98ffHsJ0NmN+w4P+FT/g4Y2/1Zk/2cc/uP8AhU/4OGNv9WZP9nH0HI0EoPMI+qAfsjfj+4/4VP8Ag4Y2/wBWJP8AZx1/chcKvhw4Y17/AOLEn+ziuccxk0KAH9XX2x2Lp0UNoJJ6b8I3T5U4e+Fy35VNIpPD3jhqfmRzFaLakwplv2jTfQk9B9pjFQwBgwH1cP2cn6qJL/8A6RF+0/lX0nZq/lp86cqk483HGE+ri+fWdJpuzV1qVHz6kop8s5NWLZWgJUtSQeZOx7BuJZZWvpq2sUuCVf7WYrrCJCR0N7StO1ufUGwo/WUjxiT39wLB/d/chs8//ZZf/wDWPfO4ixZU5eUk6jjm25mXp6OzlGnaYypLCdAaQCnSRoDu13CNbbfxD6Xa29WlTtamZrCeY8Pn1H3X2Ar3NelVqVY7sHl8/wDBrpxQ0hq7bcQkL/3Ykj6o6a7dHQ/1xtFCVrcDbaFLUo6ASNknfsi0ZHEeLaW+3M07HVtyrjSkuIcZprSFJUk7SQQnoQesSAw5ZinnTddRZBQ3tEmlX6x6hS/s7h9sRdqd5/NTV7az06m4bqe85ccJtZk8Po6F1nX5Wz1pOtWafLCXS+hGLCCO8Qi+8rWaKBVfytItkSE8sqIHc073kfUe8RYkRvr+iXWz2oVNPu160Hz6GuhrsaNxYXlO/oRuKT4P5dghCEacy8olxCEI/RIgU4I2d6jgJ14x2hACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEI4USIA5ii3RccnbFIfqk2dhA02gd61nuAiquvBoFalAJSNknoAPriPWSLxcumsKblXuanSiihgA9FnfVz7fD3Rwu3+19PZLS3Wg81p8Ka7evujz+RudD0qWrXKh+BcW/7e8tyrVSbrNRfqc84VvTCudZ/qA9wGh9keSEI8V169S5qSrVZb0pPLb6W+LJfpwjTgowWEhCEcpQtxQbbSVKUQkAd5J8ItxTk8LmfTe7xZWbQtqZuquMUprmS0TzzCx+o0O8/X4D3mJJyMlL0+VZkpNoNNMoCEIHcAItnHFo/mtQ0iZSPP5sByYI/V9id+4f07i7wOneY9ieTHY5bM6Yq9xH/yKuHLrS6I+7p7e4ifaLVnqNxu039nDgu3rf8AjsKbXqJJ1+lTFKnUgtvoKd+KT4KHvBiNVdo05b9VfpM8nTrB1sdyknuUPcREp1AAEmLAytZYrtLNWkGSqfkkk6T3uN+KfeR3j7RGF5VtjPrBp/pC0j9vRWeHOUeld65r4dJd2Z1d6fceZqP1J/J9DMEQjg9/yoR5KxMlVRi+OSD3pseIn6L8c/cT3xMPTY8RP0X45+4nviY14wj9ECAzYd6bHiJ+i/HP3E98TD02PET9F+OfuJ74mNeMIA2Hemx4ifovxz9xPfEw9NjxE/Rfjn7ie+JjXjCANh3pseIn6L8c/cT3xMPTY8RP0X45+4nviY14wgDYd6bHiJ+i/HP3E98TD02PET9F+OfuJ74mNeMIA2Hemx4ifovxz9xPfEw9NjxE/Rfjn7ie+JjXjCANh3pseIn6L8c/cT3xMPTY8RP0X45+4nviY14wgDYd6bHiJ+i/HP3E98TD02PET9F+OfuJ74mNeMIA2Hemx4ifovxz9xPfEw9NjxE/Rfjn7ie+JjXjCANh3pseIn6L8c/cT3xMPTY8RP0X45+4nviY14wgDYd6bHiJ+i/HP3E98TD02PET9F+OfuJ74mNeMIA2Hemx4ifovxz9xPfEw9NjxE/Rfjn7ie+JjXjCANh3pseIn6L8c/cT3xMPTY8RP0X45+4nviY14wgDYd6bHiJ+i/HP3E98TD02PET9F+OfuJ74mNeMIA2Hemx4ifovxz9xPfEw9NjxE/Rfjn7ie+JjXjCANh3pseIn6L8c/cT3xMPTY8RP0X45+4nviY14wgDYd6bHiJ+i/HP3E98TD02PET9F+OfuJ74mNeMIA2Hemx4ifovxz9xPfEw9NfxEn/4YY5+4nviY14wgCf8AXfLKcQdepj1Lfx5YMs2+NLWwzOBZT4jrMHviyPSd5d8bEs77ua/bRDeEaHVdl9H1uqq2oW8akksJvPBdSM611K6s4uFCbin1EyD5TvL/APESzvupr9tD0neX/wCItnfdTX7aIbwjVfy82X/ZQ+H+zL+sGpfqsmR6TvL/APEWzvu5r9tHuonlUcxUWqM1VvHNjTDkueZDb7M2Uc3gdB8dR3/ZEKYRdobB7N21WNalZwUotNPHJrkW6mt6hVi4SqvDNho8tZxEd4xjjn7ie+Jjn02HESOgxhjk/wDQT3xMa8YR1xqunJsOPlsOIkjRxfjnR/4ie+Jjj01nEN9GOOdH/N57v/nMa8oQ58wTSqHlRcwVGefnxj6x5ft1lwtNNzYQknv0C+fGEQthHJVNg9mqs3UnZQbby+HSzaR1vUYpRjWeEIQhHWmrEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIA/9k=" width="307px" alt="ai customer service agent"/></p>
<p>
<p>An empathetic agent acknowledges the customer’s disappointment, conveys genuine regret for the inconvenience, and reassures them that they are actively working on a resolution. While AI can analyze the customer’s tone and language to determine their emotional state, the genuine empathy a human agent can provide is irreplaceable. Usually, a chatbot must be programmed by customer support managers with the choices you want the customer to follow, and based on the choice the bot will reply or provide the right agent. As a business owner, I’m constantly exploring innovative ways to integrate AI Customer Service into our operations for enhanced productivity. The AI revolution is reshaping our perspective on routine tasks, setting a new standard for efficiency and customer satisfaction. Extend the power of Einstein Bots to any channel or your own custom-built client.</p>
</p>
<p>
<p>This personalized content creation and delivery approach keeps Netflix at the forefront of the streaming industry. Since so many of its uses are continuing to evolve, some of these risks will also continue decreasing over time as implementation complexities get ironed out. While no AI translator can currently convert every language imaginable (most are compatible with a few dozen), their capabilities are growing.</p>
</p>
<p>
