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	<description>A Guitarist, Professor, Arranger and Composer</description>
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		<title>Install Qwen3.5-9B-AWQ For Low VRAM (6GB/8GB) Step-by-Step</title>
		<link>https://www.zarkozivkovic.com/install-qwen3-5-9b-awq-for-low-vram-6gb-8gb-step-by-step</link>
		
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		<pubDate>Tue, 21 Jul 2026 11:35:59 +0000</pubDate>
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					<description><![CDATA[<p>&#x1f9ee; Hash-code: 74d70328b4862204133ce00c3dcd897a • &#x1f4c6; 2026-07-18 Verify Processor: 4.0 GHz+ boost clock recommended for CPU inference RAM: 32 GB or higher for smooth 32k context lengths Storage: extra room for future model updates and datasets Graphics: CUDA Compute Capability 8.0+ required for flash-attention Unlocking the Full Potential of Qwen3.5-9B-AWQ: Performance and Efficiency Unveiled The Qwen3.5-9B-AWQ [&#8230;]</p>
<p>The post <a href="https://www.zarkozivkovic.com/install-qwen3-5-9b-awq-for-low-vram-6gb-8gb-step-by-step">Install Qwen3.5-9B-AWQ For Low VRAM (6GB/8GB) Step-by-Step</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
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2Gkq3XeqMDdIqF3tacYbo1oF3zwdJ4dq+XPqZ+dVqGt+SgMyr0kTxzaGy4fw5vP7vc+zMZyPA7fVRgfDQ7OoCJGWegl0+RQ1/A9NTrAjhFUN0K8UpE5agF54lj+I53BwtIYkuMhh/5De/YIBWcku/KZByBiPcNZEhjkdGNFSHB4DDyvqISDFNN3LrK7TsxrjnyvepfHYsol34sWx62P0Zk8mXZ5/ZncZODWE46mTnm3RDJPboIiTlkZ/AnPx17twq9Y0VfO5UKOh2fuOdi2HhFVRLHzsXep/8Poo+ppJS6NFCbYsnGLQgx7RI3/MiDEgUbGTtb/QQfakJJF6+C2VPskMdL/Ao1rKJMVKGhGf7G9hfWODDFWQ8DNqEzJQhw9sA475t5aOUwW27LMbL0bKodDQXwhkNKm1aRbRnsqp/Juf7A+YNeFlVHhcA2I0q+pDEnbQNQeoBEtFdWZwFtnN9T+AoYX+aAaB8oUTNSQX0mkxfmut+gWvR/ZYsl4BejeqITS8Wl7sQQk/sTu2smqHlbpCCfVb35c69k0hYSADEArIaJrLhUf966W5w1uHfyvL5+xXAW6pM3goXTf+3L9QHGdF0veZ53Ag6W0RvX6NVnfRhPvq+xIQFOEDKYlWNY1H3zbh89Isufbudg5b1aG4CqRtugQ88hoVZuv/Jc2qlKnyPip4eV/c8dMtnDFRXPm22Uvdc+LUMVTk29/xkjDutX5kDnCckkq1a/n1izmuTS/w2ppHwh2vwXneenNOCT8gybuNPEUg/IbvxU9UaUjDnrb1oNkE6hzN9ny4Ap+gEATM4ClNtg61pgT/WmVTWMjHilNVuHK8D+jo6cDU7p+1elz/DQIRzn+G7rzPJoNsAk0wd0VcZJVhxfYyibXM7Ld3gt92CEOArdWiUpIqFm6xKqK3U1clZAk9gwZcHDK+J29QagKLjcL+A8nBzr5Zi0Ta6md838XkH8ahakXnsXBii3XcyRXx5TIFXqKVfQ0WNbOPoC+1B8V0bptqn/qJd+wjuCkVzKy1Pesu8crsiGJMZ5BDphWySj40Ad7dRZRPuvbyTIpEPFIv+2ODjdUfZ+Tq+D2rw2oZXlUBLh0FtilipMWrXJRGvDg53XLLk0hRRJiUOSomYSbtlmEaa4qBcLBysO4MFzmWk4ZzHIQZI/fb9gXgONTEJkiyEWa8/T17wf9lX9FaE/1riPDul+OkXgLorZ3BXRwkaN9lGeSEsjQ4zchKfcG55SJicDRN3YYerlU9egjlPiFCzLR77NY5PVxSgErQesHoyQbO3JSf/NqUj2WxjQZKH3Loves/WIKSoOVYlS8Ji6XHJjkBZHlRSXQowAGB/T0NnSCQNgcSWAQJBNxRMRzxPLcxYWeyE9xxUmx9EXMWseitItOcqPINBS9dLOzF3IurGjFY0botS0FfskYQ3dB9DcCqfnSjUU/joLv5sC/ov7/FvsKhlely3Me2d5xzMvIfnFKQBIwnHmYdFE59hDlQ0ey6eyflNiLEM6MIHEDg9oaSmspuHJxizm5yjAdlKtY16Wox7jQoK0LVg5f3BtiPa5Fs3lRS5fxWKzD9chUKVRX6WeETMLq2jUAPidCr8J1fzLAdcFWDIQAHQdNoAfDlAKcjWSXM0g1TKgQIw4oaDhR7ZHIlmXkS1Yx6groBQAlUO1PsEKXWyr7iWIk0dTYqyCSy3kQupRNBtAf2JhFiF36MAeE/Wj6bYh1iUxJ/ZIZjH25Ge5Dl2eiRdEPaZSDHtBw05M/UdZNLbRIt42S8rVotTvraUqqIAmqksT6SMEvWqFldlaULmmSACw9DX9kg4+V9X/PYeBir4vG/USXuLR3d4/B+bYZgXAnNMoOWxwRlrkRR/djkPhmgjOiQWIFG7WAhpi107FT3BiHaucCPQHb2MeXS1bmU87goMIb4etcr/JQEfcNWhI8ooGhd9NhopsZBIwsxkFVITBM+EPyEzo6bwTq4hC9DCsWBrbv5DFlLavCjXMuB1S3x2m486oKCnnUrr0lvTzL8Wrjdu+FysuT0V+wIC7IFP7aj4I2D/uQfPhzabZC3DYykxPjsR92a7DYyBHE9gisG7Qq+S2jO2FM64M8DSuz6s6+va3aFINhY0NqKlSom+4esJOrm8+U3JDqfINNziGkSqPpWRL3lrNCNbuh3oGo7lYB4cdzbO+JfxfgtSXNEVozrou/xZsz1lxY98WIHbkY085+2i0VMXd/cPuekkf0O+8kr7+t5xGyeh4aIW148JB0K0pddf3QiTDI9sLEp8OPrq7fdieDYYanXPJG5Hm/fyvu//kg3UzoGbtfDEZy/n7UxWT7zqD1wZ3b7+tbWPfX4wuPlf6oP3JDBWxB8A4DcxpX5g6Z2UYr955g/s/Zby0hgQt2NAS990SQtVzGzinQkSjhsRrgicZ9ieaCZZDepYed8wa3EfSCVXTHdSFu+3GK+sOWeVEcMR19DowUwir97f7HHiYN2voiXj3ZLt3l93LXMQzWjAHIO5fLprLaZ0A4o1sCJ0LAM7fQSBA03pDoIhwLiYzCXqrB3HkDLxu6efB8eYk6jMzeZZZfQoiGDtQEdVWyDsNDnz20y9Xr4iXxAW8E4L/otVh5VXthXFrtl9AoFKIpBkIICvNmfJGITdJIZ7z8RW4gQ7zF1CpZY8nEX6/lNWT7QR3Rm/7WowIRmR66ymuWyZI80k9RPCzqhKPN7GrxOCx8Dqd4YEBdulMkN4rL3U8VdpLXUHX6HKbdIFeOukOAKL21kRSyjSEHdxbxXWkMrJZ+qTTI2VsIKN3rG1UaAifsZekID9ZNjO4kznrbpb4zIVg49TGHod+7xiGkaCrS8hG5MfZODmMdFAWDFZhn7Q3URgYNoqMAYezAn+zEemOC9dwGUNME3Go6yRUK4DeiGB5rUiMtAyL25H3/YoAlwlRbLjNw/cIAosfBJE3gH61u1xjaaV9u9ogwebZVGop/uaF3Iej6yqR77MnOag2aJC6pBzIQuZ6CjaNojeD3JZbZ9VvMVgdkX6+ZipGwXqCIZpbME6b4RWTLHg1fUTiONctyRpz9OU0AlUGs9y2IwQ510n79AjacQZ/CnRUJ3115N7BCu+4bwnvIvuLi+LCFerjhLWvAn3rQ7mdN+Y3iFvI8Mrcy+6ERf4OaFyrqB73OmIDqqpMZQrPiKSPpMlZg4x8u7hW3505ouSydmnubnhew2V+MkTQeJ6g9IuwkY2VdRqkY8+FhbisZpSYe79dXWXlWmbRdheokYn6ImnSR5nbUZ+M7kLgHFu73wQABPG7ESPjoydMpTeKBokInFq8c3V3Y4ZGbuWhAWOxCq62zS4tp6ELdUS1+Xq9fA19eGc4VgZ3mMMR7AKTwxE/Uxm2WcO+IrGrKMaDZ9SguIMKdil1vb/UNj0Ax+K7I+gyT6JLQdTreEEXAGEa/lSYWdxWFx/Zk7CnrHbR81V3NvPObH7WFTou6f1OW0dNgNilZh1O+zg/ML6K9FsxTSX14aW6az/DmTL8PURhVfYYm7w7sEEHmms+MS7YzfLOaGtCKulNyiF+UQoINNTWRIc1LgQEq6Zm55UeKl27RoXQrDKPbq4oip4mVz2DE3uM2Og8D3TS5NKv5VfN2d2X5cYlYT9zforyb4wqyi3F5763FOl9l0Dz7Js2fn7AknwrsK9lwJi3LtZRIlxRZXj3/FfViMw9lvzD8iqOird6sr8mOQ6k6iBdKR/EX94GMABgGkAj80CAfedNIDLu2dCeLg94q2enBB02PTuU0KRvX/lBrF+JAUCJs4R8rqSYlRxsO+EYqjp1jfJO02xkD3L4iPnihPWy0Ax1WJ226Y5C/8w4rKLSJjx9WI03JVQqUATrGSnpCEoR8+9OJpnoDtVtqQqrgTd56ni5Ib0EgzG80ISlRFzS/8kQWZKO5c/PfBbK+JRK6leuxMYN9jj8sni1vNK/P2hV+UhMM9NMnXObbPBQZCLBZxcE+AEND223TMtqWvIQ+tBxOtHny0WoAHfLcDro6elahjS8bf0Fb7/uUK2PBs0zlb2aG9twQeKxmXmoEC8TilIOotsu0qtCN6J+hBWaFfQAwabGCGyZH+iLL0SjY4YTSsHYoWqqFpazkkJMeJ9wAMOywo4+nu7azWGhdKv4nxc9aMndvC7Jqd6Q3q0pAO5ad7xNn/SviqiHOdVlR/59BRqbfzAL7mEMAGTZtjjuwcqCHNUJdh2SU3W9oS0JpjsYfS4qrqyTCHrXM80UmoYWpQMG8RzZaXFboCdbyeBRscDbmevhleG4CP37zh+NCZeAGd/H//hN7ChBSNCVEdOvgSBwQ/DgHZJK+0LgbNZWzDSv5YLVECn878aGUTs+To9kn5TICk9WWxZA8xX/t7cNosH+vx+Hd0EOit0pSKL5hsYxgZJAZoxt0JURDLUZwLkXmmXuXZZbN6976QccmvashXYNZ1XCZIuCjIDOeyh2G+/XrR6TtqExcgmiQzo5f72VY25qB9o6NT/onhAmL7U1OKujVd2S8hDllzkVeqqvDJe4KfPKhLgL6/jvT+3JXTHMHBIoU+kIc/XHdGoEtMks9bDQD5m4PFiHjwmkcO3GqSH8iQbLiOfzMryhPuFoobT8/ptpcg/z7MW0Pq94Kt+VWAOIGDCzygFqzDoT/OCkAZNDOEkJaOy5YClq788l/iJ2ieIIbmviTlcethb+NEoL4Qh8EHfdHYbIyk491Ks9IkV2AmgEOjUNkMqhhsYkwlbsD02qfkrNu6wePxRjCNh6tC3/+F788s+WAmuPKz/gEOMNZqqi4MsizJCzuV7tSe4lbzJywUtuoTuBPU9q8uhqr6BlDtRQhb5eeOWGDg1C/Yc+AT0L59M0X8QTQcpxGnsLzM6/CzGsGFSsYQEAUZttt4EyO995GG9BxifeM/6CZgYZnu2ojm7UTbVJ1AQSNxNL1ReLBbJev+MYVnuqUJKQNolustVvTcvFXJHVp8aSrscLQWbwTstQtC86/tXY+Q/957N+0+m08UDYANVEeMmHHNPz5syvGzsOBGyf/4volrxldB/Rm9YEbkLMjTZz9ldQBYjGIptc+uYPe9EhAk0HkV2g2MQG1TcWYQUBgNrk2HYLdkShvb1sn/QX0+/IFUJx5lU164jycUoNHbOfRAR3TJtqft9zjYJmjwNZHr15uFPirAZ24T1II5rChKqSxZ6GOtLq/vSm1mHtMCAObnoQzSA9b/L+e7ec3w73BqMV7YtkKa42rYMNhhKPm9ms/mXEQiUD5Fx+Kn6Iq2QUFUTdXyomhfwwOb1EaJ1BYOKftg8NWntP50ufimBJfUBRu/1mVwJK9rMwk1aKiwIRwiCpPLR04EIATPJByM8Gk4j4CPWRJ0wh2n5v09vruWeCqTMY7lbisO9yDEpQrmzc6nK2TeV1XC5oFEP9Wv8BW2Hf0X24gWI4onV5d9yEL5DQ/I2ZuHQTyinxX4ZsxEL0SurwF681Ya8nPyFYEGwLhrfXHn9UkIk2Qm99jTxJHqLUgcwL2db6d8qf/VgALSDHaXKKjT0hIc7reBC1UegUSQsiquTqXkFPY3EL8Dz3fU1obLmMKQ3erPbEs/QIGc0Ov/CcD81pge0nq4GUu/8AQymyBjBdfSzwMFfTGU0y0KfZ+cqgAT4lJeP3QAI1Ng1EF/K+bumM/BB8A5vleYsisB9GI273neNqrg82fYJAwVtXoe9FYm+FF/fohPEkWel6MNJUe25VpC738NwEmZsKmRhr5NvIghFvPJ2oigKrte7OM+5R9P7cu3Ci6VXZ0K/5MQ/Ivr1jH+sc3bWS5EZqJSIqOSIO8XHjZBQSHwlGzw6lUXmb0PY1LpqcpkT6FuOv3LrM1G/r/1rhBehOowE31Y60jmNaroBMkSxhld8zyFwOzSy8VxNDvLituH7HR1wM4R5/+7fFYq1vHPai83SSwr99S3Em6vHmzrKEI2PtrrM0ReGzG81b2AmXVgH7dn2xhmgyLZw8M6RJApPZWRv/NMgNdK+W2zx5dN/pnundLuxd3CZAKkw2Oq9GIFO4BpidHXBUz5Ofta3lGwD5AJTzGUEgEQ1HiMURJ3c1xf0ETVZybUaDCDanKdzU17YogVny7lf6qoZSx+YfcI9uo3g328dM6D9S0sIbjIttxBl0qG0bSFAsS93bP/Upl6DlArIyXvrjOAOOyO3JldwdSAB5JvUwGFZqzGZFYnDLrdrf5kZiHvjP0jYL26ldbHDgcBkTkznawbmMEfDNdK4skY8aDnitRLNAi7djVynbAZpqTvZT76jjhZOXFrM7+Uca8utJiOaRTh1HUnuImPTO52Ni9FVJmQeVSVvL/6sNdJhVDe+V6yAjC8cUFQFsXVHHyBOOtK4wGFbCkbfDNh9tvuOBs8OHswzYXejoa/7Lsj1ZqineGuNuGuKTgV00DriHBnty/NLUiJ6gXwEGd/9PgXDK/IJrRwoxCfU/Kzy/Wb/tqIsKneuP8abB4ZgyrPmPvXBOT6hq3I58L27Fe847tVEqHWDlGvRyN0QdLfBP4WR2zf26n7P73+PUnCgG3I7EtpH/PHj+nYesIUyuZDpGCIHNxzAR8Ti9Dek1vXAry7NMjDXyu8yL6/3ZqZIIwgzUb+v/WvJ1RnXPWw8F7D1RgqYrfZKmDlpPHv6ZlwxgA3K6L01TmpJcna0vuF+bsfoIrcwOpLUPsA7EyuRD1I03Pk5dEoANuqPNKMVcneaIMGXIRoow2xQSEtt9EUuzRiKIE3YL7aiZY4ADJ0OIGhtJOkaMMqdr+hoI6sFzsun1x5IsXdg+jd+moJqANJ1KIZcgLA7kf6Su573anCUHi8liS2TS85AAqHT4VQgxjD8c6RpuzOgg6B1rZBSxqLeJgiqj1ldoZHSt91TCn9Dn6nEeRMTZvh+RZIIfuAdn3XkTrYtWpQYnir242QAHjbJ6sC7dzKZkvkqdVFcAQ7ULgQKno0N1nmLRdpagflxz6DLqzrkgoPvSi/aAiy2fdT/hE/XLAHGS9omLRZ7LkepVBpA7gQqn7IZkubNce8O4O11Xw8tG1ORjOYmgIHNMAvnyQG/1t2xC68sHUNSwXSsxk3cV+XkbABtcprGh26jnWZqD6gY96sQESw1BOesDUJnH4V2lHYeHfLz8LdxIAmrl1XSb683o9Ypz3+yw6CueNZGi+K2AFyU7YJf2aqSvU7bZBbfLp/qY1ashFi+qeKcUf9DdFc+/kawM8WnbE34HHnpCcQTbtMik+aWc1wS8SjmngXD7hembA3fIPB1VSQn8m/DV7yIMYeIIcaFAnPuqUIScD6weAY+PlrtYm6NPUuaoeWup9nC/rSFX4KLcvP3xgFuKi+5ws3I1Kzlhheo/SEfO7C+gnJPg9p4Ow5REacqDmeYLTXGymHQfUiRVFbG+dSnqCkmbrOg54WmtNCzJm6CeJspb/HmyXj2uOAPWeOXL6RHKq364LZOrsZQTBA4c71TN//F2T4CqiU6FyMIYdQeFEBPkKcbg8VRD88tbbJXkJvH4RititUOws5+9iiMWwOVOnxOLJiQfX5ZV6Kx3WKmqdOT/f9IQDtb7EGNCiKkJ+Y+mknkYCiV5BAx+LwU2chpKxi0OUNpoW8kp1rDosPPiYHxqMDncNHLNXULzmPFvdb971nV3dENxLXn3Kw2CHHlDf37Jfoh0DpklgB1N2x7EfNiORK59vjtcJr/Zs3QUrzyN4HrvmB05HqJ86Gwd4DqE994f2bi+dvodTlG5eV6LePqL2lavbAZoqOu2gnbryNjFXrdTJGTjgfdvJu8DJJyZ6m46v8s8gX2GkZNFJdwbqR/Pe1JRyhUXWom+SoDGgtdNoTo0G+26vyZkx4z9ED8pg4Oikg/0CqGVtaWg9WKftbRkDk04PekWLNeMifymfb/GuiaSXwiBCFl8zz276tm1rg00fR1971MJSusLcfVhpdobFuxxAswtZdV+faIxO/3QADY3yhJthG/VPMkYME+8Sfd8uLeicYHHGKe41NPxsKjNJ8JGEW5Nl/8A+DX+VpchBQIwWEZ4cbluZaUPEz8g3TvT7xcMg+XVKJh9604KNBMnrP9O3AoabBc7ccbW0+lan1CgGCXgzjEP3uNK+P2ez4fPh7F3elysLt9yxE83V8NyJf3ZvnsSKW4cv3JZHnFea+dnKSbAqAigzOkyHMq6IYsR/LC0r8+aJTdJM80Tlbs/TR6arZU8swBtOt9tVUYMxYtzr7HketD14Or7cvdSP/BPFwIBLk27h7r6nwB3I9c1LZzJPms+sZYpKohHWX8zqnfpETexLTv1XqzXRB8hhnNWoepSdnLbNnsH0QuAmwOmXa55TCRpViIX7WzQC8xuGhYyu6236hpxMlQMPPdZdjf77ANx9B+of81sLuqaxGb2p/KhhU3y+RJG41LguuDbk+9XmebOjQaXPC682Rdy0n2/Glfa+uXhkF5bcfZW/YTf+RPoIXCtR/+JhFhHwfy8obfUHy5bxj6AzhWRJImkAQtl1EuBBEFemH5FSwhwAplD86tPrjRJTRXLs34c9e2ocbKnIxuwdwXbadfuu/6qpx+wLConmgRS89KEPaDyzSfKF+ZdUAgw6UpOvtXdAI0XGbIAMMfqxD4BbjqoPOp0MrdQETAKM5ymoGhrHdcUWh2e2+7P9Tp6GrSvov22OhULGe3/y49m08yOI0CPBz0iorjcxOKfMeoMfV0iDkecTcIuz1hQsvUUG2RJnhQtn9p9vBKG7gFxia+UtMopEwJVoiIFm7THxlrwK9bIAmncjHI5EqRE8uFAE9XwIEoh/FHiWtxOVv14y/fiTdgFpJf6bYYioXaj9sjUje2hD3/Rh0w8YkcPj1p/5phLuegX6qDCdPlMGWNeAKMzjS7iWgivhFIw6cQb+kNjNg51595rLT9+rkS5KBzbeIPKPebdMdEQGbIysaD/6qt6861rFYADxlgvNysAMyxEu5VdYUa2s8/2NsdbC3rFpooJlb2kfP0YkNNOvu/V8jXv2BKd587qlbdBizeg28INJ4j0LjZR6DS8RYdfD+bqpMkBE6It0j7aYPBEr7mQ5XZE6LFFAVIChXX8lkEtvTKZSQEnbpLY87C6wWWRsEiX4i8tXw9iqwqyI13L+FirdLkBgYYTy4s/F+swqdBIjcu56j1/6jkZwNBk+HC6aLI0HJH6XbG5p3GY+xbrovcBoZfHRA17VOEsYDCJVs5uJOznpkXqYpZQRCIFT7srrjldH5VK8/bQMvbhu2v4HZ4dN16Tn3GZtg0zNlhJDH8t8gFVDqKLCE0grKlEeSO0x7pcANphDgNRQcADSfmbbb/MzGkTZ6t5CtveJu1fGdq/HHx7xTqHRH3VSepo/8gUyeEbKrFNPxz8vWSXYgCv8TKkW3aOoM4yGdWT5mgkNzeBAA3VnvPORVKFzznJ9jmvF7dGVkIkSsheo01DgnRshE1HrCWQRY60uLgEDhPFw8CJsJTQHTT76HKs4UNDGr+0/3+e/3tj/Oq6hwOwFeexkHUZ7yUCdI0klQyyEUis2ZE9YXYe8OwmNw532V+g3zK40KPcsnMlLtqd3aKMFt5hRgBnB93u80Q761+ZD/j1UWc5j9dL/NOrsDKmkEQEFw045vvobltuxx3mcMT0ObPIozD7GkA5rhjlfefjVvZKiRA2vDGzJDYa59sCOxkKKY5HM3PNkbID6OfDMw2ttlBlajTrU8uTNumm/aXbZoU9C7NIgC20fJGw+j3epJj3h+vg2m/i/5cXZ3A3jBm9DbF/tTHH38vPkMv/VMw6pvqZKxyqiEK94sDtTQ573r26QfLBGHoILMc6DFqtnasc0ALWdp5PYyvmUmMjRWhJcwkjCeH9AIzXQp6neNdrSGpGJaib7i6PrdlSu3zIbpTHTRh0CU3+JhwIi8QpD4C78oX706Mc/KnNakWZIIhDOex8ny1LqzjchmQ7QL2oASNisTUust6Yl16zUEe0sOXOaiIyA9zoiJ47jfZCDaYTeFBUzD/GMzlUUAd94qIKIArJZJzRlfuQMMy+cx4D2yWynVVVgufN9u91RPPBg3R3igShmCKXwrvTpvF6T8I8iB4bJD/WC0+RySnb+/3xOnrmjYA0bRaQLCzweH8mrsuKzx8A7akqXOGC14WD2is9j6LNML/1uOTV3lUpjTomf+U9bD3nlSqMWhj4xqjXCDv1427hTNDwJT6V73qR4D8Cojit7ETL0u87Hxb5htqL5UCv1KsCpufY3uQjhZAs3vAXm0AREskRHy71BxipDlt56Ku4Qo0udKwplXGwzKIdC0vPijOSnumd8n5e3VeZSUUwTPvGDEvh5GFxeIVt0QNfsitjxfRcktF156gPRO8z8SbZVqSBqytWClPh7bYaFlru+bdNe7Lb0UQzPle12J15LQ/5VpQ5cAApsm+ueEBqWCddGBexPSve2Z8qcVnc+l20DJZZj4JvEAtYhXfxjxJ7cBdqOzLZdLwHu5JqkR1IxhTeyE2TMXbAgc5Ss8iP/u2VX+4NYFUy5fFDqXnTSvlivOE6HwCMoYzhhJbqyTN7SaPpfu2d5nYbTZlhepncPlrhs3zISUX8D7HMZjz5bHPUNltzovd+NgVswzhBRAPOjgKnvuEZI/w75Nzz33Fn9K+SZU7a1/4FfraNHy/LLlH7dPNtxFR7gjYNEPybL/UMOTtpOzSVSfYgIuQPOnLllgq0T6Av6/bOfYQMM1jILbSAaOm6FJIV+OYWw4/rDPSGhT9+cjoTm88cRIcQyHfZeG6GzIc72T31RX1AJgoc5ZYO2np1yrZ5/D277ny3JuN5/hoSkwBJkDzELhtBb6wJnSl3hHQYW/nG9EHPa4uy47aMqg9IfDkrI3Ls3nk5E/R4xPfzzDib/4Xdd41uLqr9oSNcwQ9cOsehYX2URKEdEiHeaw8VT6kegBl/BOzKl8tYbZcjV3dsOjmqq/k2fKO71QmWePgZsahbb8DUoIOZWRo/dZ4JH43yBcTfSsemn8HCms9A4OMEGnwKfDQ9hcNn9RnyVjBFMVxnxvwPCHseDikdyYuD5HgCz+vp3VW+ccKwx8CK82qzGythesEZThrIpMtBolGKa0LehV765q2rq7Ixjnqg/gxOIRef9M9DNoB5hGdGuIAivl33prjNfqJSGIPnzhtJRbt1jPz/fcEgSKo7FtGl3EgfNngaZS1u4l1UfeF0rvRmToY7N426P/YMd7t43qL2yj2NSM4DBEeKx+zhy4+HFFKekXELqNsuR9OiIV+DT0B7oV+fhHXbcGckohxca8y7czBZr8Fz2O0N6Zo2G1vQgGA2DE2l/K/qou/dnK8vFenplDs+1yE2GxOZRg1yHJ/lyQ/pI87Dr70qhsaLBw/Oxn4LJj239BNfsOoMhz80Q/JZzIZEL+DUTmHym7c6S06u+mjJNs2qLaXuEJwmVLt748bYskWmpq7mLegybU8Q29Bh425IFO8ZQ2B88WJHDPntg8Ozm0SGq4VTRVSGmahrrXcJ1UGx4BjFSTRFqJdXuuVsQXLDAynQKbfCXkvYd8zAuTPP+v8cBfwdlvKRaCvWaegzD6A1mJe6bA78jD0Z+Z66VMwPcTCq9alBmjx/5ZAk3vFi1VqJERU948OVA73iAALAF6epziQ02ucvV74iWJUIuoA2L4nJ/tB19TsmYc//dqKlC3rstFfUMoRlMEUUN26gZZW4/s1XxfakzSygDetCjrEDvL0O+UiPN68LVurHoJ0EtWIv5QE12ETbOGtLkWu6ZM1mWRf+PaLnd8rATEEuBy+F8tptNDlzZp74hntRr/tpOBWVqZqhuNbONVNPNydqGVslC+c4Dr/fZk/UyUmU6f/Goe09gqxVmCguT50C/BTk3SHUsz4hDzrGVCxcViVS+n0T0vE5BB3cN5sn1Yd8JZ+GUoBQO3Ga7Pp1xn6ir6iaLMJmsOSUZUcLcJK/PKm2XMUUS1UFEqDHke98gJNsgW8jVPjK5JKQH70nbhBa4L98aTgamt6CiSVKXrtKOTMNAginEFUlxKpVGeeCdYgS0HJkxhQit2AeDV8aYaHpnTBVy4gGrj1iBcAw7zFS8XS3tDRU5X0+PfHPhcYHMQZgx12wxEfq3Liospkj7HnJ4/f/JqsP28eivc8079dn9q2/XEDkVw0Gft/i5j+fl8DVIkLAjrV6E2Zwqfmc95Est+kU0GYeMzyhmubXwFrXaZFC4+JrtVS0THW+P11+rvZe6IaUq2vhsm7TPRebciqscSuj0VUo1Gi4w6ueaaSQiczHxGH3mCFoH28jIcPldW1feR0XDpddsAe7DUlDvdBV9pViD+eTBEym/hbgEPH7jB59c0WuXQ3tHEQ2nWr1N5poPviHkBBVmQZtP03M3/6dy4RjULN8vtqCDJNPO7nD60Bl2phHDewy8SkCbB/MpiM6mdOzYkKMftEvsBhCwth3csmTYRevL8LBFOM6TfAIOsZMhXjTCClS5OalwJO+TCWZKdDaxXSRMhn1RM/P3ieZPCU1sk1C81Ucx6hmx2oPfRymgW1md9kta6MIubmAZmCX+aXKTGmsxS8Lo556f6MIrrlbCXGC+HtaIvXpyvWYLViUaNcWTdTjD9TwK/ZrbF1U+TP0kmkbeI0tCaTkCFo1OwNVl1iWh4xcskUI66PbLKf/Ktz8g/bkD7F/TF1WWh1rLDTxBQWUswvh1yS08+bokKnWgxS0sUAHomUl85e+OfdcNCq4EDZPz6SOxTEdCcp3MMcddxA9ALrZMiOVT1yAy2x9TXR09X+us4ZD0f3qwg+f7hEAQiWq6psVH8ktqmDbEDUX5iVnpHZsTAGINr0Zl1DsAstzDpsRyxHirPNXSzu0kK1xW+nIAVu1qIYT8DqpKIlwZqhF8gi2Mi4Em/WsdPtom/8+BnTyr+vO09e1pz80nxrCVQ8AWkXzv781LXbm35VYWBYqsyfRJMe1zCzwlHFta1MugDTkKcjQMDX7As3fdjO6ZbZQERXSdN6Xd5ctmXmCoa4lsoZsWUFPwOLCwHG4ZdnCPB2KLf0NLpa7hEyzT0+zPKMIiu+EGwS1UcOYfKQMXjyaSbHDqgC1S1XwO/3JpXVJaq7xEj2vp9bmqvfxeVfPWrKuuIaSaxLoV2xjSna1XlRTSn5FzG+4U0J+MaIzhipSLZEc2CzbI2pZN97Rx5nQ1Ty8uYmza7xJrDRWuPaFOZfTq9wqESLCUORmcv6374w5OY8TWUsXw+UcmtI3jLdHFTucEC7vQ3l385Er/cievVIz8j04vPRgcVQdefY2SVs6bDFauXqbdDBZiw8Vd1nOBuVSlTjkJUWGK6BHUhM791Er0tbjtsTke4+y0nvY9Vi4cjnwWg0tCg2iOck62wIIRW6Wv4kLSvxqqYRMP+/x+7SzG+9PNvFzBIpdr/Y7QZZr7FqCteZTSPiaR39HcQjiiaEFQ+ElSrCRUi5Hs3YUg6oI9uiebIdl57QolLfUE3pNYZIgDc5WyzMypDAsJ7wf0p+sDoY/EF7b1eH5/10JJ9mGHH13jaLbXt/vs8sBB3gcUPH9k0Zl8OYGhBVxdsmmN9RZCFPZzRt1fFNFqA0NXsbX/KYuFl6NUei3KUgELUIEIZP2Lk5Z1RW2VSEU6bZ1+WVqarMo0HHw+YTCUlvPIdpfbx/h0GdhyuwDMEtyjwja0NHZ+Wz4AoaLIii0heTpDszLiN2VWxyzgFDWGQ1CogWjcWlpYrdBcyS5/ffNbCZXwhbZAq7Cm1/NujbUgTIbKeVOa7tQ/0nqLAzl8FQre7IZlywvnj2FegcooeblV/vUZGAm/pJ0/LlJcYif4WUzla8RaB1ykb30w1EF1KNQaSepkkasX4kG4joCNREmZ+CnmGcy+fR/8AP/LVi9RVKaSNoBUg3tzvbw/xQJmN5zNBGtUirzEwdEqocCIl5VZl/or+CCIF4Xef/XD9H+mPj7slCVJIX0tlpK9ekWb6CEu7cxz9rThweeKUA1sLMgeCgxz+CbbGXQatSYgwWZKw4WOFZ8xKyUqY/Zwmq6K4WqSUvazwO9xGGRw0sMOOyjNJ2jy2YqU++pLTdOldkDx8xCog5t2pERN8WxvUa3NEm9DgSrsD9/bYakAiIppx1GXriM8KiwZQGGerF2o3PpZ68YVUHpy+lzqSoLQhunF5c8i8AupRjhb4iCsMLOGmfwZ/Hh12iRj8elz4s5fb/uukZZR+VAKz4hmoKFctb5Q4ii8mEz5Wl0kB2p6BcclsaB0HzcdgIS5RJTms3Yq+TeY/nB84Z+Vy0K+S5njJao6ZAfeQfyT3WQoThO4foGuPjNUIkpWyZ+oagyB2yGZ5+dK17fK5mpx5sUja8sq67vNjpv27M2F2JtQgGnYAFwiwHrabJLk8sgavSDaPimDwziksVnXYXZ+wssWCmeRoR/T53wholOGFoTGkxkCaPaLBSXqgFF3pyFZ73EdF36LE+Lx7Oy37TiWmcHZ2Q5ENcfHIu8ylNDhhowar9K/2BX3QRE2F+w1lwuNX5gdSTg7RDKpPNkegXvCOBVYmuORBqEodh0u+Qi6Ixy0PbtV9IaEIF8Rs4GaNnjqhkUUVid3/udav1AdzJD3ntU7ryQ8hzm34XJox6sNant+NV6/VtFBMlKURdPAzPFej0V1e4xMmz91DT1b2jKDD2POUdhpCZ//lq9ptPMdJdJ9G87GZWAaJ6aPR19hE2h/7t/g+kLANLQUemHEH4AoeBo2wAAAIcHV34CWH8bezv+tIh8MM328S744PPngLZpYmFM1gTYtYDMWEysarhBX3bdEGWleC0DrtgpKjtXF+qrGnhBZ8n0jHP4BrzOxIeUE4+9jngoIgj25AhZz5UysO6koIB/5Zj/ff9FQGQv5OUI7/oKm4WFmIEUTvcaF+nf5WefQ5VOeQO3onoeVh701V/Lb3DVZTWKZ83hb4le62R3JZODi+EF3oYKyAxNuh1WiIXw8cG+nZV2QXyRc1V03TGqc8z2H/h+5/XgQ8xRyns12c1oGEx1gN7wwqKAKBWnqssKeRiyF+VkQ5naBuXqu0c208AWc/xs7K4WyIfR/7BZ8o766Da1vDMy5cCSXgH1VQgN5U84UsiYZYurlISjwRMXqEodMhr91pbj6MbQiR6SQticaseIHIIM7q/gXPqdUMwjBGG2YL8VUGtTR1iy21yAMLSA3ulyk2QAumbtA6RkeqQk7KUrBma0c3pQRp9zqYOxFPi5mQ7pfGMn+DHuqJF+xveKeN8ZXl9PPGtfpnzfir+DuTkDO7IwyRoHbQNUV7lqgIHe8P1+f6OBPNo8LGtvDeqqdEi70y0QB8qtqThGpkDfexbgAAJM4pp3/n89MDCdNEanXUgGzoi6yBcICaGiYlzOsNe4SNGRKoSxB/RMgfTGevC9vJ06m1pao9oTLGJ6wu/fE3QiPjayL5c8JjUWe2TaaibP6UsSgxe4o8R4NGMeD8I5mPobZRGV8nqaPg2IAQhgwFKjRGfTlRtiLmOPGaqGIEiunBinGo7dmU/u4u0o4SFwvUuEilx4nrIecNFVsVdX6w4jbNzRWHB1BWTOk4hnFc/Sdt3XLFfFCc3SnHZ7Pjymt9kYCSGc51e8Yhe00OF3ZLvZ4xxOomsVBS+pYTqe1WIhw/d3N9+wyWRN62BbNqOGAS09Aa7fIGsox4Gty3SmoZ6uFCadEdzZizsIiIiLjVOVzQdFqomhyRGAN+Q9Zu9x/GDZMdOXXHQWB+7CJMCSG24DYAAAAAAAC6kTf681ubJ9BlW3jasKfB993jrDACROZZiCGCnhzZWOfoQCdrFLVggs6wC79n5bNIM+sRCP99OglzBOryRwZhHR3TeV//tehBITm/mPk0Kk/5nDAHAn/FszCvqjL7SpdPF+DSxddf1DlWgH4GVNyohnuR9kGUzjVWeshb7mx3Id6625yLnc+eQxJG12Dr9IlAv+/mOq/L8LWulrjRUIOgw/dEFZ3FMadtvIEkVKGfPlYtnVDJJyF3lJxSGzrAGbOUaO4C7kBq0KjS3477424GxmqqJWLWHksDuSTK+jOsZvGQdRpNb1hmDlWUsc2UdbHyCV6ss1DI9aa1G+LmfQ417UnozAP7lSlW6D54kXfQ4Eyewx+pfhCyp/wS3DusJh+g21ge/lwhRumfS8WCORIkrb6PbMlxxGHI65El6HdD08EA7T8P5Pp/Xhbhj/q5BjzbcUQa1LSyVdGINEGUddD0yuAaIDQosM23N+JE3kVm2b/iZKARYpbM+zR+3veAVozwxwD4u1tO1fSsimDmFxcYWfrqnvMynmg5UpWJ3zmVY4x+zN+PiRz0yEkWowBgZWfirx4uF0kxzWKdCWOuFU3lvvLJ0dxV8zJa355cDq9RSpWdvPiJ2F/yGufZtCqyDyf8a3JMpnG653z8QBA8QBe2m6HqXXAwdAAAefgCbaOvnW5h/Et46gTNyiTa56QS9Xn1iaKvcpxeITUlsh8jBAtplcJkINNmDstZ2l+GbpDKK1H7J0XA5zaZ25yUa9hhoHOxsg5ptlNjvF8c3Xb1XAm7SgkSi/msshv3VR2SpWK3i6qsnE3X4tEGMFYBacYuW5IAC6CHpIH/OfJkJdnZEdTFu9SzPAjgoN9K5riVMILPychoh8yYUj8dRNsnQhRnmK+BOnciSFafi7xj2O58ftkwreXyN2z4qRUpGVRqfs8Ji3o6G9Y8fZK+2Y7C4SqyQn9XG8UWZGB+qs7vsNm1f5xO/OH86StULqbFTA/wVjbuo3cK+/cy8J+7vJPVZclR9N/34Kf9xfhTxj+SnCoqA1NeyWPfHOIbI5b48UJNuj4f4t0p1OdcYbZMcpPaYwYD5hIQOWXnn4VLgH+z6vIiCgYTaYy+A8eltaYRn7NKAbgcvQhSWk/o6DEvnLvXSZ4DGfyz4KpO44XTrxQlE7oSJZbIQoj+dxYXDcb4PSTdF05zvNWl4s1EjZOw5aSUw/iGfTqcbQhjCRLLd+bHfX+gHdxCuGS0adRDoWoa/JQ77gwsu8mcj0YANkBpenGJd9Egw+UYxV/hQz7VNfVaG5igm58ieJw1P0tHUFYaLAd01hcB0pNAe1aMjdowEl24fJnLJqoBU7R4JV6Uxil4zsU5VPGlh1WsbqQ+8tPjJyHK7Enupbo7RtmrZ5PDg1K6N3CPJgT410eWc38AZGcvpX5xEYZaqcNbZncCkbZXDULyLNA06cpgRw5G3UYynGis/bIMOjWzR858P6lP8a7XJu223qsGsj0HJqlkwLbOTSVuMGt3jccTbeFC6tQwTN+VaejeeWxos0QBoI/gNv8v9Jhz4eLL4LaCJ6ZY2oPaO3WljWLvvKPeEm396U3quIWwEW6/9tZ9FJXS/cvRDWwqQBQQAAAOPQAhINjcIE6xKl5S7csuEDSVcvK99a8pO/WzqPvi40eodBAjupbJQ3LOuQd9RNxdelht0m8lgMCRAvkwKdywt8ph3CWrsbm6R2CASOwqdSDepSvBAbA2n94KizQa1mnRnXnFnu2AcLSw3ea//z0JkZzJ8UBEqCr+jZahGnh0Nnp5JdQGqEWzED2z6xMs0tP5sPiIcB7P9fnvspFZGpk8YF7sX7LSa3qRUfM6ZDWlyO93qYv++UajwflYgBUblcXT/WErISPPJv+p//KUM7OweHIHiMRMJ2GuftVZ9b0kZrvFdjwFafwi8peu1S/oq9JfL/aHEormiBXnbwrtWMZgf3jN3UghqZpQaOiVwoLxnfb/1H+kNd/Cmlh4+9pxflMI0SjgP9WxWOJtmcDhFLqLZ5p+YWdex7Sh8MbZJ0UMCkMyK4uGB7WCwWDF/F9cWJRR6XfXrj5pKwPk5KVjU4/RxaczgCCETLA1oqxN8zdOSIX7jlK/zqhYzCs4gwS0rF1yyLMiv1KHzkjP0YXgjcOByB+d0ZFBB24ABEuLYF6smPKjdHWFEyPx0Cw6lL1VE5UTwDT79gL/wRsQrCZCt2H4vV/f5s0a4tUJB6At+PBLVg2RrVgFtZdZzCxLSg7bCGr5d48X6WRKTVSEPc7Ap7la+k+C/IBcGhodoCo1GW8hwUrYwRZ91uYjZoYgfcZbh9kEdeZ53gr99jnf/LkHuYYyHn7HZX47BZHFKZPL9nweEiKRkr8blpkLL3pfitTAEuE9QLj5t2ozyJsEmjHARV9Bwrv0DCKKCEdrUnwz/uETQmmlWphKOlFd5m2odvztc9UbOOW2XIoX92I9Xx0DR2BkpfG6S1scfRLL0Cj2js3Z9TO/L23zkdi02P55ExwRX9aJNYrHKeR3KB27rH6xMFw7ctb2OQuVzlDcR53dyNjAL6r9CSPDTOVqEwretND+k0hyZO+SWEoIRk+arjxVAZFytmmfqJw82q+FQLWKrRzVy6WHy88FeagduIcd7I/nL7OaRICzJXcr9IO5qDcG1GcccK9B6OuHQ7VQXyhie0mHExAmARwopf1IqjJJdJ6Jz1e47rjcw+1cND3IikEvxuzLuWp2YgYfBVM5YLgRfJq8KMkNoPqv+P5LbRejW3r5noA1T7yD5E2plFg65Sae38luWGGU7dW8cLvYXDpSF2BU8y0RlS27Jl2bYc8U1sMCFY2Qaje6XQO41TLTmOHbIhQYU24ZPyno5g/4VaC31U+BZuK84Wuhu7f36pnpJJ+M1BxfXOsOgKrzbAB6p0dp9R+dz1MR4+hM9gNEn4f1F4qbZuQtM5w0aClxfDrPELAB31wo62WqDJtGF6RGxuMsDUMt24zeEInt99fAVl71YjDq0u6BJuDmjIKpozujqTZBDWCP5pgKeZvtuyGKLZuu1fmnB6y17tTGSd3Krcnmkod8NbPx4hVnWNfNgn3VSbFEQ5/RZIe+6kV868xyBdo2hfKI1jcGnUYqgdWyeYn6tadVD7NPS1/kIVHJt/LMiAi+aw67UnAyWmTvlnakMO89oDSSW/qkUgFg1Hi5fP8HEkan5wTLI+gZ5ytb7bGy2zdH+yBpAyQoGk+10Q8tRoX7V6Tn9j8HqPUgfVKl3h/Gg1J+N4VAl2BP6hKiVnNKhgwyasAaiysGyv24alDXU2++Pjlqa0SVreZkPn+7LjKqbK11hdIpWNOFcEbox1i2DN1AWFOy69K4umqw1pAXhPFVUTL6aG8WyfilejAFgSeb6l8KqtaIYZqUfshSeiIa7Dip0xq/XUJPgLKfVCzh/SYgVIVw6vgOJmquZXgnMzoPK8t/e+NYi4nvyo8z7HTcjtC7IIYWlvS+u4G4FCk0S95j3UVCL+AvKqCKLaRAOeK2AgtvIRk6k2LKx++FFFobQ89SMk4ucy0gnE2aYRyOpXhq0BS665Vtp08JQMtKT3VNv0veYZGwnzrdIehVBdGPVO3lcwK27hh4F8aKk9/4SuVTdnENzOudC4uBSGeWT8jDRAQbtifzGEmyFlGiSEUW+F88hiTFnIy8Fvy8fDuIMlp/s9w6IcjMgXk0TGfT0jDVPVndJ9FreaKGRdklJu6irNEfdjs3d+RSa0DYrJnk9h+6UNyV09wV+tszWe+gn4CIS3hXhWmj8GFOhhPEN8jp06Mhc58U4ydOYBIAMaTOWH5V3WPu0nM05dr5CAaiFFrVr+8F+LhCbq2Rz53gZPontnwQpAcRkHxICl0NcPSM0lrWAuu0Qk+jV2brX0nzSfJoAed1R08VunwDkIM91fC2UT+P+M4/IkpeILRe1WBven/MX8Z+wBJ9WW9dJdky6HQGwcC3GqlavN6xn9LiwSU0dAkoNt8Ls0LcAG5zs8U5ZVbGnv4OoKHelPwMlE7hZU4DJW0JKXBcMpyEXKr52TXpnf0918XUroAAAA==" alt="Install Qwen3.5-9B-AWQ For Low VRAM (6GB/8GB) Step-by-Step" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<ul style="margin-top:28px;padding-left:23px;margin-left:0;">
<li><b>Processor:</b> 4.0 GHz+ <b>boost clock</b> recommended for CPU inference</li>
<li><strong>RAM:</strong> 32 GB or higher for <strong>smooth 32k context</strong> lengths</li>
<li><strong>Storage:</strong> extra room for <strong>future model updates</strong> and datasets</li>
<li><b>Graphics:</b> CUDA Compute Capability 8.0+ <b>required for flash-attention</b></li>
</ul>
</div>
</td>
</tr>
</table>
<h3>Unlocking the Full Potential of Qwen3.5-9B-AWQ: Performance and Efficiency Unveiled</h3>
<p>The Qwen3.5-9B-AWQ is a revolutionary 9-billion parameter language model that has been designed to achieve perfect balance between performance and inference efficiency. By leveraging the innovative Activation-aware Quantization (AWQ) technology, this model is able to significantly reduce its memory footprint while maintaining an exceptionally high level of accuracy across various tasks. With its advanced context length of 8K tokens, Qwen3.5-9B-AWQ is equipped with the ability to handle lengthy documents and intricate reasoning chains with ease. Trained on a diverse range of multilingual data, this model excels in generating code, engaging in dialogue, and providing accurate responses to factual queries across multiple languages. Its compact yet powerful architecture makes it an ideal choice for developers seeking fast inference capabilities on consumer-grade hardware.</p>
<ul>
<li>Advanced quantization technology (AWQ) reduces memory requirements by up to 50%</li>
<li>Faster inference times enable real-time interaction and improved user experience</li>
<li>Simplified model architecture enables seamless integration with existing infrastructure</li>
<li>Scalable design allows for effortless deployment on cloud-based services or edge computing platforms</li>
</ul>
<table>
<tr>
<th>Key Performance Indicators (KPIs)</th>
<td>
<ul>
<li>Accuracy: 95.6% (F1-score, Code generation)</li>
<li>Inference Speed: 10.5 ms (dialogue, QA)</li>
<li>Memory Footprint: 3.7 GB (tokenized input)</li>
</ul>
</td>
</tr>
</table>
<h4>Designing for Success: Qwen3.5-9B-AWQ in Action</h4>
<p>Qwen3.5-9B-AWQ&#8217;s innovative architecture has been designed with the developer&#8217;s needs in mind. Its advanced context length and efficient inference capabilities make it an ideal choice for applications requiring fast and accurate response times. With its robust design, Qwen3.5-9B-AWQ is poised to revolutionize the way developers work.</p>
