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	<title>021c &#187; AI Chatbot News</title>
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		<title>Best practices for building LLMs</title>
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		<pubDate>Fri, 17 Nov 2023 17:34:06 +0000</pubDate>
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		<description><![CDATA[How to Build a Large Language Model from Scratch Using Python Building a large language model is a complex task requiring significant computational resources and expertise. There is no single “correct” way to build an LLM, as the specific architecture, training data and training process can vary depending on the task and goals of the<p><a href="https://021c.com.br/site/?p=820" class="more-link themebutton">Read More</a></p>]]></description>
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<h1>How to Build a Large Language Model from Scratch Using Python</h1>
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PHn/ALy+6mrepox8ZDZHQzZB9YNezva7/NjWkf6oCxtNOzD9OYp+oY2x5V1KA3mNIIbY7B6gBHg/Nz7KrenOFz8ju7mQeYstuTkZYzzzyIKlOof2fNVd/wCvC3MerN+2MdJb2Z02Q1vIZW1k573H7APpMH8SFm7KaP1Do3Rk9fVkdOHMZbM5TOXK9OczQ1nXLks7YWyOa0v7GSNaXdo7i0kAA8ACfIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiKutwtd6gGag2221gr2dU3ofXsWZ/NbD1eePiJh/Wc7yGMHkkcnwPMVatGhHel+7fJFnCYSpjanZ0+9t5JJatvgl+yu2ka7c/VGb1NqGvsxt/kXVcneh+IzuUgPLsRQPAJb58Tyc8MHPIHzcexE50XonTmgMBX03pjHsq1IB8x45kmf/Wkkd7uefckrW7cbb4vbvG2I4rk+Ty+Tl+Ky2WtcGe9YI8ud/ZaPPaweGj7nkmXqHD0Zbzr1vbf+1cl+XxfRIu47GU1TWCwj/hRzb035cZNcuEU9F1bCIitmSEREAREQBERAFQW48z6/WTs0IXPJs6a1TBK0Hx6fFJ/J8e3cxo+nnhX6qH1TEy91tbexTDxjtutTXIv/EdfxUR/8r3fxKAvhERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBEUZ3A3AwG3Gn357OulkLntgqU6zPUs3Z3fhhhj93vP2HsASeACVxUqRpRc5uyRLQoVMTUjRoxvKTskuJ47ma/o7caWlzliB9u7PIyljKMfmS9dk8RQMHuS53vx7AE/RYW02h7+k8JPlNTWGXNVaglF/N3APxTEfLC0/3cTT2NHt4JAHPC0ehdA6k1BqWLdfdlkQzUTHMw2Gif318NC4Dnz/Xnd/Wf9PYfTi1VVoxlXqdvUVkvZT+76vlwXVtGpi6lLA0PQaElKTzqSWja0hF8Yx1b0lLS6jFsiIrpjBERAEREAREQEc1NuJovRuTxWH1Pn4MfbzdmOnj45Wv/pE73cMjaQCO4nngc8+D9l46f3R271VLm4dO6yxV9+m3FuWbFYaTT4LwTJ/ZbzHJ83t8jvPgqE717aa73Ez+nv0HX0yMfibEF2tlLNy3VyuFuNl4msVvSa+Of1Kznxem8xAcu7nPa8sEExnTZuVHpfL6OyWe062rb0pPt/Vt1JJ2zDEyRzn4+VpZw+36j4gIgQwD1XeoS4NAF56P3N2+1/VjuaM1hi8vFK+WJvw1hrnF8QYZG9vuC0SRk+PAe0/UKs9UumHWlt42sGn/AOHeqPiPbkRfH4fg/wCcN/1/NQHN9MO7uf1bhtzMtltJuyWMfanvabqz22YnJN9HH14K8ju1r3Ax05JC9w7WSegDHMxh5mmTnkg67tOMtSNZFa2oy7KzS78UrctQdKB9z2lh+/DSgL9REQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREBqtVanwujNPXtUaiusq4/HRGaaRx+nsAPu4kgAfUkBVtt/pjP6+1XFvLuHQfTEUbmaYwkw+bGwO8GeUfWeRvB4PPaDx7+2DqmWPeLeKnt9A0zaZ0M+PK517TzHYvnn4eqfpw3y9w58+QQOOVdiz4r0yq5P2IPLrJavuTyXVN8Eb1R/o+FVOOVarG8nxjCWkVyc1nJ/K0uMrkRFoGCEREAREQBERAFU2+PUHiNlLun8Ra05dyuQ1H8W+qGSx167I6sXrTl80h7Q4RglrfrwSS1oLhbKojqb3Ay+1eQ0nrzHXaFqGlHkoJ8JdkyTY7TXxxE2iMfTtyEQMjkBL4uwCfkvaeOQLpweXrZ/C4/O045o6+SqxW4mTxmORrJGBzQ5p8tdwRyD7FZy1Oks1JqPSuG1DLFDG/KY+vccyFz3RtMkbXkNL2scWju8FzGnj3aD4G2QBc67lsmm639lG1iQYNK6smscc+Yv6E0A8fTvcw+fHI+/C6KXO+4tmDEdbuzlmXkuzektUYiMc+z2upWQeOP7MDx/D94HRCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAq83w15k9E6OEGmY2z6mz9mPEYSD3c6zL47+PsxvLiT4HA58FTvIZCliaFjJ5K1FWqVInTTzSuDWRsaOXOJPsAAqk2xxd7c7Vh311PXkhpsjkqaQoPHHoUnHh9qRp8+rLxyPbhnHvyCKeLqSaVCk/Wlx5Li/Dh1sa+yqFOLeOxKvTp2yfxS+GHja8uUU+NrzTavbzH7ZaNqabqSGxZJdZyFx//WW7cnmWVx+pJ8Dn2AA+il6IrNOnGjBU4KyWSM7EYipi60q9Z3lJtt9WERF2QhERAEREAREQBco9XO4WS07ncfjtR4Da+3pf9ZWrZDLa0nxOUx9+eJrY3kx13mFnYbJd2lwfGD39gae/q5Udujt7tpiNczbi6o3el0XZzVGzUEU1ynDDJIaoglsRmdhd3th9LkclnMUbi3kHkC0dvcdaw+gdNYm7Ji5LFLEU68z8UzspOeyFjXGu36Rcg9g+jeFIFqNI6bwejdKYXSGmofRxGDx9fG4+P1DJ2VoY2xxN7iSXcMa0ckklbdAFy9vQ91zrt6cqEYPNHF6tyMhDuPlNJkIB+45k9vuAV1CuZdc1RkP5Qfa71SO3Fbe6guxe/Je+zWhP1+zvr/7AdNIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiKKboa3g290TkdSOYJbUbBBQr+7rNuQ9kMTR7nl5HP2AJPgEripUjSg5z0WZNh6FTFVY0KSvKTSXeyvte5C7vFuANmsG5zdN4V8NzWNsEgTN/FHj2n3+chpeWkENHHPgtN0V68FSCOrWhZFDCwRxxsbw1jQOAAB7ABQ/aPQcm3+i6uLyMzbWauOdfzVz3davSnuleXcAuHJ7Qf7LR4Hspoq2EpSSdar7ctei4R8PvdmhtXE0pSjhMN7qndJ/M/im/8VsuUVFcAiIrhkhERAEREAREQBERAFy51a7dYjK5ahqmrrPP0c38LbrspVa2ocoyVkkTGeiyDF2YxVjl7eJHPY5ryGngli6jXH/Vpe2oduhp+HV8GMp5ujHPex9rK7Y2MxWuvjrmL4R9kOYLDXC7y2KPnskjBc5jg0OAkO7T49Q/8I9PzaP1Xg8zYhoZMz135A0NLtiMLnteKwMU1s/NXjEgLWtdI53DAQ/SaOk3hwmltXR4qDWkWpcnpCeo9uUjuTQv1o8W5GuqGQOjihAaOZWdlc91docXcgdM7dyvsbf6ZsS4U4h8mHpvdj3URSNMmFhMJrhzhB2fh9MOd2cdvJ45UhQHFkOW300dqrTrtuqWvYttX3ZW5Ozl