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		<title>What Is Sentiment Analysis? Essential Guide</title>
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		<pubDate>Thu, 01 Aug 2024 17:34:58 +0000</pubDate>
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					<description><![CDATA[Top Natural Language Processing NLP Providers You can foun additiona information about ai customer service and artificial intelligence and NLP. Namely, the longer the review, the higher its negative and positive scores. A simple explanation is that one can potentially express more positive or negative emotions with more words. Of course, the scores cannot be [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><h1>Top Natural Language Processing NLP Providers</h1>
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" width="305px" alt="is sentiment analysis nlp"/></p>
<p><p>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. Namely, the longer the review, the higher its negative and positive scores. A simple explanation is that one can potentially express more positive or negative emotions with more words. Of course, the scores cannot be more than 1, and they saturate eventually (around 0.35 here). Please note that I reversed the sign of NSS values to better depict this for both PSS and NSS. There are several NLP techniques that enable AI tools and devices to interact with and process human language in meaningful ways. By mining the comments that customers post about the brand, the sentiment analytics tool can surface social media sentiments for natural language processing, yielding insights.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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rVfTu72Lxl6jLTVzvTdLlp22gWFvSrIKktl4pRMpyMqT2iCOm2mH5cnrnOEt2AdRut6jFIqcAs1usKyAQFA5B6Q60AY1immxW73vyZ0sXOo09brTjVuLnn3HCuVbTyqdC3DzcilArHNuARnBBjyW1Blp5Lk1b9p3ZXqcypSXalS6O7MSrZT77LgGCB34Bilq8DqvOpKamaZODcgKwhrohE2WX5N1uzPQQ813RgKBctAr9MFbpVRafkgCVuZ5ezxuQoHHKR3gxi06r0DydyrMUS5JmhMLKXa7L0h5dObIODl3HQHbIBEU7MJrqpzmQxElu4tt3qx89p4mhz3gA7KQGCRjBh5qNOquoFuUWXpzjS5urTFYyadJ0uXVNTE2AMktoT1AG+ciLLesdjysnNOV6Yn6HOySkJmKZU5JxmeQpXvUhnHMoq7uXPpxCfwHiM0fbMhcW3tcDne3vTHn9Kx3A6QX71IbQ8IcaGx2iM39ZqVSS19kFk3xRRNKDcj5db7yPLnD71tnGeZZxsDiF7g1XnKlSalalDsG/wCUu+fkX0U2mroDyJslSClL6QM+YlRGVZyD3RuzKWMSSNa6BwBIBNtr8/VzWwxqiY0kSC6l5spHm5xjxhtsYGCDkdx2xGo23o5wZ03SSk6gapXnU7euGlWlNouK1KnWp+VrD9fJb8ncaYUpKuTLbwASgoV2qT9yQMLppW1WNorRq3qZVFyRlpQuvOziypxLalqU0g7cylchQOXGe7uhvMmSpMDhY9kvaOe7hDQNTpfTU3UeD5iGIvcCzha0XJJ0/spRbEMtiItb1wluzQ+jSnUpbMyMyTqbadKZ3fbsjzb5G/nY2i6jX2imdFCRp/f5uPBV9j4t13y/sgcF7kzy8mSBnm6kbRzz8nY7ypXez91cMx7Df6wUqtgxfQI0qydVbWvSoTFDYRUKVXZNPNM0arSa5ScZTj3xbVsR6Uk92cZi3dGsVsWzXTa8hTK9dFdaQHXqXb9OXOPsIPRTmMJQPQTn0RT/ABfxR9WaFsDu1GvDbW3Xpb07KxGKUTIRUOkHAeakBA7ouo3iJUcQdLUgvMaV6muy7GBOPptlwok1fdJd87IKe/APyxcl+I216uhycsqyL8uynS+PKahRrfedl2D3pUV8p5k94x88MnJWPk281fr3futW5jwvft2qXE4/RF5sZ6928RWviM00dkJB+3ZmqXHUampaJWjUenrmKipSThYUwcFBSepVgeGY0y8tW5fUS97I0XnHrx0zbuauNytwzFRpqpOel6fgbskhQwsk+cNwU4I5SQZMLyNjWJTsidC5jSbFzhoLb6b+va+iK3NGG0UTniUOcBcAG5K6LQehAyDFWB4xEerFjaXaJ2fReIPQKvX+1RJG+XLJr9Grc4Z1urNNuONrm2EnKwpfKFo3AUFIwlG4NJ4ptN/K3qQik3a5cCFJS3QRQXxUXsp5gUtEAY5d9yNjD2PeTjFsLnaykaZ2uG7RsehHLvUOEZyoK9hdO4RuHIncdQpgAitMRnbuvdnVeusWvX6RcVnVmaz5JJ3NTFyKpnGM9mokoVjI2Kgd+kJVDiZ07kKjOMS1MueqUumvKlqjXKdR3ZimyTiffBx5P83IyUpUNxjIjmzlHHDMacUr+MC9rcu/Y+oq+GYMLMQm7dvDe1781LY6xUOsRPNcSVjuTS2LNoF2XuiXSlc1MWzR1zrEsFJCgFrJSObBzyjOOhwRiFE8UtiplfbuYtC/Ze3U7Lr7luvCnoPflYyrGfN971jZuScwSMEjaR9j6P03/VYdmXCGOLTUNv3qZ0xWnpEWWlxGaeXhWqVQpaWr9MdriVLpT9TpTstLz+EhWGXFeavKSCPHI8REpjPhFJiOEVuEyCKuiMbiLgEW0VlRV9NiDS+leHgaaG+q9iodIpipPSK1wsnm6qpMex4mPY0WyIkfh/8A4yZT8HmP2DEcRI/D/wDxkyn4PMfsGOjyj/PaT8RvvVJmP+UVP3He5fEtvGd43nSaRbma9UKi4gFUpLNtN5HQrJJPzJHzmNGb3IMSDpA+ny2sy5O5RLuDxI84H9UfTuKEto5S3p+ov7F555I4Yps5UIm2DnEd4a4j2qRajNpp1Pm6gtBWmVYW/wAoPUJSTj49okfRPgu4o+JG26JeEpUbZs6y7iZEwirmYVMTRliopVyMpJPabHAUpAyPfCI5qEv5XIzMmCPtzK29+m6SN4k3Sr2QjWXh94aKRpBamkkoup2tLzrJuGqzZWwlDk066hSJdITzlCXQkDnwSkHBziK3K8NHJxOqAC4EWv8AovbvLpiGZqN0EeDOkEDmP4+zBtofpEajRfUTh34ebA4Z9OpbTjT2XeMsh5U1OzsyQqZn5pSUhb7qgACohKQABgBIA2EfKXifupd98a+rdcQ+pyUo7spbsqk79mJZlCHUj0dsh1XxqMfTvg7qt3VPhhsi9dRq2/VrguGlG4ajOvkczpmVKeScABKQG1oASkBIAwBjEfHiiVly7bkvS/HXO0Xclyz88l0DZbanSUkfOY6TMk3ZYc+3OwXivkTw74QznTuI/wC2HPPqBHvKzmABg7gbRpt+NCWqdFqaOrjq5NzHelaeZI+RSR+mNyjUdQ1BXtFKJI7RyopcA9CG15/XHnuFH+KaOWt+6y+sfKtDFJlCt7Xk0EfeBFvauy/Y/qbblq8N106jN35LWRdt/Xu3aspcq6QmoPS5LiGpaWbQdgFLWrdXm5OTnAxvkxT7zvoaeVnWeaptX1A0c18krOVcEtKJlzVJB5th5Ky2nZsqTNMEpyQOy9OY5c4a+LyhaF6XS+l956AT96e1V2LuqnzbVTQy03NBYUw4E4OVII5hnIzg4yI3O5uPq3J1EmbT4Z7go6nNQZDUCsLVXUzKp6bYU2HMc+eUrQy2kAYSnlGBHqrKqnDAOMeIX59vikJuQt91/wBWbt4UuHy79TtG3pOl3Tf+ulzSlUqS5RDywwzPVFCUAKBGcSqMZBwFLwN8x0NP6hX3P060dQqtqijT+x6TpzJXzd79OpUu65PTs0M8pDiF8rfmOkhKedRIAMfOHVjiTn9X9Fb80hrGjtYbcuLUKevm3J3ytsimGZmFuKZcSRvs88kkEfvhMSbSeOl8ydItO+OHWq1uxU6eyli3BSxUUdrOqY2RMNlGCkYUsEDccwIUCI2NbT/1B4hadi/6p8F05dMjoFpZxd3HeNPrlp2lfWpOnKJ20a3WEIapjdSK3UOPKzhCXXQJVROOZQQ7jJWoK584pG+LGucLd01a59dtL9a7GTOSTdbm7XLTr9CmW5thfmLZSErSMpQsKwoJc5ikAZimwtVL64sNatQq83w3W7dluUe1KXTJfT2r1FLU6Kcl5RQ9LPqw2H0q5ipJCfNWAFAjz5B18o9Bsf2P3Uule4X/AIP3ttVKemn0RNTlpyZr7gmJclLnIpS8HCgRzBQS3ze8yFTcQe27TcLXUO1XHd0yCqtbFNtmlzKZRqvz9PpCXm0gJbRMOoQSB06Ex9L9XajX9FLZn7b4X9RbbpidFbflKxV9P3aKhxMzSBzKdcdmSoLDqmm3V5TuTgq3WFH5s12gTtw2WmmyT3kNQbQw/KuAlPYTDRSpBB6jCk4z1ibL141qtd1tV1TPDLVqXqJe9