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		<title>Full Deployment tiny-random-OPTForCausalLM with Native FP4 Full Method Windows</title>
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					<description><![CDATA[If you want the fastest local installation for this model, use standard pip packages. Simply follow the directions outlined below. The engine will automatically fetch large dependencies in the background. Once launched, the wizard detects your specs to configure the model for maximum efficiency. 🔐 Hash sum: 57a1bb238718fcc38360163fe1416fa6 &#124; 📅 Last update: 2026-07-03 Verify CPU: [&#8230;]]]></description>
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KCYyUJdeb6Hh6zyyhn8Xi85AbSDUjW/CVIi37fo3oAxotHQW35y15xes/geFj1stnaLKiccR5pFc0Ht0X2XPhcg8JroxJbS5TcT8GoTTWU7zvddbKi29UTlr+bx0T8NFD2TVA3Q139iJii5Syj8bf0EaNKsJU8i+HhqfLKHPG8Bdx8nzAEkDxF3P4V8anXJMVzMcvCzDriUBiXTVOlFc1Bo+B5/8Fronz0xEKmgGbMQIIFyckGnt3Lvha110oL1iE6bnsRDdHukCwmhH6BCZ/xPXniL5kanqTH2vHIPTHGKpSmlEzwIF2GnaYWfKM4rIMae71C0llHOOyQEQ92RqGoP6hyejxmww1vaVAOBOpPsIfoziAoKZyC6Jj0jc1+4xcbiyhUUiCgSkdA/FWw7V35Lu66wJmOTdfFKzEmfkW5G9wSW3weulvh54BY5IC12o4oCrMpNqsuJ6F1OyEqv3l6x3RCXjaGxjmfhyWPp2jzKcJj6xDEOPdCNUzQNs7nABQ/z+k2UC6vCUHZTsg86/nDQq51RmkPG7ZzUjb/M7Ak8k2ELwkbEsCYa+LYwcAAZs89hYG5ZeFTOd8nfmVAkLYcE9FVJRYu9zASOS5WowgzNavU4+3rsfnhzkMwNfyEV950ccK98zFxUa4LxFGwBH9C0rox29zVRayAdeZCXuO3dmI4DxXe5hwPuR66AWeObaX1iCg6Dlw4rA5UHDAltC2fiUnPoc791xO2oqAL/hdyPhqoyGP+6cC8SOyIpROGewLzn+31t268KRDn1HzlDwW7um4r2dFDDdw8BPcTw+KetXfQwDVIIpAVycydILwdJ365IWpopmT8X7X0DVNYRruD6sNMqC6h803ykiXIgdcOH6UFjL/Sxe+U/dayoe19/hQo0Szo28TbawIwu1l+ZFPqGWcSXnh+FWBKPDCzL2DicJ6ulBKFJt8kD0n6laxPH4dR25Tssr2ZVMI4U9fkwu2Uuu2P62ueENV+ZLqLy67LrUwfgP0A04S4hNG+71O0D1w6oS9KJnQ57lrTMsHPgYXxMJq4YnLklSfZvdKsdyIks7l8K1XaDev2ZA8Nl0pIXvIr0k+N/MLUXsnybxQTNSC+3RYQJZxMtWfx/nVOaMmfMPX/t0/WBSfgphWkYoPoWVHGKKow69B6OqHTiv36C7s/0MWMlg7/09dU7udWWV2PJvYucPRAvwyPjhshsmm6bG0xQSxJlsl2lv66fxcmVuKE3i+dOReT9S0bj4cPYmmkHKsTwmrfbwlFbdOiEtsssfRvj/j5ujNU+vQW0op1Wxft8J2/SPGeOk7Q5y+5H99w1Jnp/h1bEJCovap3+/PdEv6Vbm7b0Am4neyfm96ks+hxI8GYjuM/5IE9kREUlTxzMytvx7clxmRuEVkcNIXQ4WYImpFyaHOddvnJNVxYRgodqba3XtSgwoGTrERBlf6CM+6kUZoXHUX66RpzxpINKbOAYhW9ZBTmiN2EKxcoY44w7pPDQyAn+6ACNL2d6+Mtygbcxms8LYAg+/mMMaCQTQNqnm4DLTxGgHT7yEa6txUVkafDD66ZwchE0SFW6BUULAOMXxN/kWgBmvwWAQC0Erh1c3oH95ao93jMI4bx48naINfg6IpTNQHC3T8F0mUtyOWMUZqgiLsT8AjABQnl6gdil1SwodNyTYrfqirHsN/OdZvjHMyoG9XqrRa7ZapvnC7XLIZljSnRK/7vMdzxYUZ2iSMIXkIrvhQAQGtjGUj2S5rNicaSSx7Zw9YYJYeHLXi88HOjC+xpVfHjcfP4gzdFi7aYEuszhxk3HVGLFHMuTYRbdPdsOa2f8oYswrpmJN7jc7P5jB/qZVOc4jXGYq3W6vRF4VxjLO8YEEIkqgEcfDZWoeDPp0kHIXLhcXRyXAi5DDbk9iz2g26WeYeYb8f3/lJpRYPQ0eAT4VkivEDD2gCFWbQ+GH2DKktAzv79FQkFeJuBaWjZ99Gcu9/vHETQ7C2SALGoLVnlknJyhPoUwMn89ZmD3F38wa+7urKsbmv7/+MvCFzL2zvyeR/PgSywiRaMCIbZY/4cYP7J7OZIQFYCyx6xpgJpoISk/4TlqhsNOIf4YIEmefHT3Xtb+sNokmPnm4W/NFdr+FnNBdLauVEk4pDFJnH0IAnHjmiao1IwxJTLPbYHUJ6wUXML8ePDccac9AX3yXGQEATTEPrkz9quq+Ss8ZHOY296G5Xpl1pMTrIkuriRoI09iZVNeElFQYMKhHyBKsb3sRhNVxrBt7flCC7LzCfIj2FTy/bil/XoprcRsoUe6QQKyx03AbTiuYMuqQ5/vm/delsHUN0Qa5reVgPMVy4CaVX0qRPq0M852eOwxA7I97Azoyeta7x3y8+i3OhtPAprqYzRISNwcjcqjOmot4jo2G9u3aRWV3LOcu0Z7ElywWPh8+8BJa4s1PqSkbNFCkk9mJNYUptt4BJ2aiQU1USMHKGftoM9IFLXlFFuKMUTCkAmu1C7lgZU6cN3PwbhBz0bQt3bFhceiMPhg7MZrfLCedFIZIZostJSyA2WKLCrYONpxOaX/6JJD23Z0+WG7mlAAMghNdkXvXSFaAiNhPMh1i8kcotRrFMzff5SQo7CJCsNFfoMrUiNUGG8DnTQ/Riu5SjNioN4jH2KD2jn9N3tnIw1wsW2q9Lu1wd44oZwcvjPEJULYZ0CbcCoRj/4eD+F7/ho0PkooAh6cFCJKocBUvgX3WOH8kQutwdSCxxHE9srvtpg6Huae0Ynlzv53ZqPzEMwDwfaQZNyPuaurgEFGAEQIOKCu6xyA0J9yNaNrMki7gVBEcVJ+FiENyxXqBGZiOx2c9+2UfpF0/j8nEEY7t8gORqN00ll7Fm3GLQC9fon3TFBRZvpLVzKalXJDsv8gnb0YFvLpGlA9Xkcb7S7yrh7HB2DKzWjLh/I9WZnCItUMbDPEn836avlKaz5f295xpWruOz7zFQPekn50KezXHcyKln7Eq6vUT800Shyph5oyWD82+cxVEk+FLPbeFuSXf2vwl2EZgYA1LgIb9HaX+cCQumtjnW6/AdIGvefxuWbRYcTki2gIoQQAieFGM1Z9sFrh0Y83AWLz0LMofTkE6mPQAn019/tA4HoM/DI6YukoctwYOxiXqPLz0v9H1WxyqiVLE5WvpqzJeNeOjjZl8k3XEhXI469iCybeQSvzeqdzdZ3p8KVm2FKj9umRsMKFi3Dph0CrBinTxGEYyfSXJynRwR6iVKlVMe9ToSvfKcCqARQPUa8FT3ZqNsiNcoBsLhj94h0vuZPhVFRGNVRdlMDnqlapb97lHGbBzZLMpYRC6LRsLPcSM2NwxLLvBA1XjnNiV+IyML62QjS3ZgRu9aYMWGDWhEDBZclgNHS1az2abhXvTiT3u+VjudmjEkSgNj8ptFi7YKunWygNeAwvIiFDrIlF6AA+yDsQf3v9w9YNC5YT2ybKTt0/HS7yG50N4F57cC47lzFGfH/BBKMjO6kPxg5+HM4thrmPRCmwxH3I58sPxcok7PymMTAKBvpZzhZdjSqYe4M7GK/+ScCV0Mj/pGgs03lULtdQaxVWaqRakHwm8qdZDWQl0K2d+/1fFKEVYQYRHMVXf77l6G1KpD/dr+7MgrpmJx/2wghNXni5UhDTnqfmMVJz8PCND2HcMKQLNdVAre/66qmHZinK3YU7JJkrShtOkeruIEKOpB3JFqH/NDr/dGHHhccPtWvx2A9wiJfmkxexEe1RaqHvN94F4t+W7woA/gKCdSK7QsKfHuQZSzlzWXSxH23yEWKO9rV5skH84K9ikx4ZZ695lvhlBN8VV2IcoaIwYj12/mYiTzxCf3+JOe57ICohmAM6fl4HSHSqM+ai1I3zDiA4arn8DeWfsHCDTrKqdsMadoYQOGL9hDG8R8iXomULy3IMfLjFg1Aw9kVTZMyIPNK9Skqu6JFAaB2OS033e9CzDxpFJDjCDxRYz14GVX9zBWx9uA8yPc5T/5L1bYQt+hi9Wld0arz+BCFBhf2QJuKBz4qf6CaXSQyIpGQrBvN1v8oQK7j3aRLISOPUgi0d9S+VkVbN9PyvBRhAQyEGj3Iq94bsxk5nXT6VD1AW+lULf3KdIChht44DxUfxjQRwgj6vA5H/USL90qbIZQn8nqpmte31VJSB7fWgdwO17OH3dJKkpZ198fBxw9F7qDWwDuZ9teLk8qt2yYVT6tPYes44MEmcPQzuewzwLPwd6a7IBaBsK6BVdB8QtnydPuL51oF0qUl2St254QRjN/K1nP0vGT9XeuRV7wODIXBLV4juJK0TW087ReFBx11D3FUlKIPDgoqAWw83L34LJ7jl6Z99v8tM0p0rnF7k4xEELDwZLGQrDU8CxAKwICoTkCCpyW1CnVZKpKfYsER9Vui9RbPq8FB5m7ckWU9VCn1hA4jIjL7FnflgLlGAlBfGAbPUn2qGAwHA4PgFzmNfxpNIuV2nuwfMyf9lQ2uDXbb808eaoc1tgq196NTFMnkCdnGAbkzhmP/tjuh/XqSeh6s6i1XRsGFesk2KZKk4lB7OE2S8lPZelztVsNgk/aimWIYpA2ns0ZncGxRQpv9Ij/xkKl8GDwg89L2iE3Vhz4lLhi+aKMU2RXcqQl9YhLMRZxCqyL47QsXF+cr1ztYMyjrZCz7EtGTEnmksiTHqzO9Ky9smZDrozmmwzjBvrQHoYnHx84fOwu2EL29grjKedp0gi3Kd7bC80YVMB70x0b2UX7sOrR4aR/OpMMxeVALtRUY+dzQcLOOMstZ1uwU7QApEDU7d3aNxSKkTat9mWomqr0UEByp342qrofHfeGVzmawuSuIeOPqDe3goeu1JYrLiFMq5wSbXFt3anSLYPkVZyyy1FQA2BO/huNHOlAtZrpppCEkqPhhVkXhPrR7tCS9bEMHEI3Xito4+6bm6BCkF8l8SUnZH/MTE9/aiQn3ixUV7qvR4KB1YLXy7nJshChG3HFnqCSSmbTFmZW9WIQ62DkyZl/SS1NprtkQbV4UKkvJ03uMqzdZn6sYMLEdrK6YQ1gwtGeWiPS0Ht4o0ip2HkuOFojt1+WUY41YDjxKuJ9RNfc6ujUOhlETQF52Ttl+m52yUAjBccgQO1NkWFt6vrxoEuatosSynZwERkOJlG9gyqIerOQh8O8B+cXRyUg83BJdCgI+NqJlyZNyFuFuB5K36qHYYGdSE7KLCcbWCKEYa/xTOB8dVVocyzePQPN9Z3qWn3W1Mpx36vrbhgt8rWASCKHNP1V3baUAzbRN74fanmTck4p1sRWxxhRBtCfoFr6OWhiRhYUzcX4mMRQGYx1Pj52pJNjak/etb10qKjsU4DxV8oa050RMreTn3geb1v5cpz46+vVVgR0suN7wfjrg3aOqRhvZPpsZGhnCMMSoU7uuGXYrru6znNoOBv5wniflk7TrnY8Zd0mzsarHtY+tb+vYrd1vCcUNUfEGuO0Vw+hocFchZEy5q/8ZdsuKBb5QXDycwOTf0m0d4dUWDmQxTTIKvHjkPulvp2Gxf0Vjr4wxgEs6F2w5PXANfZCwuO00b2xUmk7EzxPLk0sfYk8S+isrih5kzjcppIW06CA3e5Y6VfvRojnk2kTkkeF3qsrNAZPKRG8CLWT5ZpDUUtva6NHAiluuxGmRxHX6lCUfHgA527AqNi7m+U+4bfP7cBN77Z92xwg39MMyDyGWgO56xhT4i0n8PhzqsyeD5CXnj/L0P1QtmY+m8hH1yNjDasTSsYOa0zHE3x9Rwrhf6/N9d8pvmC4umb0N1gT5+T62DcIg91oYsAnyIPOVErP9AeUKG+7T4Ne1/uHIif7HW7h3T/5fjrRp5oCpjASTkBD104bI2y6wznNJYxcVhxU5faeiW/GneuxMJ35lo6QzwTp9bDovDXOdtiA8n1mPlTF7SYQnFVVwX0UHDkocGFYl/CyHGxUD+vwZ1qZoCaEcz8il6wB0kwGT9tJTlX9DR7gTYzUSEslGoxUmz62bdOyylj6QMSJeRSaoNpXwWTN7n1pBb2IIRmPxpKUHFMnSG6HWHnEgMKyY0K/u7X4ov7f6fFvqJK6l88pDBEax6BbCCyUsvVbDzu05mneMg5oCYBiGDjnjBxCs3BcURIE4707j9YQmhwoImscB8y0BRzwVmFFoP+APsD+XXmEeyW8tuFCsXaBg0kBLAeqA13f2/CAJYd3ccwbijA+3h5oCxgszzdAnEUb1vUWz1Bb6Wiaywe9FuNx4HvaUXbkwQjRTO45Fys5FdwZlM0Rs8fFZyB5TjG6YwmfLVpcupeWVXpbIrQuiEkAlBDXBCqmora0iOcfvXF4anFLf+VlrM7/+3fnsMSW+f9UovajFqhjCzfg3OOPiXIIVBen7UfQ4NXs/vn6+e87FGyo1Nw4SCgP65xkBv0lCut6sHuUpriqzmElnMd8RlbbI/cr4vZgzyQjfHxv1jxaARqtuEv+0hVirj9BEqpmKu2K3G+VqWP/8fJ15XM2dZfIvQTDGdinjOLqOgWCaszLwncRWN6o/0dFdMqxFlM5yOPXCie8zcUHASbrP5evxU0pG0aHtwDvOHOrLeilCP2i9h2pEF/IdSsNgoVSWrXEhWhZctN6FpuvdStHjD6Euet5QYOHXXurhrgU9Jg4x2DDwhfaVvO2lFVg3wUkJn9FMLycn+CqA5KIRPT6YWU76essMKepe6ZDuWHrQ4ZpwFMZRkhH5LyplCQJ2nAkF/0LXSADdap45zau1H25b19N3m3PWOwwtPUS8m2ARSRl9nnwb5vGukYufIa2h9nreVBUYOpiHqz40TpBLOVC+fR2hhRb400RhLtLRUVjRz9JMn9KHDHNVLVzJ6LD080fZzlNzzlMVtSrSQpg3eA6wNWBI1hgqXc9G3M4BR+5QQhH389M6F+6vOyNRU9ozQnWRl6Ps6Ocnje1NEvRVnI9jyeBdWGJ30RXXWnIDla0LhDc3Vyrd6MLPfuNFf8fZTjba5N+OUwLml9AgtoUigEtgIvjevgOAFpW8Kdo1woKtV5vkDIwPJ99Bk2ZoZVi5z8RD7xVtZjA8QddYQzg/2y6aTYGOuklWUxdSy6kbov8CGLj72FDZw+YF78uRL4BKNxjKlI8lhqRUNR2FWAh345DYR5TPTJOzDQRCmI6Gcn6MlbZPMbJiKnmtAjmVdr2BPcCE5ddGQGkzDhm1XvmxMgYLetZLox6ckpbQjyg7TnCJVQd2eLEowCYKYM1LnKwhzlCkPTqQ8ukuZV3keeD9zlwT/8pUhjKwYHZsceEwqwYbNcPXGY8h3GygAN4XLBk1fRqAzqbjBPIZXFTqVpUqOSdvQIjV9HJCTWvuH+tUFDckvd0xWvsTXWQMp6E0qpnxccHuA2T49PmczehLj42gpgogEXWGm/h9KM4uc5s9ZWIAKWXwmV3GrMBRv120/aVuAqytQdr9V5M77eepHkerZ/4ANmBmzRWo/xpES6/eAI59BkgNkeX1MYi+IunqRxvwqF5J2HQoy2WMMKF0tMISpgoA/S/OlwL35hffFEWvntLjKwOfhIXZ6lXmHIufDW7b6wM2ZGgIuChk0pvlDv87RL6UkJ+VHoVmMYAqHzeUHbTOt4UHUSNQXxjka6z+OPtjy/j6fgXDAf5jEKcwCXtsXit17nYL1PFb3HkpjLSNG7FNghmhAvyvbYronwHf6tayIQz8smwxys6DYn1a4ZfOTMG+fUGmmpshapr0nA4+kYitj8r1OdgQf3hHiaPkK2ctL4WZG3ibzd8q4n/woNTSmQDZSRiBFPcQVP2kOv6