<p>You want to create this great, efficient customer experience with a robot that can answer you in 2.5 seconds. But if take out the humanity of that, you lose the people who are behind the checks and balances of everything. All you’re doing is just going back to those days when we would be punching zero furiously on a phone tree, trying to get to a person that doesn’t exist. 60% of customers are still frequently disappointed by their chatbot experiences.</p>
</p>
<p>
<p>Equipped with this information, your agents gain valuable insights into the best approach for each interaction. AI simplifies workflows, allowing your team to focus on high-value tasks by introducing streamlined tools and automation. Below are the various benefits that AI Agent Assist brings to the table, transforming contact centers and enhancing customer engagement.</p>
</p>
<p>
<p>Banking giant ABN AMRO chooses IBM Watson technology to build a conversational AI platform and virtual agent named Anna, who has a million customer conversations per year. Leveraging AI to boost customer happiness, enhance the employee experience, and simplify support can help your business grow and thrive. With Zendesk, Rhythm Energy was able to spend less time training new agents while maintaining the same level of high-quality customer service. With access to the right data and customer context, bots can proactively make personalized recommendations based on a customer’s preferences, website behavior, previous conversations, and more.</p>
</p>
<p>
<p>You are saving significantly on employee hours and potential expenses related to training and supervision. No matter what salary your knowledge base creator earns, ChatGPT is – checks notes – free. Many customer service leaders agree that, in the best-case scenario, a customer can solve a problem by themselves. When dealing with complicated issues, consumers want to rely on human support.</p>
</p>
<p>
<ul>
<li>When you are serving a global audience, your customers can hail from any corner of the world.</li>
<li>Are there complexities in the return process that are driving customers to competitors?</li>
<li>Regularly review and update your privacy policies and practices in line with evolving regulations.</li>
<li>Many businesses currently employ chatbots to answer basic queries using information gathered from internal systems.</li>
</ul>
<p>
<p>Businesses usually outsource this — for example, Ultimate helps companies install, train, and automate chatbots with careful consideration for their uses. There are also no-code chatbot builders like SendPulse or ManyChat that let SMBs create chatbots and integrate them with ChatGPT. This means examining past support interactions to detect reoccurring questions, and feeding the chatbot with the right answers.</p>
</p>
<p>
<div style='border: grey dashed 1px;padding: 13px;'>
<h3>Your next customer service agent could be generative AI &#8211; Fortune</h3>
<p>Your next customer service agent could be generative AI.</p>
<p>Posted: Fri, 16 Feb 2024 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiRWh0dHBzOi8vZm9ydHVuZS5jb20vMjAyNC8wMi8xNi9nZW5lcmF0aXZlLWFpLWN1c3RvbWVyLXNlcnZpY2UtYWdlbnRzL9IBAA?oc=5' rel="nofollow">source</a>]</p>
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<p>If an automated prompt-and-response bot can point a dissatisfied customer toward a self-service resolution (“fill in this form” or “follow these steps”), it saves valuable man-hours. Zendesk AI is the gen AI customer service solution from leading help desk software provider, Zendesk. Powered by OpenAI, this set of features is available as an add-on to the Zendesk suite (meaning it isn’t possible for companies to use as a stand-alone product).</p>
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<p>That’s why exceptional customer care is no longer just a priority, it’s a must. Your customers expect you to deliver faster, more personalized, and smarter experiences regardless of whether they call, visit a website, or use your mobile app. IBM can help you build in the advantages of AI to overcome the friction of traditional support and deliver exceptional customer care by automating self-service actions and answers. Rather than spending hours manually configuring your chatbots, you can set up an advanced bot in a few simple clicks.</p>