LkLfve4JSeCmJumsqCX0yra+ZCVuNKcQDuQCjJXyJxyOWKymigkY94aQ83uQCeiusVhlfI0htxYf3Wy8QvCC5f/ABJ3vN2jdlK0x0zq9q0y7Lwqc1Ldo1KTEyp5BQw0kpBW6WedfnJGVKOSSlJ6tTVrAsrXq2OHOh67WzR7dlKImit6TKtNT7s80ZVag4qfLmxKBznKCCEqCsqUVRxfP8ZF3XNqRqLX7/4dJ+t6WagUin0J6101INVCUalWsBaHGyCQpbjx25SMowQUkq2e4+OKzK9fjGslD4KLhVqhSqa7S7frlRqKg2yypC0pU8NkkjnUMkFeFEBYzHRMraBhLmyMud9Rr36qtNPUutxNOnoKiLW/S+8OB656LxF6B6o0S57XTW61bVLdXTyj7Hp50PhySW2pawspSh7lUcbozyYIz2fpxa1u683rw88TmoNEpKrpOmdWrE6+80lthyclnKell9ScEAJVOTDgP3PMMdBHIs1r3L1u0LGsOvcIk/UdP6BUpyv3XTJmplU5Xa1Myr7S5tGSVpSHJlxwAZxlATyhAjbf8LnVFrVG3dRaboKqn6WW1bT9mylhsTSROppz6W+1eGE7HLEunk/mtDbdSjqcUoIxpMwa/WG/itvM6lxuIz4H9l01YF8cQtGu2906m6h2dqTar9iTF+2PWqXS225ZDzBHmpQCrZJWkg868p5SFAlSRpPDDxBa869cL0hdc/etLp98Va/WbTZuNdKYUuSkHltLd7NvAQpfKCEg7FQRnxiIpzjJugVSel7R4Y7mkLHasGcsegU5dRC5phTyklUw+XCpRSAhCQDknBPMc7Q5pje956d8O0noBdOhFy1eXavmnXfPTlNqYZLsmw8y47LNrZV2jbqkNqSlaFhSVEEYIjPwpQ2sZ2X+8P3WDQ1O4jd4FT/xx1Wm1rV7RHT+r0u4Z+5bffqLs3c9xURuRFVl0D3jSkoS275yeYBtOBlJ25t8DYdr0jUni+0hsC6ZZubocuahcDsm8kKamZiWa5me0SdlBKgTjpuc5EKanarVTiSrum9LpOmFzWfaemr8xOicueormqlPvuIAS2FLJWpIPVSlHbO42EWarUro081NsDXKz7fma9P2ZUXROUqXcS27OyEw3yPJSpX3QwCPjMcJiuK0XxrpXulBa1pG4sCb212107l01FQ1BwSZrWEOJ03uRpyXZVp6y6z1lGnxo4o87NagXtV3ZtuokNNUq3JGYUypiWCQCp8tJQvzio86l/c4Aw9x6ha93dpvb1O0or0nSrxubVStWUq4qrR0GZkaJJTNTWHFMEDmdQzKIGCBzHOQkqJHMdt8UTLCkyGqHB7dlepFv3hM3jYQYmsTNKnHXFPlp8oIC0pfccUknzSkpBQeQRZXxo6+ia08pR0Cqv2XDU6duBKFzjKZaotTiJ5AprJx5q0szQQlZO5ayckx30eJUc7hHHM1xOwDgSfauYdR1DAXOjIt1BC6P1S0n0s4rrVptQtvWSZY1J09uGcs6n3p7WtMqnay3Ldo7KPIShKXGSDjCSBzcwBJJCtI4TKJdmjml2mFvSoZp99ar6l12VvarOMocfSimTE8h5hClAgFRkkpBIIAW6QASCHdP7huLVO+LYpFD4bK/opplZFyzOpN41W4wWDM1NCHF8jfNjOXFlSz0CEdEgARBDPFnqJcVMmKhY+idbrntTqxUr7susNPNsyvkj8y/wBrKupxkpcbfmeZWcc7gVvygRvPLS0p7edzW8rkgeq5WsTJ5x2MQJA1sNV0JWONDUW/rE4ganYaJS3q1oVeMu00lTCXZerUrypTDjUwF8x7RXk80rKCk/vQ284ndeIi7r3taj1Jzhx1SoVp1mwbbTfVUsgW00qWqkm864t1S38p7MrUlw+YMlWSrdfMOStY9ZqvqdpzeVg6BcKFasKe1BqbNdvapVSZDap51lwOlpkqO5WtHQYT56/NBWoxJlR4sHa/LVlFxcDVzTkzctBlrcrMyi4m2XJuQY5+RnmQQUJy66fNIJ59ycDCrsbwxpsalg/+Tf3U4wytIuIneBW6axSNG4YJriQ4qtN6LINXRPW3bb8gHGElEjMTz7jD7wGN+ZXZOqBHnKa32JjSdLNRK9xNaRcOuuGpqZN+9Lc1lYoQqbculpU5KrQ8VJCUgAf5rOBjLBOBkxo2sPEJqXqnStU7emeF26Zemai2fSrdkWBUWXhT5yQdm3GplWPfJKplrbY/aesWeHjWWq6M6JWLpHenBxd90VGw68/ckrUWKm2y0KmXny0+hKTvyNPlscxUk4zjpjIxvDXf7ln52/usHDK3+i7wK68cs+lXrcVNptaZbelZHXGdqoaWNlOysm48zt6HUIV/VjnDSG8rmm7b4qNetMzKPasTuoMrbUhPTjIfVTae5Oy8q2oJV9whC3Djp/i6cghOIxNc4o9f6i7Kzdh8NFw0+rymoLt7NrqU8wJdyWW0pt2UWTy4Km1LTzA/dDAJxFm7dbLluO07stLho4S63p3c9/VWVrl01qvTfLK9vLuoeIaCyUkuKb5MJCRhxZ5QTzAdjWGgFxqGWH/Jv7rIwyscQ0Qu/KV0lqRpzYWsOllb0Y1Fv6b1OuTTm57d9up2qybMo/LOzExLqcQ2ZZtvlQ5LOvJHKSQCQVEjMQlo9q7XtJ+PNXAjZlDpEvpCJqpS3tS5Ll93DtNcnlLLzilLPn+bgkjkKts7jbrC1jk9fqbW3aLb9oaQ3Yq9aBN6kfZFXgl+oqp6mHSmVRggpKWUoBPKMZ2JJJ1W7+Iy1bX4oNSp7R7hok771LkHhLUy+ZSoIVJsszUkyU9uoeYOUlxGc8xSkp5gCUhuSohhi84e4Bm9ybC3W+yXbDLJKIWtJdta2t+5Uan6g3bwSWLw/wCluhq5WmyF3XrV012bVKtuuTbbFSabDKyRjCkTBSSMKAZSARgxLb2sF7XRxna08PVwrkHNLLX098oVShJNgdq9Ky7y3FKxzEq8oeBGcYCds5J45u2s69XDo7YWj13aGV6tXPpve67mZuWXqDK5afYVMuvut5Vv55dyCTkciAQNxG5yGpPELJcU988VUrw+OO29d1MlqFV7Rnaqz5ZMSiZRllbjKk7EhUuDgjcOFIBOVJRdjuFtHEaiMX/5N/dNDCa9xsIXflP7I0BsqvcRfANbth0euCQrNraqSstbNWeRzqpba3goqSNipKUTDygjIBISNtiMve1iT2kMjK6k6TcQty6l0Gi3y3Yl7U24UJV5LOrLaSuXWEpKAlTiBgZBKxucEQpKat6hUGg2xa3CnwmVDT21LOuNu7qtI3DUleUVmYTlJlGlPKUvBC1K5iTgtIxgDkXfuS+qzrJT2dNtMeHKt6WUCq3u1ft51KuzSlmdnUKStSGEK3VzqabPm4SOROycnNVjVdgNbSTNqZIn2ady0kacud+llZYXS4vTVEZhY9t3DkQN9b/qpW+MAR6OkXVtEYHfFBSRHx84W0X0c0g6hCY9jxMexGt0RI/D/wDxkyn4PMfsGI4iR+H/APjJlPweY/YMdHlH+e0n4jfeqTMf8oqfuO9y+JTfdGetCti3rhl59wgSzo8nmduiFEYV8isfITGCbBhhKErSpC0gpUMEHvEfU8rWyNLH7HQrwbB8TqMFr4cRpTaSNwcPUf15rocKyeYHrvmNU1KanJ6202/TkBc7W52Wpkqg/dOuuAJH6MRrFl377StIpFfcUZFJ5GJo5JZHchf3o7lfIY3atU+craKRWbcraJOfpE+zVKfNpbS8hLzRyhXKchWCAdwRt03jkYaP4Nr43VHzAb35f+9QvtKpzVD5Qsn1LcBPFUvjLezuA5pOhGvovY7HqvsfrdUadoDwk3c5QCiWl7Nsh+RpSSMJStqULEsnHd5/ZjEfGjTqRNPsejy6hyq8mDhB8Vkq/wDFG5agaycWOrdoz2n+pGuxq9u1XshPSftTLNdsG3EuJHMhtKhhaEnYjpGKYZZpsk1L8wSzLtpbClEABKQBufki4zJitPXwshpncWtza/6rg/IlkDGMrYhU4jjUHZDg4W3LTuQTsT0V7r6Yj6r1FNcudT7GTK0pC5ZteNlvKI7Qj4gAnPxw1cV4qqJdo9sOkg+ZMz6feNjvS2ful+noIQkpZiUYRLyzfIhAwBnJioo6V1KwyyfOIsB0HU9/9+iV8sflEpcTi+L+Fv423BkcNiRs0HnrqSOgHVZBoAHOIeZORvCLQORDzHSIpd18+t9Cdah5kDwHzQkyIfZEISFMMSz9usv1mXuKl1Wq0WtSwCWajSp1yVmEDfAC0EHv+OHJi3Zq4avLV++bvua8J+SA8meuCrPT5Z/2e0Jx/wCu+Gmc5i9bNB1J1T1JkdHtGaBJ1W5ZxhU5MPTzpblKfKpPnOvKBBA9Ayd0gBRIEOUc+J1v8FTSG3S+w7+i0lZSw/40oGnoWVZ6gxar9z0K0acatXp5MswCEDYkqV3JSBuT16dIzOrvDtxZaFS9Cn65J2Tc1KuSrS9DlqvSZl1yXkZ59wNtomRhKkoKiUhQSRkYJBKUnLaPaBa5J4zqdZOqOmds3enTGVTWarLy1QLNIZMwxzyzkw68lXMUq5VBAQSS2diAow7S5KqpKhoqiAznY6qOXG4mxnsxr3KPLQ1hsK66kmk0urLTNunDTcw0Wy4fBJOxPXbOYkRoA/NvExeyBUW92OEmcvviJp9pm/5C9mBZFRtZt1aJaQcIWll14oSSkNJfGVYSVJa6qKSY2tnhU437tteTvSSpenlHmajJCoyNq1OfdbqjsuU5TzJxhCyMbKWnBOFcpyIMXyNIXh2HHTmHHY99ufsW1FmBobapGvoSbSgndRCQBkknoI0pWvuk0tUjS3LtYKwrkLiG1loHP88DGPSNo1W5lcQtc0VvrUicte3qDa9sVYWpXUTMw97Yyk4tTbSgEA4ICnU5IHTOxxv2to/atNpooHB7fWiFji2nNJ11+brMshE97ez3mIM6xNBKVJyStWCnnHMkhWMRHhfk+7RjjiTi08g0jxOh8FJV5lDCBSjTmTdQ9Jvy80y3My7yHWnUpWhxBCkrSQMEEdQR0+SNOreu+lls1h2hVS6WEzbKy08lltbiWlg4UlSkggEb5HdEZaO6hXHM6cW1p3YVnV687xnJCddakKTLqfdl2EvvIS4oJBOE4GBjYAZO4z15wG0WoUrR+wLXrOhNqtU25rtqlv3lP16WD1SnXUszDqG+xWgKbCC2keeVDAOEgnMJYV5P2zzzeflwY0kMtoXDXXnp0/ZMVmZuyZGacAuIufQei1CiVWm1ynS1XpE8zNyc2jtGXmlBSVp9B+SMu30xtHN9kXVVrPuK6NJdMbX9ua/VNRKnRbYowcIaZQlwAZ3yG0jHeB74kjcx0LPcN3sgFvvSbdPoOmV4rqD/AJHMCm1FaBR3uXmzMc5b8xI2PLzKzjxGaKq8nWJyTytpbFjXWBcbFw62VnFmmjZGx01+Ii5AF7LJt9w8Iwl52Sm8penLlq9VaFVKJPt1SmVOmPdlMSkygEJWk9O87RgdULW4z9DKXJ1e9NO7IuCnVedZpUrVKBUXFy0nOvOJbaRNc5CglSlBIOEpzgFQJALGoFO4l+G12g1riCt6zpyz7hnkUz28tqcccbpsyrOEPhzBx5qtwMearzs4BXiyHmPDH+eU1g+PUWdr6hz7uamdmTCatvYTElrt7jT1/unrutjWTVamItfWXiQu+67ZStC3aQmWl6ezNcpylL5YALwyAfOzuAeojdaXT5CkU6XpNLlGpWTk2kssMtJ5UttpGEpA7gAI163NRrBuudVTravGj1OaQCSzLTiHF4HUhIOSPSI2psRyOYcYxjEXNjxVzvk7Ajh9drDxXQ4VQ0FG0uogLHmNfVe6uoTvkQ02jm6gGLbKM90ONNxzQaXFXIfbRVMtYxt88NtN57hHjbYwMQ021EzY0doVShnfpDKEA7kdYrbahhLW0TNiQJdVHV0cPejN71t+47o09pc9UpkAPTJC0LcwMAq5FJBOABk74A8Iz1jaY2FprJzEhYlrSNGZm1hx8S6TzOqHTmUolRxvgE4GTjrG3Ib2xHkw7LyUs7OTbqWWGEKcdcWcJQlIyST4ARZOq66oiFO+V7m6DhLjb0C17dyXbDTQv7ZrGg662APp1VktA5yBv19MeFrwx0xHJWo/GJc9Wmpij6S0pErKNrUj2zmme0ecwSApCD5qAe7mBPxRFtQuTX+6HRNVCtXA7zAEFL62k/2UED9Edvh3kvxKsYJKp7YgdddT4DZc9VZ3paZ3BTsc+3S1l9BSzucgGKS2cY8I4tsnUHXzTke3DsvO1qlj/KJScWp5OPEH3yT6QfjBjo/SDXW09XUPScglyQrEqjtH5B4gnk71IO3MAeowCNtt8mkzFkLEcCa6cWkiG7m8u8cvarXB810eJuETrsk5A8+47KQVN4698WVtd8PlsERZU2RHn0kNl1rJNUhy4jyGVNnwiwtPKYSeyyaa+6piR+H/APjJlPweY/YMRxEj8P8A/GTKfg8x+wYvso/z2k/Eb71U5j/lFT9x3uXxMbhluFm4Zb7o+p36L51CZbAxgw1TzNUxztaTUJqRJOSlhzCFH0oOU/ohZHWGm4Xe4gWOycpauooniameWOHMGx8Qs2i57wI5fsg+I+StZ/VC0wicqqgqs1Sbnk5z2bjnK3/YTgH5YstdAYbZGcQkSGG7WgdwAV1U5lxmvj7GpqpHt2sXuI8CU3LoShCW0JSlKegAwBDrIhNmHWe6EZSSblVTU4yNxDrMJs9RDrIGYr5EwxOtQ+xufmhBnfEZBgbiK+VNMKdaG/WJS4JZqdk764lJ+lLUitSumUy7TnEe+Q4GspKT1B5gjpEXsAHcxYo8/qzp/eVTvXR28pSgzdepCqNVBMyLUyh+XPVPK4hSdwAM4BGOu8W2W66ChrHPndYFpFylsQhfPCGsFzdTNwHztTqXBffqLhfmZyRRqLbnkCXiXAh8zsmVFOc487lP6Y691nXTEy2rMqh9Moqqan2LS7kfbcLa1USY9pWVtrWCD2ag5MoI6FLjg6KMfOvRS/8Aiv4e7WfsrSHVqj0ejzM4ufdZXRJaYUp9aUpUrmdaUrGEJGM4GOkXarevFncU5fdQq2r9Jee1KkZWnXITR5YCZZlm1NscoDWGlIStWFt8qs4OcgEdycxYWNTMPb+ypRhtUdmFdwXZWrquu4uKmztUkuv2dQqla7NCk5tGZaWbUhhaQyk+aAo8qzjqpR8MDVFztrPey9TzF6TFaXVJa3pZq0vJytUq1NmRUViYSk7NlkzB7hzb9Y5ev/UfjG1ds2m2BfmtFPfo9IeYmmwzIIbcnHmFhbCplSUAucqkpODsSkEgq3hukalcZ1E1DuPVem6xUAXPdtPlqXVJ5VGlxlhgYZKGw1yJUkEjIT375jT4z4QN52+1Z+C6z+mVvOotPvN7gf4rFXU3LzVab1iWupO05tXkxcROSfaqbB3CBkHfoDv4x0xoLJT1ItDh5oN4MOyl2SOkNwpdlH0FD7Emfa4MpdSRzJIShAAO4IWMZBjmBviX4/vbiUrberNptGSZUyqQRRW0ys4VEFTryQ3kuEgbgjG+MAnOmOVzi8mtT53WxWttM+zGrUtyizLq6U04wxIKUFeTstrQUJTnJ2SDnJySSY0dmrBm71DVs3CK120ZU+6C8O+gmlNQsDRajTd8UbV3VTT92uJvmi1d+VEokdnM9gEocCQ3zMglPKeYNhKiQsxK/DVqtqRrHpLpJd2qymF3C3qRN0955qSEr5QhmRm0pdUgYHMrqVAAHuAjjChVXjDoddtu5qZrZQ0VS0qEu3KRNOUOXcXL09ZbKmsqZPOftSPOVlQGRnzjnaarqlx6V6bpM9U+IKhPvUSdFQkibdlAG5gNrb5sBjCvMdWMHI38QIjOb8DH+5b7f2UgwSvO0Z9innhf4ddFdKdYbZ1lu1VYqmoepd1XUq332yBTaWEGcKmlbjLq5dC8E585SgAMZLumV28O8lpjxM1Wn6Nau0CmUlxQvyXqU+55TU5geUGYTKKEwrkWEKUXSCgFDjeTy4xzjpzfHG/pLRKnblk6yW/MyVbmpqfcTUKaHTITUw6p15yWBQQjmWtSuXHJlRITG0K149kOmJinTatZ7QQqljAYRRWg3PEgpKpjDe+c5wnAB3ABg+N+BDXzlvis/AmIH/SPsUjzWhkjoRp7xM2RZFTrk3aNe07pt00Gm1Fxbk1TalMidaYaSSSe27aVQUkednswclAMaVwkaSTeo3BBK6b63S9VlqTc+qUihhqeLjL77aXmi6lBXhQ5y06gqTv7/ByIjaus8Zt2ytySlc15pJavCoydVqwRTEcynpRba5dCF9nzNtNqZbIbSQj32QeZWWr+o/FnrbNUerap8Q48rtR9uoW+mkyKJZlioI95MrS2lAKwObzsEgKIGASDE/OuAxjiNS31XPuCkbl7EnHSI+xbLxTWPo+vQ299WNM9H6Hptceieo7NsU+ZojaWlVSXSZYHygJSnncPbhR5ucgJHnELIjeaS6qckJWbW3yKfZQ4pPgSkHERneNL4l9fV0ag8RWrNLqlq0Wdan/ayj05uVM9MIzyreUhCck5weuATgAnMSzLtpQkJQnAGABjoPCPJvKXjmG4y+nZQvDy3iu4ba2sLnddvlLD6ugbKagcIJFgmWUYh1lEWGEZMPsoHhHmjGLsC9XW2+mIbaRvjEUtI2G0NtoPdDbI7rQvK9bb9ENJbyOkDSPGGm2vRDLYlr2hVtLWMbRCHF9ec3bOmCLdpi1Jnbpmk01JScEMYKnCPDOEo+JZie0teiOc+LehKrde06knF8kqZ2cU4cb5S2lYHyhCvmjp8p0kcuLwdqLgG/gCf0VVjU720MnAdSLeOixOl9mWfZtAkqc7ISr0yWwp91xsFbjhG53/AERIEq3RwoKQ22EkdAgY+bpESS1/WNSpzySr19qXebITyJBVynON8A7+iJGt6rWrWJEzVHrLUy2BnZXTePeHGSQcTgVwMRiYeFp2WxsSUg8jmUEBA67Rzjq9bEtpRqHbmqVoByUYXUkmebZWUgKBBVgdyVo5gR03icKpfdiUTDNUuiSl3gQlTanRzZ+LMaNqu3Rr709qT1Fn5ecTIJVOIUhQIw2CpQPgeUHrGj2f4Zjkb8hwIPpBC0cQXBzD8puo7wulUlDzLbzZy24gLQfEHcRbW3kRbt1r9zdJO/8AkEv16/vaesNqRtHynV0whlcwciR7V7dTS9pG155gHxSKkY7oXdRD60AA7Qs4gk4EVMsYtdWUb0kRiJF4f/4yZT8HmP2DGktUefmt2pdQT/OWOUfpiTNDKAqQvuVmXn8udg8AkDYeafnh7KssbMfpAT/qN96qcx1MXwVUNvqWOHsXw0a7oba7oUb22htnrH1ZIvn0JtHWGW4Vb6w03CjzdShON9BDjPUQmzjoYbYIJGDmEpFK1Os9YcZG4hNrIO4h5joN4SkUzU4z1EPMdYRZMPMdYQkTDSnmkgCHWB0hNnoIeZHdmK6RMsKdY7ofY6QiwN8Q8x/fCEh5JhhTzA6bQ80ITY8YfaHQEY+WEJBfZOM0KcZGRgCKKhcFAoSUGt1uQkA5ujyqZQ1zfFzEZ+SMJfFwvWrZdXuCVbSp6TllLaCunOdkkj0Egx15p1wocI/D1oVRtX+LNmlVmvVpiUfrFZrwem22pqZSCmWYZQFeajm5chJJCSokAbX2XsrnHWumkfwsBtoNSd/Uka/FhQWa0XJXOlJqNPqssmcpc/Lzkuv3rrDqXEH5UkiMszEicavCrpZovpgxxU8ODTVAkqY9IuVmlyL6106r02aeQ0lxtBJCVhTzZBBAKSo9QMx2xggKSoEHpv19MVOactuwCRln8TH3se7krDCMSGINOlnDcJtoHrDjULMZ6YPzw23jGQenjtHEyaK+Yb6JlvuzDbYMLtjm2AG0NNZG0JSOTTDY6JhoHvEMtxYbG0MtD0Qo8ppvVMMIx6YyLCBCTAx1jIsj0Rq1SONk2wiH2UQqwBsMRkGUw5G1aFyvNI6Q+ykQu0jpDzKNxD0bFG56vNt5xtDLbZ8I8YRnuhxpv0Q8yO6hMllShrxjnXiYpsyzfVsVRDji2JtjyQNqcIbDiO2VnlBGD54GQQSMg7R0qhvPdEF8V1OckaXa96B1CWKRWGWJhJzlSXyUbbYwDyn/AN46nKpEOJsJ53HiFWYo4vpXALlKvWHcLc6/MvNqW3MEFstM9olOSM84yCcjO+TvG3aS2LU5e5ZqTlpSYLCmVvJRMEhXL0SSAQBnPTxz4ZjPXDqzIUyXAcmPISlJSHChKkk+gEE/N4wtYXEtZVs1NMrVGHH3HWS5NVQJUouqByElOPNwO4bCPcWzSSR7XXB9nDFJxF2q0OdsmfZulqbeQ4W/Kk5JllLbU0FHnwAclYIA3O5BBV3xKNLpNUYpM2mvScu3LVP/ABdCGW+UrbUoJwoDHMSDg/HgGGJHV+2borDb9uzDLEtNrUp+nvlKluKJyXGwRlOcjIHpjYL4rcrU5SjyNFl1Lnp+r0+SlmkYBWpUwjYDbGwPzRBUzlrOGTQLaGnY2TtWm6nPT2k1p20KembUubeSHU9sUBAKA6sIA6DAQEj5O/rGzt2tNL86YeQ2PADmMZ22qWuj25TaY6jlclpVttYz90Bv8ucw44No+TMarnSVkpj+aXOt3XXpVPiMwja1ulgtbRbEi1+/Fbv6Ivop8pLbMSyEHpsN4yaxmBEmXPOcJA8B1McpVSOIu4pjzp7tXuWMLSl7JSTiNv0olXEXnLuKAA7F0Y/qxh1NoQOVA5QPCNl0zH7sGN/807+zE2U5D8YaMD+o33pDFZy6glA+qV8CUdYaaOIVR1hlHX5Y+yXryoJxvrFyZmPJZN6Z2+1IKh8YEWmiNt4uP02crolbepyQZysTbFPlwe9x1xKEg/PEEbO0lDepWXGzbrsHTX2MjXTUjSa3tVqbqdacq1cdEYrcrT35OYLqW3mg62hSh5uSlSd+m8QxwxaB6i8U+oVS03tWs0y256gUh2o1OYqUu44hp1EwhjsOVG4WSsq37kGPvHblEpVo29R7UpKEMSNKkmKfJtDAAaZbCEJA9CUj5o5i4X+G06LcUuvt0y8oWqTdL1Nn6QQnCexmO2deQnAwOV8OJx4JQT1joDRU5+gPBJiZ45r5ea4aL3Zw5avK0kuu7qRcU4mktVN1+nMONJZ7RZCUKC984AP9YRg7Wtm4tQL/ALR0xtOYlmKrdtVaprD8y2pxpgK984pKdyEjc47gYkrjOuT7MeMrVOqJcS4zSpyWoTJBzjydhKXEn4nOYfJG0ex32cLx41LWmlLJas6hVO4HE481SlI8kQD4YVMBQ9KIonU0UmJ9kGjhA1HLZOCRzafjJ1KwvEpwoalcKbdozl56jW1cAuqpuSDMlT5N5p1KG2+dx3KzjCcoGPFYiOWPix6I6p9lduVVc4i9ObKRyqatq3Jypq33S7NvBB2/2Zdv545YZBHpipzFHFDOGRNA05d6aoS5zCXG+qbp9KuK6brtWwbQcl2qvdtclaLLPTCCttjtVYU6pI3KUDzjjfAjrFHsWvEmn3ut1hfmqaiHODG3xd3GtppT1IcW1Qpeo1x0AbJKGClBV/WwPjUPGOnfZOtdeIPTy9dP7K0ArV0U+ZnZCdnp9NDpqptcy4VoRKtEBKuqkO9N984PSLnBcMppKJr5YwSbnUelLVdTI2UhhIAUA62cGnE7w82rN6j1ictS9rXpSA7VTRu2YnZRn7p7snUhKkJ2zyqJ7yAMkRzTJyVqEmxPybnaMzCEutq6ZSoZB+aPpxxA3Tclq8A1y1vUxSHLme08TJ1rzAgLqUzJpYewnYD7c4o4HSPljZbKqRZFLbdSrmlqe2shQ3B5Ao5zFFmzDaWmjjfA0NcTbT3p7CqiSRzmvNwFImiOi+p3FJf9RsvTirsW7bluFCbiud1ntiy6rpLS7eQFukA5yQE4OSNgrqc+xLWUJAJZ4hdTEVMHmE2Zpso5v6LGMejMZX2OmYpGlvAVM6yzMqZhyfcuG66hgjtHvJnn2gjJ8UyoxnvUfGOGpXib4l6UmT4mZ3Wm5Xam5UWqhN0Rc4o0Qya3wky6ZPPKlPKoDOc46HPnR0kFJh+DwxQvaLuIbci5Liq98s9Y9z2k2FzvsF5xa6aak8M6KtphqtUJau0+vU9162bllWCymeCFJ52Xm+jbycgkAkbjc5joPiw0A1wmOB1d9X9xQ1O6KBRqPR6xL287bMhLIC1llttPlDSUunkS+dyTnG+Yl32V23aLqDwVDUHsfttBqNKrUi5tzBMypMupBP8ANKZkEjvKEnujYuMX/wCmPW/+x9A/76SiypKCnoeIU7eEONyBtdLTVEk4AkN7aLXuK8j/AOFM+o7/ALlLZ6fhcjED8O3DPrDxbUY30L0e0501dUuXpsxKywcq1XCCUKdQVbMN5BAVnOQRg9Y6E4laVMVz2L2WosqoB6oW5akq2T053J2RSM+jJEZ3jh1AqHCXwaS1K0kmfaF+WTTbUpUy0MuSLHKEqcRsfPDbahzdcnPXEFTQU1W5r52Bxbe1xcC+5t1RFUSxAtjNgd1o9S9izVT5VU3Y3E9qDK1htB7NdWKJ6VWv79k4yPiMct1SQ4hqFrnbPCpd7NFtu9q5UQy3XxLKmqbOSRQstzDKfNUQpTakkEAgjBCSCBIHAPcXEhUtfrTn7dd1hq2nFakJt+5aheYfdpj7XYKUxMSzz3mhxTxawGySoE9UhREyccNz2rJca3CbS2X5c1+XuN4zQQodo3KzL8qyyFjrhSw7y/7K/GEZcGw3EuGSeAaHS7QD60yyuq6a7WSG3oKg7U3TzWjh01ZsSxtRr6t665G+Jeoqbcp1LXJqlVyzYWNyo83NkD542VA2iR/ZJ2Qzq3oFU8YPtjV5XP8AtyydojlvpHivlJw+mw/EYhSsDGlmoGgvc/2Xc5XqZamncZnEkO59wTDeQIabBO8LoTmGmRjYx5m4rrWlNsDIjIsDHywiyNthGRYGe6N2LclOsIycxkWE7ZhGXB8IyDPQw9GonJxkdIfZTmEmRsNoyLCcw/GoHFNMJMPMoEKsDEPsp26xZRNul3uKvNt5xtGsau29Srj0vuilVksJl3KY+52j2yGVtoKkOE93KpIOfRGfnq5QaIyqZrdbkKeykZU5NTKGkgekqIAjkfjH4kreuOy5zTTTK4ETwnfNqs7K5LRaGD2LbnRfMffKTkYHLncx1WA4LVYhVRiFptcHi5Cyp8Sr4aWBzpDy2XK1PqcjqJN06QrUwpsNPcjiQcA83Uj5R+uJgodL0dtJs0O5KTITMy2SlE3ModaUpHeOZC0Z2OPliOuH/SCjXh21QuSfqSChI8nakSUlagtQWpSuU8uMJIG2eb0RuOrlO1G0+l0VRxxVft1shtqacYC35bzdkvgDzfDn96ehwTiPcOJrZOAO1XDxBwi7WRnEi8bAteiP0q/rTmZaUlmJlK2ZJhawHW0nKsFS1Kz03z4eMbroJdEzqbxCW2xTWOZig9rU3WVIC0leA2Tg7DkDnMD3EbbwtIT70jpKxcVSsuUrN1XAyZOntTcmktyjbwISpKSMIAT9sUcA52J6RB2kF3V7R7VBNfo1SDj1EUWXSgkomEgjtW1E++Socyf0jcCK/EKOTE6OeGIgyFrg3ptb+y2MwpZWOtZpIJX2FX8vTvhdfTeND0+1/wBLNTpdAoN0SrNQ2DlOnVhiaSrvAQrHaD75GRG/pb7VYCTt3/FHyNimH1WGyGKrjLHDkRbb3r0KlqI5W8cbgQrbEtzZdUNk9Ae+Lixkw0QAMAbDaFnMAmORqTxaphri43Sro/TGxaZ7XhLn/knf2Y19yNi0zA+zCX/onf2Ycyn/AJho/wARvvUWJf8Agy/dK+A7e5hlvrCzUMt9Y+y3rzUbppruMSnwuWx9m/FLpPa3YB9ty5GJ55Pd2csC8o/IEE/JEVtnujf9B9Xqzw/6xUbWSiWnIXFO0aVmmJWUnJlbLaHH21NFzKAScIWsY9OYzSFonDnm1liQHhsvqxx58Rw4e780Am1zqmpWoXi89VkJUcLpiGBLzBUB15ROpWB3qbEdcTE7Kyki7U3nUCXaZLzjo6BCQSTnwxvHwU4rOJG+uMK6aLX7ztml27L29TH5KSlJGZW+kvOuc6nipQByeVsYHcgeMTY37Jvrq7pD7lUxpjbT7irf9oXKx7ZPJeXmX7Ev8mMBWN8ZxmLoVcFyOIJPsXkXAXMH2Szd83FcuoFQbCJu6q/UK08nmzhb76nFb43wVYjuf2IS3jUNRtWr6WApMjKU6iMnG6eYrcWM+koHzRwdb0gaXSpSQKgSy2AtQ71dSR8pMTvwscX2pXCjbtyWzaumNvXGm4q0urOz07UXGHAOyQ2lrlSnGE8qj8azFFQ1ERrZZXuAvsmpmO7MMAUm8b2inEtfnFrdt8WboHc1xURMjI0qnT8slIadbbZSpak57u0Uod26THNK2rqoN2Vaw79s+etm4aMGVzVPm1ArbS62lxBOOhKVJVjwUI66T7LLrydk6DWfv/00/wD/AMxyzdN4XXqpqneGsF5yMnT6pdk208ZSVcLjcu222ltCAtWM4SlI38IixvzCWB0oIMmgFit6QzNcGkaLqb2Ku0PbviG1K1EdUooti3ZKhtgjze0nXu2UoekJlMbdy/TE863+yW2lo3q1cukkrpDc90T1tKYbmJunzLCGFOOMpc5fO85OOblO3VJjibhn4pdU+Fli7qXaenFvXK3dFWTU3JueqLku42lLYQ20EpTjCRnfxJjSJmr3Bel9XhqddsjKydXvKrOVJ+WlXC42wkjzWwo9cb/oiabFoMNw9vZODnAAWv4rUUr55zx6BSfxE8VGr/Fy1J2vX7bYsbT2UmW516htTXlM1U3ke8Ew6Ep+1pJJCAAM4JCiElOjzbZcp0yynAKmVpTgbbpIi0znYZMPtAHZXQ9Y8+xTGJ8Tma+bQDYDkr2np2U7C1vPmuzuE9t2s+xMzFNZyuYbtO7pYoQN+cTU+Up+Mgp+ePnPUnUz/DhIyrXvpxiSlE7fdeUIH/hMdh8CHGBw96E6L3Jolr1fiqFMylx1LyWVfpM7MB6RfCSSCwytIBV2hwSD52ekcaW5P2jIUSzaPX6+XbKp+oDMrOVryV4IcpLU0FKmQ2EdrgtEqCeXmztjO0ej4rD555rI07SNPqsSqKld2Qlaeh/RfTb2Sp1m2PY9p23ZtYS9MJt+mNg9VONzDDhH9lhR+SMrxiHPsY1b2I/cdQP++kosah8dHsa+rNEYtzUrUKj3JS5aaTOsylRteqOtIfShaEuBJlffBLixnwUYi7jL44+EHUbhJvPSPSnU9ieq07T5KSpNMaolRYBS1NMKCEqdl0oSEttnGVDpjrF/dIKWdbJhMp7HFb00sgJZpdmOKz3BNRp5Ma57MDIuT/CtTUtuNtj7KqeFLcVypTzIdSCT3AE9YhnX/jR4b7x9j+VotaWpqZu+Bb9Ck26amkz7avKJaYlVupDq2Q1lIaWc8+Dy7E5EZvjp42eFPWzQym2VZGpDNeqTdy0eefkl0WfbBlmncvkl5hKFAIJynOT3Axi6yBqth4EuOSTRL6YcL156bzFJWukootHr8pVWZ2XnJiWZJPaIQAWkqSggEFfnFIIwSoR1xr6HS+kHHNofrDTKzPz9Pv6+6VMzTNRmVzTslNyk/LFSWnXCVpYUl8crYPKnkIACQgDoXTR/2LaxLgltZNN7o0updbSFrk1tVdInGVOJKVBqRWvtULKVlPKloK3IAjkHi54jRxUcSOnE/ps0+m1tPrqkKRShNNlicqVVmJ1kvKRLqw4lIDDQHMkEcpyAVYGjXFoHaHVZcAfmhdNeyilctXtAZ5A6Xg+wpWOgW02P1Z+aI3bTEteymto+xnR6byA61qFKJQO8hTS84+YRE6BvHiPlYAFXTn/ifeP3Xd5RcexkHpHuTLewhpsZhZveGm9o8eedV2zDdOMCMiwMYhBgRkJffGYkjK2KfY6w8xCTIAMPMbw9GVG4XT7HvRGQYPdGOZOIfZJwT3iLCIhLvWr6sat25pBbC69WlF6ae5m5CRbIDs06B036IGRzK7h3E4B4XvDiU1ru1TzE/fc/KSryzyy9O5ZVCUH7nLYC1ADbzlGHuK263rq1iqrXlKnJegkU2WRzZS2UY7XHhlecnvwPCIbQ92jgBVkjYCPo7JuVKWhoWVVQwOleATcX4QdgLjx9K8tx7GZqid0UTiGN005q9WKxOTq81WqOuLKtnHnSpR+UkmLFNn2JydbpTLyXpibdSwy2jKlKUo4AwN++Fqi0l+bXLrGeRCVgd2d8/wB0Zux5+QoN80i4ZpplAZc5VvLTjs+ZJQV5HgFZ+eO4ezsoz2YVBG4SyAPO66+0tsNNhUFunyLqlOKPbOPbDt3D1OO7A2HXYRIaZtpKEuvsNuIUktuJWkEEdMKB6xpVsXSHJdmSUyhSUtpU2QSUrSRsUHwjNP1eRRM9nOqbZWlHOtRWMFIG5znA+WOQc90ry4/OK7RobGwNGwUZ8SGoMjZ9vMNUpxuXmppLrMqkYAaOEgq+TmEcbSdcVS1tok+WYWXOZ5bgPKrP6fHcx0hxX22ityVEuCmvImGJBT7cyhpYUpoOBBStQHd9rIz4xBVCokjN0x5TrSTlXm567R0OGwcEd+ZXM4nPxy8PILOpqSJh1NRluZorCVZSrByIlXTrif1jsCURL0q73pqT5vMlKg2iaQB96pQ50j0JUBEOuoCW0yiSUqxhRH3Ke/8ARFcpNgJK1AJQ1hKUwzXYVR4nGYayJr29CAUjFUy05vE4hd3aVcdMpWqlLULU6iS9N8pVyCpyZPZIUdh2raiSlP3wJx4R1VzodQl5paVoWApKknIUD0IMfHSWWqYc5k45B343MfSrhSvRy8tGaSmbeLk3RFrpLpJ35WkpLef/AMakDPoMfNfleyBQ4FTMxfC2cDC7he3kL7EdNdD6l3GWsYlq5DTTm5tcFS05GxaZH92Mt/RPfsxrjp2EbFpl/DGX9DTv7MeKZTP/AFDR/iN966vEx/Ay/dK+A7Z22MNN90Jtw213R9mPC81G6ZbhxnfrCje5ENtDG8JvKlGqeaORuesONdwhFk5h5g5IhGQKQJ9g90PNHaMez3RkGjkQhLqtwnmfGMgx13hBnoIeZBEV8pUrL7J5mH2fCEGQYyDAO0V0h6plnRPM90Psbb4hFkHaH2IrZEy1XlUynTTnazVPlnlkY5nGkqPzkRkGpCRXLiUVJMFgb9kW0lHXPTGIsMDAEPsdBCkk8v1jptqVOxrb3shmg0M7miyH5Mj1Q7L0GhpKVposiFA5BEsjIPzRUyMiHmekJS1lQfpnxKYjjZtZUs0Chc3N7SSGfHyZGf1Q9L0ChNkLRRKelXiJZAP6orZ6iHWQYQkrajlI7xKbbGzbhCjTV/T+gM2ZNXBb1kSCqpT5qUniuTkmxMqaafQtwIIAJPIlW2dxmO8rP1C9jguOtSvElI1bTWSuhDIm3KlOrRKz7D3LlS1sLIIfG4K+Qr8FRzKyk4jBTmlWmtUqC6rUbDoUzNuq53HXJFslavFW2FH0mOyy3nwYPTmmrWukF7g317jfl3KqxHAxWyCSFwbyIW1cQGuUhxiaxWzMWPJTXuZ6azD05L1WZZU17d1RQCQplKsEMt4Bydzg7DIjJIGR0hWTl2JZhuWlmm2mmkhLbbaQlKEjoABsBDjQ2EcXmrMUuY6zzh7eFoFmjoP3KvMJw9mGw9m03JNyUw0MQygRYaBzDTYMck4q6YU0xuIyDO2Ix7PdD7HQRhj9VMVkGFbw+z4xjmYeZJ6Q5HIoysg13bxXP1GXpFLm6tNKAak2HJhZJ25UJKj+qLTRAjT9c6i7S9HLunGFYWmmOpH9bCf1KMXWGR+dVUcH1nAeJslKuQwwPf0BPsXzpqFUmq5VZypzjvPMzr7ky+oncrcUVKOPjJjFTI7BfaYwtJBGBkEd+8POS6XwHD5rmc5TsUn0Rjn1PNEtTWClR2c6Z+OPs1kYjjDBy/ReGuPES7qlkvkzpcUSQFlCj6CMj9UOTiCGQB8UISie0mn2cZ/e1D0kEiMq8At1DZ+WBp4lGdCtjsrWS49PnGZNwGoSGfNZUfPbH3h/u6ROVs1yoam3VNW++h2Wl6ekhyWQ4SUqwQpKlt5ByCQSArYZEcvPyrap4vLPmIGEg9IzFm3ldNl1hf2Ozy2lTiwknAUlY6gEEEHf5cHGRCjaWCObtiE0+sqJIewBXQV30CUk5Bb1GLraXnOxnWWueZYX5xR2fM4cqWT05diFb77RCN1UCoWBdK6I9IvSrY+2ttuKyVNLGUnPxbfGDmJhtC47vumosMXhPtpYkXPKm2ZZpSedZOQSMnoQDt1MbFqlp0u97VcrUshKK5Lq7VhClglaAAFNnHiBsemcCNH4jEJmtZspYsNlETnv35LmuamkqlJh1CCFugJBPidv1ZhNsOOvKZb6IUBnuz3/AN8eLWpuXImAUcjhUpJ6jlzn4ouUNKltdqvdSzzH4zFk0h1iEkRbQ7rMybASRhBz4qOcfpjszgHq7+LxoLjhLQTJzaAe5X21Cj8o5fmEcgyrQIMdT8CBKLuupHNkKpjJx8Tv/nHnHldhEmUKu424T/8AYK6y44jEYwOd/cuzHT5vWNi0yP7sJb+id/ZjWnCOWNk0x/hhL/0Tv7MfGOUTxZho/wARvvXqGJj+Bl+6V8B24aa6Qq3DTUfaL15sAmmu6HGjmE2u6G2ukKSKRqcZGIdYOISZ7odZhKRSAJ9jfEPs9BGPl+6H2OkV0q3aLrIsHpGQZjHs9BD8vvFdKpmixWRZ3h5kdIQYjIMd0VsimanmBuBD7QGIRZ8YyDIEV0qYaU4z0EPsCE2gNoeYG8V0pTTCnmBjEPNAYEJMCHmu6K+VMsTjPUQ+z3QkwOkOtd0V8iaanWhjEONDYQoyAesPNgdIQkJTTCmGhiGmk5AhdsDAhtoAdISkKZYSFfaGIZQCDFlEMtiFHFOMV9rzYdaIwMQkiGmYh4rFThZFg9IdaOIx7KsHEOsrzDDZEWun2VRpWv76WtFrvKgCDTVjB8SpI/vjcmlCNI1+ZM1otdzSeopylj+qpKv7o6HL8gOKU9/rt/8A0EhiDf4SX7p9y+eEs42scvagrG5HePjhaoHHK26gcp6LHQ+gxcaZl3gHAvkUnoRtF51SHmuyzz93TePtbcLwq61+XBk6kl3nBBSUEZ7+o/VGXZdQhCn3FDfx7owNVbVTnmiT+9OJyD1wTj++KarUQ8UsNEhGMmIA/hNlsRcpqcnn0K51YWhR2xCvlq0pQ+2sgoc5gR3YglfPY7NW/wAcKFvkYUkDA5lfrjR/ygst+SQupNOZqWq9EZqsgpLAWlKn1NY51bd5VtnMdF2PKygkGnpRKXGnU/beZxRI26nPWOJtAbhbbm37fmnuVK0qKRnIUgnfb0HHyGOrrTuYUKZbkT57K3AN9ykbRytU3sJC3kV1tK7tog4clFnFrpFTaKmXve2Aho1ZxUvMyXQrd5SouIHTcA83px4mICpLpQgIV5p2BSRjEdFcTt7itXRS6I3s1T5XtinPRb3L1+RCT8sQtOSctPZdU2A6BjtAMn5fGOrw6J5p2vcVzOIPb27g0KqVfSEc2RvHTnArNfu/rzI+7pGevg6j1xy2hS2G0yz62w+oHk5RhLmO4Z7/AER1JwHMLfvK5KmkAttUppvGMYUt3OP/ANDHD+VmRseT60u+qPHian8u/KxKK3X9F2k4SAAfCNn0w/hhL/0Tv7Maso5xjp3RtOl/8MJb+id/Zj4kyYb5ho/xG+9eq4rpQS/dK+A7cMo7oWbhpvePth680AumUdYbYhRHWG2doUkUgCdYh1nuhFkw4yr0QjJopG6J9mH2f74x7J3EPsqx3QhLspgsiwRGRYjGsmMhLq9EV0ylaFkpc7RkZcYOYxsvGSYOwirmWwCyDAxD7PdCDPWMgynvitkTDE8z1jIM7wgwIfY2xFfKmGJ9kEiHWE5GITY6Yh5gRXSlNMKdbG+0OMgwqynfMOsg5ivkTLU2yCAIda7oUZ6CHGx0hCQpuNNtDpDbYOIVZEON+EJSHRNMKvtgwygZiy0mGEDG8JuTDSVeR0i+gGKEJEX0p7oWcU41X2TDrZhBAIPWG2zgxhsvCVIBdPtKwN4xN+001uxbhpITzKmqZMtpTjqotqx+nEZFCukMoVzDlV73G+ehh+jqzBOyUciD4G60mi42Fp53HsXysbSXcBBG/wAkVKQuRAcVNqTzH3qRkq9EZa+qJ9il6163gFITTalMSqM/8GhxQT86QDGAem8uAS6Q4505lbpQPD0x92Us4qIWTD6QB8RdfPs0Zjkcw8j+qWn5M1lSGUJUl1xXKVFWdvBRzgn0DpClTtqdkVJUHw8V7HA5SPTGXoraDMuTTpJ5D2bZPQfztu7uHzxmEBEw+FqTzEDYHomGRGHi53WnGW6LSZZ2ZpyuxnWiWlH3xG6TDTjMo5LPurnOzWjBQggntCTuPkjZp6RbnFBLSArrkfzgBEpW1w4yNQtaRq1WadZm5xsvhOSEpBPmDGf5uDCdXK2jALzumaaB9W4tZyXP9t11VuXLJVlrmKJdwc4G2Unr+iOzbarknXqO1OSyAXk8z6eTG+Ugn5CMxET2gci028lqVT2zRxlfxZHXr/5iNapt61awG5230c7bjbakS6wrIQTsRnw7xFHUtZXOHBurumL8PYe02SN1XVN3Jd9QrLzpwt/kSD3JQAlI+YCKpaolSSe1AJjUPKeY8wO5JJPjvDzT3Ztg585XjHT07uyaGjYBc9KTI8u6rIXEGqjLJ+3LSqU+2pWnYg9+Pijsr2OpmanKVetXm+UutvSUgojHnKQHVlXyhaI4mbec7RXN5wUNxH0H4CbAq1oaTztyVdpTTl1zqZ1hsj/e6Gwhtf8AWPMR6OU98eQ+XGvjpspzMc4B0rmtA66gn2BdDlSF0mItIGgBXS57vijadL/4Xsf0Lv7MaurrG0aX/wAL2P6F39mPkHJf+YaP8RvvXpeKa0Mv3SvgO3DLZi43RK3/AMS1D8lc9UMIotaz/uNP/ky/VH289jui8zaQqW4bb7vjj1qjVkb+08/j8GX6oaao1YHWkT35Mv1QpIx3RSBzeqGYcb2O0eNUir/8Uzv5Ov1Q43SKv19qp38nX6oSlY7opAR1VbHUQ+z1i0zSatt/8rnPydfqh9il1TAzTJv8Qv1QhLE/oVM23UK8x1EPsHBiwzTKn/xdNfiVeqMhL0ypEf7nTX4lXqiulif0KlBHVMS5OBGTl+6FJem1LIBp01+JV6oyTFPqG2ZCZ/Eq9UVs0L+h8FK1zeqcYPSMgx1EKS8hPAAmRmPxSvVGSl5GdyB5G/8AileqKuWGT6p8Ct2uATLQG0PMgRZYkZ7O0m/+LV6ofYkZ3Y+Rv9P