<table>
<tr>
<th>Real-world Applications</th>
<td>
<ul>
<li>Code completion and suggestions for IDEs and code editors</li>
<li>Dialogue management for chatbots and virtual assistants</li>
<li>Factual question answering for knowledge graphs and databases</li>
</ul>
</td>
</tr>
</table>
<h3>Unlocking the Full Potential of Qwen3.5-9B-AWQ: A New Era in Language Models</h3>
<p>As we move forward, it&#8217;s clear that Qwen3.5-9B-AWQ is destined to play a pivotal role in shaping the future of language models. With its cutting-edge technology and robust design, this model has the potential to unlock new possibilities for developers and users alike. As we continue to push the boundaries of innovation, Qwen3.5-9B-AWQ will undoubtedly remain at the forefront of the conversation.</p>
<ul>
<li>Script downloading advanced mathematics deduction checkpoints for logical validation</li>
<li>Qwen3.5-9B-AWQ on Copilot+ PC Uncensored Edition Dummy Proof Guide FREE</li>
<li>Downloader pulling calibrated Flux.1-Schnell safetensors for rapid high-resolution image prototyping</li>
<li>Qwen3.5-9B-AWQ Offline on PC Quantized GGUF Windows</li>
<li>Installer pre-configuring Qwen2.5-Coder models for offline IDE plugins</li>
<li>Launch Qwen3.5-9B-AWQ Locally via LM Studio Full Speed NPU Mode Local Guide FREE</li>
</ul>
<p><a href='https://thetourtime.com/category/bypass/'>https://thetourtime.com/category/bypass/</a></p>
<p>The post <a href="https://www.zarkozivkovic.com/install-qwen3-5-9b-awq-for-low-vram-6gb-8gb-step-by-step">Install Qwen3.5-9B-AWQ For Low VRAM (6GB/8GB) Step-by-Step</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Install gemma-4-E2B-it-litert-lm on AMD/Nvidia GPU No Python Required Offline Setup Windows</title>
		<link>https://www.zarkozivkovic.com/how-to-install-gemma-4-e2b-it-litert-lm-on-amd-nvidia-gpu-no-python-required-offline-setup-windows</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 20 Jul 2026 23:00:38 +0000</pubDate>
				<category><![CDATA[Agents]]></category>
		<guid isPermaLink="false">https://www.zarkozivkovic.com/?p=2588</guid>

					<description><![CDATA[<p>&#x1f6e0; Hash code: 54d144acb5c875c8eb1d5a3670953a35 — Last modification: 2026-07-20 Verify Processor: 6-core 3.5 GHz minimum required RAM: 32 GB highly recommended for 26B+ GGUF models Disk: high-speed SSD 120 GB to cache model layers Graphics: CUDA Compute Capability 8.0+ required for flash-attention Revolutionizing Language Models: A Breakthrough in Efficiency and Performance The recent advancements in open-source [&#8230;]</p>
<p>The post <a href="https://www.zarkozivkovic.com/how-to-install-gemma-4-e2b-it-litert-lm-on-amd-nvidia-gpu-no-python-required-offline-setup-windows">How to Install gemma-4-E2B-it-litert-lm on AMD/Nvidia GPU No Python Required Offline Setup Windows</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
]]></description>
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" alt="How to Install gemma-4-E2B-it-litert-lm on AMD/Nvidia GPU No Python Required Offline Setup Windows" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<ul style="margin-top:25px;padding-left:18px;margin-left:0;">
<li><b>Processor:</b> 6-core <b>3.5 GHz</b> minimum required</li>
<li><strong>RAM:</strong> 32 GB <strong>highly recommended</strong> for 26B+ GGUF models</li>
<li><b>Disk:</b> high-speed SSD 120 GB to cache model layers</li>
<li><b>Graphics:</b> CUDA Compute Capability 8.0+ <b>required for flash-attention</b></li>
</ul>
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</td>
</tr>
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<h4>Revolutionizing Language Models: A Breakthrough in Efficiency and Performance</h4>
<p>The recent advancements in open-source language models have led to the development of the gemma-4-E2B-it-litert-lm model, which represents a significant leap forward in the field. By combining the efficiency of the Gemma architecture with enhanced instruction following capabilities, this model has become an indispensable tool for developers and researchers alike. Its innovative E2B optimization technique ensures superior performance while maintaining a compact footprint, making it an attractive option for deployment across various devices. The model&#8217;s ability to excel in reasoning, coding, and factual retrieval tasks is a testament to its exceptional capabilities.Key Features of the gemma-4-E2B-it-litert-lm Model:• </p>
<ul>
<li>8 billion parameters</li>
<li>4096 token context window</li>
<li>Specialized fine-tuning for literature and technical domains</li>
</ul>
<h4>Powering Low-Latency Deployment with LiteRT</h4>
<p>The integration of the gemma-4-E2B-it-litert-lm model with the LiteRT inference engine ensures low-latency deployment across mobile and edge devices. This collaboration enables developers to seamlessly integrate the model into their applications, providing a seamless user experience. The provided API and open-weight licensing options further empower developers to customize and deploy the model for a wide range of applications. Benchmark Evaluations:• Consistently outperforms comparable models on reasoning, coding, and factual retrieval tasksQ&#038;A Section:</p>
<h4>Technical Specifications</h4>
<table>
<tr>
<td><b>Parameters</b></td>
<td>8 billion</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>4096 tokens</td>
</tr>
<tr>
<td><b>Architecture</b></td>
<td>Transformer with E2B optimization</td>
</tr>
<tr>
<td><b>Primary Focus</b></td>
<td>Instruction following, literature &#038; technical text</td>
</tr>
</table>
<h4>A New Era in Language Model Development</h4>
<p>The gemma-4-E2B-it-litert-lm model marks a significant milestone in the development of language models. Its innovative design and exceptional performance make it an attractive option for developers and researchers looking to push the boundaries of language understanding and generation. As the field continues to evolve, this model will undoubtedly play a crucial role in shaping the future of natural language processing.</p>
<ol>
<li>Downloader pulling custom sentiment mapping checkpoints for offline data intelligence tasks</li>
<li>Full Deployment gemma-4-E2B-it-litert-lm 5-Minute Setup FREE</li>
<li>Downloader pulling translation models for offline multi-language translation</li>
<li>Run gemma-4-E2B-it-litert-lm</li>
<li>Script downloading modern cross-encoder weights for refining local RAG pipeline operations</li>
<li>gemma-4-E2B-it-litert-lm Locally via LM Studio Full Speed NPU Mode Complete Walkthrough</li>
<li>Setup tool refining CPU thread binding boundaries for maximized llama.cpp operations</li>
<li>How to Install gemma-4-E2B-it-litert-lm Direct EXE Setup</li>
<li>Downloader pulling customized character-card narrative profiles for roleplay setups</li>
<li>How to Deploy gemma-4-E2B-it-litert-lm Locally via LM Studio No Python Required FREE</li>
<li>Downloader pulling micro-parameter language files for instantaneous automated replies</li>
<li>gemma-4-E2B-it-litert-lm on Your PC FREE</li>
</ol>
<p><a href='https://westlab-audio.de/category/distillers/'>https://westlab-audio.de/category/distillers/</a></p>
<p>The post <a href="https://www.zarkozivkovic.com/how-to-install-gemma-4-e2b-it-litert-lm-on-amd-nvidia-gpu-no-python-required-offline-setup-windows">How to Install gemma-4-E2B-it-litert-lm on AMD/Nvidia GPU No Python Required Offline Setup Windows</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Install gemma-4-26B-A4B-it Quantized GGUF Windows</title>
		<link>https://www.zarkozivkovic.com/how-to-install-gemma-4-26b-a4b-it-quantized-gguf-windows</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 20 Jul 2026 03:05:33 +0000</pubDate>
				<category><![CDATA[Agents]]></category>
		<guid isPermaLink="false">https://www.zarkozivkovic.com/?p=2582</guid>

					<description><![CDATA[<p>&#x1f4e4; Release Hash: f48c5c34747836d011608c2ba42e82ba • &#x1f4c5; Date: 2026-07-18 Verify Processor: Intel i7 / Ryzen 7 for heavy Quantized models RAM: 32 GB or higher for smooth 32k context lengths Storage: extra room for future model updates and datasets GPU: modern architecture (Ada Lovelace / Ampere minimum) Fueling Innovation with gemma-4-26B-A4B-it The gemma-4-26B-A4B-it model represents a [&#8230;]</p>
<p>The post <a href="https://www.zarkozivkovic.com/how-to-install-gemma-4-26b-a4b-it-quantized-gguf-windows">How to Install gemma-4-26B-A4B-it Quantized GGUF Windows</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
]]></description>
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" alt="How to Install gemma-4-26B-A4B-it Quantized GGUF Windows" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<div style="font-size:15px;color:#424242;font-family:'JetBrains Mono';"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4e4.png" alt="📤" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Release Hash: <span style="color:#000;">f48c5c34747836d011608c2ba42e82ba</span> • <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4c5.png" alt="📅" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Date: <span>2026-07-18</span></div>
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<ul style="margin-top:30px;padding-left:25px;margin-left:0;">
<li><strong>Processor:</strong> Intel i7 / Ryzen 7 <strong>for heavy Quantized models</strong></li>
<li><strong>RAM:</strong> 32 GB or higher for <strong>smooth 32k context</strong> lengths</li>
<li><strong>Storage:</strong> extra room for <strong>future model updates</strong> and datasets</li>
<li><strong>GPU:</strong> modern architecture (<strong>Ada Lovelace / Ampere</strong> minimum)</li>
</ul>
</div>
</td>
</tr>
</table>
<h4>Fueling Innovation with gemma-4-26B-A4B-it</h4>
<p>The <b>gemma-4-26B-A4B-it</b> model represents a groundbreaking leap in open-source language models, fusing a massive 26-billion parameter architecture with optimized inference performance. This innovative approach leverages an attention-sparse design that reduces computational load while maintaining exceptional fidelity in both factual and creative tasks.</p>
<ul>
<li>Improved accuracy in reasoning and code generation capabilities</li>
<li>Incorporated refined instruction-tuning pipeline for enhanced alignment with user intent</li>
<li>Supports a 2048-token context window, allowing for more comprehensive understanding of complex topics</li>
</ul>
<h4>Performance Metrics: gemma-4-26B-A4B-it vs. Peer Models</h4>
<table>
<tr>
<th>Metric</th>
<th>Value</th>
</tr>
<tr>
<td>Parameters</td>
<td>26 B</td>
</tr>
<tr>
<td>Context Length</td>
<td>2048 tokens</td>
</tr>
<tr>
<td>Training Data</td>
<td>Web-scale multilingual corpus</td>
</tr>
<tr>
<td>Inference Speed</td>
<td>~120 tokens/s on GPU</td>
</tr>
</table>
<h3>Seamless Integration and Flexibility</h3>
<p>Users can seamlessly integrate the gemma-4-26B-A4B-it model into production environments via standard APIs, enjoying a balanced trade-off between size, speed, and capability.</p>
<ul>
<li>Balanced inference speed and computational efficiency</li>
<li>Optimized for web-scale multilingual corpus training data</li>
</ul>
<h4>Unlocking the Potential of gemma-4-26B-A4B-it</h4>
<p>By harnessing the power of this cutting-edge language model, developers can unlock new possibilities in natural language processing and AI applications.</p>
<ol>
<li>Downloader pulling lightweight vision-language models for edge nodes</li>
<li>Launch gemma-4-26B-A4B-it No Admin Rights Offline Setup</li>
<li>Installer deploying local vector search structures for Dify automation</li>
<li>Quick Run gemma-4-26B-A4B-it Locally (No Cloud) No Python Required No-Code Guide FREE</li>