6dvIZGjTEGKZLLFWtu9VwFh1gAPDi1otyRRStDAZvuvYdjevHYWxXHBzGmtV42dwPBdGyKCdoP3AdH/Erpxct7yFr+vjp3jme6NkeC1dJD9RJJ8LCC38uGlx5QHUiIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAKlqpdvLvK+9w2fR23MxigP/Z3c2R8zh/aEA4A+zzyCfpJt5tX5nCYanpTRr4zqzVc5x2Ka4/9QO3ma0fs2Jnzc+fmLBweeDJNCaMxG3+lMfpTCxkQUogHyO/HPKfMkrz9XPcS4/t8eOFRqr0msqPwxs5dXql+X4czbwr/AE3CPFv3lROMOkdJz8c4R/qesUb9ERXjECIiAIiIAiIgCIiAIiIAuROqbWt2rq/JUaGrWaUv42KkwOtasnxLr+PbFPYmNVjOHOlfMYaofEJHdzx3sIY1ddr5dGx5BexpLfI5HsgNfpu47Iadxd99K5TdZpQTGvcJNiEuYD2Sk+S8c8O/MFbJEQBc1b0Y193rX6c7cHd3Y+nq2xL2kD9Uce2P5vqR3yM8ffhdKqhM/JXyXXJozHTNY52F2yz2Ri59w+fJY2HuH+Fjx/iKAvtERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBYuVymPwmNtZjLW46tKlC+exNIeGxxtHLnH9gCylTm5t21urqmPZLTkjjja74rWsbjDwIKvPcym1395KWjnj2YD9yq+JrdhC8VeTyS5vh+/JXZf2dg1ja+7N2gs5y+WK1ffwS4yaXEytoMbkta5WzvhquqYrOXiNbT1ORvDsfiu7lpI/vJTw9x8njtHIHgWyviGGKvCyvBG2OOJoYxjRwGtA4AAX2vcPR7Cmo3u9W+b4v++44x+MeNrupbdjpFcIxWiXcuPF3bzbCIinKYREQBERAEREAREQBERAEREARQ/d3VmU0Nt1mdVYWOCS7QjjdC2dpcxxdKxvBAIPs4/VUTo3qP3CraT1nq/VNzC5+KLRVjXmHpUKJrS4trTYDMXad6r/Vk/U+JO2MksnBb8o4A6mXMG5mQfp3+UB2WsRv7RqzRupsDJ5HzNhMFwD+MRP19lrsF1R670drjT21GubWn9bZPM5Gxj485iYW4uo9/w+PmjbIZJ5GRlnxzmENLnSEQhrA55Cy99InXOunpmrxMf3U6urrsrm+wjGNEfv8A80rB+9AdSoiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCLAzefwmmsdJltQ5apjaUX457UzY2D8uXHjlVXZ1Trzelrsbtw23pjSkh7bOpbcBZauRH3FGJ3BaCOf1z+OOQWjkFV62JjSe6s5PRLX9l1eRfwezquLTqNqNNazfsr8t8oq7fI2usdysxl81Y242lgiyGoGBrcjk3jupYVjv60jh4fNx5bEPP1PgEKU6A0JidvdPsweNlmsyvkdYu3rB7p7tl/l80rvq5x/gAB9Fk6M0VpzQOBg05pjHtq1ISXOJJdJNITy6SR58veT5JP+wAW8XNGjLe7as7y+iXJfl8eiyJMXjKfZ+iYNNU73bftTa4y5dIrJX1bzZERWjMCIiAIiIAiIgCIiAIiIAiIgCIiAxshjcflqcmPytCvcqy8epBYibJG/ggjlrgQeCAf2gKPVdqdsqFme7Q2+09VntZI5mxJXxsMbp75jfGbMha0d8pZJI3vdyeHu+6lSICGRbL7R1tPjStLbPTNTDsisQMpVcXDDFGyeSOSYMaxoDO+SKJ5I4JdGx3u0EVPqvHnJ9e23hnYPSwu2uoL9dxaT+tfeoQPAPtz2yD8/Pn3C6LVEaud6PWrts6I9r7G3+qIpPH4mC7iXAf5gCgL3REQBERAEREAREQBERAEREAREQBERAERYOWzmFwFV17O5iljqzAS6a3YZCwD7lziAvG1FXZ1GEptRirtmciquXf3E56eXGbUaayutrzCWetUiNfHRuB4PqW5QGAfXlnfz/VBWONK9QGsoCdT7h4vRtaUODqWnqQsWCwj2Nmf8Dgfqxv7HKo8bCeVBOfdp5uy+tzWWxqtLPGTjRXKd97/Qk5+Lil1J9q3XejtCUm5DWGpKGJhkJEZszBrpSPcMb+J5/IAqvG706n1+WVtk9DWsjVn5A1FmWPp4xnj8TAR6s4B5BDQPI45Pkjc6X2B2909e/TeTqWtTZokE5PPTm7OOPI7e/wCVnkn8IB+5KsdrWtaGtaAB4AA8Bc7mKr+3JQXJZvzeS8F4nfbbMwfuYOtPnP1YeEF6z8ZJc4lY4HY+hPeg1Hulm7GuM7C71IX32htKm7/6eqP1bPIHzEF3geRwOLOAAHAC/qKxRoU6CtBd/N971fiZ+Lx2Ix0lKvK9tFokuUUrJLokgiIpioEREAREQBERAEREAREQBERAEREAREQBERAFzlry/HR68NqIJwR+ktCanqwn6F7bFGUj/LGV0auad6aElnrW6cblckOq1dWvn4aDzCce1vHP0+dzD+5AdLIiIAiIgCIiAIiIAiIgCItXmdU6Z05D8RqHUWMxcX95ctxwt/i8gLyUlFXk7I7hTnVluwV30Noir291CbJY8kTbnYCXj3+GtCx/+PuWvj6j9ucgx79NQaj1F2khv6IwNuyHn7BwZ2/xICrPHYVOzqRv3o0Y7E2lNbyw87c91pebVi0lqNT6s03ovEyZzVWZq4yjF4Ms7+AT9GtHu5x4PAAJKr2TU+9uvXyUtJ6PZobGv+U5bP8AZNdA494qjCWh3tx6ji38j7LY6Z2M0xi8lFqTVt+/rLUELu+PI5uQTfDnweIIgBHEORyOB3c/1vAXHpNStlQh4yyXlq/JLqSrZ+HwnrY6qr/JBqUvFr1I+ba+U1cWf3Z3We2bSETtC6YLvGSyNUSZO6zn8UMDvlhaRzw6Tlx5B7eBwc7G9Om2kF9uY1JTv6tyTfJt6ituvOJ/8N36v9gDOB9OFZyL1YKnL1q/rvrp4LRffm2cy2zXppwwf8GGlo5Nr+aXtS8XbkksjyrVa1OFtapXigiYOGxxsDWtH5AeAvVEVzQyW23dhERDwIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgC573QzGG0/1fbW5fUeTpY+hHo7U8bbNuRsccczp8d28yO4a0ljZAOSOfIX9346pLGzmv2aCdpuFzb+DrX6OXsyONcXprprsqyMHBHcxkj2u7hy5oZ4Lm86fVO9XSru22afWOkLGcs4ijLbxPx2Gc2bI1JOwwyY97i31G2S0+lw5pf6LyeAATzPe3Xua9SWj2XaLtr7vG2vhctbM9ROyGCHde3Nwcg9yalj4vj9voh3C0B6wenASej/xOql/PHDaNo/7RLmDLM/k7sPd1Rm7GwOSzEWl8myjZtPbJfrWCPXM8scb7TgGwsqWHubKyN72x8xtkDm85GNzfQ1Y15k9P6m6UtPadw2NxEN2Sze0jWbPTttOSfLFaMRe1gfBj2SRNBLnF7g4AghtXcxj+OK/pb/7I0+12QsuyqP/ADIr6dm/udWQdTexFiE2I9yMaGAc/OyVjuP+VzAT/BQ/UPXJ09YITfD6ns5T4ccymrUc1rP2mXs4H5+35qvNu29GO4rMTT0r0gYyw/IvPxEf8zMVP+joPW9JlmeSN72Oic8kB0LpS3tf3BvY7iWbldOfT9oiXTJ0T0zbRWctnc0ce12XwMDK8TGUrVpzi5sTi0kVe0HtIBf3EHjg+dnjHk6kV3Rf5kz3t9kQd40Kj76kbfSmn9UaSD+Up6erNp1SC6+SVvjsbk8eXn9jRY5J/LjlT/C9UuP1dV+I0boDK3g4ctkuZKhSh4455LpJueP2NKqpu8fR/rOtQ0rqLp7w918+nY87Zqfzax1qvUea3rx1gDw9z3s7fTkbH6TvUiHe1zw1QHcDQf8AJ5aYztfB7k9MkmnM0zEz5nN1Me9obhIY45pP17Kloep3MryOBgZIACwv7A9vJYfEfFWflH/xnk8fgLephFfrObX0af1R0HmOofV9SZtWZu1WAlkPDBldeQSO/wArWt5/cSvN26O7UkDsg7dLYytWALiTl5XNaAfq7nhc6Ymv0GVaOPOE6PHmGW2GW48tp9tq0+NkNz4r0HPmeXmtNTfHK4uDPDux0nHI3tOh/J0WdWZHT+memDH5+7RvtxdH4DB1rEWUvFzmyVoWPmHY5hbKSbDYmOEUhjc8N5Xrwjl7VWT8UvskI7WhDKnhqa8JS/5SkXRR3c3Kzr/hqG8exAa0/rLFPMPsvaPHkM7gOfyJCwNQ6h2voOD94et7HwT9vmtS1JQwkPBPsI2P7nD83ElSbEdIvSTqXCUcwemLRVAXIGzfDW9MwVrMPcPLJGBoLXD2I5PkeCfdS7SXTd0+6EL36O2T0PiJJBw+WrgqzJXD7F/Z3EfkSvPQab95KUu+Tt5ZLzH63Xh7iEIPnGEb+bTa8GisNO0+lDVw4wXUbBqBnHzQwbiNm/eRHNyFIqeI6ONIzfrstt02yXd3q5XM17U5Pj+vYkc//X6qoN2KOg8huVZ0JqTpr2a1PmL1qtjcS44wSuxks8/bX/SNowDj1azJ7AiiHcwQFp7u9j140tttjZcvo6pW6TNj68OoMhbw9rGyYiK5kHT1J54Lk0Lvhw1laAwh5mePna9reGPLQ7qOBwsXdU1fuRHPbm0qkd2VeduW80vJHS8GqNgMHCLtbUWgKEQHPrMt04xxx79wI+gW0xe7e02YBbhdzNJ3Qw9pFXM1pO38vleeFzfsN08dP+vn6qp7h9KW2OCzun8xJVZj4dOFp+CJIgsuE8Ya5s3ZI9hZy3t454cHNFm5Tod6RMvGI7XTxomED2NPGMqO9+fxQ9p/1VmMYxyirGdOpOq7zbfeWda3J27oguu6907XDfcy5SBvH8XLR2uoPYWlKYLu9ugq8g92S6kpscP3GTlUPrHYXpl0DuFpja/SXS7tXkb+oKFy+Js/RD2AQyQRtia417Di95mc7udw0CJ3J5cojmdd9EsGobOk9OdKGkcyzD5Q4vIz0tB46eKdrIrAmFbsb3h0csPBMzI2uYHyMLmNLx0cHX+M3P21zUPxGH3C01eiP/aVstBK3+LXkL5yO6e2OHYZMtuLpikwe7rGXrxgfvc8Ll6vtX0HayuPnr9MFCLGPy0OGpZirgWVKOQum22s+GIwva7mOVxD/UYwFsby3vDSvii7+TtwAsxUthNIzXaUBcIH6MgtzPtAxN+CZI9jmmz/AEmsewvHAsRuJAJIA6Fj6kunaacVYd+tu3zE8CNuqKJcT9uPVUjg3L25sxCetr/TksZ8h7MrAR/EOVOu0r0h6jxsVXW+wekcJbkmowSYjP6NqMtV5rtx9OoD2RvYTLPG5rXRvc3jz3AeVuIuiPpHgndYj6d9DdzuOWnExuZ+5hHaP4ICfXt49o8Y1z8lulpGq1g5c6bN1mAftJf4WHQ382LylhtTGb0aFuTu/DFX1FTkef3NkJXL8lPYLS2rZ7tzoz2u03ojAaiyGEyGqLuGx0jp21orD/VqxxxGRpYakhkEoaQOzs7+/lst+M6LdwLlTDVemrDZ90bHS5UjQdUHTzRZkrONwSMbJHxNXmY4Rh5Hovc7hoDiB0NPurthVANncbTEQd4Bfl645/i9e9Tcbb7IM9SjrrT1hp88xZOB4/0cuT9P4Lo5nzel6dzoy07jMfrBk02Ls3tHUZnPq+vTir3XtDX+jBKb0AHeWyNc8NcwcOIujKdFXSXl2ltnp30JCHeD8Fhoah9uPeEN4/8ARQE5y28u0GABOd3V0hjgPc285WiA/wAzwtVS6kenfJWG1cdvzt3anceBHDqek95P2AEvPKjON6JukjFOa6t07aEkc0gg2sPFZJ9vf1Q7n2+q892to+mjQG12odXZzp30Fk8dp3GzXm46PS9ImZ0bD2RRt9LgOceGN4Hu5AWRJultlDF68u4umWRgc97stXA/j3ryx27u1GXBOK3O0ncDTwTXzNaTg/4XlcYaAp9GWbxh/nr0haWq5DGZYYnUdzG6bi/R2HfLO2KrLMLIisCOYyMADYXlvzF4a0Bx2eqdqOjzM6MdqnC9H2JoCWlYvY2bJY9mMitwNqPsQ2IhXl5mjeGgFnLZGAgvazxyB17f3b2qxTe/KbmaVqN+8+Zrxj/V/wCa0Q6l+nJ0voN3925MnPHYNU0eeftx6qh+M6Eej3GDur9PWj5S7yfiqZs+/H96Xfb/AH+5UrrdL/TVTpHG1unzbaOq7juiGlaPa7j6kel5P5lATPE630ZnohPg9XYXIxkch9W/FKOP2tcVg5ndXa/Tkgi1BuPpfGPJ7Q25l68JJ+3DnhVVnegnpBz9kW7GxOnqUgHHGKEuPYR/yV3sb/oqSn2y6eNH64zulsJ0YaDdpfSOpcdhc1qrUTa96JzbTKbiyJs/qTCZnx7Hnv4iEcbj39x7QB15DvFtJZgNmvujpKWFo7jIzNVnNA+/IfwtfH1B7CzT/Cxb26CfNzx6bdSUy/n7cCTlUThdBfyd+qcbazw2R0JQbQgu3LMNvSDaskVerFDPJK6P0h8phtVpW+OXMnZwOeWi4oOlbpghgEMHTptiI+PA/mlQPIP/ANpASZm7m1Ur2xx7maVc5/4WjMVyT+z518394NpcXGZcnuhpKowDkunzVaMAftL1EpOkPpUkYWO6bdsQD9W6UotP8RFytUOh7pDFsXB066G9Qf1TiozH/k47f9EBaekNe6G3BpT5PQWs8FqSnVmNaexiMjDcjilADjG50TnBruHNPB88Efdb5RvQu223u1+KlwW2+hsDpbHTzm1NUw2OhpxSTFrWmRzImtDnlrGDuPnhoH0UkQBERAEREAREQGgzegtF6kvPyWodMY7JWJa0dN77UDZe6GOYTsYQ7kENla148eHAEKI4zpq2PxFbEVcfoCpGzBZStmMcXWJ3vr2a0Loa5DnPLjHHE4sZESY2jgBo4HFmogIW3ZvbX4f4KbS8VmoLsmQbUtTy2K7JnxTRPLYpHFjWlliZpYAGfOfHtxhWdgNnLmav6jt6Bx02Tynr/GWn97pJvWbK15JLvftsTgEeWiV4bwHFWCiAj+D0JpfTl9mVxVCVt1lIY74me3NYldXEjpQxz5Xuc7h73EEkkc8c8eF8a3260VuTQq4vXOn6+Yp07PxUUE5d2ep6b4z3AEBwLJHtLXctIcQQVI0QEQt7S7e3ZcnJY083szFZtW7AyzNHXlY1jGNPoteI2vDYowHtaHgMbwRwFrLmwO0+QpZHHXdMSzVsxjZcRko35K2RdqyMexzZv1v613ZI8CR3LwD4cOBxYSICD57ZLanU0jJc3ojHWTFGImDtcxrWd0ziA1pA4cbNjv8AHziVwdyDwvqlsvtpjp4Z6WmhD8Nlm52vE23P6Ne8DKfWii7+yMk2JiQxoa4vJIKmyIAiIgKvp9Ne0VIZtrcLlpmahyLsvfjs6gyE7HXjK2UWY2vnIhla5jA18fa5rWhoIA4Xyzpl2YhzEWar6XtQSRYluB+GizF1lN+PHfzWfVE3oyRuMji8OYe8nl3J8q0kQEW0Ltno3bevbr6Sx9qD450brElvI2bszxGzsjb6liR7wxrfDWA9reTwByVKURAYJwuKOaGojRiOSbVNIWePnEBeHlnP27gD+0BRCzsrtPYp2MHd01DLUvXHZA05bkzo2zu9TvdFGX8RBwmmDmxhrXCRwIIKnq5k33271ZrTdXMw4nbW7l58lpTGUdPahFmOrBgMhHcuSSXPX7xNG+MSV39kTSZQOw/KXEAXZa2p28m0zPpKXT0UWInyT8w6GGeWEsuvsGwZmSMcHxu9Ul3LHDgkgePCjP8A0WdgRdbkIttqEM7DE5roZp4wHRshY13a14HJbWr9x45d6EZdyWN4pDU+W6nNY0tb4XVOE1djMPQvU7lN2Nw1SWaSOrmgJ4anyyOsNNAQTjvZ3Sy+o1nLWujU12myfUfqPfbJWtYZHMYvQ1GoXVMdkMLFH8bA6GIQOdMxga2x3l8kga49p7oyxgDeQJ3uLsJiNyde4LWOZyMbYMNbxl4V21nes6ahZNqsBKJA3tEx5IfG9wBe1jmCR/NqIiAhmY2c201Dhr2ns5pSvex2RyFrK2a80kjmvtWYpIppPLuQXMlkHA4A7iQAfK8dGbI7WbfWshc0hpGChLlaxp3T60sosRGWWVweJHOBLpJ5nud7udI4kkkqcogIXhNm9tNPU4KGL0tCyGsY/Q9aaWd0QZJDIxrHSOc5rGvrVyGg9o9JvjwpoiIAsHNYTE6jxsuHzlGK5SnLDJBKOWv7XBzeR+Tmg/uWciAq+3067Y5PcXKbg5jS+NuTZKOm8wvgIAtwSSPNh5DuJHO/o/hw8Gsw+4HGy1HpnaKpoJuJ1BVoDTemaL8WxpsPJpweh8O6IPa71A70z2e/f5+6ny5S1s2jbzmpsg/SWosbFdls/oic0xUa665jmyOmdO1rZg/h7o2gvI7n8AOLeMjbG0pbNpqUIpt31vy1y+2WqzWqwdvbXnsijGdOKk5XWd+C1yWfK2V20rrVdVRSRyxMlicHMe0OaR7EEeCvrkc8c+VC3u3Iq7aZR04pN1PFUsGiMfAJAHBp9H5JHBrn+3I5DefyVbQXd4qM9TVWbxuYvZ+PTV6tj4a+OYK00wne8Ostbz6Mj446jwwPHc4OYODy0adKfaQU2rX4PU2qNR1acZtNXWjya70X8ore2v0FkmZ6LI6cgtR6nyNfK5aOZ73stWoIoIopC0u4HDK0A7WgNPZyQSSTB9AZjejVGZtVdSm5ga+MqRTVXzYqNjcg51qy3icnuAd6EdZzmxOb2mV3P0A8de4/qFikxuaxFvA3LGNZdn9PG0nxh39HPZE9s0zvU75AxoLQO0Fx9+FISGu1d0gbcZrGR4DTVatg8VOZ/wBIQOgktPnMwhbJKyR8oc2Xsrxt5f6jOWRuLC6NhF7xsZGxrIxw1oAaPyVIWo98jkHYilPkBj7GHv8AqtmrQyGOy51gxyNsl/PdyIGtj7SO1/07eRgRaq3jrxVqGlsbqB1OhiSGtyeB9N8rWwTD1XP7R+uE4gYyEDksDnuB7gQB0AirLUWs9Q6Dy+I03Pdmz8uVs1Y2TyV4mSMbJciif6np9jWgRvf2nt5cR4B4Kj2W1nuZNYy2bx2K1bVpzy1GUoo8NHOyCg8QF0zYiPWfa5dO0sI7WA8vaewEgXcio/GT9RFh7Mxl8g+pFW+Dinx0NCB3qzf0T1O09rnemfVtF7muIaYgGkAHuvBAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBeFylTyEPw1+pDZi7mv9OaMPb3NcHNPB8cggEH6EAr3ReNJqzPGlJWegREXp6EREAREQGPPj6FmxBbs0oJZ6xJhlfGHPiJ8EtJHI/cshEQBERAEREB/9k=" width="308px" alt="build