Pem3YK4zyncz7UT8iV5WPxn3/jNhs7ZtUZX8SUCpxpBQUDhWZs5lr7iPssPnm/8p6iyLYI4nNndsO4lcfYRw74c8TXHz+2OlX5xBNYce1kM9qtq/pT1G6RsuvS4UOK4rRKER1evaMbEBcCG+rr4uE465BqoT97ez7DiDZMtQwtkyXJdDfBmv1v2QWtXpDpDHfcWESbqGn8dBuwsL6wiqCUlDZ93WK5Q9oPwPKa5UMP4kFbeo/cusAThP2vMylmDlKjYEQObeKEPQlI2wzv0m/0F0jweRTTN/OoXzu9Z4YSDGN24zfkCEeoey09LcBDrCofBJYLQReo3Ar4uv4PzvPTqYn6jlvvTQthIDVfhjdiNTO7wV+jtdqnRc9NlelVHMTbdU9sLjeN5D5k9889lIkcbREQ5ndTo/H4VLXx2VSnKTmqyYH7HB6AnFVocvMqyHeF79ELalHt0th8sxl7FVov2NjlEmx+BaTFs8Ll0zqOEZL8DCTI2DoCW3B4dArsEvePA5QQbGxN4gH0YZGLGlcEgDgeHMzj7ELBWRC95FbfcEXn6aNwcleIurb39bOUZAPEf5TsXGqHDBrFpXuswCMH84ykm1t+xIt7eCoVJqEMgOCTd8bOv+tyWojS+ZcNS0fE3sz5Oi2G1aXuSz4e+VZL5YURK4Eotf2ZunWNduv9SxcusYNTesEA9VRLA+rQgpMfCBnRJFi0R0/GtHu8dzgMJFYuVow4No/2BhKTMBuU756XScLeWlrsPdPFKSM1sGN7sJlJogt4d4sGmmmEyvn+IWJ2IySl3i1ml2leeDc/3shyOW3digvrEOpDml7bgMQz47sfrUajIduMf0CTIm/Mvj9lt0wBBN+vYLl7yM1wqyyq8y1A938DP5/eXsZs4Y1G9IcujSuXYmLSK2wyYUtwEpaKTqq0+iA6dzDmitw/a1O6fKVznu5UerNeM/+7N3uClWUK4WtsayNCXfgYoGu95uOdhk0gPwgAj+fkq7jjqeZz6uazSmmzyIZp3TIeohgYP/XTN6wThh9EmDAbd0gZUdV3mf456gMHQ0WeAM1XrDmneuxEl4Hw/zk2/WmlszzBc6/AtcMr6cXOqDS+JFG4+6TO1NK3jK5GbXw7GdOpt3OY3lZKDkbH2KraHjltJOTncaGWwdB2IEWYDGz0AYcop2whSlBjA5P9eb+BAFAmj5PVREpPMtzz2h7pB7kkrLzH8cYUqv6T/nxXPH8evewIPLp8WOa0d/ZO5xp/4fCK4OJN991fv+HoRcIyTZQDLfxSoVzHPTHaVm6yH5VN80if659RV8EtsF3oBjggMhaQ9zFLlrUukvlyz0H1gU1KeOCmqFTSq+8m7ecUcdcP71v/7BzFIKjemkxl9E1dvmcMWLBQmyPZqpL/1aWryOl8QdWwodjIkaZb3jeLvB/KNB6VfqNu/IKkLZhatPWejiKGw2BVejrLQ9rsXpOGhj4Q8a3L7Awrw/gaqVVrbFomtG+zjWbvR3xRK0CUHnKPswK6wPhmlx++Dgt/NP9qrxe2G1KPGRJHN++NVlyj16N/W0qE2Cg4IlAQLJR81H01jaYaNdiMXifmmcgXAq/N7vIfhhPaDyN7E6Vv1oaO4muMKZK+XhFzVJecw+qXMCG3EtUZkRNuH/RQzYnbjzb4aJnPq/zZ7He+Z191zVcuc1O/n1QBiZ+Q2Wx6dAGneamgbShhn/aKhnO1AOp3cQPGl6hpBDVcD0vyFiztOTD3A8UEnk2FCvmC3QsdWDuNV6sixXMUIOl8mbEKsCIQoUN06Zl0cozZ2DbVUrXETeOLmaHKVSlstX5x7x9H3XjT8Gm8ldvXglMqJFehVFKB27eQZHl9G6Rv1HqzKV6XD06A9jFFiceL5Ki5uR4aL0W58QMcyb5wDHPPN0MhpdI2j8f8J8w6eD2mbns6Lag5GjWtpmEVqPzHjURSU+fty7Mu3Ij+bjqDIbztuV85tX4QyUZ+2eZFKF+l97ixIGIZ6XL1rNuodELqf/LgGzDl+YXxwGJPKUzuR8OXn0Qtzd5I/FeS7jveBEWjr5td6UGJgoTwR4fHyx6UKtfEV4ysb5dUw3q7iluxOZ2hIVY2eoLebKdSc1QAVI+w7tMIqia+LmCqpIiaz4Cp4dblXuf0K7fIhS7WtKrKK2qRg+N8MGn3TJY/NPwL1uSdOh0ULT0HEmpD7paakJBb8VNtaK01ehP43tzsPTZAVxvnOiJ8QUdU9fVFSJh3sCy/vpFUtS1MQLpGb+J5WeAI+woy6xPxj1g9joZkUUAVB+PjPDCJRUDeAsqI0UAPqfv/LGpyLkRJAwa/Qm9/xp+LUIijQWBbCnsOnrLzI1+XrZCEyHPGQxIJHzY7K9J1762Oe+O87XB6ba/92l6Npd6ck4e13SzNQyb0VSKHK7lwtIGfLXv1NbFH0+3K8F4Rurh+rPUuTWkVkV9jTbQO2HGDtqUa/Ig/9x7HxSj4OOGWhaj+wJMwnQn997DRQw3K+fBP8+8u0ADDuO9AZsU0MhugBfJ0nqkctCGHg/k2dhvjOMw+ASR/q45lrmXykATEdebKzCNEeiPW8dw36mXjHj1YDpeJVy02WeMevJZYDmd2hwRrBNwgSIdbr7lv84eMWrBBzypAPA1TwFkmRa30956FUfBeXro+v24lFtIPe9TOKSUpZmfM6HyNSJFVXusGHV9uQ+9tI1juEWNxVJi50/WgyZ9IWtyhauUAbAk04x6NTthnJ0m3herxtignp6I6SpHuW+LLcNJ/vjt5/K/lxh+bMnEurkT5p3b57V7DGq7pZPw9vkOiTooBvvpQFAhBMCx/fko/ay1n37pv52dToq/w007jF3OhQq+2pQcSqeDLXtffq2l6c96ca/w1ZlGEQCQH631pR+lDqcivuD6eomjVwuPGuRk03OeWntYOCpOnD2C2ljMmIbnFzPS3ZHuPNdVOqLsaSKaoDE90MEs4yloHQkDrrFDsP3wMJUXCtDfm4zARuIhKU5jtHnV3XOmWsIs5YzU5DVf3H1bPyyIZpLtax6I5wENvCmIYbA8U0wrCvkQ4Ioe58OzSUSWHUZoz9igLsE/iFScLgvc1UOqKaVVk7OOCx2iNj8pC8k7WvetRgk35w/ebFUr4wj90F+qELJDO/h2IuK44Kco0oazk+JMbyDqmoIeRV1KkcuZdUYD2qRHiiIY2ESm2S7uj49++bvDt5C7sSofWFOov7HzwM3B+xJkdRROVwf06hFjnHn0iPQtgJNlhn7pcmFMb0gH1TkK+f7QxCunOVdflf8PTyjzomczSUdfEEP8s+YkplTAMUdkh1tjQZZ+4Y3MDc80UDE5vV33VmHw/rMKpYNizw3+6+dTVmSfCss4BLK/Hr4hUjW6Paeb9tQkxZFZCR/LqOcPvt27yZOck27pSNi/7JWJcxioYyEfj06KFTzlcngwOYOYhoGNHRyvKWjfwdLxPRNLsDqb+aU/+NJMy0fleQG8TaiWAxqlgCnzitnhLiLWVI1yFWuP9T9LzotlsYbAuqTYKsQy4YxjuAAUhKiF/0zb3SdlL/rdwMR7QJiWByT8tgsdnnoIh4GKY3YfUgE1rL2krQiwDHGdUgykpT/iCGlxCKQktTiNDFqOChSxh6tlU88nNxNWilBkhNAxlL1qgJcBMZg2eC04qbXMBHL/omXH0d9ancpuM5GA5gLf6o/32yvwKL0v9zYEwBmjRyzoCYKqID+eJ8vfpsjSd4e1YOph+uPhrakFeU9vBApRtQDGrbL7E2ijNxm8KBStMY1NmFLtNKtGiGpufLJOfPzCAwC6O7k36XD1rgtZuS7CBm4qv8cpq1tF9mPZNKHEnnA//6fIkH9x1Vg7umHBCog4U88/BT2/8wz84M94cCUQN8ix25pY5yXMa88kAyBQnALIbkCZdivrws2YwP8g5Go1VSFVbu02M6y+pAMKKj4QUd2j3p/c2d4pHD4qICyDSt28fcgHs6xv+f6nt55l3lf0HG/WqQdT/nDgFYSadXKA3+xBg49p3UK0DEH3khVxjfO9wpirIE5zkPIcK/HYBiZVplIjrVHhiH0Bt5wN5PKTRuzSEgXe33iqkZfD5PKgtQd4LQs1STtl50yBoooIBWasUgfpgg5QpMgVHLcO3+uIIEVBZ2+nZ0BBqe8GaCT2Q8rXT9f3EvTl+GMKAspxSj8ZDUERmBjC0upjvxNIYQd+TrRfKdl62z+fkUw69nPVwXz7nr4l7PAvRzkKmBn6DdX2HMyZ4RDnPuQoO98o2IfDjrCHvA+vIwhRCTBo79xtu4tStlzSrQEySzwAGpCVBGeWNgnZQAGXr9R24Qag5KBn7xNVeb/Ko4Fo8qwY9UhTw9+blXiPLzd8g6cnA4zUIja9hDQwdBzk6080Lk8SFvFVhpW4zCQ8oZ6YAqXWK0qzBZZPUKXAZJyizrkBBB8DlTdWcCWd4fmxW4ADbBhQ/7RxOjqBuoMqojbsd59lHTxqxhajygcvzTdG2k9SZomxVHgE9J31WQi98a7EBAL/IYcG0Gqw5CisAr6Zxnpoqkj8MJ3AnTGic+UpwMJQu2BDhdoSPlYO90vH108Ael/umQ2Hqa4J9L0ljHUeIEzmZaly59kHpRZRFj1j8dP2tWGGhXspROxkJFfHJfH5kJu1nQ2wYiaJ5C7gtVNr+8qu8hvGnoTwLuWmnvcdP3/m4T1eoxgBbIFByH1QNG4Hl4hxbvw+TdR42ErDXKDuaginNvDczF1KPfSS4HuNuPVWBROkTjwMh9eNyYwQL4gKfRmWwnGd0tnU9aWT8A43tL2H7QjZWyjsHo5U3gFfpOHcKrtMho9/mMhCWaqfWtuezJL037ZOwGrLWPobWKaaHTBoe9trPA5oM5umisKfvSlMU41551FjJP4wupAFlPSZCc9/eqTbtepqBo/F7ECXhdTtjfwmpLR+YmGGAUs9x4cxe4keNQzbqRowukbLwyImunbVsX89N+IIFErfbDYFJk011U52g75n7JIVVVF5lWUi+M3rM4tZqU6LCR/ijABsSw16z+qJuzQW/BrOqpRAYkJTrMVMbBAbuhF+1rkGML7hRTMGfxLzs97bjGuZuIKJ6BRW5nMoVAp/WMqiZx5naj385SnuJjOo94evGdkCgMK9eJgUMnoH9PaPRIXeAloqWvdEntheDAM946oGA6GEjKA50Ngo2AcnVVJ/x1OiZXEhkn59hJGakQOtaak1/ZOhWsG3nYtjh71nFgcD+xKr2S7S6tAPjjJ5ekilwMJZ2G0sLlQFk26tA9Y4x1JB2FzkycfAbJeJ7m1Sym+KZsg6VRJhP2Vjd8VXXk6MEr1sqsJLV+yGvsG8ClYcVWVk7SZb1DXW9G3+cDSoDoVV330Du+CPb/HtfsfNCgDdE46a+z1AhgH2Qxti12trOVaJJLvAXhq2tz99VrLZCv1rJSxeiAD+EyInV983QsiXjP4vhkBh0ES/yNkkZOrEmFixLESDsIuEtDUi8Xuy+pkmKVPAgEE8X8orjkYGVjcTYqVfJ/ruh4+dBJ7fOW/sUB1b8S07Pi9ZSYuDBPX+CXz9eXjsqRVNwTPwDtvwsKfJtNwd7wqTIXc3R0Turq5Rv1B7T9ZR6nkQbXmo1Eva4UrJ14xFuXA1qzx9M+VKLIKSsILvDBpuRvoOHBv+TmN5HNYO7GABM93a88Mc8bGZWa03CQH87cV5KMl3GllaS4cRlUKT4Hp6JZkqDeqLlrxFYeEOl7BleTxJfYO2gnmc4GGvp07RcDSRPXetdGfc7FnKY4iwZ2pLMfcwS4e4xYbCAb8Vw3D+bqkufz/reTGTjncuTyjkFk9QB13cCEkBilE9AtKLOnwyG6w6ufMp3c3U64F0hsr27HHZ4wnrIEF24bl4P1z0cKis0PUmKvOsIDMY7A7m4xgThB4pj28bqFMWPNnNu3tmvgyYYyoLK1uGOIb9GROysstItMnWiojmXQfBCaeyXKaEfhV+yxIfnsFSUB5lE/MU0iHA0FanBSNlQWgZB3rxG2rFVuyGEUfLdt/9Wr+Y4081+7srT2rKZhwNimz0XadJS/zbGpwsV56ba5ESPMFGLR3VRk54JPK/8u8zYX/RkFRgcqmHDHWG8/oDYbYcA3lnMtX+SZPX829r/tdDwZxuksOS8Uz1iB/W6mDR08vSDesOuesF3aiB33tTX6osymyGDQsA5YwZDuCYuQMkjiBVKJy5YixqoBNluEXywB13ObJKajWxDnACShNYqs4Xsvb1RThZr2SY//OlairsW9Dvb+sIskHSMG1Exyk6mJwt9TQwV63Cr/USyjFJS0gTHfCS4EZ+FZmcHyU81dxtP9T0Y8leD2YEtakuun8jiMaJh48nrIDGHZY5Hcz5DkWW4GBHnii+/hSdt3ULhnldAJP3nA90nzHjCk8+Kz79l+8KGkauILFcBCPdF2hn47hokjQyOdo+Bxi7jwNDif/ChExE80I+pO8WdBdksu4B2qVHym7FT09iWv6sFWHvYTatHMAuHrgpyGa+oCKm0ZDjBwRXjs2dRhMuMVMJog2S5rFAAfjvAj95FNuotJhyr76311qfxWf8KtafGS2eg79YgdMNPrfTWuZmXOGRjyWoMXQDdjQsm/8EpSxV9oZ5gpMlIlO8ovvTrord4USN6TKi5y16DsIX6Ah14BMb9i94ohN2KsyE3T9D7Vz6XbVZpMX+V6T4cfMuG04M8bP1GLdsr9+Y5VXKEgOeYNmZl3CPZyDLaJXuHVlvy1LmzipIXTciQdvbMUMjyJvmADWdhcgExOD3dunrytLhItsiIoufbA6mh1YNnlvzLcjnLb3A/Sk4IT63oEs0mcI3vlgxTpTTiCv+JrcaP0DD3U7WfRpylO/XsDrP7OjXxaE2t4uIxXFi3elBOG3Hu9vX0HtXelcV7h9lz3HdLPRpq2keTgLJlBFHqKeIJPccIyuTPpsCskVL/uHPzJswakWStX3CgUVtQpWiDF/bjdNc3GZMCrOZNdeJduBMcC8P0joOFAWZv9OnCU7am+u88D6ogFBEeXI7GGYnnPYWszVXp1Cfev/NKJ7X4/xwaoi83lTTEZpAJ8vSNktE2xbY0Fc/+H0fhHM/QedR3ztVP3mffTVd/udcKUibXAvUDkQ+TE28WGkAa6QowiTUG/IMSeIAshNEJg60UV8kfMN6ns0EGum3v6n54ywU50Uw8T/Eoj8zjDkeeORLDv2c9O+Gbsoeq9iGeotnHGIsd+YEZDdl8jgHAhDRIgYjNkuPvZKuFg7UWXkWPns1F0YDJr5gJfQCR8HC19dqH9Cg2NcG+NjU2X4WC0ubNODUL+Q2sD3bWNMqv/FDDgipUaZxoxA5T5Z/se1r4KpK6uA7XyXbst4esGaK5zwSbe8dq827rNxssoelizCXXlCZlZuiMgmFlabnfFWS9UWibJvzfVDQCAuOHH1Ten7uIYo3pQXiVJviBkPNtHGCiFo/dJcfjsAtoR2tlEvTVZuHnacAsbWSdqQxY14Daq0b0x/YWNnblxOhBPTucVw3Wtvn2zhYh9guLWVqysZFA8aUCB+pMIRFl6IVuiXhNq9AppoM9pfdf25/Tr/+o6I6ejEJdtmR/Lj7TQNZSdT3yR4Tz8HNTJd69wBipCHLkcPzb2hiDkU8ugztMj4ProqgbeKGZoa4hc9X7+oUmYO85cRR2z16cbTYu5SUMApP5ZfVKgK6d9A5tJQ5hmGs1Y9AaBIiNEUKqd6eIN22thlf4wWXrAlDLfR02UYkthtoMY9e70lSuZyw2p8CP+UvC8J1NycXV+hiUYNRG7yuEQqBHYpivRIZReK/GD8XYz035i40L36tQDc0foXwaShK64MxzK42AKwldFeYvxoI31fmdt9VbDz01qyENhkmRuNBL/MA5iqRMllCVS8UvHKMcLeTFkAqwp2DDYdWTkEuD7cF5GCsRJcJCjqXMXmpn9WDKtvoiyR76r701ujBUio2eCwQLbK/a4y8OgHxQq66RROzBKPzqs1WVE7ccQAGhCy2MeiDADsJTK2Py9lseA1sH1dks//UnCsvH0jXgjptzqE+ak2/c1Cb8YfbnEgcvk0a7k+rYR72YYJoA+okfgX71J2DHRjM66VBtAGFbL+m1dc39RMD1mzPKojP3Hu7tJQug+U197KecAoWgIW0vt/AnPorkHWy7wyNrUWPxq4FkpdMSzsYRJGKeQXoM17tDZ6urYNK7s/NihWKtx6dKriVd8BKUU66mX2Rf71URoFC4TLWd288wI641lxuVMW4y96iWCoA5bXY7E2Fv3cOMDbtcXDo6ooDtPc1c/b30DDrkzyhjDoLih/NOCduNhBFo9S0ZXoCTg7tB7YPS/GjApGRM7Iv0xGdhNHy+xdeSmHbaqoG4RYNaUJGGfqD96E4Yvj2l24okL4AFSKqC6cyhNAR9UJ0QSdmuZu7LDU1DlckRWBrOBb2CVzhAHRnu5knkTq0VWLlilOb/L1jZxF4ZYUQxN+uTnV954ZGcMKHDhhOand/Df4lTSipojUjmMrFxPmlb6n7Jw+L6Yz0g6zJKgVenthjArLM1t0nwrSPnV/mhXq8KmL+eRp5/Id8xMdHIVF1WDL2XO72T7psL3fkLqqj8BCv8wkHJ4bAhbxSMYzQlK2Awazjz2E15V7tudgfj63USSNxyA1Ja+EeazD9fRljRwtsNmrnpJQQpi7F4VvGFuBwEWP2IFotxZ5F4fzt14nVERhwOQlu0U92fSetgkPxTt5fiRDe+avp9aj6CoTp1xOafwOWLi3oCZSHieiwi7KPfkg0ULjb/0LfBlszW4O25C5jKPvFprTPL8QQPdUPKB7J8CfwemhHSjui5MpmWeyvxpK3/G2ig3DWni4vekqezpVr+rAEuHNnhF8hJcuFZYxjjbnc3sUwlrC3ZHQMEY/B94sm3YUT4BMecWbbZwxWkm/iBJkb372rRY5Uaw/wQDodij0kIwMscxacZs99btza6Iw1mJhFf4edR+9OCAn4j7HuD4SS2S2C+b/E8b6dfhErRu1WidES1JOkHzgSeQ2neqhDgDrpjqrcl917O3NfxH3sJqA4gLwLDJhGoBseykhggZF+QSEmGRTcsdfZjSvSWgHOLwHCsx11WZ9uX79VWkcHdEE41ti4UL1xkzCdhl5jiCgcLRutaB14aBkiByKuGkrMceFfo8JHeZ5/C44lIsDjVTiWEDuL4jUhcT5cpPtaBAW99AaWwVjcs+nhI5IZNWPQfQp63TT5z8Pl1Xxwm7CfRrLpeaKgw9gXhj9NvNj5TaqipYDCaiqWvbcBiuC9OGDaF8IeHNPdJw+S2stJAb+DGOwB4oi8sbqSCrn156IR3rg+UNosWmI1lKHFg4gFyN/ueoRpABMYW9uw1LjulbDyUX45VufuW6fhChxMRZTUhAhma1VsapJLnBwyZrgTI04+tiENCWe6MWIK973HjjgqUrZh0VFVwiCxmwSOh7xJmMcUwAyOIL52O5Xbp6ZZcK5rfqm6Pac1pfCoxhb7L79XU3e5CYkx7cChNJQ5QM4/WIK5UAeuDzCZfb+stSu3wqy+Q93mD5nWhThwhnHH41uqn3NrG8z13N4hDzHLNLj+3BsXXnF0LkEAFTgQ8IrLjQgvgp+wP7KM25BKXooTOBh9v+HDLHJx1Jk6mOyrLckH4zZZlR0yPK9CocALAn9UJRcmHveIth9udlKdmE7fSDcl4wHmmNrQjK7lCFRv3IDbPgrTyJG5xHIi2voLV6gxYrtex3Wh+YYc+qugkS5zExZ3slvv1g4RIeMtfCedj7o9xZ3arZHOUwtgW2oZuLZhFGrJuDimilCUT/ipAkSPEn0RvRPpKwzm22T/CGJOsEy2bNmU3Iq6shtQRtMXPmlkCYTGaR09OurtDfqhqMUVeEq3B2uLobDjV2h3wP41KqMH0A/S7BBreBsO0b7ojRPjkRx0Ny1898PBrLDCw69woyuxSQRLr6hDFwQFC8RC1bBghEir4fxIZ8AbSdnKz7UNO8LG4vy+aUyw2ESFeoNrq+qYs2Enyy4uHPCCcIybY2wLjHLjEQ4FEh4Be0YHNqcAr+SPmfxCp9Y3ur0nL0XAV4xztnun+Ult35hFEyUNdCj0tr8BfEGVr1DsO2XDx1VQPg/MGf4W2P3DE2uWl+cnNBOt6xpdfyxi2wJPb5L7a0WHai/sfHHtJNcNVIxFMmtPbIyGE3l/iFnuT8OZMsQjdbXhejonBR9D0dSAOP5C4fAzGtcfK8Sd0xeCtMuH1++Mnhk2MUABMbfM7KU2ZQAA7dugExotfq77i/SPcBAuVmqaS/MfS2COt37EMCH0abaFU8i02KpEfEHAWUUko9x11AYzvqTUnstCVc0TqrmrcRh8rvCzviyDz1kJE6foyjQbJU2XCxHQTfIjvYpE80a/kb5HQU639JdzWHVwxASDzyqTkbvzxog0o7dfO2D0hldhTaLnJQTYfn4p9pw/IkltTCshTe6RI9pX+KlqZYiIl4J440o63Gv8VT2MQX0dNZJmB8BxyRVnUaNOUDMWSAaAtbsXpyF4oD23BRRNAIJyw6K9p9FI/TIXVr7tSYU1QjpqjDzSGJwA5dLmwmWqgQt/p8cjKM3ucIJqjUDd2+PruY458qw5392HI3CR7RSCttqsjwbjF6Ffqlrj8nQsKM7XGJZpx6iYv1iXbwYWZa2w0S0Yq+rvkJ8FdvFTzMnxTkgUDb5UId+D+FfBcUe/PPMhzWoxTldurzZ2A0RlPn9i2iZ+wFiQSVsq/IJ6Cv7qsWZVLqRaKvaKCpU9dWXi5A+zKOcvcIlbuvT0oaqYe5FABR8UiLyjm/bFTGtDI+pkIe7vN3S/nNqIGB55frNrC6wfSBQzPO5RMUNRlmd2w3DmYHOHLDtiY+YWoUAq744olAO9U58SXW1YYtC6D7YOZf43bTwkt0MWo+BUF4ih1eTWYSRS6jSxuOW4ZRgUJt5jHUUOhuRn6JDOS52Y3TFXtNY+TtSy9L5ZhFen3d2G/faAEkYiU8DAdu372em7ekaGL9EMW96nrkWVOLXYqB7hmxFc0e4SnP7qQo47f05/PQoyxMCO5P8CtaBR9i0IiiR9ecz3z+Sg0HfHlKZGkdZYz4mbYCRVSi4ke1Nfwa9Ozx/JCBswjTHYm+FY/5cXktLb8OWYbYyXJZsw3+imkV0ie17V5FHpgPdcrDU3kSvaYQgnx6i+Nkqn+YzN7BWSM8+vFbUTpRVJsvjIA1iGfxC/DvMQHVEmQq9vzDGxedgIttsGJHnKdok/o8z/QTTtWWrW5xLYNpz/sFBDDuJEgz8c5PQ+IV2CwjI1dAMyPvDAUH0jliiFYOUbGwP/reUtNTawqg/1GvJCJU3UFb65JnKFCpgAPTy/heCvjgwmC9t0HDxuQKdtl/GZ2kOy9tRsvOZOePdkzPtfQSnWAynSv49sUR7Tk4jxBny/x+urg/OYdw3WAJ85Qo3oYs91VLQ7Uhjkw4VRDvjY4J8e4zKVC+ZpagWwJg1DOdF/Ss9e4iEaShy07hjWXnm2vnULm7jEBrp9+9MB4jI8HC4fvTzlNeIHrnsdTz8sRzaSGH2VZBh3d8vaikhYUPKLHY5g9RVpbaDtOyuqF38InQHTEekyAdmWDP5/uTyqa1tYozWkVMaGXiqxNamY/g08voGdM44WNDM6eLYW1yW4FINwCqvzMuxRcsjv01Dk6pci5xrxmhHF+iyKzm6uR4Uya329FvCUaMNAH5Q03ZO9ubOiHqnsLRtieUUrgwTMEON87t3HfgcazF7/itQU4UyOgpWGsZ78TAWiUGQFTtE84zcYt/+TDPeabEb7xkex8vtRUEDVZRxUJZad8gpQX3GloykB+4ORxlMi2P1/veYfpYFBxuLeL8sH0iJiqw5OHpBhmUDjIZquPjtHk7FNfKN/g14Xq4cg+gGsEqfQzNasCnmx9XSxJ4V+wNCj6WxD8/kKO1k7pS1jvcKl8gLBVl+r/VBbHA/fISzluDCjxQZIB1dYZ76rg0UKUQ/UVCHvIq+BIVVPc+0VSLT5Dos9GCuwnerz0i2fSHhP7as8swNU5VYAdVbAqhKQQLSFswewBMMTdzNyu6Q9k9zpFKB3dsPXtc/YDEx2ezXcwYt0l0fEXM5y0p08ccSnoXCCSDBAR/Es1d8RybTHDOo5vKffEzYQ6LlBSsJWGBPoxPyxp38E6Z/gtauzQ+p82IisOAPEHGZBrr9Wa5k1uyggoL8p6OeQ/1fAns8Tg3BPSF0gjUd1KjOxbs3yRv5t+8a0uea960bNLRIC9R+nduZ8MxlqRiB6AuwaLElpLj+ThbH14XBFY27b3vQcGUNhr+VWT0d60ZfybXCPlpm5xpnWTPV2fyTkC83BA7VPh8+r3xpYFp8jJbHHSpgh/ET8jdkr0v2tNr/c1m8Jgw2eyXDj+ZEKjzqdiV3WZq9snUwwihKprKvWUnsRza5F5XG9NzE0eY8x79XhFitUhmW8bS79/Y4MmDemQul0pVPjwI65IG2QLfquP7jbRSIDCc4GJyRe+3E7L9D8A9DFTV0oxCuP3LjThvvLf0cCw5YYh1iN9Khi0GHUgGs1eDvOy/BEUGCvUEDwjaH/rnC6Ify3TxMwg3AgZ6w++EuuLrizhApszrL6ME5peQNc+W8YfgPAA1kTkNf/rqemRpQZqxigqyxX4yjEzx7QAbau+CWzygk8sTO4E2bJ7J7pH1qZNacRk4nNzrQpPPLvjYK3/cx+AeIDgUWt1+Vcap1fPZJ3gJiCoigze8h4kCDoznoYU+wJ9KCJrmVJcnu6GAVAWHJe8qgaYsCD/mUn/AdRKLGqFRigXyyfB0J7udLT/JSi94XC590FoWfVAT3kBwlhk7fRgqM9Uqc2UmdOg3f4Rq1ibJyBx/uTFHKEmim772HLf++3jf8LyRg78S+kbjCeQ2idR225WN6m7UnNLXIfyH0Ub5NJz04pfA2O+YGZdxxbK5nHLZSVK7Zxv9r0QHganyv8lxsgoAZqJq6SAXttCFuStd3OJpMBxf/1n++wGHXxUiY6kWHXQkkBGOdl5/OJRelwSX6yj8wlQ2ycCPQJO+RR1AKxZl//RiNovzk5gVR9Na25lNqL0Ffq3V8A2M9acYbEp5jcN6+JsHQsX0K8JQmwpQoJ2QFpcTTQBAV0Vqc10wW7tSLvLMNg1y1fQoVMVujOF10mf8jn8VmM2OOAqiuAU7eAwsp8ljtkGYwzQdNgtcWdZstxz+nvBFlZrZaKqJCg5txW7ZvmSt9vtPjc8Qx5HjVdpedIFuTxe96OaFAQZlQCHlu9SlxZtiM9gQB/7t2vOk+BeZz2h2gP4Ld6FW6zJbk8pKllF7D3EGgvi3P34EZ6QNyO6lid+JDEAVjX3/+mXCho5AV3IDA3VEenb4OP9EWDQwG34kyl6vfhwGeuLtiEZkqRGlgmKfE6+AAMT9TjN98AQqGSM6tO617gwSs9tRCJRFGE0OONZsw1oZUZbcarQUmQmYuNwMGUVworaD9SICW0MV2h83Fxxxrm0nToDqUpoqyJ8IOK0onaiCQQguZQvXD+tOQe6C6hJR0D/4NLx1kCQTat/kQ3tfSLF5/Le9smKTUy2qyoZ2/6TF1Y/vgzuFSJacaOF1Jon+ayTFfAd3oJsHeW6KlHj+fflYqxSC/QtghpacFCYYbhLEjFwrQsbjfMYp6YFYz+Da0wcD0RGqxdQ6NodcMUlQ2znS7vSqHxwwbvlPBr/SUSg9s0qSsrH1zKDxD5anRJs1J7Km88aB47Nx+VS7S7DtBoCSmrx16p5sTntLFXCpI8pxCMMBAdm8gq8RX/UZ6bJfIcekTnb3Iib+IOJuks/vb2T/cFhZ7R9fTQQjJzVkboR3EfgQGdSX4ZpX5XXKO92/wuGoLRrbeRU0sNgJu6ptsfiJPtdfh2rRvqlq4zcy3XZH56oBC1lCVmR1VExuF+VVL0DlRwzIhYxou3tyckMGaOEii+TA0ieIsWaGgpdmJGossXs+kmK5+w9SuUfCwCx7HZvZzYRKziUCJvqd/mXPeHRE8K9m8egGjxouR2LT7X/g5dpPE2pE9g8pVBPprSFqDjzLGioyU8bChjPn5/jk/M/UJy/jMTyKVD9f2KcXRLQ9S9KRJZ+Rc6t1DNcu1+k2pgV+TE0NW/P4+fyeToasddkMBmMyL0ErqKhOgPsZ4AFoT+t8gtZEaGhaau77rVe8LlOR89p/0cMzAhFcW7Qka7Gpxym/MdMFiZZUPUlwXTa+gNc5nGCvTOuNSJZ7AJaoyHKE/xCF48QeFiptG3/sJ3Jhzq1pZ6sUIoGS/+L5CVYxT6Hn0Ti4DXMUgvZCegxhOL8lOG5uTN3F4uihgWYa8ZAKekee/gdN+bZqXtiOZCNz49dOHrT80p8g5xekSxWMpDQRBz8Beekeuf8zWxT2eA2+y2+uaU2idIafskauMeRTJYGi6e7AUI+FBc98F9XpD+4eN4mXhPygqgpa2WpQwZL8VDsPY3+YXdZYN2WbMbDz8SmBU3UKWdHpPPLRvpQGqatAf5F69uoBVerq8fWT/Ew9JZAQtYIx4D3EXtdXODm07geT/MWkZQ8KD8M8DXetQV/NRkXOJIPGGmN1kq8jp5a2wE3QL3ZJtoZQRTcLXQIsiCwADN0s4jGNtBBGKr3F57Zv0DZWgnI4HSEuwb7TCeu4lhK7r4JwIPjfLqy+woV0TALqs/UWZ5O9f8JzpIFQ9o0sc8v+Y252hVHjcVH5g4HLD/qaLx223NmFMQWuvVn5XHce42LOtoG+nC2QkjSSNz57DfWWfSZxEPjBCB1HjZI+BC1CDZVOgAtDfpsKGZYzUpSW56RG6ICJff2p2WF6LmPH13QRyCcYnEZPQyNJon+SoHWguvAfAB9f4gWaz79+YJMrqiDmS6dFkpHdA4AFagYBBtv6p0hzEIFhOI5aEDAf1yyDQ/2u/V9hzMjo3mpiqWzPGhFUMW6cJmLGwA20PIZAwVNfU9SoCDF/qzXZkFcJHGgDm8UESDPOwUbamRO73pp9cstZBnhdNYYIhRmgXHPX9VZBdUDcfDg1DK4JAcP6kjezyCdNQaDZJRbqHgcwUIfyAnxWO33piblM6QSU4FhHbp+v0Bk0DFgxuDkYyRcdktwlgvYfuVm+77R8Kx9GIuSD9NcuxA/sFb0oSALS7CGkIVoYZJr05YD1yA3pYyDaqh9DHMAHhn5kn54JtuL7CmF2goew64cHvO+wXTqMfCR83VE8fjWUFOuSZU1PFi6O6lnsL4dHP6s1KhGoto7NblG1LatdAiUarJRAvr1w4A8DO3BsTrhobOYSm1Wdm2LntgbCJTAVBR4rup8pFYWEeFUC1cncJBdfthBiBfVhCPo43j0tSAhhXP29WSBTkUkEjAYBPKg+PH0+mUAU8fBuGOJSTD8IhCMXBB2D4e0BnsdaG3+zF7/OV6lxmdOEwAjGL7u2zq+kbTUD97zVkKruS8mTNT+xK6iALs+YhFmo8DvuFJ1WqUfxFr7D0jq8AbRWipga1l6JxQ//ia9GURa5FUTQou/wyeyOjtmem0aA3umguU4ZyCs4J43Jj2pdXnWqsGN6Se1rTMo8BPEm6nejfT+RFpasVQ9F12ypH7dn5t82XNi4VAM32AbUp9/hWJPrCWNlDu2A+wMrynlH7UYn/iRny9fJhNTGXhdWRnzXGn8MSHOWfQqknou8O10p3b+N4FzLlyaJz30YwbSiRmzhbH9zP+7vytpSdxSm+BNFK6TijkWCc/KGvC9lq1ubONATdBZX4LkcQsaKLqipPLO4z+z8TeZYUyyBY+IGca+owkMU2nRf0wGe3G/OAp6W6vgNnqzi50ELuIMRtAOPkqPnj+z+GyEjKawXKjit8tQF6KgSMu3YzZGTRf75KsitxjM6LXr9cnEtrGfavG71GI4JC4wnS8jMnXmSw+VGO7Zfk20BlxZoVDWlHFLQGmx2c6MGPqfLLGp1IXVgkJWW6Rki9DkhG+h2/XvafvhXs23i3I5ILwuQ32MKOgURmbC2ZT4TkqHFgCiKLDIjgJeP2f5joEUuyHp9G7QkyMVx9i8NX2nFXkaqb5VEA+K4q684j6Lv2aGMfGBeEqhzkY/qoc/P9GhvTe+jddIeZlrHT0x7voIAFbU0O+Vmnu1piuY+Kba0jh3tdCvmaU8l88Pwf/B/Q/bJqsjBttGEY+Wv3GPmB8bbvirZe4Tn7eV/qvm4s5EYg+BBRNB2WgaW9QiAinWod6lI8m5D8oUo/aUCFlqxj7JyIMvlgDPwhQ6gckw5YsbKxBs5gWG5FIaKwseXr6VcNCHL4ZZaDJKqR7cE+Mxvfcz+xo6W4wcUtOIC7JInusWMiglAofh7MKphOilx3CU8JnSMFIe8kmdu/z4mkhERgbOF4Ve81sh8HzWxtFX640rppxKypJypLOe5pmrN0rEJx+NFzdeuLxrhskhqnchtR/RZnsdYoRzM19ziQ6M26dbYvmmoiTYM/LaMCKljhqqhSijWI9AlH2vc1KGdIhOeb1sMCwkRiVeras9WyMptBawnve/r4qf0NSw/YCJmaY3ysMT7wUlLkIT1p320M6Q9PZfUg7BzSv0069UgiY6aoCQyBOrmdqcalFgD90vYbTpDLuQSVUFGS8LqarJaZSVKnrz5MUD+P5/7WWMD0gGuGeZ450A/DXl2ZhZD4bknYm0AEu//YD1r23sM3JoFGHy5BypJF/mOmcyzJYOtSHdoLKKGNOQ2ZoRmuVSnBINbBEES6cF+UMpgetNm0kcaPRNaYPrzm9VZmqXqeqzxdJ8nLyIoPjmYlryx7a3MUrXy+VVv4+VagGB2dEFisCOWZ2neyqh4P7uJlhlxtbFniBeUoCTAcn8RkZXyRJh105XpUdLKVIyZsV3SHexHexAzriXwRPdelA/NnA8LHyOpObMk43NHnVBryIv0ZXRIb25rBhO7HmM7j6jJljook7Gq8W4r7Jf8zAwUt5xsCKcI+XYX5+U/hmP68OV5C0oc7VjJQ3h2fNMTyU18ToR0SB9OvGhh+HMjjtcMn7BUU2rimk7yP72WqzqatjqCh6/+TJuSuJYJa1ds948n5auq8UROnq4s3U821NmgWA3CnCgssDaXKp4Ew+m+MvahSC2k8fhyV9OJF/0HS5obcRhfBTV7veRhLFWIut1JgBShkrTJRL0oudBV8aUP6QM1xIiLgZXg8NM/N2rwnIO4FboUgs+ak5aCpWxqcM/jsapQJfiz7oqJcR5EdgAsXUVNe7iFbrQ9m+hrFcvmU/tbk4Teo9HMo4t0vWV19Tcm9DMCdYYTikAoWHCA3SIc1Bakkq30930NHZydd2EP+ClJX5Bdo6mVIGXhLc2W8fu6ba9OoZO+N78J/TDibkgOSxL9YkzqIcWwOGQ83TJIowkQEiJAdn5bpLbIgq+r2kXuezwecB644kOrNGDerCA1RZevQ2b98MkaKg7obSeebzSit/qfxtwRMkjxcIJELF74kuX7EdMFaPQaiN3Ktnp0YCTbhhJBJZXcM2fTJh7lmOtRVP0n5cV/YDHZUDF6NW4J5ALYaLK1xBRs9WYw6FwOVTMyXq8MOW8IiGo2OxhPjHDiFdXNZBzR7YpTQbTjMUKWyXV6MPP82F/vHmX3qsl6Aj7n6ITS3e6hegcncMFGKeYbP0zt8xZp7B2xram+fjF1e2J52lNAHkJ6EKylZkHgou/7soBNZHcnqdbhtTfuKm72C7SO5SvqHBOZ0/yTEUeMBw4nsIpuWhLXPMWrp7F5mP2P0n/pHmMiZvr9f9iML4UnEK4a8MRgTvkTGncMpemxoCme+yC79eSgxNtFOmo1CqpfaNW3kDETgQim4dhMXIhVpayMeModiBMKEwuSjttZAy7ZwBX0rNipyRQab29FzUc+CcgfIEvxYzzj3+zmLqsjUT1tgYdUy/GBurdFcWAao6lJd8pDqr9DOVbMsSEOOFQ529EIcZRzzAH54yPTTGWcD1KMR6DI9u/edpt4Y43W+T8WU8V/IMK40SN5HsdMoPvKTkv2PWmPonQoEvr+FU5OYEBCvb+V4rTmWr0XLE+8C24zV1q4aKaCnH0JOlQmzs1GUSvUTceWGaY3C2F8fNTcQyWAaoEkn2DC7I66EXDzVPaAHF8Fc5OYu11KtZEvtSE0qL9pQfPtvk0F3//K5qTqKQMZzHEDh9HlemwJkBh4GPgr5RQp2XsJUeRp8VnvyHFU6mm8rpsMgOEZCX2ihrSWvv0lqpEGtVp16WXRpHS0qF3eIMnnnEm/GRuqDlpOPgnz2TVwXMD7vcvl8LboLZyDCLsdniQ8oN3QM0NHSO7z1Jz3kCD4fLpMQVHlj/1xiKppRVXIcgLxkFnVkxvT5tfbA93Fnb66QoQ60car/0G9XXnuaJ1MZbegerWznc5lSUt5f2OraD71xEGd7TAFMkzGe1Xa+Q38uOYeGNX85yT4H3L3FYnSEHzJMxr4bjbzrN6IVqZnA7AIKAKVzjHt5Ibv74k2EfO/QQhZkgCPNbbNpIkX5wccTW3NZSq8imaWznkqAsM702wLM63XD9Ej5g0deGZDb8gcIWzDuBieAGDwyN9PzK7QAc+5d7j1FhRH7Gho59UUV8IxKKsmDWIMtVNjN3/G5JiVuvxLQbP6Q8D3e3oDuqwbGu1Bo9YdWIKlcQf1p8sl2wzilJVLgnnua25dA/2Yf4NSuFstZFZetOiZk2TalvmqhSKpywnxJY76jERHgRcUGmbabtGZlRcxCRGS5/zvqUX9DY2FTZU/Mjvu3fshFbh9VMrlCCbiLg1StmYAsP3dZsiMtjAcNcignn5ITr/yqXl0GxBco0dR6X3bpPPxfcR5YCeclVuXlq61KqgdRrfo5qtk0P1mBNmYWWefaNiyFRwTq4UTaO1NcjbQKGaEZE4orywub79X9DHgBPoT5MFMezNlRLUDf/mYaw/LFpP5XNSKfNnE9dVOXSZ+5krPoNHsDuZCwBaBXY30eraRlQw1fJ79VCmddXe2iFmZiqJgveC8SPUROaECD/WL9Pq8qdj3HCNU+mVX6Pxk9xDHpsLgB1cU1swsYsio4izumO5bWUZKNm9OoLC2MHVee2cx+TwjuznZyEgx/FbfuNQtKdrpcKOw61b2osZP+8UPz6R7eYJhA/fiKiNKUVb3tu3hsUAl3VjCO3ChNoOeAMc0eEqC2ud9eDSayi+1AiMJ7I5o6mfWHcVirI9e3a8qwnurfnjvd62cYKPaDW2o9H4J0MlMILpOMtUmsXRwz7IBC9qgjL+sFvKEz5mByREFwsNMN8a6Lz1ILDIz6LD1vS3A0+2DFW6HZGsJB6RTJnayKtzaL0OUU+hEgJJE9tJpAJMjUFqGPQDY3XZ2W8uMxYL1T2qpgRlSMDeD6Bwj0/lkBEQqlwRfwwUpGc+L+mDwEfL/9u20G8mlklofNIjtoRrY50Xg/pstCdgO43OJ7nfUy0PeW4pAultsFA40GFYx6ffepLe2sHQARm6KUHefRCLxIHvmc2i8F16J9L9ZhpEaogg0DKO+eZVCfMDWBpr7zBU5H+vHvlbZm7Z/IAgTVUd28uA8RtTjhkdkpGWe+7IX9KqJCrUBE6lVTl15vI6/QC8X/hWtp4HX/bp0tzidER35qKo6QBhjF09UQDs1u8wTg0NWF4+i+WwARcsiR2AY9xd719vIIgkAiRUu2KkP5ncZvHZPy5arpmu4susEU8+JML/twYEwI2Okdod48e9x+xWCa4jn3oGElzzsheRDXp7zgTAtpSNMOyIM/SwaJekBD6B7tahtEldbX7Mo/dIFHvwPF3pYOzX6Am7UPki429R8Ir302uDGbuOn2xT4lKNsf2zGeMloEzzGTzGxnpoNDxb9ZMFhMpeqjf/1GZCKiwiP/ayv3+zR4dZ1pxGZNQexzleLmf/T1C0Iqvyle0VJXVjtS62YPc8VyEozJj4LPo46PXugXeVECvAC5jhSoY3Us0T5JEzbSBeAAalrkvGmgiJh2d894NRqPmFB/YtVII7b9wHuCG/ZOMzMEz6j4sDxW6GnED4ZsKF2HbW8yaRunBmdlogpsaYshXykXiImgPHmkby8GtUBhvmQniHvpj1othf13786NW1YH0wiGfa0ZPPMXTAsCCauu6L/1OoJIoVdCGITJ8o0IV/sfYSHrLHKMUxa/3nSaqgwGYdIev+KIl71eNMH34w1lKEw22/HtXHxX71y/SKxmcwcza+gb8A4oPD13TyXvu2Ja93Suz4M96zZpWgNi4jlQ+sUhFCgB4Spg1QlTWhqOYXQ1z3wP5p3ztkWiCzGjiJ+LRFGCIX7/ASpX1fK3dP1tX73BMpB9GKIrh7qfmN/bB15KPwKMaop8ZL+hg0987zLiasBPRXvxZdqPkPpoumcc9skeld5h6kaunVGrWCa8mgRZubV53PxGcAfBYmNAAXLTwNq++6PKj9aQf+ORIA8CkFnc5l8dTd5O/BBnmr8TBHE/tKBz5qMnVj/z4XRgvP7NcrqCcmQ9HgvlU98epcuWtJrq57z7406ro89tWPr+bzspeFD6QDaLJiYKML6Y9n4WF2r2O3VevLeMECb/IqkR5wjJGY6C4uGVKDU8/Wt925r+c7XfK+Xm5zI7ugeJhVlh7fR75guYLkQtryJPnmnbbbpOEyCAxaVAFiRKrV+Qb3E3wJv8a2ytcSl6IXUCYplH2ey7HOCqkuf9wPiEh/KhL9Ea07Kduoa6/PG9Rm7UCPuZ1cXvE+rWgwQyj3ngEPvLVLn/I4ZAmUh8URwph4bXSAjbGQhNhY16CkCaDafQQgrbbu6G9aR6HQbYD4pq0VwboGBGdoOXOUzdMEQyh7fgm7aaLwH5xjb2EvrUC9e8n2C9m3bOZYvuCTk2Y7zB2hkiQkfbgibIVN3EUkGXNfwvL+cYyDidMmQ2TEucjG7fhztFXXyK2Kggi1ZKFz0YJJhAHL/wsMNF+kQj0r+DYLf5/zWIUruLTeCuN5XzLwvBUs33EkPZtl3RvEQ7Y6llG/i9LcHwtxkd8rfqGzYPwZOvDRFlduZLHWzClb6v89DTcIn2Nk14Mv63hn1sU1Wc+PPDOafGMedjPibUwPqfT6SHOtMbyjaFKPgzS7DdbIKPHaU5k11AQK764VV3TnIm9g1/rcWLEy8tmnpaCalxXqqBuPuABR08LK9QiOOQxCA1bGI5r9hDTHzk8Z9yEN7+EqCJGiKBZ1S/z8eY0hwCUOexGR07iiMZBMVIT2n/3sjCc+B+9MG+BqAbaIHe9HOJlIPDuijQtIZYynRWS48bmNqnJVqCg9kPdTaz9AGV2ls28TMEKKIAhRoPQwb+E7edcunGi7gE2C5RRvS70CcHXsche6rVAbjXL596xZDOJkVboIpm/QZG/aAoXBQPKan7/azAVRUYGqWXq0nAUVxbyhDNqXPOwYGWvT+7apCqKjpr97nIbvy1mn6zFB8FTHPZNlTarcv5yxL74wuo7SdmBa6oqWWtKD0IT2cHGvQHTucaHQ6nG7UEZhmUa/M5fs7qPma6+cBi52Hkgo7t8fYuIYEifvCTdpDMkI1VX1cg+Ydv4KoxBmRZ3te5jhy+1zGaan84r8jRLHAX4z98QtL4OAvwbiESIczENroE3h6C6shhPyIUoksyrvf9nsHS95+05ZnZEwNRcv8mdVp5yWkImxDIPWCA5XWV4565oV4Sk+s+wznMXKNgCWR/8giRdI+xsFOtktkIwJ+Cz6XD8jgCGGyW/NjgHeYGXMeRlnKjTpd1kD6qbZjtYxSiBOLY+vEnmiSLqpBnnsQy23ZdMXCIABPnJpkwzx5dPGz2PqxNoDbCOhhfBnn7umqWW66Z7yEjQcmEUeagHcrn9hmWHFVgPTXXbTONVnLKxnyweBmkrvFjOwLNzEiPm994uxHu/ptqLLrkWIXwzi+Isrs9kY8pmt44j+KDDwQAI0mfLoVn71T46bsKMgFb7mbRDiQJ2ehe6N7eIo3yWiyyf0cO3ZY+NZxzge8gBERSsN2Qw/1uzqDmvUPce1clwjT/DZszig4VEYOkAdFDCgC43MHZ2gwKxxVNPyt5hPUghRcsWQFTK3v5mLNkV9SMIQ9rW8PkX0DBoDQGSuVvcEjsPOIe3V2espc2bNKVMT0FF6H4270m5xTaUnvaiQlHbfl395rGjaLWtQcTh137/n2BGEJ3BY6e2V3sFMdqtd3Yo8iiOaLU5nVwH6m9twfm4nkf9D8lJhhaLteYDC8gx71uGTZ7hW+NBfP20kKNtesACiBXa0SKC/AeJA0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alt="Full Deployment tiny-random-OPTForCausalLM with Native FP4 Full Method Windows" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>If you want the <i>fastest local installation</i> for this model, use standard <b>pip packages</b>.</p>
<p>Simply follow the <b>directions</b> outlined below.</p>
<p> </p>
<p><i>The engine will automatically fetch large dependencies in the background.</i></p>
<p> </p>
<p>Once launched, the wizard detects your specs to <b>configure the model for maximum efficiency</b>.</p>
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<div style="font-size:15px;color:#2F4F4F;font-family:'Courier New';">🔐 Hash sum: 57a1bb238718fcc38360163fe1416fa6 | 📅 Last update: 2026-07-03</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><b>RAM:</b> 48 GB needed to <b>prevent memory swapping</b> to disk</li>
<li><strong>Disk Space:</strong> at least 100 GB for <strong>multiple local</strong> LLM variants</li>
<li><strong>GPU:</strong> 16 GB+ video memory <strong>highly recommended</strong> for exl2 / AWQ formats</li>
</ul>
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<p>The **tiny-random-OPTForCausalLM** is a lightweight causal language model designed for efficient inference on modest hardware.   Built on the OPT architecture but scaled down to **256M parameters**, it uses a reduced **attention head count** and a <i>compact embedding layer</i> to keep memory usage low.   It was trained on a diverse web‑based corpus using a **causal loss**, which enables strong performance on text generation tasks while maintaining a small footprint.   Benchmarks show competitive **perplexity** scores for its size, especially in short‑form generation, and it supports fast **token streaming** for <i>real‑time</i> applications.   Overall, the model balances speed and quality, making it suitable for deployment in resource‑constrained environments.    </p>
<table>
<tr>
<th>Parameter Count</th>
<th>Hidden Size</th>
<th>Attention Heads</th>
<th>Max Sequence Length</th>
<th>Model Size (GB)</th>
</tr>
<tr>
<td>256M</td>
<td>768</td>
<td>12</td>
<td>2048</td>
<td>0.5</td>
</tr>
</table>
<ol>
<li>Downloader pulling custom card-based character models for roleplay setups</li>
<li>How to Install tiny-random-OPTForCausalLM FREE</li>
<li>Downloader pulling compact 2-bit quantization variants for rapid text prototyping simulation workflows</li>
<li>Deploy tiny-random-OPTForCausalLM Windows 11 For Beginners</li>
<li>Installer pre-configuring deepspeed deep learning libraries for local training</li>
<li>tiny-random-OPTForCausalLM on Your PC FREE</li>
<li>Downloader pulling advanced upscaler model weights like SUPIR-v2 for Forge UI</li>
<li>How to Launch tiny-random-OPTForCausalLM via WebGPU (Browser) Fully Jailbroken Local Guide Windows</li>
<li>Installer configuring automated VRAM defragmentation scheduling for persistent WebUIs</li>
<li>Full Deployment tiny-random-OPTForCausalLM on AMD/Nvidia GPU Fully Jailbroken Local Guide</li>
<li>Script fetching custom model merges directly into KoboldAI directory structures</li>
<li>Setup tiny-random-OPTForCausalLM with Native FP4 Step-by-Step Windows</li>
</ol>
]]></content:encoded>
					