+DV6orpYZfqnwKna9vVXmBD7AEWWZKcyB5I9+LPqh5qSnBgGUe/Fq9UV0sEv1T4FMtkb1TDPSHWhFhiUm8Z8le/FmHmZWa2Hkzu/3hivkhl+qfAppkjTzV5pI22hxkDaLLUnND/ezv9gw61LTI6y7n9gwjJBL9U+CaZIzqrjQAhtobiLbUtMf/bub/emGm5WYA/yd3P8AsGEZIJfqnwTLJWDmFdaEMtpzFtuXmNvtDm33phpth/r2Dn9kwq+nmP0T4JlsrTzVxAGYvIGYES0wduwc/smLyJd4D95c/smFXU0w+ifAphsreo8UIT3xeTAhh/H7w5/YMPStJnphIWhhaQfulJMLuglGpafApgTxtFy4eKstnEMspW8eRCSo92BGSlqAEAF9txxQ7uQgRk2ZUtDlbllIHgE4hZzpmfNYfAqJ1fGPmG/rXzg4s6I5bmtlX7ZooTU2WJ8AjqFo5Sf7SFRDz02hLQ7FsE46Yj6KcSHDFL65GQrVNrIo1dprJl0vOsKcZmGSSoIcwQpJCiohQzjmOxj5w1ih16mVSapvtdOveRzK5cvNSrpQ4UKIKk5TnlONo+xPJrmmnxzBYack9tE0NeCCLcgbnQg25LyDH6B9PWPl+i8kj/30JuVdLbSQs5wN/CGTVwwjCVAA9/hGETLVwKwaNUSCOvkjnX5oakaVUHpxn2xp1SZleYFShJuKJHgBj9cejCYNF1RdmXKU9GLRXelwSkzUZJaqLJuJXNE7B4g5DQP33fjoO/pnqC4LrW255LLUgql2U8wLSO4dAB8W3/tEI2vrNQrVoUrQaNbtZYYl0gHFOdK3DnJJPKNyckxYqXERW1LeepdiVR5axyoS8wpCW9sHfGTnfujn6s1NZJtor+lMFHHfi1Kkd2aq65rt/IsSjqVLHMRzc23Kn0bekREWqNjUB5xczVbilZWZALqlpcA5lY96QR6OoHh6Y1q4dU9YLga7FEtMSDIxyol5RYIHduR3beHSNEmKNcU86ubqkpVZuZWcqddZcUT84jenoJWO4nGyiqK+ORvCBdYidmGJR5bUtM9sgK81YT64aZm3F8qlqBAAIx4xS7a9YU4Oajz/AI58mX6okHQvShrUbVKhWVcxq9Kp1VccacmWJYhaVJbUpIyscoypIGT0zD9VWMw+nfUzfNYCTYXNgL7c1VxxmaQMbuSs7w/aT1jWO+5OmyVGfmqTJvNO1Z4ea20zzZKVK7ioAgAb9cdI+qzEtLybDcnKMtssMIS2002nlQhCRgADuAGBiNd000qtHSO2GrUsqkmVlEK7R1xYK3pl0jBccWd1KOAPAAAAADA2hTbn8xXzR8ReUvO1Vnqva6KItgjuGAg3N93O3Fz7BovUsBwuPCYLOIL3b6qlXWNo0v8A4Xsf0Lv7Mawpte/mK6eEbRpkhSLuYUUKH2pwdPvY5vJlLM3MFG4sNu0byPVWOJyMNDKAfolfAb3dtbvhjvj6Qzf1kHu7a3DprHfHy3DN/WRo0Efey8iut593bW/4Y74+kM39ZB7u+t3wx3x9IZv6yNGggWblbyddtbj/AKY74+kM39ZHh121u+GO+PpDOfWRo8ECwt493XW74Yr4+kM39ZHo121uH+mO+PpDN/WRo0EFghb17u+tvwx3x9IZv6yPPd21t+GK+PpDN/WRo0ECFvJ121t+GK+PpDN/WQe7trb8MV8fSGc+sjRoIELefd31u+GK+PpDN/WQe7trd092K+PpDN/WRo0EYsFm63n3d9bvhivj6Qzf1kHu7a3fDFfH0hm/rI0aCDhCwt593bW34Y75+kM39ZB7u2t3drHfH0hm/rI0aCCwWbreRrtrb36xXx9IZv6yPfd31t+GK+PpDN/WRosEFgVhbz7u2tvwxXx9IZv6yD3dtbfhivj6Qzf1kaNBBYLNyt693fW74Y75+kM39ZHnu7a2/DHfP0hm/rI0aCDhHRFyt593bW74Y74+kM39ZB7u2t/wx3x9IZv6yNGgg4R0RcreBrrrd8Md8fSGb+sj33dtbh/pjvn6Qzf1kaNBBYLC3n3dtbvhjvj6Qzf1kHu7a3Yx7sV74/7Qzn1kaNBGOFvRZuVvHu7a3fDFfH0hm/rI993bW3v1ivj6Qzf1kaNBBwt6LC3oa7a2D/TFfH0hm/rIDrvraRtrFfH0hm/rI0WCMgAbLNyt493XW74Y74+kM39ZHvu7a2/DHfH0hm/rI0aCMrC3ka7a3fDFfH0hm/rI993fW34Y75+kM39ZGiwQI2W8+7vrd8MV8fSGc+sg93bW74Yr4+kM59ZGjQRm5Qt493bW/wCGO+PpDOfWR6Ndtbe/WK+fpDN/WRo0EYvdC3n3dtbN8axXx9IZv6yPPd21v+GO+PpDN/WRo8Ea8I6IW8jXfW0ddYr4+kM39ZHvu762ZB92G+PT+6Gb+sjRYIyAAbgI5WRBBBGUIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEL/9k=" width="306px" alt="is sentiment analysis nlp"/></p>
<p><p>The two-state solution, involving an independent Palestinian state, has been the focus of recent peace initiatives. The Quartet on the Middle East mediates negotiations, and the Palestinian side is divided between Hamas and Fatah7. Read eWeek’s guide to the top AI companies for a detailed portrait of the AI vendors serving a wide array of business needs. <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">ChatGPT App</a> NLU items are units of text up to 10,000 characters analyzed for a single feature; total cost depends on the number of text units and features analyzed. Compare features and choose the best Natural Language Processing (NLP) tool for your business. You can see here that the nuance is quite limited and does not leave a lot of room for interpretation.</p>
</p>
<p><h2>Importing IMDB data</h2>
</p>
<p><p>The group analyzes more than 50 million English-language tweets every single day, about a tenth of Twitter’s total traffic, to calculate a daily happiness store. Since the beginning of the November 2023 conflict, many civilians, primarily Palestinians, have died. Along with efforts to resolve the larger Hamas-Israeli conflict, many attempts have been made to resolve the conflict as part of the Israeli-Palestinian peace process6. Moreover, the Oslo Accords in 1993–95 aimed for a settlement between Israel and Hamas.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="304px" alt="is sentiment analysis nlp"/></p>
<p><p>On the other hand, the Bi-LSTM and LSTM-CNN models wrote the lowest performance for the hybrid and BRAD datasets. The proposed Bi-GRU-CNN model reported 89.67% accuracy for the  mixed dataset and nearly 2% enhanced accuracy for the BRAD corpus. On the other side, for the BRAD dataset the positive recall reached 0.84 with the Bi-GRU-CNN architecture. The precision or confidence registered 0.83 with the LSTM-CNN architecture.</p>
</p>
<p><p>It still requires further refinement, but you have the start of an appropriate question. Workopolis estimates that “as many as 75% of applicants for a given role aren&#8217;t actually qualified to do it.” Spending time on those candidates is not productive. Fortunately, natural language processing and analytics can help you identify good-fit candidates so that you can use time productively.</p>
</p>
<p><h2>Challenges and Limitations of Sentiment Analysis</h2>
</p>
<p><p>In16, the authors worked on the BERT model to identify Arabic offensive language. Overall, the results of the experiments show that need of generating new strategies for pre-training the BERT model for Arabic offensive language identification. Like customer support and understanding urgency, project managers can use sentiment analysis to help shape their agendas. In addition to classifying urgency, analyzing sentiments can provide project managers with assessments of data related to a project that they normally could only get manually by surveying other parties. Sentiment analysis can show managers how a project is perceived, how workers feel about their role in the project and employees&#8217; thoughts on the communication within a project.</p>