<li>Script downloading specialized multi-column layout parsing models for PDF engines</li>
<li>How to Deploy gemma-4-26B-A4B-it Locally via LM Studio Direct EXE Setup FREE</li>
<li>Script automating download of high-quantization GGUF model files</li>
<li>gemma-4-26B-A4B-it Easy Build Windows FREE</li>
</ol>
<p>The post <a href="https://www.zarkozivkovic.com/how-to-install-gemma-4-26b-a4b-it-quantized-gguf-windows">How to Install gemma-4-26B-A4B-it Quantized GGUF Windows</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
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			</item>
		<item>
		<title>ESMC-6B on Copilot+ PC Fully Jailbroken Full Method</title>
		<link>https://www.zarkozivkovic.com/esmc-6b-on-copilot-pc-fully-jailbroken-full-method</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Sun, 19 Jul 2026 14:09:44 +0000</pubDate>
				<category><![CDATA[Agents]]></category>
		<guid isPermaLink="false">https://www.zarkozivkovic.com/?p=2578</guid>

					<description><![CDATA[<p>&#x1f527; Digest: 633b1f08726d39cd7d88ee97ce79d39d • &#x1f552; Updated: 2026-07-17 Verify CPU: modern architecture (Zen 3 / Alder Lake minimum) RAM: enough space for background apps and OS overhead Storage:100 GB free space for HuggingFace cache folder Graphics: stable 30+ tk/s at 4-bit quantization on medium setup Detailed Features and Capabilities of ESMC-6B The ESMC-6B parameter language model [&#8230;]</p>
<p>The post <a href="https://www.zarkozivkovic.com/esmc-6b-on-copilot-pc-fully-jailbroken-full-method">ESMC-6B on Copilot+ PC Fully Jailbroken Full Method</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
]]></description>
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" alt="ESMC-6B on Copilot+ PC Fully Jailbroken Full Method" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<div style="font-size:15px;color:#2C3E50;font-family:'Tahoma';"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f527.png" alt="🔧" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Digest: <b>633b1f08726d39cd7d88ee97ce79d39d</b> • <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f552.png" alt="🕒" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Updated: <span style="color:#888;">2026-07-17</span></div>
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<ul style="margin-top:28px;padding-left:23px;margin-left:0;">
<li><b>CPU:</b> modern architecture (<b>Zen 3 / Alder Lake</b> minimum)</li>
<li><b>RAM:</b> enough space for <b>background apps</b> and OS overhead</li>
<li><strong>Storage:</strong><b>100 GB</b> free space for HuggingFace cache folder</li>
<li><b>Graphics:</b> stable <b>30+ tk/s</b> at 4-bit quantization on medium setup</li>
</ul>
</div>
</td>
</tr>
</table>
<h4>Detailed Features and Capabilities of ESMC-6B</h4>
<p>The ESMC-6B parameter language model is designed to excel in both conversational AI and code generation tasks. Its unique architecture, which combines sparse attention with rotary positional embeddings, enables faster inference while maintaining a high degree of accuracy.</p>
<h3>Training Data and Model Performance</h3>
<p>• Utilized a vast corpus of 1.5 trillion tokens, sourced from diverse domains including web text, scholarly articles, and open-source code.• Demonstrates superior performance on benchmarks compared to previous models.• Achieves an optimal balance between model size and inference speed.</p>
<h4>Technical Specifications</h4>
<table>
<tr>
<th>Parameter Details</th>
<th>Specifications</th>
</tr>
<tr>
<td>Parameters (in billion)</td>
<td>6 B</td>
</tr>
<tr>
<td>Context Length (tokens)</td>
<td>8K tokens</td>
</tr>
<tr>
<td>Training Data (tokens)</td>
<td>1.5 T tokens</td>
</tr>
<tr>
<td>Inference Speed (tokens/s)</td>
<td>120 tokens/s on 8×A100</td>
</tr>
</table>
<h4>Key Advantages and Suitability</h4>
<p>• Compact footprint makes it suitable for deployment in resource-constrained environments.• Maintains superior performance while reducing model size.• Offers exceptional capabilities in conversational AI and code generation tasks.</p>
<h3>Differences from Previous Models</h3>
<p>The ESMC-6B is built on the foundations of previous models, with a distinct twist that sets it apart. Its ability to balance model size with inference speed makes it an ideal choice for applications where resources are limited.</p>
<h4>Conclusion</h4>
<p>In summary, the ESMC-6B parameter language model offers a unique combination of features and capabilities that make it an attractive choice for various AI applications.</p>
<ul>
<li>Downloader pulling extremely light gemma-2b profiles for real-time edge processing responses smoothly</li>
<li>How to Setup ESMC-6B Dummy Proof Guide FREE</li>
<li>Downloader for specialized named entity recognition model files</li>
<li>Launch ESMC-6B via WebGPU (Browser) For Low VRAM (6GB/8GB) Step-by-Step Windows</li>
<li>Installer deploying standalone local vector database engines for complex Dify workflow stacks</li>
<li>Setup ESMC-6B Windows 10 Complete Walkthrough</li>
<li>Setup tool configuring MemGPT memory layers alongside persistent local GGUF nodes</li>
<li>How to Setup ESMC-6B on Copilot+ PC Uncensored Edition</li>
<li>Script downloading IP-Adapter-FaceID weights for local consistent character creation render layouts</li>
<li>How to Install ESMC-6B 5-Minute Setup</li>
</ul>
<p><a href='https://fincancafezekeriyakoy.com/category/extensions/'>https://fincancafezekeriyakoy.com/category/extensions/</a></p>
<p>The post <a href="https://www.zarkozivkovic.com/esmc-6b-on-copilot-pc-fully-jailbroken-full-method">ESMC-6B on Copilot+ PC Fully Jailbroken Full Method</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Launch gemma-4-26B-A4B-it-FP8-Dynamic on AMD/Nvidia GPU</title>
		<link>https://www.zarkozivkovic.com/launch-gemma-4-26b-a4b-it-fp8-dynamic-on-amd-nvidia-gpu</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Sun, 19 Jul 2026 02:09:21 +0000</pubDate>
				<category><![CDATA[Agents]]></category>
		<guid isPermaLink="false">https://www.zarkozivkovic.com/?p=2571</guid>

					<description><![CDATA[<p>&#x1f4e1; Hash Check: fb1208c112f9405eb50d0fe8ba89a17b &#124; &#x1f4c5; Last Update: 2026-07-15 Verify Processor: 4.0 GHz+ boost clock recommended for CPU inference RAM: minimum 16 GB for stable 8B model loading Storage:100 GB free space for HuggingFace cache folder Graphics: stable 30+ tk/s at 4-bit quantization on medium setup The Genesis of Gemma-4-26B-A4B-it-FP8-Dynamic The Gemma-4-26B-A4B-it-FP8-Dynamic model emerges from [&#8230;]</p>
<p>The post <a href="https://www.zarkozivkovic.com/launch-gemma-4-26b-a4b-it-fp8-dynamic-on-amd-nvidia-gpu">Launch gemma-4-26B-A4B-it-FP8-Dynamic on AMD/Nvidia GPU</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
]]></description>
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" alt="Launch gemma-4-26B-A4B-it-FP8-Dynamic on AMD/Nvidia GPU" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<ul style="margin-top:24px;padding-left:19px;margin-left:0;">
<li><b>Processor:</b> 4.0 GHz+ <b>boost clock</b> recommended for CPU inference</li>
<li><b>RAM:</b> minimum <b>16 GB</b> for stable 8B model loading</li>
<li><strong>Storage:</strong><b>100 GB</b> free space for HuggingFace cache folder</li>
<li><b>Graphics:</b> stable <b>30+ tk/s</b> at 4-bit quantization on medium setup</li>
</ul>
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<h4>The Genesis of Gemma-4-26B-A4B-it-FP8-Dynamic</h4>
<p>The <b>Gemma-4-26B-A4B-it-FP8-Dynamic</b> model emerges from the intersection of cutting-edge technologies, its 26-billion parameter base paired with the A4B architecture. This synergy yields a balanced fusion of reasoning speed and accuracy, allowing for the efficient processing of complex linguistic tasks.• Key features include <i>FP8 quantization</i>, which reduces memory consumption while preserving high-fidelity outputs, thereby enabling deployment on consumer-grade GPUs.• The model incorporates <i>dynamic scaling</i>, an adaptive algorithm that adjusts computational load in response to task complexity, ultimately optimizing latency for real-time applications.</p>
<table>
<tr>
<th>Critical System Requirements</th>
<td>26 B (parameter base) and A4B architecture</td>
</tr>
<tr>
<th>Prioritized Features</th>
<td>FP8 dynamic quantization, dynamic scaling, high-fidelity outputs</td>
</tr>
<tr>
<th>Target Hardware Support</th>
<td>Consumer-grade GPUs</td>
</tr>
</table>
<p>Numerous performance benchmarks demonstrate a 15% improvement in inference speed compared to its predecessors, while maintaining comparable language understanding scores. This notable performance gap positions the model as an attractive choice for developers seeking a powerful and resource-efficient solution for multilingual chat and content generation.</p>
<h4>Optimizing Multilingual Capabilities</h4>
<p>The <b>Gemma-4-26B-A4B-it-FP8-Dynamic</b> model&#8217;s capabilities extend beyond language understanding, as it delivers enhanced performance in conversational interfaces. By empowering developers to build more sophisticated multilingual chatbots and content generators, this advanced AI technology propels the boundaries of language-based applications.• Efficient memory utilization ensures seamless deployment on resource-constrained hardware platforms.• The <b>A4B architecture</b> serves as a foundation for the model&#8217;s reasoning speed and accuracy, fostering optimal performance across diverse linguistic domains.• Real-time applications are optimized through dynamic scaling, ensuring timely and effective processing of user inputs.</p>
<h3>Multilingual Solutions in Focus</h3>
<p>The <b>Gemma-4-26B-A4B-it-FP8-Dynamic</b> model&#8217;s impact on the development of multilingual chatbots and content generators is profound. Its unique blend of reasoning speed, accuracy, and efficiency sets a new standard for AI-powered language solutions.• By integrating this technology into consumer-grade GPUs, developers can deploy highly capable chatbots and content generators across various devices.• Enhanced performance and efficiency result in more engaging user experiences, fostering deeper connections between humans and machines.• The model&#8217;s adaptability to diverse linguistic domains allows for the creation of sophisticated applications that seamlessly interact with users from different cultural backgrounds.</p>
<ol>
<li>Installer deploying local real-time text-to-speech channels via ChatTTS modules</li>
<li>Run gemma-4-26B-A4B-it-FP8-Dynamic Locally (No Cloud) No Admin Rights Complete Walkthrough FREE</li>
<li>Setup utility configuring ExLlamaV2 loader within local chat clients</li>
<li>How to Run gemma-4-26B-A4B-it-FP8-Dynamic Locally via LM Studio with Native FP4 Local Guide FREE</li>
<li>Downloader for ChatRTX library updates containing multi-folder data index models</li>
<li>gemma-4-26B-A4B-it-FP8-Dynamic Windows 11 2026/2027 Tutorial</li>
<li>Script downloading custom LoRA weights for high-fidelity SDXL cinematic production pipelines</li>
<li>Deploy gemma-4-26B-A4B-it-FP8-Dynamic Quantized GGUF Complete Walkthrough</li>
<li>Setup tool executing multi-threaded Blake3 cryptographic hash verification for safety controls</li>
<li>Launch gemma-4-26B-A4B-it-FP8-Dynamic with Native FP4</li>
</ol>
<p>The post <a href="https://www.zarkozivkovic.com/launch-gemma-4-26b-a4b-it-fp8-dynamic-on-amd-nvidia-gpu">Launch gemma-4-26B-A4B-it-FP8-Dynamic on AMD/Nvidia GPU</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Run olmOCR-2-7B-1025-FP8 No Python Required Easy Build</title>
		<link>https://www.zarkozivkovic.com/run-olmocr-2-7b-1025-fp8-no-python-required-easy-build</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 17 Jul 2026 13:42:17 +0000</pubDate>
				<category><![CDATA[Agents]]></category>
		<guid isPermaLink="false">https://www.zarkozivkovic.com/?p=2559</guid>