llm from scratch"/></p>
<p>
<p>Building a large language model is a complex task requiring significant computational resources and expertise. There is no single “correct” way to build an LLM, as the specific architecture, training data and training process can vary depending on the task and goals of the model. Private LLMs can be fine-tuned and customized as an organization’s needs evolve, enabling long-term flexibility and adaptability. This means that organizations can modify their proprietary large language models (LLMs) over time to address changing requirements and respond to new challenges. Private LLMs are tailored to the organization’s unique use cases, allowing specialization in generating relevant content. As the organization’s objectives, audience, and demands change, these LLMs can be adjusted to stay aligned with evolving needs, ensuring that the content produced remains pertinent.</p>
</p>
<p>
<div style='border: grey solid 1px;padding: 13px;'>
<h3>How to Train BERT for Masked Language Modeling Tasks &#8211; Towards Data Science</h3>
<p>How to Train BERT for Masked Language Modeling Tasks.</p>
<p>Posted: Tue, 17 Oct 2023 19:06:54 GMT [<a href='https://news.google.com/rss/articles/CBMiYGh0dHBzOi8vdG93YXJkc2RhdGFzY2llbmNlLmNvbS9ob3ctdG8tdHJhaW4tYmVydC1mb3ItbWFza2VkLWxhbmd1YWdlLW1vZGVsaW5nLXRhc2tzLTNjY2NlMDdjNmZkY9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>Next, tweak the model architecture/ hyperparameters/ dataset to come up with a new LLM. The training method of ChatGPT is similar to the steps discussed above. It includes an additional step known as RLHF apart from pre-training and supervised fine tuning. The training data is created by scraping the internet, websites, social media platforms, academic sources, etc. If you want to uncover the mysteries behind these powerful models, our latest video course on the freeCodeCamp.org YouTube channel is perfect for you.</p>
</p>
<p>
<p>For simplicity, you can start with a small dataset like a collection of sentences or paragraphs. While JavaScript is not traditionally used for heavy machine learning tasks, there are still libraries available, such as TensorFlow, which is perfect for our needs. In this tutorial, we&#8217;ll guide you through the process of creating a basic language model from scratch. LLMs are instrumental in enhancing the user experience across various touchpoints. Chatbots and virtual assistants powered by these models can provide customers with instant support and personalized interactions. This fosters customer satisfaction and loyalty, a crucial aspect of modern business success.</p>
</p>
<p>
<p>Primarily, there is a defined process followed by the researchers while creating LLMs. The secret behind its success is high-quality data, which has been fine-tuned on ~6K data. Supposedly, you want to build a continuing text LLM; the approach will be entirely different compared to dialogue-optimized LLM. There is a lot to learn, but I think he touches on all of the highlights which would give the viewer the tools to have a better understanding if they want to explore the topic in depth. (4) Read Sutton&#8217;s book, which is &#8220;the bible&#8221; of reinforcement learning. It&#8217;s quite approachable, but it would be a bit dry and abstract without some hands-on experience with RL I think.</p>
</p>
<p>
<h2>Leveraging Python Libraries for Effortless Implementation of Your Built LLM</h2>
</p>
<p>
<p>By open-sourcing your models, you can contribute to the broader developer community. Developers can use open-source models to build new applications, products and services or as a starting point for their own custom models. This collaboration can lead to faster innovation and a wider range of AI applications.</p>
</p>
<p>
