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		<title>Launch tiny-random-OPTForCausalLM Locally (No Cloud)</title>
		<link>https://adronis-bg.com/2026/07/19/launch-tiny-random-optforcausallm-locally-no-cloud/</link>
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					<description><![CDATA[<p>🛡️ Checksum: 62b22969a06fc6711dd1ef61d10d139b — ⏰ Updated on: 2026-07-14 Verify CPU: modern architecture (Zen 3 / Alder Lake minimum) RAM: high-speed DDR5 memory preferred for CPU offloading Storage: extra room for future model updates and datasets GPU: RTX 4080 / RTX 4090 recommended for 26B-A4B fast inference Optimizing for Causal Language Models on Resource-Constrained Environments The [...]</p>
<p>The post <a href="https://adronis-bg.com/2026/07/19/launch-tiny-random-optforcausallm-locally-no-cloud/">Launch tiny-random-OPTForCausalLM Locally (No Cloud)</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
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+6rlZlf87+QC1dX3lnRmXGOtCf98DlnZB63Fqt4QwYDRi8VmUBz06gkclZylRVAJH8geASs96ZvyU+oeQUOi4jMSSyoTiBx8PSYi4/iyAVhxCNSWGVUTQ8V+V3Kv20Gccqb5sq1FrDV5ox8qLx59XfY3Rmb2InyqvZ44/xJHhgjCSMAUn7jqWef8Xbly/x3ukKrbdscF9rzPooiK/h/OZ83d4teNBN/Y60ugxVAXPEZqrYEctNGxiWZni87y/5yOycLSXY52zKUQvS72A3LajVgF4EDVZ21gb17VXal2FOkD/NEIgA1cvJPnw554B8Md1bKVPb39oJFuSB4NJXqSTRR4Kd9Le+2R0Q6FfIF8SjTOZzsQVHtP+NQXaWJABTSjURdp5BItQIuF376bJgjIqwvMU8Ih/yHsAT/pC7f8DmH9tF2aQKZbh180G5MM/WG0yScGjbdKtA/LoyDonp17sCmTziGrqVzuvmiLurvQFahhpHiMqL+mFylaKXh3I5nBkH87iCBwfD73fAD5ld/svOdXfICoxoAwCI6sFEQ2ar8+9oW12dxkNNi9F/Pb+TI4pIVH+Arj6n3SnDD0nkCOsE16BH1cRsaTlywFWyHVote2cNz0waUQ3wd9/kjZWv3EaZ5+ltr1GR4GWoqVLTGdkanMSZd1xC7MPM9lMRubfSS3yUxGG405HsPx0fAWasurgaQYp8PvaSXg+Xh9y5LHn3Jk/Qcfs/FvKz0qmM6JStFSCb5keUpIz0X08PqpT4hqjGRLdMitBOOXel/Y9v3r1sYjgzjZayub1mLsR/xEfdJQZL956yjYRh3YGNW1B0CJJt6Hz1/oTNaQgCLcrkd8SA3SYa1GUhOrhTECtGY7uUJVCj3NALc1IM16C0/iBHhcssjn20yDrAiWUDNogLK0IRSO0EZsRdyni/RSwB/8Ke9xGeU/E0xrWgOBxSgdVIcpDxAj6uNpWNahqdj0lZ+MNHemRQSJUNcf9zek70zkik1nVTKoZONHWqGDfRnpcU08kIJ9iUj64