					<description><![CDATA[<p>The fastest way to get this model running locally is via Optional Features. Follow the straightforward walkthrough provided below. The system automatically triggers a cloud download for all heavy weights. The smart installation system will instantly find the perfect configuration. &#x1f9fe; Hash-sum — dff3b59e7ad91a45a547f31b596d17e8 • &#x1f5d3; Updated on: 2026-07-12 Verify CPU: 8-core / 16-thread recommended [&#8230;]</p>
<p>The post <a href="https://www.zarkozivkovic.com/run-olmocr-2-7b-1025-fp8-no-python-required-easy-build">Run olmOCR-2-7B-1025-FP8 No Python Required Easy Build</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
]]></description>
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" alt="Run olmOCR-2-7B-1025-FP8 No Python Required Easy Build" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The <i>fastest way</i> to get this model running locally is via <b>Optional Features</b>.</p>
<p>Follow the <i>straightforward</i> <b>walkthrough</b> provided below.</p>
<p> </p>
<p><i>The system automatically triggers a cloud download for all heavy weights.</i></p>
<p> </p>
<p>The smart installation system will instantly <b>find the perfect configuration</b>.</p>
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<div style="font-size:15px;color:#37474F;font-family:'Consolas';"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f9fe.png" alt="🧾" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Hash-sum — dff3b59e7ad91a45a547f31b596d17e8 • <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f5d3.png" alt="🗓" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Updated on: 2026-07-12</div>
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<ul style="margin-top:25px;padding-left:18px;margin-left:0;">
<li><strong>CPU:</strong> 8-core / 16-thread <strong>recommended for orchestration</strong></li>
<li><b>RAM:</b> minimum <b>16 GB</b> for stable 8B model loading</li>
<li><strong>Storage:</strong><b>100 GB</b> free space for HuggingFace cache folder</li>
<li><b>Graphics:</b> stable <b>30+ tk/s</b> at 4-bit quantization on medium setup</li>
</ul>
</div>
</td>
</tr>
</table>
<h4>Advancements in Optical Character Recognition Technology</h4>
<p>The emergence of <b>olmOCR-2-7B-1025-FP8</b> represents a significant breakthrough in the field of optical character recognition, boasting an unprecedented 7-billion parameter base that sets a new standard for accuracy on complex document layouts. By leveraging the FP8 quantization scheme, this cutting-edge model achieves a remarkable balance between inference speed and memory footprint, rendering it suitable for both cloud and edge deployments.This innovative architecture incorporates a refined vision encoder that can process high-resolution scans up to 1025 × 1025 pixels, preserving fine glyphs and contextual spacing. Moreover, the dedicated language model head leverages multilingual tokenizers, supporting over 100 languages while maintaining an exceptionally low error rate on cursive and printed text.</p>
<h3>Key Features of olmOCR-2-7B-1025-FP8</h3>
<p>• A massive 7-billion parameter base enables unprecedented accuracy on complex document layouts• Built on the FP8 quantization scheme, achieving a balanced trade-off between inference speed and memory footprint• Supports over 100 languages through the use of multilingual tokenizers• Achieves an absolute gain of 3.2% over the previous generation on the PubLayNet dataset</p>
<h4>Technical Specifications</h4>
<table>
<tr>
<td>Model</td>
<td>olmOCR-2-7B-1025-FP8</td>
</tr>
<tr>
<td>Parameters</td>
<td>7 B</td>
</tr>
<tr>
<td>Input Resolution</td>
<td>1025 × 1025</td>
</tr>
<tr>
<td>Quantization</td>
<td>FP8</td>
</tr>
<tr>
<td>Supported Languages</td>
<td>100+</td>
</tr>
<tr>
<td>License</td>
<td>Permissive (Apache 2.0)</td>
</tr>
</table>
<h4>Research and Commercial Applications</h4>
<p>The open release of olmOCR-2-7B-1025-FP8 under a permissive license enables researchers and commercial entities to harness its capabilities, driving innovation in various fields such as document analysis, surveillance, and digital humanities. With its exceptional accuracy and flexibility, this model has the potential to revolutionize industries that rely on optical character recognition.</p>
<h4>Conclusion</h4>
<p>The advent of <b>olmOCR-2-7B-1025-FP8</b> marks a significant milestone in the evolution of optical character recognition technology. Its remarkable performance, coupled with its flexible architecture and permissive license, position it as a game-changer for researchers and commercial entities alike.</p>
<ol>
<li>Script downloading background removal masks for offline photo production pipelines</li>
<li>Install olmOCR-2-7B-1025-FP8 on Copilot+ PC Step-by-Step</li>
<li>Downloader pulling advanced upscaler model weights like SUPIR-v2 for Forge UI</li>
<li>Run olmOCR-2-7B-1025-FP8 5-Minute Setup FREE</li>
<li>Downloader pulling optimized mistral-nemo-12b weights for code documentation tasks</li>
<li>olmOCR-2-7B-1025-FP8 Locally (No Cloud) For Beginners Windows FREE</li>
<li>Script automating visual encoder weight downloads for advanced multi-modal vision tasks</li>
<li>How to Autostart olmOCR-2-7B-1025-FP8 on AMD/Nvidia GPU Complete Walkthrough</li>
<li>Installer deploying local chat clients with DeepSeek-V3 API-mirror setups</li>
<li>How to Run olmOCR-2-7B-1025-FP8 on AMD/Nvidia GPU No-Internet Version</li>
<li>Script fetching custom model merges and experimental model blends</li>
<li>Full Deployment olmOCR-2-7B-1025-FP8 Full Method</li>
</ol>
<p><a href='https://rituali-inmobiliaria.com/category/serials/'>https://rituali-inmobiliaria.com/category/serials/</a></p>
<p>The post <a href="https://www.zarkozivkovic.com/run-olmocr-2-7b-1025-fp8-no-python-required-easy-build">Run olmOCR-2-7B-1025-FP8 No Python Required Easy Build</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Autostart Qwen3.6-27B-GGUF with Native FP4 5-Minute Setup</title>
		<link>https://www.zarkozivkovic.com/how-to-autostart-qwen3-6-27b-gguf-with-native-fp4-5-minute-setup</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 17 Jul 2026 07:42:31 +0000</pubDate>
				<category><![CDATA[Agents]]></category>
		<guid isPermaLink="false">https://www.zarkozivkovic.com/?p=2557</guid>

					<description><![CDATA[<p>For the fastest local setup of this model, enabling Windows Features is best. Refer to the instructions below to proceed. No manual effort needed; the setup auto-ingests the large data. To save you time, the system will automatically determine efficient resource allocation. &#x1f4ca; File Hash: 5ed76a88b36d582400513c664b30f554 — Last update: 2026-07-16 Verify CPU: AVX2/AVX-512 instruction set [&#8230;]</p>
<p>The post <a href="https://www.zarkozivkovic.com/how-to-autostart-qwen3-6-27b-gguf-with-native-fp4-5-minute-setup">How to Autostart Qwen3.6-27B-GGUF with Native FP4 5-Minute Setup</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
]]></description>
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vHSvn6iTonFuxjbJS0J1RZoKTAQZz5uf3NBmz3769WcYF/i/mzm3rwxMa1xyhGyZquUFRSVm0dMu543EQWR4gLD6+ugx7dZc4Sb0SEqmQVtM9kfhI/9+HbGpheP/z1QEWjoOlkMwsVZRmEI46b6P/DMBpq/Y1MrHOM6dSKm/PK1CPWNPIC9z280oW7nZweKJEKVxnwIccNNT81naC5lN/urjgOXFHH1GrTeY0TSTMC9R3fBs3YacpYV+JCjDNmELq2dFb8llA8QhkHPoPwQQtqvjso7jxexvY2ByYAWvzpXh/A4M2iSJcU+4Kd6WMmb8Mvxqb3PZgE+xu9enQalDI6V5azN4eEKtZFZBuqLNUBHbh1y++hlHbYtcloe9WQQGQ8mcG7ghfqfGsuRPfljJ0uUCpNQTuQJqmV3L7FrrY73WK0J0sbaADrIhb7TdMvU3PXm+HiZoPKBaJHjtaPe/0Dvrwz217wAangofiXHEUPd84AiPtKRzdKhIyEyWrDGkEGDdJBsh+TDK1zepb4g4KypuVzcEC7u6gw/mbhAIHp+LnEeamKT8Jbi4aOII4FJAGgrEQT3sXsNmsz5obRHuwDtacgiFFqzhFHk21kakpbcDx8VNdrmmz47dGDakZzNeKkddlDwsrAYQOoTYLsevJdCATTKB3KvOIMf3kbFsmymFsqLdyzv8w/lKOZpv7w90MkPJxKLBk4B1lCuk6CJGDtY0L5lalWqB3JKnaurSvbeO+rJePaPBeF87hLPZo1JzZE8XcGK3T/smtma8nJqO6cgkgtRwkM2tCz6dcnxnDRS/zGmbTVZ1g1b12XJWlMEpue7qyQvsvbbFp5XPhkE6VwffQ4Iebq7/DZzleVskM5qILI/iYqrdUREhkaTde/Y2I74t4G+GKoo/f0Ve3KWoA0pqv/s3+jBXAU2F89yc9rCLp/aUD2TFKKo5deaRTw/8vOS4QFzB+bOSAwcZONBJtVf/4vkcy8VSN4NekZ/BQz/zuFW88b6cOyUamR6AZzxMDdgtbPbs1GhQUdgbKZbtPm3bNbaetQog8J/WqpJC+vIbcNwWq3s7PgOhkaMNgDcl8vS4w/C+g67rLFJIkjzCbY1ZU5qEm14dj+nsceQEk/zAkDxEQhMw+KRWvu2P6yGSE+soRkJzQyAw8Q4Uit5R1gRuOXQ7i5u+HKng0cxGHU1/4VYgBclvjBLaPkFHI16fdNsSm8X5WpoEbnf/pIc4ICetVN+1SgAjCOMntZvcDSh87DBq2DoWgx0rGPNE9bTq3z2z7akPRFMCR6XA4UCvxF05bpjCjhoWmbrLcaF82JV7k6eSOl+i/HhKj468WkQwIp3AuHF8HacuhHYzFakXtQdUfS6uGmGhhzNZYvvAZSwpVQlWLZcvpyEqAB2xNTnhCdk6vxdQVQjUhllEpAbMlLmyb/ULskahHo2//akc12Au7hPh0PRov8FPQ7q6WHB1UHnpPX48moMQxfSbRnpsFolnb6hO/k5iFnOM2Fr9lRlTKKAohmwWnJiP4H1aaaGt/aBWoCpo+gNBiFI8aZXxpVb+wlfDcZ2y+83JqKBWSHqtwwo+unCpYP0blMXHGyh+08n4WQYzTaxTJqjhBerLqnU5LjWGzHbvbHU0oK9IP983oEY3oKDB6yuRKYGBfsNURtL/o8DpzTis6UzQMzaQvdpUwi48+8VGKU4Rf6XpO21q4p4Gm+kt/n8AVOQGXvMK7TwELVtTi3rfnSWX9qX+NGzM4d9VLZp7B9A/ZahrUPMDeSFFhhYUPSm51VRi3Q7ZQawvse7MLuakBdMaSe8wRH6MeQPR+WDPQdypQyanyewMsm1dcE05YzG0MtkQj0DltJgq5aMxJmN6ePljJ6x5CnTp4Myg4+GXT8BZLAMwpPnKgI/z8Fbi2Zo/xs7abhrxXmnaRCvW30sv5MNh/Xn74HKczifJMKPk4mnkCr4PCJDveTASw3v+iSgzfTYBjLf6BPLgzeIJzesXr04epbssGzrh7Qvlc183GgpB0OR1u/iPYi5QmhiP56QIX4gwAzsq09dEZHddTjCcxaXJ7ZkTDyq8cEpdoIyJAIJtZM6t8/lujgciScbmgF7w/1auAlGCs4WJVigR0N/t2LrtKQ+cFMTvG6xFQ3Ze0WQtkFOeVY5RGjcvDFSjc+kFrABVFKeT8zn8NcMHO4WPkVK6mfRrtiBoPOJyaAclvc+s87i3fRqjQ66hfdH9qNHmLNbcTdM+Qs8N9754HbFx1I83eMJpT++VL8cFiu0xF1yoyYRcFtMqKF5qck4Fbw5rcWVU4XEPtma/7UEug4cJnJHL7vn9oEs30Z3KX8CRjbl9FJb3vH+7C0HTPGAdWNWdkz5C4ag0c67ywqRzzy1mGmLMYISXBtXtqkbri195OWyiF+JENp/jSZdquNQNaJJkjzn/52nsh48cIQBJMNrjuEc88XQ32dHwv/oTmkZGgtYWZ7fTAcuk5Q9e7yN5VNusaHgYm5jxuGpyhF1SRKQCesvkIPcP2I4iapEt4SLgdxR11UsmmKHOZhh8YAgpZqrgrREVUQYmXErr2igd2TUONYQUBBJkhTQ3fgES+djikEUD/0bjG0kAdbBZsRxe4vcr0TigPJ1tSdCFLOj1d2TBbuj735U5coGuYGX9go5kQa2+6wB67Ou7/oParHR/7cb5hS5PmGB3O5UBsLSDJCstwRQWsQUUgt/cY6E7yL/fEOndHT90relu7g8133N8uC0KMDqTb7d4cUOCe5pMQnYFUFxoMX/h3oZPXxf6cEs735+OmdoicnlGALhglXnz0bOOej+ByFmQ7sckXD+PJCVK/OWPfCyWuh0sUmGD82a+/TQhTwX1Vl75yHcF33MCSY9Y+Rz4cOX3f2SY4HeW7vB6gKsd1WBGSRjx0win4AkZeAnDDdLG4XUO+BxaYZQ/wUrjoxbeVyPZbyHFNdK0XBJsVS5WlnKWdsNQDiE4UY/zczJzWyemSGr0Eni5TwcquSgsgFZGPVHhmGUmkysg8324+ixwhzbMrZ8WdedoPTk55lHDlfF8JFLI9Csqmgx1YdMb2t45+2JDhEEHiXgzbMseKXF1wDZVERs1P62QPDs0bS4wkX+Lf8Uc6ZTbT8T4FRHpBNGcSRGJHWA+YA7p0HWgK1cytUgEMrXIu8+6Q4EWSqxJyQ71OjjVl/yeZXZCQOEq3uqvyAw6XboBNItBbPgotIWxyol3nGAD+TSpnOWlOEltr5uFQi0scfiwwpmLPxwo2P2hxqNkDZpUG9tcA6QrEwxT5KK/Nt/AHNCaT2U+MeWwGTxNHH/nqILidXdvixO7J1Y16fmPXgL+J0tdXCU0Po0JNxwkoKj3um34ELg/ti6izmnngqA6UV+qq6L2NnrzthuzjIsbs/mI5++5LbJXmi5ZNfBI9AA0RwDFVVurh8YR/UXwFn8/Ju62YNE88kmTu6CII4/OwLptDaMzLH56xCHZ8MzMADowaPTaxw3nN5V5zs0eP8lBwOC9Gzhn2f43K5b3iUL8r+Tv4uy91TJ6NFYkzsAszq8QQWlTBTix0W9lFY1wwXhqLcpT19VpDyHdLSI+MljB3YznN0ODSIvvyYmRMOZVSW1VBQPxTKEQLcxZVMt+GxnmQsHO5gEQ0oRfKaw3TlBMZS8niLNKKRyyYVKVRiKwVERdSBRflpMmOY1/F5bK9Zj9KeRa3aSgrInFqe5Hit2Nd2tgqxnbUdHsqNO7c0hgsf73F3GrMfEzefojVDkOzbsr3QSLCeSotsjFYFYUs/Z0SWoAddtApxJa5LZeWtijy5kFZNSH4YSKJ5YymVlw20YPuu7/x+48BtGXBg5ED1BleBw9mLQ8KR84/WX31Blw2UE/JXeXhRO4oQkmdySdg9XvjPTpF9oRsbS1KcnhpPfCx2036TzFTtwSFv4//RvDa444+i4vnFRIDuM4jNOiv9dBUyo4ys2+p80UZUNN6/VKJwIKwETELI1HVP7ZD5wT/8VPq/b6tcrT/VtqoKXn7wJEK7ErxKYJZP5OXRUUuyxGY4Cr6e1ZQWLoqqfiR4Iq2nluXlBaI7BWKZ1rdCDhZL5qgeesIwMXWAmN8x12mgFNudy2TmL6gpn6gvpzVzDmGyT+0RT691PzghBGeZ6Is9jmou+SgwKPsK+4f7o7pPunVMotYFqBCkIBUnqXZlG83PpDpvwpj7TBf0ME5YvfXnzSWcKQUrCCQ5jmLp/n9rvx2w5fryjIkFlsf4BZDMloCr8yPlw/m2F6mi/Yw+YL41jkcPytJCPhs8MHDD5WS0YSNJSKGcesQQFXWFBlFIFQMO+ZzV9DboGgwhKCGG4nCkdLl2AwM6Lw243KR/t4hgvrOdXP8UYt+5EaNIhh0X5vqJ3M/kd472bTZzgDuSSSZ3PNV7xJQ6Bw6fOASt4P1VfGqqY7ms9jjhYpzk2fxDs0olb3vyUBIr7FtL+k8OAdFkT6t/UsR3d8KdrpZB1wD+oG5PnB8wSls45oZtNaaleEMvhglpSOnIhZUymXk+e9OB6GeuGHfjCPHPBNYaTL6auEMg5lBsgYul69ywRaTPHHlqtIFZN9dK1g08gj715YwzAQ2F8QeL56ZWxxQSY3/CrKCkWsZUmSfxux3KeCZjU2ZkM1eW1j/sqjJ4G8A7MmTE/0oxMoWlUIh0NLUJPVXckcXGn/Rz3XhT+fyT3QoPiHWZWEeIHT7/DRezDTL76fyLXO31QGOcd889rtQK+POjWqYcL6SYlFIDVpjET4dCEoz+4c0YaVXjGUHJLPTC5Li/bllhi/elErjhcAe1nLk7I+DQTkQY39CprxmNQFL4D1rtWuVHtluMLEG4mC4O3GuORS5PzIwtds1AOcW+FHqlhK3e1B7FmUI6lOezE6qhfE1xGKc+so1e7ZEJL8L6Bf2iNFlOZr/RzIHJ7AjlTtG/RylYXBPAM0vXsPkOBJyXM7pbMGoAhutTtFuO33HeY6iGFfWrdduZ9ycPwsdMvlje5Ud/6LuNxvs4NSjlEFMGvh9sfish/nlwjtxSBCVLYZG4OAMNt8Ai7E5DtJqV2T6GdkgWLWjNgPvKfhZwb2KprpihSxc1UsWJ4cYrfMjwEvr/+qvGe6Bi7irezojq8g3gN5dRZ3BOhvu5izNrCK9+BC36416gXi/uKmbKctS2sE5ZjyXD2efI+z1dZ8c3ehD2LaMH0UsuK5bErFFpBEAJe5ZAIfNqAGfmCqR8O+gM8r7+NjmN0TXWStz0Ky3h53HFD3k9/dTXxdNaqYephJNZhDYwkbSyXuFau9g5/3ezzqAw/0mfxYAX0cfFF7Ey+xDHxAzHRHHRhNe7JgxXFQUIc/rHyHUfN9HXS6CBFpyi6jSS4zUrKqgixQzAucQy0mPur/gnk4vP2gEARTE6twepvDvSSeg2qWAzqNiJWy4b56fakwEFXWhxVizyoFZNfPbHxUR8Jdk3qTPZUOSJlMxF5p3RsQlwSGxgycsT/Smdr/GaaXYZyWR5W9pr2UzL/It+MCqPO+rRBISE1BHhxhhCxiAw68DS8eUwsba2jyEpckCkiujdH27iio+c+FgoFOrCBUllVul8TTM4nqoWh5pWV7j7OkxHpl6qVsD1Fl6OS8NBl3pXMNbIvNKzVcdoimMm/fJYlOvEVwcwXzUYoIcJTCcKfhTUsd6MWJHqYVNsLHAEpv+7KYk4Sis7ho8qJJCBNJ9enYzjq8uwQhdWHohrW9lMZGqLu+oH1plJ8JK6Ky+L2UVpBUD20gl/t3ziTNuqbzT1aTEXYZFOfWWqsTpjiEy1GMSHTKRomK9WFACnT/c/6c55VrkdzamFbcHdc/6HDXA+rk9DmzkVLkaAoWrUrLc6c3AJBsG0yMOsPFFpKk9NzJWntLwcy5crKzoFGdJ1JdgAQeEyPPotMCsLiKTYUk6aOMV4mooU+Qr8kCSkvWOpJ2u4jWkCwXqDSPgdX+ZVC2UzVCJdMTY3G/wJkmOwJFvVTpfekFK4qakd4vDDxUwcrp4nz8vD718zNLLHt0qF2p8j07l1ObLOPtrgTqZ7zsFkcymZSDVF8Nru92m9HSbGPqVCkqbHb+09Jjt12Lo5Jsgax5P1Wy8zFqbRNxBuWGkGR4XN45BdSLxjWnrfukBlh5xR4K1GUZ7v0D5nuvabNBkpmAXy7WIfIHD08+jM6ZFXzH2xVfyocRmX6x4Xgnb4LvvTaYUXoVIAKUzuRbofVdeB0yuVPzNeF0FKR65dAtonVj803Tffpm2lZc4febgaMqGs8GWqL/8kqmYSJF+zfpnUUsKKum+ylF8pbkPeR51pCjWSGdRBLhJtL6Y8JbPqASzlb8whiC1uJVTkWNF3JAqHpHzNzKj9KomTlZYIjd+TwLJsXXaxliwnEPhzlpMqY1C7g8FqETUPpEK1zuORn4yvezZ5G+qLXEuQtDPN/uIyNKsmnvNF2LmZqBBwbotOVIfJwueE37f9PyHByU3YM0kZjGDO9B7Y2tLcnhRcBOCaVeK7pkmWnwdWh8i2iq/DiBcf5LxXqHLqr0PT71RBR6FyrrPaeluf6vTVXz1O5E0FKDIkGZ3VFhtSsWwthhg+Bds8GzwGvzo8o0ZfvvSM0RF1eUD1C3Qzm7NWJHwHYKEi5iU4axSnOmZyYQhdI/JobEErRLrIY9aSjmvPJLcWT+lm+R5yXlx8/JzV9vdMFGRvKjMSNrYgBZdW6aECYgJ4A70gfcozKzjfC9xp6UH+uB2yxhhVfCwqvGzWPwCWE8BSbx8JLrCthKlJpLpH3M4S3Z/Nd9fsR4tEdgPhPpcX09nc8uAfwV+Bv/+LtIanPMvNKvQWLAC8h9Vb4SoS5I0MpcAZy5BTuJZU/nQt42EsV9BAZX994ioQtOvaflk1CyIf6oQcMnvlfR8xXyJfS2j2+joMk36brvLWtieqKPDyk9e9ugnolA9fp0ca74gk9/DeZK0paqT3KQ+wIXoajCv4RsIj8kA0Z68+XZgRP/s8YXWNr5mVGocK6neZZ0f3BmVyrMIDWWrcbEAlRblZziK5vkSaCKCiXhZNvgBZUjKJMDbWcv44CLbTM8hNIOzBz+XsCEQ9s99OHAU6q1DiuNhGH/KI/kdpXFcaUqJsvTeXu/s2pX7ftail9LCcg8fjbaKED2L4LH9wvwwB4HDyek0gbYsv4JzF8LV6KxsvW5YPh7v5clCfdDonGi3IxaVCO1UTqsovZIR1SyzktSyTaiZ0PF7jBmuZzqkgLwzW8uoA7a8xXO0PPuNLwb+V2Hhix5bkhCHVX0iNti8g+GBIL+AklwM4Lqt0c6UUC3usHsqui1fFvHFshrMA1ucurBfwSGgXQNhecA26FOwf1hq/ANnVh5HA9A+kUv4cQoQ3rF/eh9d3zcwAq2jq0mSs6jNOV5zFqX6qZU2GLZ2FoO1C1sohqv2yjiTyVxeLJjCpOOMrNCEC/nLgUzKzkv/+F80X+qqUBudoUXgMn7cvgNSL7GEUYnByOM9yxBpF9TdlzjWe6CT1Tj56b3nhRgSvxt2Ru5hcujIuAHYtObsc4HWA/loKLzfF6c11k27niNZflg3lkmTV/xrctMsUbE+5FzWKQHG0L0or+1OZSqY3YvWawnsiYk2x34JZnWRDbIZ15CBvZ35DnokxP0UdIywZjzvKYTvDuw7oFipWo2WdmpOzua2PK406u/W+MGMV7zvS3Cx9FB+6vV595bmAb9W9oMCHf82dNndelAZI8LQjzSSL6jNaQxAwnP1o5/iwBEy+PYOo1z4T9xBn7kFEwNNlzih3jtgEG26c9Pk+pTSZMow1nJ5xRPDTVn6v4hBWwogKSXW23Y26fNMzfTFiy6xh+Ao+GjW+NtEXa23yiSDXTgKqA/yYxnhyfWPaGFCW5bMQ4GbAtmtx3f4d4wwE4To6X+bujReDL6Y/rpsYoN/v3SHuMRxxM/mDm6F9mWFNPCLx3Xw/5WWvrzRN8tn52IJUNDTX/0Z7mspcWOA8g7ss4qxxDTtGyAzsnPBRmyJuSb3y8qJis9LAcz40XaDDhTgTAK1VPZPvy8kBfdATtnDC69Is/kb4SW9om8B8WEmybHutpvkS04gudNKiWj48XkzIXSkNLK37blbXylD9ipad21DFpJk1xsn3M2qhk/+paSX47csJjFvEyjB9VmFeUqxdklACHSIU0+jKsxCeQMCmQWaV5/IE8qNPylKqV/DhFsBhdyxVCv71RNLlXVRGUijSKepMSlRpFx+1P0WbPIMp8vcYUGGLizwLkE/C0CboKU13DoBNpMbw3nK/ga4sr/hVnZadDPkCLEUrobZ1LJlNLHlMlZxFRj/LsXhEX7CbrLR/VopCFEUPaW3GhL1iNxf83MAdcR+zc3AG+9mvRibuTZ4bVRAjW2M8x3VtnQPon7kicvyiRclg0e++mRZZuK/Qhu9Cks6WaLlG6SKRhvSvZWl+ZnWMHMNB4MJldlCVbIil11mEzlKzQc+AO082krOxFP7ZKVsYywJwBE2LcMaAOO6MnkHwKxvqKxFHdOns66OUjka+PrF/EzOjJaiIgOKwciaX386Z3Fabb9xvwwDva/3TsQoyMaXV54Gt4CmVPlCpsiwpuX9xHN7PpcYVk0h0OXccvVX0oAWqOvpQ5C9Nbg/s4S6SpLnxcwKIn4jRNwClezskvTtebjeNdH90Om++va+N6YDqFEYUtQuMmDcZIXwAimeO5Ly7x+9EsoKs9fhXX0YyzMLgFpUgls/XIA7XdkXPEMpbc4kCSGaiyrKiXV06l8HiMDGraXgztjnK+oaJh2J9vHBchKxq1HV5LirqJ9KTUyEOuRZmjvThyOy6FSqtpOJbKKXDhe5Wh4RdkTlawotxKLTtpf3QgXqqhY5+wKvuL90s0DAfvnTM6CAHNgl2Uklw8n2NcB+ZjDP0MWp/bz+q34dUtGk70sTTg/sClKrI8eDAkGB+tDtQ/jEy987kfu/xTurO1V6Kstgic6lF1JPDW50ylgApoyzpNdB3YUQ9UYWN5OskoBmeGnS65UPazQuM2i666vK8h9MbtxnRkwOFEkhnGsLqsxS+4+n/NYafvtqhZImexg5ggwhheJ0t3OB6GtRat8CXpAtZd/aHOi3fy4qup0omm9Tj5diraq8LfjpCmhKl29DFLg3tRL4d+LQMViRp5QxhFqRsCmhB/9XMF3YabSVSvGzYcIJ3uMhNYCv9E0j3s51xK2VAZZaKU0hnNj1luRL0Lfq3d3y5gZSbM01DBAwFghe/52nySmh/P5FCyAqOcWIX3My2l9Otd48eGASN71wPNb2cG+G+a8/OxdadgbuU/5aMop3VnmW1t/fBYahgCku1ByBMM5IjKz4wqzpFiV32+FqppAEv9SRu1v+pLjHIPnZc2DVoRWPHfAlPGpBTG08bVF1CRiJTNfdn8uLE2BOn82yHqldp8tgGoLZzmqsjkKqmt23kWzGj54R/g3sd/x2VSr9nwF/MhyTF/GrHu+Jdz1WY8LC3nNXCLqP5+SFWzH7Q3+6qpZBN+ifHi0mT5ZQGiTgm/KovaoO22tagtMrxU8sSVp46JTL9EAadjlQhwjofeiK9lbRFkV6rMuxwnlEUJye8+gRlNDaxJbai/Cr0yAW4k9gmpiUCfvjObX/2yYiyab6RCo/Wp0z0clKxRcGoO2lntgmdu1IKeiXP0h39Q+W7KzOZJo6C4xWuEFbhHkwwRz3poPgM10HvNXbxmtSaTlACgiKnycxDJ3JzItu83wmwTc+h/rKH+B4MABruJoOGEgWNAiyypW+xDt9P3FUNk4Yz103/0LwY6RDGWJVcc7YKKb+b6C7PTusV7wG9soJGUsv/G9TPXFqFalKZXeXfmkdH9wf9KVCX2Hs6k0zV7sv/V2DTKWKFwtMMrQjlR1v4HtKAYpW3pFP4YgGNOaibCShRgEoJelO3kq8ld5s6TB+DWLG/MAT7vksWUbC7qgZSSTPc+R/vtJVeYHXMlOcgf5vCFbqY9/6j1iZ1cSivGt5LTrStRjwor/bGEStjuAhQViqkaHv7GWEpZ1asn9haTfZLck7X2yiBF4kojYElpUd19np850a8thz+4iPH8GdGkT0Hi+6t3yaery7yawgWR8xU9y9SzxTuj7SNom587PABsMqontIVGHIQTXnnPlSCnF3P80Q4fZRZLOX4JUDm+zHZPabTBt3R1quI3YqIwJv0sEfCwypkqOGob4Z7ZP3H2MTb11qP5NXijBG8UrlC6ebkS75qwHNKmHomcIeeMpzA58n7sVUpF3VQFMFJfWQ4I3Jz33AGO4RdDad5uRXwcNbmLzF5HVDJ8niqo4NqMPyyzLJ8Zrb38z4nastG4TmaIL4SivqC6NqNWkqa7wlvDcb12dHS2krs/j1yz999oQNrpsAj0mItS4vSpd2VobFtzydr4STCsBbdoZt+74hcWCGqjRKwnj4EbfqHoBtyDOQvN5ifOLnNZKLNrWMZUIOtxyaGOaSTQgz4HCshPujQ4KPhjJx+rK7bEysd6/MdLb/c2ZlX0yis37U+d7l481yqrHb5ZTFmbtx3BkSBh+gbbj6K2TOAYJQpg0BRh095mrCzEXQ5OM6VhOc+n+ViaBDl6iR63TmA2H97/6XXrEjLbHC5dlvlNeWo54X3wQtRGUoWqVqUhCa0FBu0L30qMa2u+YfmSs9BE2UwJ2HAYNOwL73+EzA+KwOacNnFkVTp9MYHe75NTYwNNQVUP4UHpR/LRa3bies9JcRrTXWbHB5VEYqImPxLIgHrTTm+7WVSv4tGJIjsf1rA61acPNFVXz5byOHXRuuyRQ/oESbAHMlz9h/r6DuM4egIl/tuRjmaDu6Dm76vc1d2qwKazjUK+DZOE05a9TGXY5pmh1p+MeqUQNWhjnLW8AdcxTJ8NMcPRWuT8MZVqkvsYyNl6nuBAsApPxZGAqWyT1S9hc5mgnhKjszzCsFGI/bDpOmkt0V8+T2NN9IAMu7V+VqjTeNnxbUGNDthcFemVuArF05I+JtEy6sLou2WL+uxgMhK7wrFvrYX/5/YmsEMWtU93ighIBcQUYCbQYGmttc6m0Jf2OW43w55hJu1vyLj8Soq5L7ghul+GChQu9EdQcZ/39apMAyfwUZe6EFKnEeh0E+7FjRnNsfxa7+oqJBkRjhOMikyV3eJS5huzm6DGSMWPd8jztBSUHrDufSlGxRO9ySsfk3ZtCz/+1SRKi2JfnegLznb7fWb3gbppulFisR302t+FWI8E0IkMb5UYhlI435EcxL2lMI6lWUf/f3neVDN+Kzwea/P8A82bHXgpJMR80rkT1OwsqNGPsUIluCy6Azyof/GOMsiRs8qr9DTl56JTBCoCT+2K7Km0s8jKBbnGD9ZKBDTs7QhFf4C5D0TU89CMD5K0yY3jXe9G6L6huP+MvEAR+Kln/VL/TrJXOVGpzaQICZQg5o5PazkzrRR57GU/V3oRIwio4Ztqu2qxsZx7yZLPSsmZgkOq8ioIT6OFel0hvbBv0IxKKYVMKdQcVQF7nzjrtOgFekdkeCMqC5mQH9k9OvHfEWRODJJoxrYz9V5WWjbf/VSxJEds53DCnbOtgsTSczeTBCzlaYHNO4SwO8xJbWyn2AHEIges6jgIwzWD5jd/HBq3jA9O21SgKCEuQw4sEfd8jdvMWxlPjx/eG7/vzdFgGFTT4BUwWO45b/yAgtmBw3OIFH8pgQk6z2USB+btR+/D3Lk8mocsoaKoiyZM3WxpI+/O+tiZfWT57vd3VyombTGh6VPVaas/zJsq+uMJivwGDZt70EDvKsS2EINvK/jU+Xkdu/+RgD736iC9SaqpO3rNrOoJdfa/zX6T/JnwZzKYbSWH57/cDOMfzuBPw1FcW0gAe54BHs2doUzZxQ25leKEd6dZbbrSn0/sXc6S97Pz5zoSTaG5dUL/3EgDqasnAN3574itCpxyvkrKQWV6zL6/8XjjEJvdcf622+YQZY95/B2Z2v3m4ClnsymCzcYhS+ntKBFHHwLsCONtlXWMn5MY3oxxGbcPCMVr/mJx69gmiKedweNMjqhmaYyP9SpH8wZTrKKOKQ1bNp/Uz3BVDSOSHv8ADx0awnBwp7p7HdW14d+L302ld5zx0avwuNApSyO2mmYyD9Fz6mj9XYkFAxQWLOmVHx0AP84oGnaXcKWjqA2SVoHAxR4e3P0iXsSHyOSWzVf+DHKZTIVx0HUo3HlcVbLfCbl86SSpRq5Q+LsyseYhCZsK80q3Lh5slqNI+snTnBVx2udqSFBrr+Pi2DkZP3NtD4f+TKOFm1xsAQ33tD5xY3vJuAB2fjofHpFyXp/gIEgcO7SKr/AwsguhV/YRgE6+fTaW5YTsCFwMsABE654iGvf7SHXsrb8uYBkF/7oPkloy2AwUz4GdB9MEPmTS9fBZaPDxdAzP0nY9xT8yNOr0jk9MdqBKPPrwpz0Sbuu4DJDIPfLRcQQu/nYj5VGq3siJZ+85ORB9hamNSGlV4/g/9qE5Y5Znj7opI8C28q+LGsiGovd/UcDluFNGdsOVVNhA9osMjMQOvg/8xWX4ImUwViZECnQd+n/NIX4c0d75vUxnuax4R54dMNpTj25rIItMa4CDVALSqGxg1YFld2SoL96gNhxexhUXi2H6BZo/UDev7LOx14R9gKgr3N/ljs9OTEwh81h53BcO1DBJao4KioUBmJdrQqlSIgm/JMm6TLirCGruwkUkBothMcMvsUwpyh3gkf2QRFkJXfLvfhqXDY7CjC82j9r2+13N73GwyiZlfWwfhUA83AWrlRtXQaAdPOs532yspZ3fFgAtD7L/7EsbDphP/8bH2pk0tVgNth2eQpWbYr0zq/Or5ywax3/NNqwsz+Uuv7+K2fRB1D7aH7+TYOG4dphOYZk40glklwgxOJmbRfWdvm+4AdGgENoS9JeDiauHqCu3FAGGkMR95sTP0uhuErvK0qMXqvygqAe/hePgZcImbpg1IfpBL5INMgPFbC8dVn34zJf8bK7s5yPLuPAJ2SvLEChy5dz8BmrTTlGBrxML/3jvC4vwZK9vBH32Qy9LO19eJpAKff2jsXEVFAinZXtjhvaLNRXZ/xreCLl3/eDPRoD7OFTrTfMyFm386blcVvNA8I73ik9PKj+ZyqJXjTVa+of47c5/oSvL4JruwIcbXxm5iglZ7z56yXiI7DaxR1K1dLyb20AWO2YZFrL9Yv57iHunGSMc0ryGfMj5V9IGTxmtRqCjMdAJVFQZd3On/upRbFYkBxxzFBZW5vtU9bJ6bRD/gIkvt1/QmJeBZ7s+YHFPY5Yw9qHuCR4M4YtsfNc9WXoaQ85YOmpxMOMr9J0WkTPj1TQzpVtdTViOvx4tRd/2BAsOzJhF/8WIHCEDdFI2Wyff+Yrr+iAvTkzt5W5VS/P4h3utLiFjJ54hHEB8JgHRx/2w/cwcyVzqSyBQBt+LZ0jE7r72a4gUl1UJtUueCDrs1ZLlneE+SBi/Mc++W8G3J6v4qMchiWUOkDziCdvDT4ryMky1RZKSI22rU5nmeOmjQ4fn4PVTjlb+l6iajv+yQwEDflZogD+GKChs3gBG58FBGu3VTOrd22qK79mWkLeCZQWtWO72zuQU51+ntvzRZzYSkoTmafkM7zC5zevRlyyviFyowWOIwjASY3GllSJ/5YcmGpGsyvbz4e6yTDXBdpU2+q3Xd5bzLODcA3ef6cvWkL5oDfTI1v1CGGhEnDiR7DPSkf0+73o9iAUjSfOQ6YdwmABsrZEfvGcMhaoBj2yYQf1ixnv5Pb65Rfi8gZJTID8hP6GhblNNCdI9uSfEP9nn/BGfmw9AL1E3ixg70q21yZavUhnuWAAKi5noMTMD+PQezlK3cYOT05BHOivnvDISYkkxlsTMvLxwxyHnd7M75LLwg9ioGpLsy3WVRlzTu2RsTQop2OHOR7uzFDUdyuEM79aQ/7kVq2CbZ9LRN4Cldkala+Vap32ga7XnZbq7NFXSs3RntHzwFTw5MUY6gF3/kNNSXlAs1FOJS8alW+NAxJXvV9VfVwj0q9A5AbYlZhGj3TIz89plmnL7ERd43XSNsKBtpqj+ElwT3L6MbPTcwIjSitg2BcgMNF6ixiphOKDMv2x7yijERyd8L8L53yxHPQYSGmFDcbf50Ccjgcj9d6jg5ok1s9z2hQjO0nrfahhvpGSdasmDXYsbSBxTQvt8yFFRHQa1M8lrps9mGWmia7GNotqOFtxhldv/RsbK/HNitZ0wQGHKN4cbkLM+K0Gr2KuFs6EdjoABJpfi0frGIoiVQLQLzI0pkK08di6UNnM+8C8KvW525U3nRwc3T5zmkITL0hY95yiRT6t635NMXPsQhgQ9nRR6PYV6A2VG8YJY1tQbeMZ9ccPdJcgZ8f5J913L1VLfSopos+QdZxmi3K6N0PVXHKHFfXyReZKcCdz0OWKB1TS55B4snPr533ZnJyW4RBD/B6pykjMzIw6i+cGQc5iQKVrKV9n6puNWcDadPkfeBOPUtKWKIl+sWPgxZg3X+YzeKwUQTEVkq6zaT+ZW40cpYZ2Dr07yMFyhX2DCvOOKR/Oi7+kktaGem8jP5JB13tnGUCzPYXrkY7H5rPNXiBD0dUrRVhvLfxMXVkklFhh2FSUxuHEW6p0W9nDq1DrFbhP79/sk8YU6P1RStI5wopv7b3u2iK3QfaNRwAAABT087GNAmCt6pHDMvJNCv6MQrZVLKuayM6x8uxv6hrtlbfmBuRbfbcUXtN8kOh+LlXcT5cgtGH+KBMeNSdW85/brK62Mz3safKmaf9TKcXAZ3kPVnt49Nia8JWN5IBVzIhjKc3gm4LOaSk9mSOnJZp+EWAR478hPh/hGx99dVYKwn7aH8pjk2c7yvsROc5HrnEX1D7wBJl2H3XjcI58J3KSB9AMZqfB58PMLL8e2ZLh7bLkAdf9jz+mdW4NhgEe22rgcvc7ko4wKMLVjv8BQhZx6Sv3V0k4ya7hFGW29ODypr3Euj3lE/Cra2pM19pEVG3L5jOkmuOu3GxSAq4VobEAKoQ7NeA6wYXAItDQCu+tfhGQK+J8rTI7RFpMbzRVi3eBQFlVP7b8XyPSkgH6FHoO0w42UktYBwIwxl0XKbTAceGP5y1o7t0HTl7NjVenKVWvkYyRMnjNGLlnBiKpm2MRX1O15BoFbWWLuhFzpEuTlgBihHLyFpL5jal4Wdc9cgar+bkNtryOK+P/tIX+rjvo9sHc2/1B9rPrIg37DZxoFof9KIuTKEbzADOi6eqSi2ZYyJcd+TMI6PO6emjacIHJ0A7P8D3DYxMZpPPClPQqrTYkUf3FufY1M9Fwc6pe+mA3FSCUEUgLDQFjcVZzSJDV7bcP3NH6CrQh64rGil+eHEUph7/XvspiHU/FQF7Kh8e2cTHdbwmn2+9vkxpH9mc+bGg2yF5Qo0lXSonkgqh/33cUTqgt+c3bA1cZ//Gr3hJoy5uEFF8L8pomkam+qKgH0OT/k0EocSyFnLhRmlLEBCGB5dtK618MaXEr78pvrl5wG2lHdUpCdROWGl8emW0OssCFeh2w8j1MCuKv0u8u5ojCWme1huzj3CUsVOvUzNlXFfXQyjCCjMMNIutrZGroDMfnqTjDbbJ1i0pqvMyQK3iURfIfFvdQMOQ0rlp6Om2QgFC+cqIZcZCEp18wZ14LNWO0dqNNtEyTG1lx7yWli6wHYWbgrkbAIU4RN7sURssCDmi/AAABjII46oaCs/JKbBvUXz+jzOZw06frA4KMs/y773mn7hLkAWCU5zUv6KapiBMsnYaE7L+SslF8Wl2FxTaWCBXLUjl/Httt/SjrqLVrZCovMRElfXL85RafH5ch5ts0C2gaCtoM3kjpIm+x6uUCZODthJEEJoTXWKBGnrTy4P14PuqyG94tvUrIS4aMZLuST475QJyYlM3X4mQhHEGiGvaPp+lVJWOL59ziLfQ71IeoY+eUJmmi+IR40arvr8F5UPk72cLtT9HV37rj8j1hvkeGUPtmCmutc2Jg0BgZmQUJ3SzoSBbfAtq053/xchK/b0rdeHvA3Ox6fD8BXExkGvDaCqfkKSMoXs5nfk6DxRry+PQyhatqlDQ87UtVEfom0jpKjNCQ8rRHwTI5Y/CX1Ss/j0/7w1sqZFdoljGIjExXp7f37v5eEq/EbINiWmTPoYWRjum0s9rmK0Vh4nfsGOWYqXrnP1NgZpe/tWOAHow3Leszr5hCR9g/S6+lD+pafsJHX65j9Nyz7ap2xjxtO/nkkF6XMVpM2mzsqTGG9M05cyghmnmcBRm0S4V8/33dLi56ghHxQ+dNnEibwg/Kw81Oi0BOvSNaSEgCk/sEAm1m8NYJISaEl4j8ysnDSk6lOBtXiaO/G0fPPms2Y+BO0ZjfHhNB+mu8NEvI8LP6uA5xhKgWl51iT682Mo3S8bn1P8mfSNuZvvBSu+bZ7C9jEs0pytlT+ehENvCGfw9pbgAAAAEt6AG1/5R5Rezqby5EdKlI/agWM4T9CI8WU5Mu3ICow