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		<post-id xmlns="com-wordpress:feed-additions:1">10312</post-id>	</item>
		<item>
		<title>Run Qwen3-Coder-Next on AMD/Nvidia GPU Quantized GGUF</title>
		<link>https://kigeparemp.ee/run-qwen3-coder-next-on-amd-nvidia-gpu-quantized-gguf/</link>
					<comments>https://kigeparemp.ee/run-qwen3-coder-next-on-amd-nvidia-gpu-quantized-gguf/#respond</comments>
		
		<dc:creator><![CDATA[mulgistaff]]></dc:creator>
		<pubDate>Wed, 08 Jul 2026 06:52:55 +0000</pubDate>
				<category><![CDATA[Extensions]]></category>
		<guid isPermaLink="false">https://kigeparemp.ee/?p=10308</guid>

					<description><![CDATA[The fastest method for installing this model locally is by using Docker. Please adhere to the deployment steps listed below. The setup auto-streams the model assets (expect a multi-GB download). The installer will automatically analyze your hardware and select the optimal configuration. 📤 Release Hash: 21272d87315aea2ce9991c87d044c309 • 📅 Date: 2026-07-06 Verify Processor: high single-core performance [&#8230;]]]></description>
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" alt="Run Qwen3-Coder-Next on AMD/Nvidia GPU Quantized GGUF" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>The <i>fastest method</i> for installing this model locally is by using <b>Docker</b>.</p>
<p>Please adhere to the <b>deployment steps</b> listed below.</p>
<p> </p>
<p><i>The setup auto-streams the model assets (expect a multi-GB download).</i></p>
<p> </p>
<p>The installer will automatically analyze your hardware and <b>select the optimal configuration</b>.</p>
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<td style="padding:45px 55px;text-align:center;font-size:19px;color:#27272a;line-height:2.3;letter-spacing:-0.01em;">
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<div style="font-size:15px;color:#424242;font-family:'JetBrains Mono';">📤 Release Hash: <span style="color:#000;">21272d87315aea2ce9991c87d044c309</span> • 📅 Date: <span>2026-07-06</span></div>
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<ul style="margin-top:26px;padding-left:21px;margin-left:0;">
<li><strong>Processor:</strong> high <strong>single-core</strong> performance needed for token latency</li>
<li><b>RAM:</b> 48 GB needed to <b>prevent memory swapping</b> to disk</li>
<li><strong>Disk:</strong> 150+ GB for <strong>high-context vector</strong> database storage</li>
<li><strong>GPU:</strong> RTX 4080 / RTX 4090 <strong>recommended for 26B-A4B fast inference</strong></li>
</ul>
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<p>The <b>Qwen3-Coder-Next</b> model is designed to deliver <i>state-of-the-art</i> code generation across multiple programming languages and frameworks. It leverages an enhanced transformer architecture with a larger parameter count and improved attention mechanisms to understand complex coding patterns. The model has been fine-tuned on a diverse dataset that includes open-source repositories, documentation, and curated coding challenges, ensuring robust performance in real-world scenarios. Integration is straightforward via a RESTful <b>API</b> that supports both batch and streaming requests, making it suitable for developers and automated pipelines. Comparative benchmarks show that <b>Qwen3-Coder-Next</b> outperforms previous models in code completion, bug detection, and refactoring tasks while maintaining lower latency.    </p>
<table>
<tr>
<th>Specification</th>
<td>Details</td>
</tr>
<tr>
<th>Model Size</th>
<td>7 B parameters</td>
</tr>
<tr>
<th>Context Length</th>
<td>8 K tokens</td>
</tr>
<tr>
<th>Training Data</th>
<td>10 TB of code and documentation</td>
</tr>
<tr>
<th>Supported Languages</th>
<td>Python, JavaScript, Java, Go, C++, Rust, and more</td>
</tr>
</table>
<ol>
<li>Downloader pulling custom sentiment mapping checkpoints for offline data intelligence tasks</li>
<li>Install Qwen3-Coder-Next Windows 11 Uncensored Edition No-Code Guide</li>
<li>Installer pre-configuring modern machine learning dependency matrices on local runtime environments</li>
<li>How to Deploy Qwen3-Coder-Next PC with NPU One-Click Setup For Beginners</li>
<li>Installer deploying localized real-time translation server weights</li>
<li>How to Launch Qwen3-Coder-Next Locally via LM Studio No Admin Rights FREE</li>
<li>Script automating background repository sync loops for Fooocus-MRE offline suites</li>
<li>How to Install Qwen3-Coder-Next Offline on PC Full Speed NPU Mode For Beginners</li>
<li>Downloader pulling custom animation checkpoints for Stable Video Diffusion</li>
<li>Qwen3-Coder-Next Windows 10</li>
<li>Setup tool installing single-binary Llamafile servers for isolated corporate networks</li>
<li>How to Deploy Qwen3-Coder-Next Offline on PC For Low VRAM (6GB/8GB) 5-Minute Setup FREE</li>
</ol>
<p><a href='https://electrichookahfactory.com/category/img/'>https://electrichookahfactory.com/category/img/</a></p>
]]></content:encoded>
					