BnGL2y4nKVFiTdtyOwbIM8X1NrDYFN0FQDrISvTVm4PZ6Bw5+n60cswLnDTnE6oW1Tvq1uU/SPDl10nyUBfjsiUIXI5F+hUFG6j2J99XNsQRfHMyS8yYYAcdUQAEZDXVrEPkkTTpaQGxrZiWAELOjP4K4r3wM4CnvzNHzRSZSCH29QQvOOJBAU7hpqxBaIEb/w1NcYoSYslUynqRcaA3OTrc+o7yBXtzTnWLHRZriHtEgmUbfxPCx98NA3kqokzS8IGcSTuIf7AEhR/M8Ycz4MJ7SQkh1CavRLZcAsqhkj7TEjHFJD3iJwR05UrqeJUW5DzkvdI6eMFXbM2yQqlwSSa6W2q3zY+tCqQrSrXwQKMTFFE6gODFY8kZKJwT8S+Q6etXtsuXi6YSKpDqz3z0vtaq+eyDgg2Kx+ViE0p1OesNsD975h3b5HRA1FWp+Q/O0WJB0y47JiHr/SHtFStSBPzj4hPVKEgUfRSLkXsDqxpnj8iqow8pf5ejrub9GY9y9LdG0POnN7NI3VpkRmNDXMcb+9j9LNu7puPKvZs7606SoEskqf1DDMmmAO9LtDwrO8xNTNvZRdTjbSDltADuVXMjcywMzKNhkl9Tzz8lN2RiNcIsggvtI09dbzoPJe8TuIUR6WGy9V8NEsrRRzPsiaWOOHR7dQqzlk4hI9QMOcKC0zEKGCAH9XSJ+SeEF60slIG6aIFNzH7ZZUDx6xP0LRilAf2pOXSpygIjW3XUBr+76OblC1UOu6iJuUcxwnNOQmMNgsiTKOnZdl40Uk7Odfx9yVLgqchhQEKuwE2hCjE+MKRA4jl5Aj8V9F9w4qgzXqNJCam+rDvu0Fv92qwKxM8KtieLnTII4ieCBQ3jWpmczIon9SOVEeoeHpcJ3FZKKxYsrPcPVw2Hwr0ML3dQkhhztF+JFWtwI2tvWdBjDEEaGMVtBEUv5WQwvy8rBUTj2VngD/xOt/CUbIOIki2ZA4y3dHxtKm4SJ3ILnF4wfkQmXBuwVS8nabeZgXU9/6xUqqlI+1IQrRvKiwmX5gVt4oQ+ayPWrSttlmb3VtoC8nm9015DW2oJUm6o9rFSwdAZ/s1mKNVplTMs6lCu47rZKyasqMaqNNF2med97PBX6SspUlLI4JMqoSWtPgs8rmEUYb1SemXaFh8OkGVZDWr+xXlSXQHgWJy1Hkd2CzL6c6kTN7V+fS1AmL2caK4KNrJ0mPxSQBq++vL8EtOCdt06jfoffrTvnXtYj8wkAaM5nan8HKxj4jfibyXyJBzP8LdHHGxoSyOF1bP2oD6ZJCToj5euilO8KHyy0GY4DKoXNo9IZukUF9zH4p4AO27b3I/TubbHCgxF/qQPDVfsw21esP+rC25Dw5f77IAtwkzFiSpxdebK3hszb9fH9cfvP6DcgTlAC+6jBEbCNR+ZoCbU4LUqla/h0CCSyoPjRO+9SNTbKjGWBPOBLQasAavb64mYhrpS7XNX74DUqK6YydxtrC4zAFe6AaUZNQnxs0b9BH1duGZAAj6AUdymIvHNd90zaec4uFKXUr8FSx7JJkA3E2dXz9KRZRr7O3FdUsPJr5kA70V9SBAGuTxFNkunQT/Nb/ZMEiOQ9DczDuNmO0H5EeGsb4+Oar4ehA/5spP5l3+nN3vbHwGvZt1duzwwmjA+7GCNmqHotGsn7wFQYzOk5nBMB8TF+WBRc7XaFpJytnttpobB2Vz6TjvcBNfW9FY1jcse7kg7WElvOTENFJ1KfW4ZR3ok4myW4X1Ynuo+aTf1azQHGsn8BhOMwAX35UpH45I914xWW+FqqVDHPUGqUBffxXGpP/Z8dYEfO39GeeFP6DBMOoARWrWsCJNbbLExug+plYSCXigcsYAFKOZoDPFq2pWZh16S83MWOp6R1nYF8gMPu2GahkgP7oRuKqit0ZwTn+FEn5nPRxAKA2y0eOtWRTB/uLBIqQ+khWtP1QIWZj2PwGt4QDlGBbaaEr7rDqOya4E02OMkyUmHRabUCd7Q8