<p>This is achieved by encoding relative positions through multiplication with a rotation matrix, resulting in decayed relative distances — a desirable feature for natural language encoding. Those interested in the mathematical details can refer to the RoPE paper. Rotary Embeddings, or RoPE, is a type of position embedding used in LLaMA. It encodes absolute positional information using a rotation matrix and naturally includes explicit relative position dependency in self-attention formulations.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="build llm from scratch"/></p>
<p>
<p>As we have outlined in this article, there is a principled approach one can follow to ensure this is done right and done well. Hopefully, you’ll find our firsthand experiences and lessons learned within an enterprise software development organization useful, wherever you are on your own GenAI journey. Every application has a different flavor, but the basic underpinnings of those applications overlap.</p>
</p>
<p>
<h2>Build LLM Powered Applications, like a pro!</h2>
</p>
<p>
<p>To understand SwiGLU, it’s essential to first grasp the Swish activation function. SwiGLU extends Swish and involves a custom layer with a dense network to split and multiply input activations. Before diving into creating our own LLM using the LLaMA approach, it’s essential to understand the architecture of LLaMA. Below is a comparison diagram  between the vanilla transformer and LLaMA.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="build llm from scratch"/></p>
<p>
<p>The combination of these elements results in powerful and versatile LLMs capable of understanding and generating human-like text across various applications. LLMs are powerful AI algorithms trained on vast datasets encompassing the entirety of human language. Their significance lies in their ability to comprehend human languages with remarkable precision, rivaling human-like responses. These models delve deep into the intricacies of language, grasping syntactic and semantic structures, grammatical nuances, and the meaning of words and phrases. Unlike conventional language models, LLMs are deep learning models with billions of parameters, enabling them to process and generate complex text effortlessly.</p>
</p>
<p>
<p>You might have come across the headlines that “ChatGPT failed at Engineering exams” or “ChatGPT fails to clear the UPSC exam paper” and so on. You will learn about train and validation splits, the bigram model, and the critical concept of inputs and targets. With insights into batch size hyperparameters and a thorough overview of the PyTorch framework, you&#8217;ll switch between CPU and GPU processing for optimal performance. Concepts such as embedding vectors, dot products, and matrix multiplication lay the groundwork for more advanced topics. You can foun additiona information about <a href="https://scienceprog.com/metadialog-addressing-customer-service-challenges-through-ai-powered-support-solutions/">ai customer service</a> and artificial intelligence and NLP. As your project evolves, you might consider scaling up your LLM for better performance.</p>
</p>
<p>
<p>LLMs are still a very new technology in heavy active research and development. Nobody really knows where we’ll be in five years—whether we’ve hit a ceiling on scale and model size, or if it will continue to improve rapidly. We use evaluation frameworks to guide decision-making on the size and scope of models. For accuracy, we use Language Model Evaluation Harness by EleutherAI, which basically quizzes the LLM on multiple-choice questions. In the rest of this article, we discuss fine-tuning LLMs and scenarios where it can be a powerful tool.</p>
</p>
<p>
<h2>adjustReadingListIcon(data &#038;&#038; data.hasProductInReadingList);</h2>
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<p>
<p>The next step is to create the input and output pairs for training the model. During the pretraining phase, LLMs are trained to predict the next token in the text. For simplicity, I have considered each word as a token here in the demonstration.</p>
</p>
<p>