</p>
<p><p>The goal of sentiment analysis is to help departments attach metrics and measurable statistics to pieces of data so they can leverage the sentiment in their everyday roles and responsibilities. Sentiment analysis, also referred to as opinion mining, is an approach to natural language processing (NLP) that identifies the emotional tone behind a body of text. This is a popular way for organizations to determine and categorize opinions about a product, service or idea.</p>
</p>
<p><h2>Natural Language Processing (NLP)</h2>
</p>
<p><p>The difference between Reddit and other data sources is that posts are grouped into different subreddits according to the topics (i.e., depression and suicide). Sentiment analysis involves determining the emotional tone of a given text, such as positive, negative, or neutral. The Positive, <a href="https://www.metadialog.com/blog/sentiment-analysis-and-nlp/">is sentiment analysis nlp</a> Negative and Neutral scores represent the proportion of text that falls in these categories. Therefore, Hate Speech tweets on average are 8% positive, 61% neutral, and 30% negative. On the other hand, Not Hate Speech tweets on average are 10% positive, 65% neutral, and 25% negative.</p>
</p>
<div style='border: grey dotted 1px;padding: 11px;'>
<h3>What is sentiment analysis? Using NLP and ML to extract meaning &#8211; CIO</h3>
<p>What is sentiment analysis? Using NLP and ML to extract meaning.</p>
<p>Posted: Thu, 09 Sep 2021 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMipAFBVV95cUxOU2xmRG5ITVJfUDZyT1U4U29ncHhuVU5EU2ZxRzBGLWpUS1YtTVJ1ZUZvbFA3NVhEMHVST09jYklELVFtZFJyQ0RpM0gwclZnNEFjMnBMNGUtWTdGS0VraVVhZFF1MG5XN2dfOGpsaWFCLThYOHd6VUk0QUU1RnZDdnUtNmctenE2SG9NTWlFRHk0M0J3NGR1bzlGbUEzRl9jT251btIBpAFBVV95cUxOU2xmRG5ITVJfUDZyT1U4U29ncHhuVU5EU2ZxRzBGLWpUS1YtTVJ1ZUZvbFA3NVhEMHVST09jYklELVFtZFJyQ0RpM0gwclZnNEFjMnBMNGUtWTdGS0VraVVhZFF1MG5XN2dfOGpsaWFCLThYOHd6VUk0QUU1RnZDdnUtNmctenE2SG9NTWlFRHk0M0J3NGR1bzlGbUEzRl9jT251bg?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>The final step involves evaluating the model’s performance on unseen data by setting metrics to help assess how well the model identifies the sentiment. Users can refine the model through other methods, such as parameter tuning <a href="https://chat.openai.com/">ChatGPT</a> or exploring a different algorithm based on these evaluations. Machine learning models such as reinforcement learning, transfer learning, and language transformers drive the increasing implementation of NLP systems.</p>
</p>
<p><p>Documents are  quantized by One-hot encoding to generate the encoding vectors30. The representation does not preserve word meaning or order, so similar words cannot be distinguished from entirely different worlds. One-hot encoding of a document corpus is a vast sparse matrix resulting in a high dimensionality problem28. Operationalize AI across your business to deliver benefits quickly and ethically. Our rich portfolio of business-grade AI products and analytics solutions are designed to reduce the hurdles of AI adoption and establish the right data foundation while optimizing for outcomes and responsible use. Compared to the Lovins stemmer, the Porter stemming algorithm uses a more mathematical stemming algorithm.</p>
</p>
<ul>
<li>Feature detection is conducted in the first architecture by three LSTM, GRU, Bi-LSTM, or Bi-GRU layers, as shown in Figs.</li>
<li>People can discuss their mental health conditions and seek mental help from online forums (also called online communities).</li>
<li>Now that I have identified that the zero-shot classification model is a better fit for my needs, I will walk through how to apply the model to a dataset.</li>
<li>The pretrained models like Logistic regression, CNN, BERT, RoBERTa, Bi-LSTM and Adapter-Bert are used text classification.</li>
<li>Fine-tuning BERT allows us to have a robust classification model to predict our labels.</li>
</ul>
<p><p>Word embedding models such as FastText, word2vec, and GloVe were integrated with several weighting functions for sarcasm recognition53. The deep learning structures RNN, GRU, LSTM, Bi-LSTM, and CNN were used to classify text as sarcastic or not. Three sarcasm identification corpora containing tweets, quote responses, news headlines were used for evaluation. The proposed representation integrated word embedding, weighting functions, and N-gram techniques.</p>
</p>
<p><h2>Machine learning</h2>
</p>
<p><p>This process is essentially isolating the emojis from the sentence and treating them as meta-data of a tweet. Working with text data comes with a unique set of problems and solutions that other types of datasets don’t have. Often, text data requires more cleaning and preprocessing than other data types. However, there’s also unique exploratory data analysis techniques that we can apply with text data, such as word clouds, visualizing the most common words, and more. For example, you may find that you have a growing amount of negative sentiment about your brand online. In that case, you might start a research project to identify customer concerns and then release an improved version of your product.</p>