/ZlQMUQkU4LWV/erhm5Ra0WR0Mo8orOIG5W36jpNvyQC1RgvWTOye3r94jvTqjoQiFXqJ2JdQfSNmR9XHJmB+mGrNXVDHg72zHabYRFkskn969XQSj+3NKP+7/zcGSCXqiY6TFy9yWHba9cwmtvT8WkDNI4xgVaHe07DnJxEr9CQUX48Y257/5o0PR1jzYpOhFomPUaTLYHpxoKsR2cqulwvJHxWnQbMEI1OmF/cZy9K4oPP132VQDbOPDItN2FQL8x/vNP/nlu/q8yRWmI5KlVX2CJmw4INFPhn7FXfUM3QGivqpXT9K/5a7R2OBoie/iBAPYhFfqjjQRiNrn0Au/XRI4xXut661yy+5pVtCmhPwcGfjNeVzIWYe+crqrpfG3NCNgUeQOSrY7TR3fMLAPdOlFmIheBsvfpdetSYQ99wd5dzW++Al4WTesHwcKNMoJB/rZBtYP8UkFmsB8CoipXKi6J/0DMWuoAt4FbFejFWnjQlvlHXHjF5myb9unGyJO5bD2z6mjw2qz+aV8fOU/46DBEKlWPKOUri3fO8+Y2YzTiBRM8THKUx1ps88EJ1eVQ5yNjv9XR31Z2OPX97LvwV7bX39VYDuHHE0kTeWng1S4TQiuDPV7u1ilUwrCPN0IcDxSmU6re5wdKhNRJ9W+ycC1UwJG3mAFZFBiSLKm65i+MIgW/gBk2eI0XoafQiKdQY6qpQxknWZ6B/DOj06XghCeX1CrZthSyKw467OU5rjPr/P+AocsKZNnOE92cCuATXBuv9fS/B2sORVh4rQMhF38GWqkiIzC5TtnZpqE/tpPsoosx4aQdpva3hYSwvwxagLB0HfNtdEf2YKuaVbnmgnZ6bsNPxUSTbLOrmssb9G52E06w7aR1kNVfu3HGxErzD1L+TEjw+xoFlamnyvMsesma0q8lxCEJYN1ja91LV4mY2CflmSYUD0TGWqcMCm94sD1nyqeR8yMNMVhSzBgOxUeZ9KLTaK44O/wXNSFxQJtv5TVMMZDFKijqSwlaJtJGTPSmFXC4E8EmKaxJPG2GEgzjHiInrGLGECWKWrZWwowIfiVp0CofmSu8omvtZIlHTPrEUSm+vUPNkpYaynC0GQnyQunlkARCfxKa6qyWQZvDCQso9eqifRtNrw4gZb8c0J0DwCtRyWCXaJjAJDQgRT4+aZI4jTr1ViUNbEaop/GNustKhWoW3ISSP5zUiaHAqGKXtog0LplCX5m6L5UnK2cwh0OxlWM3sLYpYBRQnXR6goYYUMIoysD8/PstFZoeQMiUA4fMA21zdkQhWIUJutAQn1nbP8DpRKpY4ywJbQzfdOnO2kMBVbYZlQK6nyhLcqSnTjkkO9hKhCeu3ENMOIb2UqPa0i7twhtd3WfjpB3a4Kv5DJMigKgMKOMCbjnNi2x7SLTSADa9HHc/C/RbBehkuZZ6jhuqdcbXFoTgi6nOyT3V73EnmDbeJhe75ewvAu/DCemdyPyq/Q0gFw5NJMqmVFGoCXiBwI9YDrecx+MLEbSMwIcjc52mUVRYo/g+uldwM4foDwB++8HiTpQsmqLI1nK8HNE7UxfN8A5CpcZcDo0q03GJnHhQboMGkXuqbPUSAxo4e35M5pgX+z43uIaorKlRyT28rQ3RhZZZa94cT9lmJYRPWBjGrMVS6C1prkIgAzwMttAK7ZBspJ1Sj+H79aoyTz22GvgSZO188bMOsd7/hmazsNaw4uCHKMrgRQ9t7FfzhpZwyEg0zhpCkNMq8eIPYdS1vQ5Yb7NjXac3zEho461tVD2s3vsuuS8Q/qten/rTB7iqWZ6HC2xGfq37bqVuxINspR6L/al7414+3GvSiudVhcjXnf5CHb2Ilmxy373cwzpjRukoTkIU7U6dzfxOdXtYOyafrwwyPKyiSf5e7hJn//7n+1+Qu8nMPSA7CT3JBB2cZEtPfK2qUc2VPNiC3OQs8jZDbXqKO97i8Q8TiqFz77p/VQORTtOjWTodLExX8LImVUZxXIY5rc43