<p>Our service focuses on developing domain-specific LLMs tailored to your industry, whether it’s healthcare, finance, or retail. To create domain-specific LLMs, we fine-tune existing models with relevant data enabling them to understand and respond accurately within your domain’s context. In addition to sharing your models, building your private LLM can enable you to contribute to the broader AI community by sharing your data and training techniques. By sharing your data, you can help other developers train their own models and improve the accuracy and performance of AI applications. By sharing your training techniques, you can help other developers learn new approaches and techniques they can use in their AI development projects. Using open-source technologies and tools is one way to achieve cost efficiency when building an LLM.</p>
</p>
<p>
<p>Continuing the Text LLMs are designed to predict the next sequence of words in a given input text. Their primary function is to continue and expand upon the provided text. These models can offer you a powerful tool for generating coherent and contextually relevant content. Traditionally, rule-based systems require complex linguistic rules, but LLM-powered translation systems are more efficient and accurate. Google Translate, leveraging neural machine translation models based on LLMs, has achieved human-level translation quality for over 100 languages. This advancement breaks down language barriers, facilitating global knowledge sharing and communication.</p>
</p>
<p>
<p>Bias, in particular, arises from the training data and can lead to unfair preferences in model outputs. These models can effortlessly craft coherent and contextually relevant textual content on a multitude of topics. From generating news articles to producing creative pieces of writing, they offer a transformative approach to content creation.</p>
</p>
<p>
<p>This clearly shows that training LLM on a single GPU is not possible at all. Now, the problem with these LLMs is that its very good at completing the text rather than answering. ChatGPT is a dialogue-optimized LLM that is capable of answering anything you want it to. In a couple of months, Google introduced BARD as a competitor to ChatGPT. Vice President of Sales at Evolve Squads | I&#8217;m helping our customers find the best software engineers throughout Central/Eastern Europe &amp; South America and India as well. Transform your AI capabilities with our custom LLM development services, tailored to your industry&#8217;s unique needs.</p>
</p>
<p>
<p>As new techniques and approaches are developed, you can incorporate them into your models, allowing you to stay ahead of the curve and push the boundaries of AI development. Finally, building your private LLM can help you contribute to the broader AI community by sharing your models, data and techniques with others. By open-sourcing your models, you can encourage collaboration and innovation in AI development. This article delves deeper into large language models, exploring how they work, the different types of models available and their applications in various fields. And by the end of this article, you will know how to build a private LLM.</p>
</p>
<p>
<p>Data is the lifeblood of any machine learning model, and LLMs are no exception. Collect a diverse and extensive dataset that aligns with your project&#8217;s objectives. For example, if you&#8217;re building a chatbot, you might need conversations <a href="https://www.metadialog.com/blog/fine-tuning-large-language-models-a-complete-guide-to-building-an-llm/">build llm from scratch</a> or text data related to the topic. If you’re interested in  learning more about LLMs and how to build and deploy LLM applications, then I encourage you to enroll in Data Science Dojo’s Large Language Models Bootcamp.</p>
</p>
<p><a href="https://www.metadialog.com/blog/fine-tuning-large-language-models-a-complete-guide-to-building-an-llm/"><br />
<figure><img 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' alt='build llm from scratch' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='402px'/></figure>
<p></a></p>
<p>
<p>Any time I see someone post a comment like this, I suspect the don&#8217;t really understand what&#8217;s happening under the hood or how contemporary machine learning works. Traditional Language models were evaluated using intrinsic methods like perplexity, bits per character, etc. These metrics track the performance on the language front i.e. how well the model is able to predict the next word.</p>
</p>
<p>