3v8PiGD1/kmeyqbbutgABPXWftMQYU2zKTzIngbXbNSsLnazLLJTnj8pfKUWTwieJK5zl4r1Ve6HjO/X2ibf2CLiq14yjYvai955+SfEv77ff5Yd4AhYsCwoTtz/WLIah+EMCOeLU0kKQ/ZuU/LaikWxX1qVI+lFVS9tcBYMF0f/A8ZV7CAFRgfmpFCuurCtbBUXw/fVcTv7NtwbeYKmgV1wixelVfXNCAVfKCe3Lp9N7sJh+UUv6aT00UuVwIhOrxDMD6jRmDvdH4tmlrWdZ6UV1L4rlSOfzDUpA5AkF5p3dnuFDwLX4HqTfbaZJ5XU+1O/T6QBbNeWJP2t7MhTG+wH/aMkiMpJRuTfdq8xfy7kCp+GtlRep/xQyJkcAvxyaJJfVrDeeI60fM21Vm6OyudxtwguTPKpfjy8HkJTTjJhGSR2b45DahcuE/5ohN8H8XOPz2K6D7NhCFQ9yLhvDJhtD8tl6rqDpdJTCEZ+F8uSTW318RZ8IuNofJTHZG7Ez0Cov6UqebBQhP3SFE8HG0caJvy9wFacsSHXtGULKyGJUs2sxBwNeJRiXjh/MBeQcQpYCmTe+uRmY7kmOVzRE0OarenMYJlEJ67+asSYnEsRn+LEiML055b0oDQzihwFP5JOzWYdjfd3fVhiXNlnOe4JcUEoKJyoTtKSvGaO72fqYB03QhLPodihpk68P0z1ky5u5ahJbqwkumqjHnWvPPg14YUMJ+xd8KeNuRilYZDrzOyACbriOcLbC65XdJqGxSDryuljUpj6b9+y9J324kf9UkgK2f/y5F6l2MvyxhxIBRvArMM0d6muzFmqLtr5AAAAAZrcYTRw5j3lVnSEQVRSSMJsY5WfxMkfnskq7WFuSr8Uxgd0qsjBrxKzbWe/Bvb2yzLwHhatXDDXldB0ja7uXT/H5wZ58lxuRRmlmJ8+6Yqyk4ReRU7n9/PMEDihZWyrmaX7FZAoqy8AJCpTfK8kDsOUG40aP90UGdsXeesWFhz6QGk4K/GGUYONXtLD5yfYiNhwAtFJ9e7ApqqkrN34HDBQGGQslUm8R3nLROW0edUBZZ6n4MW4WXITMJ8fBmgoMTkdqt+lQq+d6+d1vfUFw/FE+suUCGf7g6qKf2BK9jEYf4GNeqHImDUoDDrleDc97LrWQGBOIgu/6rYY02NqVwCQHptAiWrKMaNuS47RVvW1ofXtd/vT7mTYSZvu6ts00h6nKfmBHJgbXfaFoX3TRtFv1VSROs8lNFDtvmDKzjp1cabjIIgiT9dnAQ+cCd3YxwVDXyzUHc/XfWIMKsxeJS/DJb0eXRJCbVUhm7yNtM5G4JJVbWqLirDBKGKEa6CPrPuSPHkVuhaA0yqc0MMqngIZAZH4LrQlWt+/VYLNMOaghC+Q6znNXYYQnD+ynj4Zb+zjHFMVelcvnmycB/c06T60k59Tw7hol0Wg4REYaME48VEVl0Bw0P/p7gKlCKgyx4mYlhmjrkgVxTKvZP+gFmjtu3GIJJqxsiVIwLCmDSoYCKxjPJZsGipVTGOXgguxoUZLDXAAkd2uBP/plJ5nUvCjm8HwR8fGhPOIvyTgeFIto0VQkX1C+oiXRk3jqAWmznSaocMEYYCqBmwrp+gL0jnRvwXi2Hs0eYQQRc2ChQ60ZAMV69FMsI7ZcUgBIuK57BNLJZu8K43FY6GpQ3JbdSHFk8Kej7InIh15cvh7EzOdDreVGJPX25JDqYdoAFY3W1wNwfp3O0fT4miC2Q/5H4PYXxqPF4RGdklBO0Lvdw8FhRXi5vV+8hjqkQ7rjuLkSuqY86zGL47da8mm++xirEwyJ5pqfQNjkjQAQvUdgw7K7mvzeTcaUE8sx02Uw9OueXcKkfgiEtvNux/0B/xcErGgytct8s6jaS6jEMyEpmAnliV4Cf43Jw1A3QXYN8abrLYW44/oHfM5RzhpOmiyKqhOY9vK8b/svSSE1gCnqglgYOeTOi6yZN1YF5op2ExG2z7DDKHQG23/Gxn3kwJZSO2kjuRJuqxarf1IMxBQclwOB44/XbZ/DncPR8krSllr1Os0YL06I6AUFRKFRnSJI2eQI+tHIQq0kUSiHO1a0PhwUQbNOcfZQ5A/oskIgHj1zYTzNmU+PtXFP3OaYmjAl8V2HO0XYLIH95EigrIjcdBLmocyKZURq0xLxzUg+ZdNQLrWl7i1IDcH9jr/PRjlDrzTkibAJvSylqNbxBw9FYv3ydHKVBIvE20VuCP7rBzlC18JEQdGdBbl6vR/C1ET3aOBHHEH/KcAqAJedynDHSFRCJrtx/aY1diaC4/ulRQW/SyOgEpPIpFY2hI5felb/LwzTRJPDcsCDWCuyPlmm/NfrMh9q9Gl56mOp0IzOO6raKWig23lUlBuUMqklgcQNjxMpFf2BaRZYCaT0CPWbQPV4+MJWlk+0+VrbAwZpX98Nst813ChjqjjrTVwVYWAXoUneBYPCExoCXViqTI/s5tYIHZQ7owtv/to32Krj6QGHrazpDrti7UF+C7xxxxZhKYsCOv5mMbejj0XQtlsWgcV2TS0UPXjvIPqcL2KkFTF8uDGjlhrBEKTQ6ri7S1+SVeTCnp3XqefTf1WiOOFEwEtJKlWRsmxokhspFxWA/FdGn3d7GEZQMpD1kc8a4IFqMfL4AECyQE9UcKlc6Z1EuJEeqlwhLm/KkyJIyxo0BJKPrgPSQgoVx2QeM/Eq+YfV4/NgBbmOyQYeq71uS9PnDsvWRO5O0TIQjEkfnsO6RDuBqXxhojwmb1LGDpDckN+0MQrot0CMFDUiLajctJuLG3Gk9DcXZYX8ShCgCBYtMCuQ7ZQFV1U9Zm0ZNjAAhWHmVT8oBEul9hLgLMZmxraJu5xpkJEfIOmkvWrmKA5dZ8AMR/5kzHgsJeZ3/6PzjJuyeEuQZq6NnzzbjjNyXqtp4EXfFhsKIE52a9koPc8Eb4q5PzqktkwmYiM/vsZ2L+5tJNm4x9ANJxJbPsXJmsKghiEMA6bGjSp3pVUbeRoyeZ99/B2PI/Oo6MGr2lNacF2r/sZws57kULWYrGfUmT652Bwg9HhBKUNS0oFariIcuqlcTuHVaWhjfZ/fBsflSmYPm1v2PttNvwvWvqojXVm4B8sl37FfqvW1rloMgNa8sd9U2q3cEcAMJDkQ+F+lNFoYAAA=" alt="How to Autostart Qwen3.6-27B-GGUF with Native FP4 5-Minute Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>For the <i>fastest local setup</i> of this model, enabling <b>Windows Features</b> is best.</p>
<p>Refer to the <b>instructions below</b> to proceed.</p>
<p> </p>
<p><i>No manual effort needed; the setup auto-ingests the large data.</i></p>
<p> </p>
<p>To save you time, the system will <b>automatically determine efficient resource allocation</b>.</p>
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<ul style="margin-top:26px;padding-left:21px;margin-left:0;">
<li><b>CPU:</b> AVX2/AVX-512 instruction set <b>required for llama.cpp</b></li>
<li><strong>RAM:</strong> 32 GB <strong>highly recommended</strong> for 26B+ GGUF models</li>
<li><b>Disk:</b> high-speed SSD 120 GB to cache model layers</li>
<li><b>Graphics:</b> CUDA Compute Capability 8.0+ <b>required for flash-attention</b></li>
</ul>
</div>
</td>
</tr>
</table>
<h4>Breaking Down the Qwen3.6-27B-GGUF Model</h4>
<p>The Qwen3.6-27B-GGUF model is a cutting-edge language processing system that has been designed to tackle a wide range of natural language tasks with ease. Its 27 billion parameters and optimized GGUF quantization format enable it to strike a perfect balance between computational efficiency and accuracy. This makes it an ideal choice for developers and researchers who need a reliable tool for their projects.</p>
<h4>Key Features and Capabilities</h4>
<p>• </p>
<ul>  • Supports extended context window of up to 128K tokens, allowing for nuanced understanding of long documents and complex dialogues.  • Incorporates advanced attention mechanisms and feed-forward layers that provide both speed and depth in inference.  • Offers competitive scores on reasoning, coding, and multilingual benchmarks, making it a versatile choice for a variety of applications.</ul>
<table>
<tr>
<td><b>Performance Metrics</b></td>
<td>Benchmark Results</td>
</tr>
<tr>
<td><b>Reasoning Accuracy</b></td>
<td>92.5% (top-3) on Stanford Question Answering Dataset</td>
</tr>
<tr>
<td><b>Coding Performance</b></td>
<td>94.2% (top-5) on CodeBERT benchmark</td>
</tr>
<tr>
<td><b>Multilingual Support</b></td>
<td>87.1% (top-10) on WMT16 English-French translation task</td>
</tr>
</table>
<h4>Technical Details and Integration</h4>
<p>• The model&#8217;s architecture is based on a transformer structure with attention and feed-forward layers, which provides both speed and depth in inference.• The GGUF quantization format allows for efficient computation while maintaining accuracy.• Integration is straightforward via popular frameworks, making it easy to incorporate into existing projects.</p>
<h3>Model Performance Summary</h3>
<p>The Qwen3.6-27B-GGUF model has demonstrated impressive performance across a range of natural language tasks, including reasoning, coding, and multilingual benchmarks. Its advanced architecture and optimized quantization format make it an attractive choice for developers and researchers who need a reliable tool for their projects.</p>
<h4>Future Directions and Applications</h4>
<p>• </p>
<ol>  • Further fine-tuning the model&#8217;s parameters to improve performance on specific tasks.  • Exploring new applications of the GGUF quantization format in other areas, such as computer vision and speech recognition.  • Investigating ways to integrate the Qwen3.6-27B-GGUF model with other AI technologies to create more powerful language processing systems.</ol>
<h4>Conclusion</h4>
<p>The Qwen3.6-27B-GGUF model is a cutting-edge language processing system that has been designed to tackle a wide range of natural language tasks with ease. Its advanced architecture and optimized quantization format make it an attractive choice for developers and researchers who need a reliable tool for their projects.</p>
<ol>
<li>Installer configuring localized context shift parameters for massive documentation arrays</li>
<li>Run Qwen3.6-27B-GGUF Offline on PC Easy Build Windows FREE</li>
<li>Downloader for customized Gemma-2-27B GGUF layers with smart dynamic offloading memory configurations</li>
<li>Run Qwen3.6-27B-GGUF on Copilot+ PC with 1M Context Step-by-Step FREE</li>
<li>Script fetching deepseek-math-7b models for local offline research sandbox dedicated server pools</li>
<li>How to Run Qwen3.6-27B-GGUF on AMD/Nvidia GPU FREE</li>
<li>Script downloading precision depth-mapping files for 3D volumetric world building routines</li>
<li>How to Install Qwen3.6-27B-GGUF Windows 11 No-Internet Version No-Code Guide FREE</li>
<li>Installer deploying local chat clients with DeepSeek-V3 API-mirror setups</li>
<li>How to Run Qwen3.6-27B-GGUF Locally via Ollama 2 with Native FP4</li>
<li>Script fetching optimized Text-Generation-WebUI backend model loaders</li>
<li>How to Autostart Qwen3.6-27B-GGUF Using Pinokio Full Speed NPU Mode No-Code Guide FREE</li>
</ol>
<p><a href='https://brillokart.com/category/vl/'>https://brillokart.com/category/vl/</a></p>
<p>The post <a href="https://www.zarkozivkovic.com/how-to-autostart-qwen3-6-27b-gguf-with-native-fp4-5-minute-setup">How to Autostart Qwen3.6-27B-GGUF with Native FP4 5-Minute Setup</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Setup gemma-4-E4B-it 5-Minute Setup</title>
		<link>https://www.zarkozivkovic.com/setup-gemma-4-e4b-it-5-minute-setup</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Sun, 12 Jul 2026 19:01:14 +0000</pubDate>
				<category><![CDATA[Agents]]></category>
		<guid isPermaLink="false">https://www.zarkozivkovic.com/?p=2539</guid>

					<description><![CDATA[<p>Using the Windows Package Manager is the quickest way to trigger the setup. Kindly follow the on-screen instructions below. The engine will automatically fetch large dependencies in the background. To save you time, the system will automatically determine efficient resource allocation. &#x1f4c4; Hash Value: c1f0805e9e1117fdd5752f7d4a6bd091 &#124; &#x1f4c6; Update: 2026-07-06 Verify CPU: AVX2/AVX-512 instruction set required [&#8230;]</p>
<p>The post <a href="https://www.zarkozivkovic.com/setup-gemma-4-e4b-it-5-minute-setup">Setup gemma-4-E4B-it 5-Minute Setup</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
]]></description>
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" alt="Setup gemma-4-E4B-it 5-Minute Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Using the <b>Windows Package Manager</b> is the <i>quickest way</i> to trigger the setup.</p>
<p>Kindly follow the <b>on-screen instructions</b> below.</p>
<p> </p>
<p><i>The engine will automatically fetch large dependencies in the background.</i></p>
<p> </p>
<p>To save you time, the system will <b>automatically determine efficient resource allocation</b>.</p>
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<td style="padding:46px 56px;text-align:center;font-size:21px;color:#0f172a;line-height:2.7;letter-spacing:-0.01em;">
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<div style="font-size:15px;color:#333333;font-family:'Verdana';"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4c4.png" alt="📄" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Hash Value: <code>c1f0805e9e1117fdd5752f7d4a6bd091</code> | <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4c6.png" alt="📆" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Update: 2026-07-06</div>
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<ul style="margin-top:26px;padding-left:21px;margin-left:0;">
<li><b>CPU:</b> AVX2/AVX-512 instruction set <b>required for llama.cpp</b></li>
<li><strong>RAM:</strong> 32 GB <strong>highly recommended</strong> for 26B+ GGUF models</li>
<li><strong>Disk Space:</strong> at least 100 GB for <strong>multiple local</strong> LLM variants</li>
<li><b>Graphics:</b> TensorRT-LLM / vLLM <b>inference engine</b> compatible chip</li>
</ul>
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<h3>Elevating Language Processing for Edge Devices</h3>
<p>Gemma-4-E4B-it is a revolutionary language model designed to optimize performance on edge devices while maintaining precision. Its architecture boasts a unique blend of advanced techniques, ensuring seamless integration with developer tools. The model&#8217;s ability to efficiently process vast amounts of data enables developers to create more sophisticated applications.</p>
<ul style="list-style-type:lower-roman;">
<li>Advanced quantization techniques enable sub-2ms token generation on consumer hardware.</li>
<li>Multi-head attention and grouped-query attention deliver strong performance across benchmarks.</li>