bMH3MTzy+IoypaFLAwQcZ+PO2+pfzBk4aVIMK8KZSwM7XdSBLe2cneEtGER73bJsO9nz+oxduTQ/ziJBWUEWWqH0ea7lOi9odWNiDD1ZU7PfCBDfmJK/yaSZjLMbxa2nXjGHXqdo9U/JY9JAFScodLjz+4oCaMJ0+/urZJZNqo66VrAPG8FqQYKpIdEydzu+oiSV3OL93gO/wztONZSyZD2KZEDH59Dp1z9CfRdqiPKU/mfzcbgRKDT4C1s1Jse4AVpron6+bMeoeMw71kSWb5C342RZTWSslE1MdRjItGl0JKTMVxDyPi7Hb/xKHz/eakRRk6WRnbaqpnGHf5kuXQEPX9/39WopBOypmeBtMvgL754UcfCfs0d/2hwBwj6yX7sV82oq0/z8CUhHTHczRd2iq+Y0pA5PDvBdAHvtQXQQV87a6eH3eE2sivnb9O/NI6GIYwy7o6sr8IsZ6N3KGR3B1Wvc8j2XVjehjKGSpGFnpQ4IrT4OZ2R8mew7N0lZRXlCqw/G1JPhesJcQrjI11TOhaeNU74IAkbAsdxZLDvVSF3Nv4BqKEuZZIH0agWdBjWMtxf8K6quggWhc+2K498j9YrvNyx1h9IKePoSeatYhsNnfP1qc+Msxu7vxVjQEKBJuk5EyKuX3rnIm/emQKXW8OQqqsw5xreog1JM6LoEg7HFX6+F/Z+N0T9jc5RNddDcmLTbPmi4e5fj/j37RooT4Rcfz4GgN3VPeIR2Nt72aQ6p5jyUhgMGGhDhhXgv78JcGML/J5O2VgeZvsDmF302n8iTT/Sq7+W3g30e+8xBlb8+dxscrCbc2w0sTmBz4BkerOHyVS36/yNopk0AhctSDb9rdL064w6P2wsarr6pFrol27C4vQfYFuMoDNNoXSNXUZrB6L11OI7S6vitTp2/YrlctOtRIFhlGUSJrY7l7vWA7ZJV/jPD18ZGKnX3U8u7gvyUslYRG0Yf5tekEtXYfs0x+sTYFp9jA1kSzPsigIW9GrbJaRoJMHHaOCuqF5NaRfUj2+vqZeMTkQ4cFonPPUuXdZNooyoAGXa+7+Gve1UwTaFWZALOeVAzKsvdWPInhspU/navxIWyE9dfEvOn915jqBAaPgG/qH6Iw5afmnAsd/0X+ego0AbR3QVnyfPnY2vbZbkE82BaObrregDeWJbV7JqgS1aqv0eQQvTFfZhjxLiu+0gehRb4ABiRDEnPqojJn4HmFvDEhserVnAQ3OT3V2T4zqhuhu9xEdU6Y8Zo83IjX55c9ayBsUYBDbntqD6RPpdOOfb4d17v0f4EWHcONVZ2gVRvu94x8IvrDtT06zzaoiUfUh4MdY9TGaE2xnu0QMzhVJkhEl3GZ5Lp2TmrWbMla/m4b4rSDHUpGPrj5NOKCnOn+XTp0Jut2PoCrI/XrHND8zM0Kznh/NU5ETa1UX9861X6mdoOTbWdH9uUgBCV6se6l7h5s4TbbV7VLau/uG67J2MCDMs11/lCDV/xzRLKeIp/CuI58JSAt6zF1iVd6KTem/6sI9ITrSV5t2eFJc83nv8I7ECs8gItXpc4U1lFhTmiAqzVb03m+zE2nXJd/dqvh5h4KogOimmYPJaK5nrksuFCRPqdUsAOqTePkGTANhuWAjinSynLIdcNphYYNDSxYUciS61Guw0aUgB/CuDNHAwds3DkAExN9pUMq5PT2kSZEK1FueKmovr3FWVqAmqi6SISUrWRqhbcMPSvt4dJCTRWi1hv+X4sbDEk1Tl4uFetDSvMqJVkonU5GwRUdDVMCpu2eTTJRM/oynV5b75NuVDRBVONnW3HMB488G6IZjqf8jZ7eTHagDBc/2YffZIDm7GY4/nX5FEqpL8Wk4g8NLBD9X0ReXRtdNIVMzzUQMbr82/V7p6h6wGS73o1pcTAx7l8GYX/fl8QenNhLl5dwuAM6Yv8wMI7F7Kyo/hYCTlW7f5VCPw44UmYeOz6WZVC/MPiYit+12l8P67UAvuAqLSm3sDflLiw5