<p>Having successfully created a single layer, we can now use it to construct multiple layers. Additionally, we will rename our model class from “ropemodel” to “Llama” as we have replicated every component of the LLaMA language model. After implementing the SwiGLU equation in python, we need to integrate it into our modified LLaMA language model (RopeModel). The generated text doesn’t look great with our basic model of around 33K parameters. However, now that we’ve laid the groundwork with this simple model, we’ll move on to constructing the LLaMA architecture in the next section. To create a forward pass for our base model, we must define a forward function within our NN model.</p>
</p>
<p>
<p>While building a private LLM offers numerous benefits, it comes with its share of challenges. These include the substantial computational resources required, potential difficulties in training, and the responsibility of governing and securing the model. Although it’s important to have the capacity to customize LLMs, it’s probably not going to be cost effective to produce a custom LLM for every use case that comes along. Anytime we look to implement GenAI features, we have to balance the size of the model with the costs of deploying and querying it. The resources needed to fine-tune a model are just part of that larger equation.</p>
</p>
<p>
<h2>d. Model Architecture</h2>
</p>
<p>
<p>By the way Meta Llama2 is also very good model compre to ChatGPT you can learn more about What is Llama 2 from here. It started when researchers at IBM and Georgetown University designed and developed an automatic translation system that can translate a collection of phrases from the Russian language to English. Intrinsic methods focus on evaluating the LLM’s ability to predict the next word in a sequence. These methods utilize traditional metrics such as perplexity and bits per character. Data deduplication is especially significant as it helps the model avoid overfitting and ensures unbiased evaluation during testing. Understanding and explaining the outputs and decisions of AI systems, especially complex LLMs, is an ongoing research frontier.</p>
</p>
<p>
<div style='border: black dashed 1px;padding: 13px;'>
<h3>Prompt Engineering — How to trick AI into solving your problems &#8211; Towards Data Science</h3>
<p>Prompt Engineering — How to trick AI into solving your problems.</p>
<p>Posted: Thu, 24 Aug 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiaWh0dHBzOi8vdG93YXJkc2RhdGFzY2llbmNlLmNvbS9wcm9tcHQtZW5naW5lZXJpbmctaG93LXRvLXRyaWNrLWFpLWludG8tc29sdmluZy15b3VyLXByb2JsZW1zLTdjZTFlZDNiNTUzZtIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>This means the model can focus on what matters most, kind of like how we pay attention to essential details in a story. LLMs are powered by something called “transformer networks.” Think of these as filters that help them understand the context and meaning of words in sentences. Large language models are also referred to as neural networks (NNs), which are computing systems inspired by the human brain.</p>
</p>
<p>
<h2>Step 4: Data Processing And Tokenization</h2>
</p>
<p>
<p>This bootcamp is the perfect way to get started on your journey to becoming a large language model developer. The bootcamp will be taught by experienced instructors who are experts in the field of large language models. You’ll also get hands-on experience with LLMs by building and deploying your own applications. First, there’s “positional encoding,” which helps the model understand the order of words in a sentence without them being in sequence. Second, there’s “self-attention,” which lets the model assign different levels of importance to different input parts.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="308px" alt="build llm from scratch"/></p>
<p>
<p>For example, training GPT-3 from scratch on a single NVIDIA Tesla V100 GPU would take approximately 288 years, highlighting the need for distributed and parallel computing with thousands of GPUs. The exact duration depends on the LLM’s size, the complexity of the dataset, and the computational resources available. It’s important to note that this estimate excludes the time required for data preparation, model fine-tuning, and comprehensive evaluation. After pre-training, these models are fine-tuned on supervised datasets containing questions and corresponding answers. This fine-tuning process equips the LLMs to generate answers to specific questions. Datasets are typically created by scraping data from the internet, including websites, social media platforms, academic sources, and more.</p>