</p>
<p><p>A necessary first step for companies is to have the sentiment analysis tools in place and a clear direction for how they aim to use them. When the organization determines how to detect positive and negative sentiment in customer expressions, it can improve its interactions with the customer. By exploring historical data on customer interaction and experience, the company can predict future customer actions and behaviors, and work toward making those actions and behaviors positive. This article assumes you have an intermediate or better familiarity with a C-family programming language, preferably Python, and a basic familiarity with the PyTorch code library. The complete source code for the demo program is presented in this article and is also available in the accompanying file download. The training data is embedded as comments at the bottom of the program source file.</p>
</p>
<p><h2>Discover all Natural Language Processing Trends, Technologies &#038; Startups</h2>
</p>
<p><p>Before we dive into the different methods for sentiment analysis, it’s important to note that it’s a technique within Natural Language Processing. Often called NLP, it is the study of how computers can understand human language. And although this is a specialty that is popular among Data Scientists, it’s not exclusive to the industry.</p>
</p>
<p><p>If everything goes well, the output should include the translated text in the target language. This work was also supported in part through the NYU IT High Performance Computing resources, services, and staff expertise. After that, we can use a groupby function to see the average polarity and subjectivity score for each label, Hate Speech or Not Hate Speech. To understand the effectiveness of this tool, we can first look at how TextBlob performs on Twitter data. For the purposes of this blog, I’ll be showing examples from my recent project, Twitter Hate Speech Detection, where the text data has already been cleaned. Exclusive indicates content/data unique to MarketsandMarkets and not available with any competitors.</p>
</p>
<ul>
<li>The general area of sentiment analysis has experienced exponential growth, driven primarily by the expansion of digital communication platforms and massive amounts of daily text data.</li>
<li>Significantly, this corpus is independently annotated for sentiment by both Arabic and English speakers, thereby adding a valuable resource to the field of sentiment analysis.</li>
<li>Then, we concatenate those features with the emoji vector representations, which form the emoji meta-feature vector of the tweet.</li>
<li>NLP Cloud is a French startup that creates advanced multilingual AI models for text understanding and generation.</li>
<li>For example, in the review “The lipstick didn’t match the color online,” an aspect-based sentiment analysis model would identify a negative sentiment about the color of the product specifically.</li>
<li>In other words, sentiment analysis turns unstructured data into meaningful insights around positive, negative, or neutral customer emotions.</li>
</ul>
<p><p>A key challenge that faces transcription and NLP tools is the capability to actually understand the tone of the speaker with sentiment analysis. We use Sklearn’s classification_reportto obtain the precision, recall, f1 and accuracy scores. So we (Debora, Dirk, and Yours Truly) tried to provide a solution to this problem. We created a new data set for Italian sentiment and emotion prediction and fine-tuned a BERT model.</p>
</p>
<div style='border: black solid 1px;padding: 13px;'>
<h3>How to use Zero-Shot Classification for Sentiment Analysis &#8211; Towards Data Science</h3>
<p>How to use Zero-Shot Classification for Sentiment Analysis.</p>
<p>Posted: Tue, 30 Jan 2024 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMipAFBVV95cUxQcEhGNm9qclBxOWFuelZmbzFmM01Ua050LTJtLUhtZlhwaG5uVTFJRlQ4V3RMWXFWYjN1My0wdk5DVEU4MVFpdU5TQUltcC1oQTdZQzFZcmpGTWN4R3NPeTA3MUFoZWVjQlpJTmhHTkdsWElXNldEYjhud2E1elRjeUZQMG92YWRpRDhHajkzTzBaSXZjT25fWjlXTGpPNy1jY00yZQ?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>Some of the top use cases for spaCy include search autocomplete, autocorrect, analyzing online reviews, extracting key topics, and much more. The goal of sentiment analysis is to predict whether some text is positive (class 1) or negative (class 0). For example, a movie review of, &#8220;This was the worst film I&#8217;ve seen in years&#8221; would certainly be classified as negative. In addition, the Bi-GRU-CNN trained on the hyprid dataset identified 76% of the BRAD test set. Therefore, hybrid models that combine different deep architectures can be implemented and assessed in different NLP tasks for future work.</p>
</p>
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" width="307px" alt="is sentiment analysis nlp"/></p>
<p><p>SpaCy is a good choice for tasks where performance and scalability are important. TextBlob is a good choice for beginners and non-experts, while NLTK is a good choice for tasks where efficiency and ease of use are important. Continuous updates ensure the hybrid model improves over time, enhancing its ability to accurately reflect customer opinions.</p></p>
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