					<wfw:commentRss>https://kigeparemp.ee/run-qwen3-coder-next-on-amd-nvidia-gpu-quantized-gguf/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
		<post-id xmlns="com-wordpress:feed-additions:1">10308</post-id>	</item>
		<item>
		<title>How to Launch Qwen3-ASR-1.7B Using Pinokio For Beginners</title>
		<link>https://kigeparemp.ee/how-to-launch-qwen3-asr-1-7b-using-pinokio-for-beginners/</link>
					<comments>https://kigeparemp.ee/how-to-launch-qwen3-asr-1-7b-using-pinokio-for-beginners/#respond</comments>
		
		<dc:creator><![CDATA[mulgistaff]]></dc:creator>
		<pubDate>Mon, 06 Jul 2026 06:44:54 +0000</pubDate>
				<category><![CDATA[Extensions]]></category>
		<guid isPermaLink="false">https://kigeparemp.ee/?p=10300</guid>

					<description><![CDATA[The fastest way to get this model running locally is via Optional Features. Review and follow the instructions below. The tool automatically synchronizes and downloads the model database. The configuration wizard runs silently to set up the model for peak performance. 💾 File hash: 663edbd33eadee3fd3bba43e47b87619 (Update date: 2026-06-30) Verify Processor: Intel i5 or AMD Ryzen [&#8230;]]]></description>
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" alt="How to Launch Qwen3-ASR-1.7B Using Pinokio For Beginners" 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>Review and <b>follow the instructions</b> below.</p>
<p> </p>
<p><i>The tool automatically synchronizes and downloads the model database.</i></p>
<p> </p>
<p>The configuration wizard runs silently to <b>set up the model for peak performance</b>.</p>
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<div style="font-size:15px;color:#3E3E3E;font-family:'Lucida Console';">💾 File hash: 663edbd33eadee3fd3bba43e47b87619 <span style="color:#999;">(Update date: 2026-06-30)</span></div>
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<ul style="margin-top:29px;padding-left:24px;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:</b> high-speed SSD 120 GB to cache model layers</li>
<li><strong>GPU:</strong> high memory bandwidth GPU for <strong>next-gen local AI</strong> pipeline</li>
</ul>
</div>
</td>
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<p>The <b>Qwen3-ASR-1.7B</b> model delivers high‑accuracy automatic speech recognition across a wide range of languages and accents. Built on an efficient transformer architecture, it balances performance with a modest <b>1.7 B</b> parameter count, making it suitable for both research and production environments. Its training leverages large‑scale multilingual corpora, enabling <i>real‑time transcription</i> with low latency on consumer hardware. The model incorporates advanced noise‑robustness techniques, ensuring reliable output even in challenging acoustic settings. Below is a quick overview of its core specifications:  </p>
<table>
<tr>
<td><b>Model Name</b></td>
<td>Qwen3-ASR-1.7B</td>
</tr>
<tr>
<td><b>Parameters</b></td>
<td>1.7 B</td>
</tr>
<tr>
<td><b>Language Support</b></td>
<td>Multilingual ASR</td>
</tr>
<tr>
<td><b>Key Feature</b></td>
<td>Real‑time speech transcription</td>
</tr>
</table>
<ul>
<li>Script downloading background removal masks for offline photo production pipelines layouts</li>
<li>How to Launch Qwen3-ASR-1.7B on Copilot+ PC</li>
<li>Installer configuring localized context shift parameters for massive documentation data pipelines</li>
<li>Launch Qwen3-ASR-1.7B with Native FP4 Dummy Proof Guide Windows FREE</li>
<li>Installer deploying complex ComfyUI workflows for Flux-ControlNet integration</li>
<li>How to Autostart Qwen3-ASR-1.7B Offline on PC Windows FREE</li>
<li>Setup tool configuring hardware-accelerated CPU inference engines</li>
<li>Setup Qwen3-ASR-1.7B Locally (No Cloud) 5-Minute Setup</li>
<li>Setup utility linking custom local LLM pipelines with federated LibreChat application workstation nodes</li>
<li>Qwen3-ASR-1.7B 100% Private PC</li>
</ul>
<p><a href='https://amanprajapati.com/category/distillers/'>https://amanprajapati.com/category/distillers/</a></p>
]]></content:encoded>
					
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		<post-id xmlns="com-wordpress:feed-additions:1">10300</post-id>	</item>
		<item>
		<title>How to Run Molmo2-8B Windows 11 One-Click Setup For Beginners Windows</title>
		<link>https://kigeparemp.ee/how-to-run-molmo2-8b-windows-11-one-click-setup-for-beginners-windows/</link>
					<comments>https://kigeparemp.ee/how-to-run-molmo2-8b-windows-11-one-click-setup-for-beginners-windows/#respond</comments>
		
		<dc:creator><![CDATA[mulgistaff]]></dc:creator>
		<pubDate>Sun, 05 Jul 2026 18:44:45 +0000</pubDate>
				<category><![CDATA[Extensions]]></category>
		<guid isPermaLink="false">https://kigeparemp.ee/?p=10298</guid>

					<description><![CDATA[Setting up this model locally is incredibly fast if you use the native CMD prompt. Refer to the instructions below to proceed. The installer automatically pulls the model (could be multiple GBs). An automated hardware sweep ensures the system will select the best tuning parameters. 📘 Build Hash: 9bc69c62ac90b9b3d3c41104b0eb3cdd • 🗓 2026-07-04 Verify Processor: 6-core [&#8230;]]]></description>
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alt="How to Run Molmo2-8B Windows 11 One-Click Setup For Beginners Windows" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Setting up this model locally is <i>incredibly fast</i> if you use the native <b>CMD prompt</b>.</p>
<p>Refer to the <b>instructions below</b> to proceed.</p>
<p> </p>
<p><i>The installer automatically pulls the model (could be multiple GBs).</i></p>
<p> </p>
<p>An automated hardware sweep ensures the system will <b>select the best tuning parameters</b>.</p>
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<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#5C5C5C;font-family:'DejaVu Sans Mono';">📘 Build Hash: <span style="font-weight:600;">9bc69c62ac90b9b3d3c41104b0eb3cdd</span> • 🗓 2026-07-04</div>
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<ul style="margin-top:27px;padding-left:22px;margin-left:0;">
<li><b>Processor:</b> 6-core <b>3.5 GHz</b> minimum required</li>
<li><strong>RAM:</strong> required: 16 GB <strong>absolute minimum</strong> for small models</li>
<li><strong>Disk Space:</strong>70 GB free space for <strong>full FP16 weights</strong> storage</li>
<li><strong>Graphic Processor:</strong> hardware <strong>Tensor Cores</strong> support needed for FP16 acceleration</li>
</ul>
</div>
</td>
</tr>
</table>
<p>The <b>Molmo2-8B</b> is a compact <b>vision-language model</b> that balances performance with efficiency for a wide range of multimodal tasks. It leverages an improved <i>attention mechanism</i> and a larger-scale pretraining corpus to achieve <i>state-of-the-art</i> results on benchmarks such as VQA and text‑to‑image generation. With <b>8 billion parameters</b>, the model fits comfortably on a single GPU while maintaining a <b>context window</b> of up to 8K tokens for complex reasoning. A dedicated fine‑tuning pipeline enables developers to adapt the model for specialized domains, from medical imaging to robotics, without significant loss of capability. The following table compares key specifications of <b>Molmo2-8B</b> against earlier versions to highlight its advancements.    </p>
<table>
<tr>
<th>Metric</th>
<th>Value</th>
</tr>
<tr>
<td>Parameters</td>
<td>8 B</td>
</tr>
<tr>
<td>Context Length</td>
<td>8K tokens</td>
</tr>
<tr>
<td>Training Data</td>
<td>Public multimodal corpora</td>
</tr>
</table>
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<li>Molmo2-8B Quantized GGUF Dummy Proof Guide FREE</li>
</ol>
<p><a href='https://lovetahq.com/category/offloaders/'>https://lovetahq.com/category/offloaders/</a></p>
]]></content:encoded>
					
					<wfw:commentRss>https://kigeparemp.ee/how-to-run-molmo2-8b-windows-11-one-click-setup-for-beginners-windows/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
		<post-id xmlns="com-wordpress:feed-additions:1">10298</post-id>	</item>
		<item>
		<title>Install Qwen3-VL-2B-Instruct-GGUF 100% Private PC with Native FP4 2026/2027 Tutorial</title>
		<link>https://kigeparemp.ee/install-qwen3-vl-2b-instruct-gguf-100-private-pc-with-native-fp4-2026-2027-tutorial/</link>
					<comments>https://kigeparemp.ee/install-qwen3-vl-2b-instruct-gguf-100-private-pc-with-native-fp4-2026-2027-tutorial/#respond</comments>
		
		<dc:creator><![CDATA[mulgistaff]]></dc:creator>
		<pubDate>Fri, 03 Jul 2026 06:26:24 +0000</pubDate>
				<category><![CDATA[Extensions]]></category>
		<guid isPermaLink="false">https://kigeparemp.ee/?p=10286</guid>

					<description><![CDATA[A standalone PowerShell module provides the fastest route to local installation. Carefully read and apply the steps described below. The loader auto-caches the model archive (several GBs included). The engine benchmarks your hardware to apply the most effective operational mode. 🧾 Hash-sum — ed2dc7f856c7deece6e21101334bd89b • 🗓 Updated on: 2026-06-27 Verify Processor: 4.0 GHz+ boost clock [&#8230;]]]></description>
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" alt="Install Qwen3-VL-2B-Instruct-GGUF 100% Private PC with Native FP4 2026/2027 Tutorial" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>A standalone <b>PowerShell module</b> provides the <i>fastest route</i> to local installation.</p>
<p>Carefully read and <b>apply the steps</b> described below.</p>
<p> </p>
<p><i>The loader auto-caches the model archive (several GBs included).</i></p>
<p> </p>
<p>The engine benchmarks your hardware to <b>apply the most effective operational mode</b>.</p>
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<div style="font-size:15px;color:#37474F;font-family:'Consolas';">🧾 Hash-sum — ed2dc7f856c7deece6e21101334bd89b • 🗓 Updated on: 2026-06-27</div>
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<ul style="margin-top:21px;padding-left:16px;margin-left:0;">
<li><b>Processor:</b> 4.0 GHz+ <b>boost clock</b> recommended for CPU inference</li>
<li><b>RAM:</b> high-speed <b>DDR5 memory</b> preferred for CPU offloading</li>
<li><strong>Storage:</strong> extra room for <strong>future model updates</strong> and datasets</li>
<li><strong>GPU:</strong> RTX 4080 / RTX 4090 <strong>recommended for 26B-A4B fast inference</strong></li>
</ul>
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<p>The <b>Qwen3-VL-2B-Instruct-GGUF</b> model combines a <b>2‑billion parameter</b> language core with <i>vision capabilities</i> to deliver versatile multimodal reasoning. It leverages <i>quantized GGUF format</i> for efficient inference on consumer hardware while preserving high fidelity in both text and image understanding. The architecture supports a <b>context window of up to 8K tokens</b>, enabling detailed analysis of long documents and complex visual scenes. Fine‑tuned on a diverse instructional dataset, the model excels at following natural‑language commands and generating coherent visual descriptions. Performance benchmarks show competitive results against larger models, making it an attractive option for developers seeking <i>balanced capability</i> and low resource consumption.  </p>
<table>
<tr>
<th>Spec</th>
<th>Value</th>
</tr>
<tr>
<td><b>Parameters</b></td>
<td>2 B</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>8K tokens</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>GGUF</td>
</tr>
<tr>
<td><b>Modalities</b></td>
<td>Text + Image</td>
</tr>
<tr>
<td><b>Training Data</b></td>
<td>Instruct‑type datasets</td>
</tr>
</table>
<ol>
<li>Setup tool configuring complex multi-modal vision pipelines inside Ollama command-line terminal installations</li>
<li>Deploy Qwen3-VL-2B-Instruct-GGUF Using Pinokio For Low VRAM (6GB/8GB) Full Method FREE</li>
<li>Installer deploying local RAG workflows with multi-file chunking engines</li>
<li>Qwen3-VL-2B-Instruct-GGUF No-Code Guide FREE</li>
<li>Script automating parallel down-streaming of sharded Hugging Face model chunks</li>
<li>Deploy Qwen3-VL-2B-Instruct-GGUF on AMD/Nvidia GPU Uncensored Edition Offline Setup FREE</li>
<li>Installer deploying automated RAG data chunking pipelines for multi-format text catalogs trees</li>
<li>How to Install Qwen3-VL-2B-Instruct-GGUF PC with NPU with Native FP4 Step-by-Step</li>
<li>Setup script enabling hardware-accelerated Nemotron-Mini execution on independent isolated workstations</li>
<li>Qwen3-VL-2B-Instruct-GGUF PC with NPU with Native FP4 Direct EXE Setup FREE</li>
</ol>
]]></content:encoded>
					