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<p>It’s a fusion of AI’s analytical power and human empathy, ensuring that every customer interaction is not just resolved but transformed into a positive, memorable experience. Tidio’s customer service plans include a feature called Reply Assistant which helps agents enhance their copy before hitting send. The company also has a separate product, Lyro AI, which is essentially a virtual support agent. It is designed to interact and engage with customers as though a real person is talking to them, enhancing customer experiences and streamlining service processes. AI affects customer service by allowing support teams to automate simple resolutions, address tickets more efficiently, and use machine learning to gain insights about customer issues. Through natural language processing, AI can be used to sift through what people are saying about a company to create reports that can be used to improve customer service.</p>
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<p>AI plays a significant role in staffing, but that role varies based on the organization&#8217;s situation. Some businesses experience a quick and significant effect, resulting in layoffs or fewer new hires. Others need to hire more agents and use AI to fill the gap between what they have and what they need.</p>
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" width="302px" alt="ai customer service agent"/></p>
<p>
<p>That’s not to say that IVRs cannot save companies significant amounts of money. A typical customer service call handled by a live agent costs $3.00 to $6.50, while an IVR transaction costs $0.03 to $0.25 per minute. While adding new jobs equates to more spending, they are crucial to successful AI deployments.</p>
</p>
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" width="302px" alt="ai customer service agent"/></p>
<p>
<p>Bad experiences mean that negative impressions of the company are formed and shared, perhaps even in a public forum. The primary goal of AI Agent Assist is to deliver a superior customer experience. This technology significantly elevates customer satisfaction by enabling agents to communicate more effectively and resolve problems swiftly. AI Agent Assist technology is a game-changer in optimizing contact center operations. This technology empowers agents with tools that boost productivity and efficiency, leading to an impressive uplift in overall performance. For instance, agents equipped with AI Assist tools can manage a higher volume of cases with greater efficiency, increasing productivity significantly.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Can AI do customer service?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>With AI to handle simple tasks like case management and call routing, human agents can focus on complex queries and relationship building. AI augments human customer service by: Maintaining context: AI systems provide agents with context by retrieving customer information quickly.</p>
</div></div>
</div>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How to create an AI agent?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<ol>
<li>Create an Agent &#8211; First, create a new agent.</li>
<li>Add Skills/AI Tools &#8211; Skills give your agent capabilities to take actions.</li>
<li>Set Triggers &#8211; Triggers specify conditions when a skill should activate.</li>
<li>Talk to Your Agent &#8211; That&apos;s it! Start interacting with your agent using natural language.</li>
</ol>
</div></div>
</div>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Can I talk to an AI for free?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>AI Chatbot: Ask and Talk to AI about Anything</p>
<p> The free chatbot by AI Chatting that can answer any question you may have. It&apos;s user-friendly and easy to interact with, simply type your question and get a response.</br></br></p>
</div></div>
</div>
]]></content:encoded>
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