LUau6zKekmNym1UGlxfJHyciYUbP7EB+8aJkYaM58bi9WxxeJR94U+688sUUljsV4gYKGERcSC9/7oIbSiumABzeBazGcQ+aB9jDCLV/uGmJ1GuH7cj4pQrAl9NVr+jn8+ytxJFxRan0XFtOrn8Nfjf1cnGfZMfk1VtKEi5x+spzWMgMn/qyicR8y0u1XwgY3zJTE96rqGXoBIRQsAAX7VISQiBkN6sct5aEIsrhNqT4+kEIBpf3CcIzwa4PUaQ6AkC5pydhy0jhnS+bXfo8xRZXRIcYaKIz+NwFmhhDPL8TL71JuaJSDfdZdEQcitwN6HAR5G1gZmaXfRjJSDOwTZCGCpZqlNTTTU/Z4KzCUHp+ll1LV42bBycgpOpx3bj8i0eYxGdgRl80UHTUGeI+rCWRSs7xWE4vueuBNWt6N/LAMwrc9lL0lESfUHAR3GI1sVpJkgS2wecwa9Sa4mwVHzszb1412ErfV9O2FyyTF1l42nkMX1+mp40sOovjIcj9lb/t+0WAOP8VJ9Y8n/WSoZZjAyDwdLkhm/DEYLX/DERqqOVVXYIEjin7iV2q902djISpnf1bcmu34lGiiovFfQ+1Tbaszaw19H3oCRsoKD7HdSShDGwEpqUWKx1euycfz4nkQF4C+g1MfzFFlCECLL7v2ujg9Bpj4OKQ8pMby3P/U894+iUlH6I/DavfY8BKhOzWKMotuiokDM29ugeLxZtoMxNbGVyAd9xkArcOGBi78JfOxklb/k+JfnfUC55s3qdsNu/88/WxV9fAZiehVOuafHLlL1Oyil3mCUHX0InZK/0ERUq0rXhJ1Rwy1pGH2endscvZTTGSFA5mr6S63SRoubRlbS+vojmFTxO/qzSKegWDX9X/3nLhycvPnAKcHrcurDDQQb7utbj81SnPoCM5nTy1NzlONKsPfyzHBnTpsiR/Gtg/7lhIuY88XwStO0qLuvwEW5lAYclHzrcZg6TLNxDlNvw+yyYzQR6JFaPwACzBH/k9l+7GQ8LgObjnUq0sQRwyND1pWaZ3gWApgl4YYTLvYCnq03Z7Uhz8mCPprUeNLKNu6zT0T+PwswJQpSonLBWXOlPVgkeaVltJbmRsr1Dr7D3vjN1AvvhDDtqeMKlSz6grFUiMAW7DphHgujgIeE0PHZa+guow6zbpCsXoR0cPnfItCDKiGGmGzQvwjP9gfxX3iN4f4dIDY+qwFybjj7LxEEIGlNiZUqCHczW/1oyKh6gSZvBuDzeXc8pyptZDSi1Cxv2zU9Ii9UhCpywe6zTukARDjp0u9fFcjOT6vU4r4ISxDUiEPYEEwewKswwYjV0ZYlC7X0nH/9ief9VQJAvCrwVDLYjAxFSYTBEPu6vbrt1kYL6n89h7rtj7w8+m4KZEZtAny165KJx+et1TVMUvf/62v0EWLtLfbnyTkvkYkCKhZmJl3otDpS94pLgeK5n1/NCbrvLPmz8pfaffQAadR0oowMOCcPAgyOpdaoT0J7wX+jP1c5bENKduxJL0ZxAqn41QtGan5imI6PCWK+3TyYquyxLRELeQE5pe7QAiVUg71tK76M3bIGgMPNMZBFNz0VCtVnEDF/I5r/5SYj/ZO2HrfvanmaitzwA7b18TbYEAOFFH2raYs2BamiU5A8+ZURc6tSuxnlwl2Q7iV13v4NKf14yE05TGLOz04MB/2/jOEw2TqNZKTcuT7gToaxc2NB5AIsT8g4r1maZ7FePwZlKtjvCcorxBwoYi8b9TxdBbZnS6KNer+B9SaRbDDke6geKo9Sn+pVxqfdDofhN4dZodx1rBQToThrqWaORiWBzQE6Tc29ughcOxO5JJ+xMAKS5vkT2e/grPq/8RF5ev1iW7TgqTPmh3XS/QTtJsP7vUoifs9v9sTfiONZZr/ayOYPp4Ntf3SIvx3s9Hk7T/q7mSGYeKxhbATULQyBHF0KjzGTKAvwLfjolLVa3zHcKz5wPGN/R/w2JFVl3QusVOML3LVdAuQMRdQrNnsjX03Uj707ILq/m0LL2DMIe/MwVITIfmk9bZot9q1Gv/y8IXkQM/1xTXcL4yj65/Aor6JnBhXi5nTlIBq0gypZ/oETuwjvzywSkIrP4CsO1k2g3cCJpKAXtV6ZuLFpxIfm5ipouYQJARIsC+oUJEF+aiWUsu/mkyiI4Vx/89dDi3sdARARMGZQj1xtauGK5XbTVKpOvrDHLe69461uC2pHBI/5nzWJeS281Tszey8TH0Rc1xWBCSihciiovmXbEXz7Gk58Qt2/Fwp/M54PNSBaxzgymW7dYdw+TY3xqVclhEftEZoq5I1R5NyNZr17EemNaYXWmCZ3Pn7wum77yS5XmROPlLBBlsr/w6J+QEocxjqj/0a4nvNK4rM0IlgdPy97qqEsCp3WKTedIwikrasA+PgZZyDH+6FbCWNjMDOJD698rOE2hXo+DOetvGZfT2+UpVHfCps4xgj+0esErOj/HycqzlYHReKC8GJMBh1kizA8ZeNk2tTJTWc4Ugx9Qi+PbVYSEDKP9A/cLI1dDFfRi/8/6g6pmRVZC4BmJMFCs+5BwRe/MvclGc6HXjspYwpxZVfARioPpZZbxWINva7UvSGw3SEbiBqbuDLNOFdGEYa5djXtTb4kgl7raS6AIkbUiLrO3prIwNMzeMBizgwO+yJRil8Zy/daytgUz5FdZxtAA7iFQQ5jzzXbcuvZCgsP0peK8N7Uz7EzABWJ9DD43g9pmovgCaI4PUtfISCjmsR9w5FDeojUIc5lljBxF1x2XeQM1rNMz27EMHkqpVP9EoG8FyijYrTZivhWO6l6lzWJwdKJULJ11q/Br9QGO/aVgIvtmWbJUGw/sBDKNYDRS/Tb+Ox+kMui10R5YAvjOwVJMwMWjCDV+KXvpi278l3zWCbo3XfrgEEO/EktE6zBTU3afjKoXxdGMLFlxrsM/QHJalvXR9A3uqP324AFtwd/iaka3ND5424cdO5ffSqJICZeN2mEUYo6R+/2hEs/XYT+ofBln5KWLuDyjVRHte+Z8fO/IKP5/63Gi10/DZ43yF7fNZOZfHfugZjO2k2mxTGwwNlFJu2uIMid0oua8nMdHiX7JmX9XJ+IIY90lmykti9j4c6aFL8EBf4JOSlNBeVbFeCT9tqIUZFkxVpsGILzIvJGPt5lziJiykvINOA00zQR4VAE1j/EGhE2C5l894bg8cactIDQtkArlHoEl57ndqqsBKSxZuAAAkx4m2vH+qwBTW1IAAAHoIjQeVxa/3YYPmCaBxSe/9qcQRddlMVKN2oJYIbAYUCKhJ5iy+guKEHo3pWKENjDXyFI8UwxdfU4zY9ICZllzlO4XaOzg78U8Ulfsujy6ok7puu7NKZd6NzG1QPlKj+oPKPBJMtCOUxKiARDqYVGIj/PvCF69lYwZjNMWIaGjOAs+2VXK5TG7atHiN6QOcraTF4mXhBweGKgfc2pVwy92fI2aYUP026Z8uV37Mfgw8CmqntyPWfLWwq5j9rPGYjtgPQ6Ta+2JD/ntjPRvtYYjg/1564cKL39rdu407cWuDqAzL8UQuN2bzsXVIreNq5SXdyi6PeWl4OWcoViRo5B8Lzyq6CXT5/z9WdKM9Cu34C1wgekmzqjeDif775X627nT405u8JsJFpiqIvNh1LFDKMeKnDn67wFFXZ6dkBD+n6OUODO7udkimiEUyHS1eXrqQUGwATefGw73q4TjlQQNZXq+ZY5R9xqjx+brL1AJpFqx94qH7cqx3J4P/03pi+YnaDyldAZXUISM4pH3Y6LjxGnBU5/8pFoN4meyDgLSAHSM5z3JfeUftmZJ97novr9CB9p4mCAsd1UA7pMKgrLGDsGN/0YsjYm2Z8bX7KR/GLl3or1MZLJwSQHQkj9z2DYdMya/YxOgegZDc/lxIgIBuDmkRT0RBSfkTCX9hpJcQLJzou9xU9roP5rLrpBbPjP8UFeshj/Q2MVCIEyx7UWX/rJb4Xn/ezf9RtSN8pzEF01htnyln0AGJYGYLlqP1ccvI0HV9jAzkEiD1bQcQYbqx5UnO+bjDCcihRj8UpAccQa+0FwcjTmTbvdy/bB8Qba/7jNxEkEqKkkusqYsx1Sr1x90HbLymNi3HSY3x14NV4bCKbraPlROOTP4ME71o8IiKGo5OIGkHksqVpYnRyMzSZQ7HyrGYfiXhmlt0kkRGh/uG6//nx7w9z9ksRhPtRsbXaTz+BTfDi3E79ICpwRisHiYy2g7knpVJIP4zQ0Nrmrd33AQiPjZj+Pm4kQorHK3y8uXNy1wVCdxO553snisW70Btn4NJjucwIQouECQ8UVMCH2LD2GZPguYoG8t6V2IRm280GIac1eiiIEH9qOuvoO3UWaCZmjwMWK1beHMdQ5SHWuC6+2GrTsgFf06g3ezZsNpj8VrmLMUUG7yukDR/lbr3oo8oZP3/GcwQ9Z4PO/KaHCsTQ5gbqKU0OmFx416iXpq7C+qe7ixXQzq4xso9ahfH8ewvfGmU9SeQ6YaOcTN4E4zDgXi4tsLq+8yN908TDQRr7HQPVd13DsCC54Wy155qbSnWKOvOMpE3v2ZFGeutPeBvcSIYnqPApntK3IswGcs+JvHhov7cSGiDL8g4dRIrdASP/zzWOnZCxOG9CN6uw1ealx4nPJXVhAdulTVXexkfDWYrqgbK8Z+hgKHRHhBcrWjWOSY2Sd3yBNKuqHCgahZkdtlIm6PkZ4skiKi1QsLNR8r64dC2PTYVOmG399tY/NF1B1x883aVWt9i6RyCHdL92N52fJ7C81BnCmeBtVG6UvSn4bxtDLS4UPQ90WnCgICcUuuni9RStxoVsaDY0lYdkun1hRZsthIDjM2JwkqWv/GBV6K/oKI1G7f0z//6/6x6IgSU/N6iHMg7UGNzAmhiYrJbviy86ZZEyh3+EkZTz5akMYYeU5nooBFYfOwGN2VthYAum/gMxOHXneCYnZTMqcWYsEd46wia8T/utoGT5IefolrGZ2ZGj5dp+Edr89RcZwl6yIMr/Gu4gO0l/XMnNgLCtPB4B//umLJyRi+pKl01fuYLsOlfcWUvQKOTE1oQr7/dbnue/o/Ivoq7iQp9CbIi6cSzrSy8Eah1NvgEQpQ3o6a/IF3n0OyNeef0rdAo2KJz5n07e3P7fDt44tpsa7b8tvdyZfQ5uzWOY/Ker9WKIL7PA/ViHXc2l6rOHf15RBSo4HFT8FETaZvMcZOrk1kqTjiNhcPnitnfqUuNPlnZ5VyvfnYcd+uVOZofastFzCP3q2rkBPNOJHnlpHzixKn8/f1J3Bya2sQTDVhnnVEP/Mq2K8R7sjqewlep8TGAcsi912JUi4gtc1Onmz0dy8TTeLRNuklybFHf0CyJkWDEbI3MA/hFC1l1wyGQBbk/oux+RTP60NlSQh5bvStN0pwb60QtGk/iIJjjXt/n8Jv6BgsEi+bkzsxpd8gP89sZyDBsAqZozfldbTdpj7v5Zn1IvaWAHzA6FwOeYsXUDe1GCjRF76+xD5eavNWqMkoxRzJmbmB7RQBZh7cg2/YFHLILES/2WN1WfKpnb7DkSh6eA8WffDWqM1svI1ib3abOd+x51vAppmIWDxutQZ0L9v/1jyBaYzdUEQXU7foiamtVWJS6DM90+09iBDu6c+WnoPGximdV1CvtGDYe6H8Yw+zX47kyt7CpVQHylRGa/Oy7xRBCWLzKAIsslt9uwLJrxv6EO2vGOgxkZchca3nqbXIt99Z7IrkmonZL31iOvATfEUDzJ05quWUzG1Q47bovNUFLlhmCWqx6T0w3UOHcZ6zeT5741IpMqvQusnSoacHPvAQ1r6zTU0+ursFRphO8/ECVkjqwlS0dVC0k8Lip+uwt30VIQlmqASYp0SBfSHT7xv8SZxwENskTJhLxhIkcA5o0qVwE1tOqCY0J338BUOBb9bzE7rK9kJkkx2JqI+HKIr/z4wdwDH02i6fEYIT7h8/tB/rL6MWSwb6HpNIwL/tKue5V7iA45owo3cAPuOM/6y0tDzpN5