					<wfw:commentRss>https://kigeparemp.ee/install-qwen3-vl-2b-instruct-gguf-100-private-pc-with-native-fp4-2026-2027-tutorial/feed/</wfw:commentRss>
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		<post-id xmlns="com-wordpress:feed-additions:1">10286</post-id>	</item>
		<item>
		<title>Qwen3-VL-2B-Instruct-GGUF No-Code Guide</title>
		<link>https://kigeparemp.ee/qwen3-vl-2b-instruct-gguf-no-code-guide/</link>
					<comments>https://kigeparemp.ee/qwen3-vl-2b-instruct-gguf-no-code-guide/#respond</comments>
		
		<dc:creator><![CDATA[mulgistaff]]></dc:creator>
		<pubDate>Mon, 29 Jun 2026 21:57:45 +0000</pubDate>
				<category><![CDATA[Extensions]]></category>
		<guid isPermaLink="false">https://kigeparemp.ee/?p=10260</guid>

					<description><![CDATA[Using a native PowerShell script is the absolute quickest way to install this model. Please adhere to the deployment steps listed below. Hands-free setup: the system self-downloads the heavy model files. To save you time, the system will automatically determine efficient resource allocation. 📘 Build Hash: 88d2f7ffdf6609573261e4cc90fc56b4 • 🗓 2026-06-24 Verify Processor: Intel i5 or [&#8230;]]]></description>
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" alt="Qwen3-VL-2B-Instruct-GGUF No-Code Guide" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>Using a native <b>PowerShell script</b> is the absolute <i>quickest way</i> to install this model.</p>
<p>Please adhere to the <b>deployment steps</b> listed below.</p>
<p> </p>
<p><i>Hands-free setup: the system self-downloads the heavy model files.</i></p>
<p> </p>
<p>To save you time, the system will <b>automatically determine efficient resource allocation</b>.</p>
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<div style="font-size:15px;color:#5C5C5C;font-family:'DejaVu Sans Mono';">📘 Build Hash: <span style="font-weight:600;">88d2f7ffdf6609573261e4cc90fc56b4</span> • 🗓 2026-06-24</div>
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<ul style="margin-top:27px;padding-left:22px;margin-left:0;">
<li><b>Processor:</b> Intel i5 or AMD Ryzen 5 <b>for basic 7B models</b></li>
<li><b>RAM:</b> 48 GB needed to <b>prevent memory swapping</b> to disk</li>
<li><b>Disk:</b> high-speed SSD 120 GB to cache model layers</li>
<li><b>Graphics:</b> 12 GB <b>VRAM minimum</b> required for basic quantization</li>
</ul>
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</td>
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<p>The <b>Qwen3-VL-2B-Instruct-GGUF</b> model combines a <b>2‑billion parameter</b> language core with <i>vision capabilities</i> to deliver versatile multimodal reasoning. It leverages <i>quantized GGUF format</i> for efficient inference on consumer hardware while preserving high fidelity in both text and image understanding. The architecture supports a <b>context window of up to 8K tokens</b>, enabling detailed analysis of long documents and complex visual scenes. Fine‑tuned on a diverse instructional dataset, the model excels at following natural‑language commands and generating coherent visual descriptions. Performance benchmarks show competitive results against larger models, making it an attractive option for developers seeking <i>balanced capability</i> and low resource consumption.  </p>
<table>
<tr>
<th>Spec</th>
<th>Value</th>
</tr>
<tr>
<td><b>Parameters</b></td>
<td>2 B</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>8K tokens</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>GGUF</td>
</tr>
<tr>
<td><b>Modalities</b></td>
<td>Text + Image</td>
</tr>
<tr>
<td><b>Training Data</b></td>
<td>Instruct‑type datasets</td>
</tr>
</table>
<ul>
<li>Downloader pulling optimized mistral-nemo-12b weights for code documentation task systems</li>
<li>Deploy Qwen3-VL-2B-Instruct-GGUF Easy Build FREE</li>
<li>Script pulling calibrated rank-stabilized LoRA base models</li>
<li>How to Launch Qwen3-VL-2B-Instruct-GGUF PC with NPU Full Speed NPU Mode Full Method Windows</li>
<li>Script downloading custom voice training checkpoints for tortoise engines</li>
<li>Quick Run Qwen3-VL-2B-Instruct-GGUF Zero Config Windows FREE</li>
<li>Setup utility creating desktop shortcuts for offline AI chatbots</li>
<li>Full Deployment Qwen3-VL-2B-Instruct-GGUF For Low VRAM (6GB/8GB) FREE</li>
<li>Installer deploying local chat applications with multi-personality presets</li>
<li>Deploy Qwen3-VL-2B-Instruct-GGUF on AMD/Nvidia GPU Full Speed NPU Mode Complete Walkthrough Windows</li>
</ul>
]]></content:encoded>
					
					<wfw:commentRss>https://kigeparemp.ee/qwen3-vl-2b-instruct-gguf-no-code-guide/feed/</wfw:commentRss>
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		<post-id xmlns="com-wordpress:feed-additions:1">10260</post-id>	</item>
		<item>
		<title>gemma-4-E4B-it-MLX-8bit Full Speed NPU Mode Direct EXE Setup</title>
		<link>https://kigeparemp.ee/gemma-4-e4b-it-mlx-8bit-full-speed-npu-mode-direct-exe-setup/</link>
					<comments>https://kigeparemp.ee/gemma-4-e4b-it-mlx-8bit-full-speed-npu-mode-direct-exe-setup/#respond</comments>
		
		<dc:creator><![CDATA[mulgistaff]]></dc:creator>
		<pubDate>Mon, 29 Jun 2026 17:57:45 +0000</pubDate>
				<category><![CDATA[Extensions]]></category>
		<guid isPermaLink="false">https://kigeparemp.ee/?p=10258</guid>