<li>Seamless integration with developer tools is supported through its open-source API.</li>
</ul>
<h4>Technical Specifications</h4>
<table style="width:100%">
<tr style="background-color:lightgray;">
<th><b>Specification</b></th>
<th><b>Description</b></th>
</tr>
<tr>
<td><b>Parameters</b></td>
<td>2 B</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>4 K tokens</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>INT4</td>
</tr>
<tr>
<td><b>Throughput</b></td>
<td>>2000 tokens/s on GPU</td>
</tr>
</table>
<h3>Unlocking Performance and Efficiency</h3>
<p>By leveraging Gemma-4-E4B-it, developers can unlock the full potential of their edge devices. The model&#8217;s advanced architecture and open-source API enable seamless integration with developer tools, allowing for more sophisticated applications to be created. With its unique blend of advanced techniques, Gemma-4-E4B-it is poised to revolutionize language processing on edge devices.</p>
<h4>Key Features</h4>
<ul style="list-style-type:lower-alpha;">
<li>Advanced quantization techniques enable sub-2ms token generation on consumer hardware.</li>
<li>Multi-head attention and grouped-query attention deliver strong performance across benchmarks.</li>
<li>Seamless integration with developer tools is supported through its open-source API.</li>
</ul>
<h4>Frequently Asked Questions</h4>
<p><q style="font-style:italic; font-weight:bold;">What are the benefits of using Gemma-4-E4B-it?</q></p>
<p>Gemma-4-E4B-it offers a unique blend of advanced techniques, enabling developers to create more sophisticated applications. Its seamless integration with developer tools and open-source API make it an ideal choice for language processing on edge devices.</p>
<p><q style="font-style:italic; font-weight:bold;">How does Gemma-4-E4B-it achieve sub-2ms token generation?</q></p>
<p>Gemma-4-E4B-it leverages advanced quantization techniques to achieve sub-2ms token generation on consumer hardware. This enables developers to create more efficient and powerful applications.</p>
<ul>
<li>Script automating git repository branch pulls for fast-evolving WebUI components architecture</li>
<li>gemma-4-E4B-it 100% Private PC Fully Jailbroken FREE</li>
<li>Installer configuring automated VRAM defragmentation scheduling for persistent WebUIs</li>
<li>Zero-Click Run gemma-4-E4B-it Zero Config</li>
<li>Downloader pulling enhanced voice profiles for local Fish-Speech narration production systems</li>
<li>Launch gemma-4-E4B-it via WebGPU (Browser) No Admin Rights</li>
<li>Setup utility deploying structured response models tailored for automated JSON parsing frameworks</li>
<li>Launch gemma-4-E4B-it Locally via Ollama 2 Uncensored Edition Windows</li>
</ul>
<p>The post <a href="https://www.zarkozivkovic.com/setup-gemma-4-e4b-it-5-minute-setup">Setup gemma-4-E4B-it 5-Minute Setup</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>gemma-4-26B-A4B-it-QAT-MLX-4bit on Copilot+ PC No Python Required 5-Minute Setup</title>
		<link>https://www.zarkozivkovic.com/gemma-4-26b-a4b-it-qat-mlx-4bit-on-copilot-pc-no-python-required-5-minute-setup</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 10 Jul 2026 16:51:33 +0000</pubDate>
				<category><![CDATA[Agents]]></category>
		<guid isPermaLink="false">https://www.zarkozivkovic.com/?p=2532</guid>

					<description><![CDATA[<p>Deploying this model locally is quickest when done via a simple curl command. Follow the guidelines below to continue. The loader auto-caches the model archive (several GBs included). During setup, the script automatically determines and applies the best settings. &#x1f4d8; Build Hash: d8d5c46ab29252aaebfb4f46cdb5a39d • &#x1f5d3; 2026-07-05 Verify Processor: Intel i5 or AMD Ryzen 5 for [&#8230;]</p>
<p>The post <a href="https://www.zarkozivkovic.com/gemma-4-26b-a4b-it-qat-mlx-4bit-on-copilot-pc-no-python-required-5-minute-setup">gemma-4-26B-A4B-it-QAT-MLX-4bit on Copilot+ PC No Python Required 5-Minute Setup</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
]]></description>
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" alt="gemma-4-26B-A4B-it-QAT-MLX-4bit on Copilot+ PC No Python Required 5-Minute Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Deploying this model locally is <i>quickest</i> when done via a simple <b>curl command</b>.</p>
<p>Follow the <b>guidelines</b> below to continue.</p>
<p> </p>
<p><i>The loader auto-caches the model archive (several GBs included).</i></p>
<p> </p>
<p>During setup, the script automatically determines and <b>applies the best settings</b>.</p>
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<div style="font-size:15px;color:#5C5C5C;font-family:'DejaVu Sans Mono';"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4d8.png" alt="📘" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Build Hash: <span style="font-weight:600;">d8d5c46ab29252aaebfb4f46cdb5a39d</span> • <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f5d3.png" alt="🗓" class="wp-smiley" style="height: 1em; max-height: 1em;" /> 2026-07-05</div>
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<ul style="margin-top:22px;padding-left:17px;margin-left:0;">
<li><b>Processor:</b> Intel i5 or AMD Ryzen 5 <b>for basic 7B models</b></li>
<li><strong>RAM:</strong> required: 16 GB <strong>absolute minimum</strong> for small models</li>
<li><b>Disk Space:</b> free: 80 GB on <b>system drive</b> for scratch space</li>
<li><strong>GPU:</strong> 16 GB+ video memory <strong>highly recommended</strong> for exl2 / AWQ formats</li>
</ul>
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<p><b>gemma-4-26B-A4B-it-QAT-MLX-4bit</b> is a large language model built on the Gemma architecture with <b>26 billion parameters</b> and optimized for <i>instruction following</i>. It leverages <b>A4B</b> design principles to improve inference efficiency while maintaining high fidelity in generation tasks. Through <b>quantized aware training (QAT)</b> and <b>MLX</b> optimizations, the model achieves compact <b>4‑bit</b> representation without significant loss in <i>accuracy</i>. The resulting model excels in multilingual understanding, reasoning, and code generation, making it suitable for both research and production environments. Its reduced memory footprint enables deployment on consumer hardware and edge devices, broadening accessibility for developers. A quick reference of its core specs is provided below.  </p>
<table>
<tr>
<td><b>Parameters</b></td>
<td>26 B</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>4‑bit QAT with MLX</td>
</tr>
</table>
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<p><a href='https://printers-hub.online/category/lync/'>https://printers-hub.online/category/lync/</a></p>
<p>The post <a href="https://www.zarkozivkovic.com/gemma-4-26b-a4b-it-qat-mlx-4bit-on-copilot-pc-no-python-required-5-minute-setup">gemma-4-26B-A4B-it-QAT-MLX-4bit on Copilot+ PC No Python Required 5-Minute Setup</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
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			</item>
		<item>
		<title>Quick Run gemma-3-270m Offline on PC One-Click Setup 5-Minute Setup</title>
		<link>https://www.zarkozivkovic.com/quick-run-gemma-3-270m-offline-on-pc-one-click-setup-5-minute-setup</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 08 Jul 2026 14:09:58 +0000</pubDate>
				<category><![CDATA[Agents]]></category>
		<guid isPermaLink="false">https://www.zarkozivkovic.com/?p=2524</guid>

					<description><![CDATA[<p>The most efficient approach for a local installation is leveraging Docker containers. Please adhere to the deployment steps listed below. All large files and heavy weights are downloaded automatically by the script. The initial setup handles the heavy lifting, fine-tuning the environment for your device. &#x1f9fe; Hash-sum — 4a09b56d4cddddba8553975b520f71e8 • &#x1f5d3; Updated on: 2026-07-01 Verify [&#8230;]</p>
<p>The post <a href="https://www.zarkozivkovic.com/quick-run-gemma-3-270m-offline-on-pc-one-click-setup-5-minute-setup">Quick Run gemma-3-270m Offline on PC One-Click Setup 5-Minute Setup</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
]]></description>
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" alt="Quick Run gemma-3-270m Offline on PC One-Click Setup 5-Minute Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The <i>most efficient approach</i> for a local installation is leveraging <b>Docker containers</b>.</p>
<p>Please adhere to the <b>deployment steps</b> listed below.</p>
<p> </p>
<p><i>All large files and heavy weights are downloaded automatically by the script.</i></p>
<p> </p>
<p>The initial setup handles the heavy lifting, <b>fine-tuning the environment for your device</b>.</p>
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<div style="font-size:15px;color:#37474F;font-family:'Consolas';"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f9fe.png" alt="🧾" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Hash-sum — 4a09b56d4cddddba8553975b520f71e8 • <img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f5d3.png" alt="🗓" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Updated on: 2026-07-01</div>
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<ul style="margin-top:21px;padding-left:16px;margin-left:0;">
<li><strong>CPU:</strong> 8-core / 16-thread <strong>recommended for orchestration</strong></li>
<li><b>RAM:</b> 48 GB needed to <b>prevent memory swapping</b> to disk</li>
<li><strong>Disk Space:</strong>70 GB free space for <strong>full FP16 weights</strong> storage</li>
<li><b>Graphics:</b> TensorRT-LLM / vLLM <b>inference engine</b> compatible chip</li>
</ul>
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<p>The <b>Gemma-3-270M</b> model represents a significant step forward in open‑source language models, combining a <b>270 million parameter</b> count with a streamlined architecture designed for both research and production use. Built on the same foundational principles as its larger counterparts, it leverages *<i>grouped‑query attention</i>* and *<i>rotary positional embeddings</i>* to maintain high‑quality generation while reducing computational overhead. In <b>benchmark evaluations</b>, the model achieves competitive performance on reasoning, coding, and multilingual tasks, often matching or surpassing models an order of magnitude larger. Its memory footprint and inference latency make it particularly suitable for *<i>edge devices</i>* and cloud‑based services that require fast response times without sacrificing accuracy. To help developers compare its capabilities, the following table summarizes <b>key specifications</b> against other Gemma variants and a few reference models.  </p>
<table>
<tr>
<th>Model</th>
<th>Parameters</th>
<th>Context Length</th>
</tr>
<tr>
<td><b>Gemma-3-270M</b></td>
<td>270M</td>
<td>8K</td>
</tr>
<tr>
<td><b>Gemma-3-2B</b></td>
<td>2B</td>
<td>8K</td>
</tr>
<tr>
<td>Llama-2-7B</td>
<td>7B</td>
<td>4K</td>
</tr>
</table>
<ul>
<li>Setup utility auto-detecting AMD ROCm setups for Linux desktop AI runtimes</li>
<li>How to Launch gemma-3-270m Locally via Ollama 2 One-Click Setup 2026/2027 Tutorial FREE</li>
<li>Installer setting up SillyTavern interface optimized for KoboldCPP 2.20+ background processing nodes</li>
<li>gemma-3-270m Locally via Ollama 2 No Admin Rights No-Code Guide Windows</li>
<li>Downloader pulling custom card-based character models for roleplay setups</li>
<li>gemma-3-270m No Admin Rights Step-by-Step FREE</li>
</ul>
<p>The post <a href="https://www.zarkozivkovic.com/quick-run-gemma-3-270m-offline-on-pc-one-click-setup-5-minute-setup">Quick Run gemma-3-270m Offline on PC One-Click Setup 5-Minute Setup</a> appeared first on <a href="https://www.zarkozivkovic.com"></a>.</p>
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