</p>
<p>
<h2>How to Build an LLM from Scratch</h2>
</p>
<p>
<p>It is an essential step in any machine learning project, as the quality of the dataset has a direct impact on the performance of the model. The data collected for training is gathered from the internet, primarily from social media, websites, platforms, academic papers, etc. All this corpus of data ensures the training data is as classified as possible, eventually portraying the improved general cross-domain knowledge for large-scale language models. The specific preprocessing steps actually depend on the dataset you are working with. Some of the common preprocessing steps include removing HTML Code, fixing spelling mistakes, eliminating toxic/biased data, converting emoji into their text equivalent, and data deduplication.</p>
</p>
<p>
<p>Businesses are witnessing a remarkable transformation, and at the forefront of this transformation are Large Language Models (LLMs) and their counterparts in machine learning. As organizations embrace AI technologies, they are uncovering a multitude of compelling reasons to integrate LLMs into their operations. The exorbitant cost of setting up and maintaining the infrastructure needed for LLM training poses a significant barrier. GPT-3, with its 175 billion parameters, reportedly incurred a cost of around $4.6 million dollars.</p>
</p>
<p>
<ul>
<li>For example, you can try new training strategies, such as transfer learning or reinforcement learning, to improve the model’s performance.</li>
<li>Companies and research institutions invest millions of dollars to set it up and train LLMs from scratch.</li>
<li>You can have an overview of all the LLMs at the Hugging Face Open LLM Leaderboard.</li>
<li>For instance, they can be employed in content recommendation systems, voice assistants, and even creative content generation.</li>
<li>For simplicity, I have considered each word as a token here in the demonstration.</li>
</ul>
<p>
<p>The original paper used 32 heads for their smaller 7b LLM variation, but due to constraints, we’ll use 8 heads for our approach. We generate a rotary matrix based on the specified context window and embedding dimension, following the proposed RoPE implementation. In the forward pass, it calculates the Frobenius norm of the input tensor and then normalizes the tensor. This function is designed for use in LLaMA to replace the LayerNorm operation. If targets are provided, it calculates the cross-entropy loss and returns both logits and loss. The final line will output morning confirms the proper functionality of the encode and decode functions.</p>
</p>
<p>
<p>The models also offer auditing mechanisms for accountability, adhere to cross-border data transfer restrictions, and adapt swiftly to changing regulations through fine-tuning. The advantage of unified models is that you can deploy them to support multiple tools or use cases. But you have to be careful to ensure the training dataset accurately represents the diversity of each individual task the model will support.</p>
</p>
<p>
<p>For example, in e-commerce, semantic search is used to help users find products that they are interested in, even if they don’t know the exact name of the product. In answering the question, the attention mechanism is used to allow LLMs to focus on the most important parts of the question when finding the answer. In text summarization, the attention mechanism is used to allow LLMs to focus on the most important parts of the text when generating the summary. Please note that you can increase the number of iterators based on the size of the data.</p>
</p>
<p>
<p>In this blog, I’ll try to make an LLM with only 2.3 million parameters, and the interesting part is we won’t need a fancy GPU for it. Don’t worry; we’ll keep it simple and use a basic dataset so you can see how easy it is to create your own million-parameter LLM. Making your own Large Language Model (LLM) is a cool thing that many big companies like Google, Twitter, and Facebook are doing. They release different versions of these models, like 7 billion, 13 billion, or 70 billion. You might have read blogs or watched videos on creating your own LLM, but they usually talk a lot about theory and not so much about the actual steps and code. In the dialogue-optimized LLMs, the first and foremost step is the same as pre-training LLMs.</p></p>
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