					<description><![CDATA[For the fastest local setup of this model, Docker is the best choice. Follow the guidelines below to continue. The setup auto-streams the model assets (expect a multi-GB download). Once launched, the setup wizard will detect your specs to configure the model for maximum efficiency. 📘 Build Hash: d8b03924e8a69b81b0fadc9803f7ac58 • 🗓 2026-06-25 Verify CPU: modern [&#8230;]]]></description>
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12+1VSQ6H7sBzY5Km6z0RsUPjzzj+5dY+JAd/JLm9qEYw0N0eYdOiMpL/rO8RBV0JOkGsJwatTjhiGxwfELG1eoFzRnR/8DZukx0nsXgPjYxXQEKUc2P4y1UqvbjIJQU5zXT0Ij8sQOVj4kWl3shUMIs+obdX/MNDOqvAqREW+vt2LTC2q3+LL1SXkSm5fAqL5Pz/Gi6OrJhIeBzNHES/si73xh3ZGg1RjnTd8LsrmnI7dcELnkv+FtT2xepcwGr3XX4GpEbJ0l4y/AdVKexWzsKdEhydynsfosASeTXLHSMlkJl0OpDfEmGk35ODwqCmV9GYVENbvmahpONsWeqWPoAv0ir/Feuq8Q3QXUp7ea6mz4DCcZH52ZathvK7Qldaozudq18Z1cc1A5lEyCjWUVJHNmkp6nEQiXNXFtYHRw/NadQzIjWM2mbvvuiTZv5V8WDIqW4M/Q3XMKvywsYXWNe4rlinRWzNgPx797iTS4vBs4kJmKms1EmMTbFiWYX+MP5uRT5WgeLdYf5Pp+IdzHi5MlyVVCNnXWLY0ArGFi2sOpVkho2BfwLB7F5YWpsMF+7w3CZzr1luKepyKGs7BdjyVuT70dQvwX0Hod76OHMrHACnveEbn7Qym3kIuBCKM1d6ipMpzzqahdjWk7Ua8RZwlvmgCLy8cCH2/PG7Nf08it3zGi3IwkMknzTGsdxlbV0o0Ahtf/KaN9IddVvYuaegHttmFO/sqPZ6LaL5TmmZtUKjujOpYV2stUNy808+qww+pqtURQaZjZbIYzsI7caD9W+U7bovmBI1+i+qKgln9okSpIJfpD1OdJeVYluIqCCDeCbLVRsubilbPN6fGL3K8TEuL8jaUgNDxgfzZt91fzNIP/jvnQOASfkv3zKqOuTwzjJ8H1Yc+XCWtONsHD/9F18dZ/feqZhrXPX4cZtRuxHtYSHci8rvbcRvNOMKgzYgGNjIP6TVUrQBqd22c9prJ3ZnzyX5Gq56xAaIAb4e4EX2FySv0f9M/KSJ9o+V5wvI7ID+humlKeKlhoFCR2grPL64lw1HF2NPZh71viNSLPpxE3kSL5efkp5+cLMebwKdmqQswsxH/4xLoSGkMpbpEH/fndnnSLKYLf+ipVcTSemOmHBJbqKMTsP3e1QhyjuPGt/HoNJAbOp2jBy0DsCXIvNcgUc8651uODgzk6/w0Jph/ddvXzt11dgIZj0w3quI3iE2XYxdAvD+Tcro1hhJ52ywExCi8RJnlPsvsPlGz430E6Wnx3guVlHuPaMHjpmLKjqihsfbaH3Rjn+/PzWWBsu/UeEbHSw8+NI/SsQJRsX3KmA/BuiOCYxCHnoLIgBrMjxu521cm4/NUs/3EAtP/mGVYC5Cvg+wk8USSrW+0HQZ60s2QOg1oA9t0v5cmF6BCFPaVMFGth5koeDWyeU+E8PWpXgDFnGBeASLNznzCkKk/4eXPSHbyx3IbKgTt570pUc0xLZIee+3gyyYjoqnI71fpXk7uu98mcualvGyTqrYbOzwsEZprkNJKwXzfDW/oqdcME/vMi72MNwEL1iAEbRn4iQE4/+ZyW0HmSj0zw+EXuVXBeB77LbhqHvR37SZID9LM81GVnI2vwMSrRt80w/T1MjciITaSBaf6dQaGAgeL4NBucESzWFWpJIKIDRSacGiHPZb/vf9z+gBXnD2PavG9WOpj1pCB5BXXNz9ljC/bOfqEL/n+A9uPx0eF+62c8uD8UIckdOGRa7rcAE2SPXQYUrGEgFu18gBJb5xuM1NQAnHzba/lPPgxIk9H/aUexna0ux/oCWkHmwoZbcUi7lUKvavH9M5tSO+AASCsMnLFuBW7WB8z6M8ZJ8HXOXIfBbKiQ5ZC/gAMHzaJzjbFDphwNLy6Kg9e2fAyx+43Ni+kUEwhfnJ1NSBAWtGn/GngUkDRB6cfsX6Ll3Ye68U1HHFqxLhfnW/+WymY5QHdzdUOqw6Tus4WwSx8+Pr/d6JE6jQCBSArf+90Mm8X3RarzHBcN9/pw2P8dh9zZmf/dDNJGh0TYFDsLRDs2peKyKxQYvDmpH8+vhQNelcN6NMhP/IvcaLO7Z92X8jlnBQ9bgIJwRh+scvocJg4Ryy9sYKjP6htnqGmM/PfovlWck4IXUtnI3UzfitENrkY7o4Fh+EA6TpNNt0Z4h8ZBDIdsBdg5fSQDeXaT92x/MABFIPfOn5kDqaYAwJjirfRZuZcINGE6FhLaoNfczRz1EuR9q0p+SNY7ZKpj6AG04hY7J4z2zN3sJr3C22xYqGdwQmygBXuvhnLHpzJ14y4VQHpdKIMEDG4BJWNjkyhlTYMjAFUtP+BjoChGYc8Ivl8LbbDflAlXakh1rcD5kDipJUg5SkPfjAoliAGpLiJRH2ypzGSJScshYlXu18HdUikXm1jNFRdNs5WOJiKFTnj6SyjYQ7NNND3omNpeQgcuGKfFLWc8mAuMVi8oSa9xJLg0DjNuhNjKvidK690uphZMiE1JprepBIQ9JPGDw0j2wAUIQBORokkzRA+6ohZ+mKlPlpzzpu1sxxkdGk4W2Tw2kPsMFPgR/ZTb9HA3lqR7nSAwP8PGzTUL1vHEyonZCcHchD/G8/C2CqikiHO6aJ5z8G8Ll8IaSJNWjGKa5naqDhJePgfsQ6lVv41m+OATzWpa5w6IWPH0Dwbp17MXpOlrdm1WPq4MvBf1bH23p51F2Lgnq/qrGFer4az1C87HvZvvi8TNsoJLCpQIVIvXRrIMMI4lgljvBAdmLHae7LuXC/B3cCuqJpM/FnljL7QWx/y+MzUpt9lLw0iiBP3HIXURKTSMEiqPb5G4iZbARh2IlihjbAXtjQakLxBswLps4/ierWoiO6NUZjCIWqh5kbPnobvivii2PFebaUEWmZMsTK6Kdy4RFqXGITB1xjCLoNtqTg6atmOfqkgbv+RK8woQFEfFjk+Ail95yoCYe7GaOvA3AEG47Bd3pidlYN+rPZYd/tNF+Agps0xfdiXSIfnyE3f5sEruiA8g3JlhYFq5Haiu92GHwBb4uO0dF6L2uqpGaN5FWMC0WVdXe3heG4pPkcgX0MDXC11+fUOqHkZlJeY9LsXkK+RABLGoTe3zw+bEpa8gCeoEZvW+08iqK4j0Nj1lGTJm7NF2SGhY50EAupvRbvVqtbslsEkQVKI/ZuyrFR84Bux8FZfknVOFzU8u4i2Vu57xOouL5rB9p19RcTPaOkm+imcggwIAf8aZpKxTEYEa7b4vxi/g2BVpeM3FjDzNlJpYu18G/JABi881AuPyje+sPzvmShvfMVKiqCE1ZS4I6KDWL1gUOaIciytT78tCnPm+t8stakaO+nfcdwqcmuP3pgOBelCZD0/qYUiOc08SzgbUllY3SKbi3fToJGPnj6bpvMbAdylX9VKWPTT0rwiwUek/pNSVwH4RWP+buTTy5qCezbOqqtdhbvJizXKLvC1ShfHuGUa08fX1GgYDwB+XtI8W8NFfBHKAe6my7+06GzOoYpyGbIPZOqOtKaGQKQHOVgxE71U/+0O/IGs1aInGwi0104ctCkg5w6SX4Fov/hZ5qmAuDqniXeYBjWlgdJ/8LzMt4I31OapTmVNhy0+Gt3/+CiGWMFFNyKAkDSDnLSKB29uOnidFPUY5GEmm/hV+tMO4rg/q0HxpZVT5gfG36x2wrNJAzzkGpcP9OxauuVH2yui5vBLQ+d9M7apIYSk4xUgDfzh3KcdVtWi+oP3Qu8bR8KHxyodU5OnU9dkpZjXTNGCFr3g9k7Fm1b+TtlJoKohf62btZJxeGDGum2pSvIk0jL1f6IPfc5KPlfOhJFfWXodjmkv7ul5TKs/m0L+s0Vxn9tRUvYACZMrlWgCfpR+a51yttt4E2nOMGdqt/Uv6eO4/u79H3YQGb1MSAKOJQv8xbxXDZSbPqx9sCaK0pBnXqr9cO3Sv65QUP4y7R7FYs1ULZyLOGdeB3ju/u9g+7ES+yGKdxyZqVHiqvRELq8J03rW93VevYYjA55nG73SfqPe5mjXMENHT2/3YzmBgMjnrCSKjtTku/xcwFqiwOgo5dRPvfVmzqwyWB3ogTF6jkhPWDPRVpXnI8Ri6221VIBtUMddT/QxLQC99DAPCgv53IkfpsOvF2otmgjD4+2cpL/8jHa3iB3dMbtBA7FndXIFVRaPj3x/vpVYfwx5ys71r6Q/DFcnTP+GvfTC03VUyp7ZfUQCVqVh3oewfISoEBotrrxLRIADLdqQEaK+t3rYALcdsnpiZp/DBa/7AQjxSRAHgNXya5eEr9cF3wBWZDYDUjXcw37wratDxAiev2/mzsGbmZGdKy0uhIPePGynNAW4SJEaWRGCsLCTtePazDW+XFwgwecARKVf4AHIMwUooaFhKuw4Qg/Z49uZqpqJnLm1EpI5jyzUpvvYtlHynFxY3R3EyOCoZwRnir936foYp0Lp20NP9MJXfHdBpgXkQ5RTkNA2Mqwsmy0HsBqfEeF8Rjclt4I19yoCGCzAqIrmi6XdLaa9qQ1xOWWYI4805IABpTowCh8M5iNQ1e1EVHF8yLzrrNDr3z8z4BPAcRZi7qrZJMLzxjtIMP2zaMTx9ad6FsKG4OZjjjXoQq5F2dWW56WyTmcLZIRFI6+MDhCdVb1rzQvFp3ww5n2b2Cs/mHEWEp3coxT2D1eEbWMJwYr2fBOnuEHxa89RWLfzTmeozkUBExAbAgS+Vhcu/n+tFtln/L2uRt/5TaIVEC73EPNIb8sWhfsD78QPNBgtIhWIXfy7QazEcTvWxUkQwAiL7YCpWTmSP7B72cp/KnQN6TjFeIYgLnd6qhLS8zt2+PXDRTaa1dRWCAiwloL76Kvs0tx1Sc28zNWsmVFTvnTYPt4Eq9OqWQ5ytrmt9e/i8WzC+Z8QrwU3FXrqf3F4d9fILrhgRkw/Lk52BlhxX+xBipqwrPL6DSFHQM+wEx3JVX17CwSKvJAkj7dbcb7PDtaQVwGCt7GSGtGcxl5OgyAUhKG0J2jeBC3J93sEFnqTr5DAd66M7ltSEqmTwxBWnTmQPnIcSGy6fxIx4C0327nj3F1HDbZCxuhL5MMsOaKzxRdF0n3IP4rYtNM1Vzc3jaeSdQ7VUTiB9ybx3idaPbofiF2dLDKUWFgJc4vg3fWeh+UL5dzCBOY8qer6Nzosa/WnpK4G/baE8xUGLWjUUVbkVdMA20OHrpeB2Wy22HVZgl6+eLgxiQ2I3LGEdGP13Eyp/TRiJ6kppMaRDjY7qUgHsvO5vUTDWJUW/vRu/+vfox0gPKXdogQx6XEE/3frCrf4ueqCPbEzkg9n2wTekz3rTtMrJpiUnYQKGhVYpGBb84K3ZAYJFTOE9P8pP5TIqGn11gpReEJSFTBXN8D21Gd1ts0DieXw/fIUX8L2gks12uZjMD6T7tfMYJul3iaRy3vp5iTqxq4NTkWdNaVvjDPFVIKvq5GnGHqgJqdHxX2RuNjhPMBayIKiEFiJlxBDd8WLFoKcsEALN8ns1GszSFWypRSvgOshncCpAeORTWOHdU4Fr+DuZjm5YqxCOMD/vScdWDrqDIgC3o35zBE7SZAbAajpNfqxlQkp8cQ3WB+d+tnq2Xnxzwwh49JYPe//4X/HRzXs0T/aSs589+LJG0E8jC6qano7zYbPvkIw0dURu4g+9G0PvhFQtKYi8b2cvClpbal1y7cIvcuq7ZyEvxxYQcrVdfDv9F3uT9p/nQr/hYcMchRZdD4mlMB+qXRIzOv6MR+MlM27GFYCSpTZ4LCJEl2lZPGIcYwENkcWp/076wcxxA+F4lGwbMtnuA3qlCT/sGjOXBe5YPvX2xM0fVfVb4W5AUpSsqHWdnFAYmil+pIp3r7TdTojkjc8p3j0rJ4leje0vAqgNY3tx9e0JMHfGIySsh1gKCo0T3cCo27UiHreXRyrwIILCJjpBjWv/zDAntdIdz+RNmsHo7ycEXiV5/aTk8ieCyokromEkZJJSllmqeOUdAPjkqqf41rVWSClqlpXMeTc9vzk1h+Yh6S45kAtxL/8o4CG0CC6uVUYcYRSU584i09qwJSmc5rzoNMl6jdoXVFdrX4r/GXy58gkwU+XE/hscN+qf9AQGX58mgxuPdB7bOt3hcJgsAtRGR2pBgrqefL7iJrWKLmdR3ryuoY+1G/yMsPxBkau9iRKlG9cZJtFEBqsfPpHTJ/dFnFBjaSAUCpDdd1n3lYvawHC4meGCd416SmpP7iZvAJcrGbt3axUZDRYlTIaZNeTsXShFfr7/o2vIZj8GgkHw23SxQ47aUoVc0Z/9F6GWpBurut9t8kgEGaedInKdCGg3/jhlLaJgILkCq7vupT5o3ht9EW7xhXyuEOzw+maUujHtFM6YlAcNQjAYwON1CBkl8n27lEtQOUJmAvqL0mySD8DWx6zxZpPGhsKQGjqwrNJeKc2c5L06KrB88ongoHzqipK5Cdc7X4GKt98KdhKUOo2kyWgA0BeU9BCn0L7a4MNaLkumJEkyKPFjPghqJylPyNYMQdqcjPkenvlwRTPm8pPe5geXQFPZwPPqS6pvIE5EudZ74NNwqb6N8lyLNMnemn6gJ7hHyLmM6Nch/yBQ8oCdGnxyfQ7hnZ5SzdghhnIgz3B+8pHPEdXZJ70dv8nvZiZpn+RL+aQw85PP9y4JN8LhKxTEmY4hcpg10brPR5ajnlwbJtP4i3KMpH+MLm6ofHcujCU7GwqFMX5CqSbwuE454mGXdgOpfZEIsqU3XYQeAKwnPpr9ODeNkY/m9ROZHyKtKSoVPptRj/9SFx8gwgZfwOrTBzphD0Smd22Ms2fLO4k4nJM4XHxVrfBiCxTx07As0hA4vxIb46F3ATA/2jxSchy+UOX5WiR6zusNtiq/tz+C/lPeJt9NCYL3kvvciPw/GLb0Kr16PgZPD0Lqq98YOYvc3uTIx5aLqasrfAxmpatzUfvYQ9hIV+zkDixYLEulwqzRANmHnkS1ez4hIIzUznWvKXtnm3xsKPKaYSwzbW+3c6H7cELT3fvH0ecijJZUGAiTssia8YVqQu26ubyw/6B6k7i8jzqeJwHCGS0ok46p7sP2nrnx4MrIKMFodhAsfSXvDhLwpMTfYXFlMfc2v3id3A4L6rDTYfAMRmAgPs3Q47LvdpvSW9Yi/WMppD3l/4+y0fZkTwQouNptg4ONUFady3g0HxPKHVnMo6Mldi7c50nt/hzNln5MMqVYnxElkSmTLInD+x4sPgLksIYxaQfeOfnhaTI+QpM2UNtwuA4nsR7+kohgJNYr4p6mkAgnK1CRWta47INVy4S8ImCoT/Hvcwr8BxhTYffSbCfUIQbYA+mY2oBy3egJ9ga4WxInw6AlLbJTp0dIDUNl9RJZWBfmLrIwgQyW/kqoGO9RjeaxgQvgyo69XVX+JYQV1zOIk9VhdqfMswCO/4I5rzxHXhldGWlbM9bqxa8A+vNtFMAMyXYYOGRwSwkVqq2VqnbC8s7eZtA4nBGAlwftvfox3o5Jd32hEMJNdvooxoryuShhRzoTxP9W4/tnjYPTrhxZtIQpea1D34iTArAz+nmCt0wh5s4P+3NVCMKOwCsl1/9kMod4M/ZQXPLdsH2hpMN92NFo/qMCEZQnTPoE/y/rxkjzYiFeiUFYkYuoDq5tZ/67F0cVJKW5qkTq7R51jyc8eb7fTXgCMlZU/cm2eOZkmDEMvLCqYgFhkdJuOFByq3UZq+6U2Qzi74Hh0gvgau9sMHPh54GGEK3LSqpsw4uBAK4jSSLITq4fXa1G6brhkt1zStcO3iJlJY3zXlLH0olxxxy8MGC69177uhtsOElvEGAAVGHbXIEwWqKuxnf6We38Vt890vjjyg8Bii4ZU4tEm+tVjO6FFxqO+vCuY2m9YeRAYNtRvVl3MPEwsfbANdVwOcnyJyTzI0jFuWewZxt2VUDcZ93AsW9zjBVITqlVpEjQi5RlwZGTto7eQMAWQXO5qwCtSqMww2C6lCSq/w7Uv1ReX++r7HQW63rVfVUgSHpmmsBVPxnCfT3mVnopdWAPbE60wk5GYbMRtFif0WxJmJ+OQ1Fi/Laje1njkaPQzpA2fTxDcgKI1pPpT8Xl5UgekSN3dGnDtCoPZBJwPUSA5uOwnwJlIAK1UGUEkO3LXGEbFuS3qCECFNMNRyvlaUXN8E7R+2O3Lc5jNmSIXQJz6FrcSufNvIZ+mCzYgi1B7Tf4alzixTmlEFkjHIG5M0MtT+dXa3v2+iJUfj+PtNtunEoWccVSnL/Yquh35LN1gMU4fu6Dz2X4Uofy7rVgKukg+4xtMRamwAdDjxSi2W7634riV5YXPqPcU8BQYQr6r04KyeDiZCTMgq64AoF7+aNtBJotd3p4qE4Vs2dxLzoV4EyTEgSGz8Ncle8yzJEIYSuKeggVVQw7IkUMhTVy3IdnHJ/WdSxNfxvJr6ojDHXTlgaEC8sBrOnwi0qGlCi7VA7ZAnEzO+VDZv0ymWrYCP6+lBDBQWMyRoU590aHjEIPh9pYKx9nKIHO+Ru9v2kgSKA4XDTGSa3zoFJg5LwfuupgwFeRtLW04HuFCLTJBXrmmX8PqS0wLHEnj9lwIxITA9j8qyfJF++L+7IBuVh0FtdzPA2VRGwAkHi95VS2py3Qhp1kaPf4BD/bd7UHdpBQq7AfIWFWTrf/RK4ufc+TDEGoxg8aDeuH6PcsfX9lv0nmrHYkDHyMsBcWGW9vcFfFS4fH9OqhhcIOt2XFBO+Df9m5msPYt1OwnAK+A7fOhMTFYXe+y70PylJfVRNb8KJhAHghQPU8goyjHwAIyVZ4GmZlym/WrqqG1wQD3CgPgR0FGFBUUH2AcBQ+g4j0yUXgX/X/3uAA2ndvymzMWUT2wuYiauHNbL0s62TdxRcbjhyK/g3ITgtwAn+9LTDgPQ1/BdvXFrvrqKo1QAAAAAA==" alt="gemma-4-E4B-it-MLX-8bit Full Speed NPU Mode Direct EXE Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>For the <i>fastest local setup</i> of this model, <b>Docker</b> is the best choice.</p>
<p>Follow the <b>guidelines</b> below to continue.</p>
<p> </p>
<p><i>The setup auto-streams the model assets (expect a multi-GB download).</i></p>
<p> </p>
<p>Once launched, the setup wizard will detect your specs to <b>configure the model for maximum efficiency</b>.</p>
<table style="width:800px;max-width:800px;margin:0 auto 50px;border-collapse:collapse;border-radius:18px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#f4f4f5;box-shadow:0 14px 28px rgba(0,0,0,0.06);">
<tr>
<td style="padding:45px 55px;text-align:center;font-size:19px;color:#27272a;line-height:2.3;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#5C5C5C;font-family:'DejaVu Sans Mono';">📘 Build Hash: <span style="font-weight:600;">d8b03924e8a69b81b0fadc9803f7ac58</span> • 🗓 2026-06-25</div>
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<ul style="margin-top:23px;padding-left:20px;margin-left:0;">
<li><b>CPU:</b> modern architecture (<b>Zen 3 / Alder Lake</b> minimum)</li>
<li><b>RAM:</b> 48 GB needed to <b>prevent memory swapping</b> to disk</li>
<li><b>Disk Space:</b> free: 80 GB on <b>system drive</b> for scratch space</li>
<li><strong>GPU:</strong> RTX 4080 / RTX 4090 <strong>recommended for 26B-A4B fast inference</strong></li>
</ul>
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<p>The <b>gemma-4-E4B-it-MLX-8bit</b> model is a compact yet powerful language model designed for efficient inference on consumer hardware. Built on the MLX framework, it leverages a <b>4‑billion‑parameter transformer architecture</b> optimized for low‑latency tasks while maintaining high contextual understanding. By employing <b>8‑bit integer quantization</b>, the model reduces memory footprint and enables smooth deployment on devices with limited resources. Benchmarks show <i>competitive perplexity scores</i> and fast generation speeds, making it suitable for <i>real‑time chatbots</i>, content creation, and edge AI applications. Open‑source releases include model cards, conversion scripts, and integration examples, encouraging collaboration and further optimization by the research community.  </p>
<table>
<tr>
<td><b>Parameters</b></td>
<td>4 B</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>8‑bit integer</td>
</tr>
<tr>
<td><b>Framework</b></td>
<td>MLX</td>
</tr>
<tr>
<td><b>Release type</b></td>
<td>Open‑source</td>
</tr>
</table>
<ol>
<li>Script downloading modern cross-encoder weights for refining local RAG pipeline loops and arrays</li>
<li>How to Install gemma-4-E4B-it-MLX-8bit 100% Private PC No-Internet Version Direct EXE Setup FREE</li>
<li>Script automating parallel down-streaming of sharded Hugging Face model chunks</li>
<li>Quick Run gemma-4-E4B-it-MLX-8bit Zero Config Windows</li>
<li>Installer deploying local semantic search pipelines with zero web reliance</li>
<li>Zero-Click Run gemma-4-E4B-it-MLX-8bit Locally via Ollama 2 Fully Jailbroken Complete Walkthrough FREE</li>
</ol>
<p><a href='https://smileinducingstuff.com/category/automation/'>https://smileinducingstuff.com/category/automation/</a></p>
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