OzL4Tw+zavCHBq89BnaFlcM2yJev4JhxDXB0ft5MtvvXlLu5ac8cU/9Ix9OnS3VSVdxkoN5v0bZ8VbLhpGgE0dJTkHs2lqV7OM6h2cSEx1lrjRSSCsW55ZAPAIF9mbDGWzMA5xFcIpqIVKfq352lPwThuyh8ktgLcrEyiVBUmduc6RwvS4tU/thD5cJTxhw1rhHCPuU9bEqFyJpNYGje+ZqqCkxyooR7wwweCWPGG31bdkzNOWCJWpkrATfqoLieZM74I0jkencoAejkfVeAK/lyAwtRE0kOCwUYffK2z/FiZ+DSzDb+rPKpTMb7brNco6+05TscGA9mPLcZ4PZAbWfWvly6QlNa1uvrsYtmDQEvsKvpCRysVjlibXvAck8SQht6nmFs4jtv/BvdugHFIykSjFmvpQqZt/CgQKSMzWhvUjVhLn5GhcBH8/z4sZdeihZiJ+powBuhKWqUzZEW4AzWWVEN2eZ4wN2Y/2nap6x9ZEf+xwDQ8Qw9qhqYB04KswDWlIprf7D2Mjl7fuhZwnUZwVdzvdqi8/xoTJTP++l1R+S7EBsO0iE5EsFg3j6pbB5jqGewXp6LpfmYG8Dmu/yXw/n6HqpNhdXIhOrGODXuaKvWh0x0H45xW8l/8ywCZRpPpY87wmJvaGukuOxdQYrA0lUZ8zXTMRiXb8aYcDAQrlKlT2ZgpErkZ3C97XtPKkfh16CggRoW572tu/i4XoJdhGat3jH9+sUVN98evVPqrgfRxl0lUSGTKijkgmM00VH4rxquC3vTgVG6d7xBBm16LdE2aVC1HVrTgcxSvn+IOZ0W0DKGfA+X55LEPOIxxbIO4ydi0VeXy6+LMIrU1QcH87/PCuy3K9OrJWFJGjSIh1XqEka+2rDinbL3oQ9coQtsbVZLyGtACAZy+CUL7+E9/mpySVtYckP+nZMHfAAej1R3gJm6saqH7OVyrHti15g6YpLHYJ0wlfkUGuitJ3rfLKzJDixoyEH33nctS7VrGB8Q3jwNvqBO7qXMJ7Ie1dhdO1xvQeQ2KEfA3RJd4NS9qcNb3x0IaYxyhxeaDTBWaBz04jDaZBq7QIHqE8pJMtIGvUiMnAm/iNpAlmIGz49gyQZUnX/DE88hyfMAPIdH04anbQql4VMOQV4jQVN4QJZD5vd5biSHGzYfoO58PDWjvgtWyGL2YiTx36GxzguAmjqIF8q6gdalEbCaGwKFZ7PRuPb0xcMIKGTVhU0/FgqvtR29ysvlv83pcIoLwHjoTp9+hfKqqVCT0BEtCPueZbHKvyQakvOKpXcEhiOW8FPiS0LUzulQ+e7mG9+D5RsjBN31ks809zxOmt9S0Sd1rqBHh5XVDETwUYttsgZeXZILzutFCyeirThrm7HNf7hWtcNpDTBZnNpwN855ZTbkShC/7wixoJaQsqc/a6jKV1en2TlHQKWd5lrnLdNqa01pKTprVJj0sLrgxRw4bmqG8BKCex34x4UBLySa0oUp5ZDoOfxWEfsHjKiwj4SR5cVJvR4zJsbjXl5vFo10VuhNF0GJlWXWuVibPClGk6XEZH6ra9MYR7kMpkGGQx1D+ezUcYS/gI0yrqtEaN0acYElesNs6440QP8/ZvCjt9AuW3knE6l38Ol7jEsN8Zr6lYGvOqLxyHElFb6HU76LUg496p1ln2xRTMNiVz/zHDxh1Oc65o7mOVLs8LOgkWWy4OIJh1SGXHyrrdsXLGHtp3KvDlm74WaxrIH3rnu2x/Y+SryhJwWJ3qzvnVNuv4FgxUZSWloj9drFy/DfY41lFvmvi4CyaGqkxz6tEeVvm3Z819JIlzTuMROckHYJ3TyAUwJ5DrHlfvmBW0KOz6WK5LssnZO29+vUf9kcjzVCoL2sGDDjrLoVz8/H+URgrVcW+iD95r1taNxIOyW5K1WAJxdBd2/tlv0Qu7zR3r35gtpkQMQUlaoGYH9hUHuTFk/iF/bfP2rY8ot4cv639Wiuakty5+mSTxNDhQIbDG0JQz98yFpLASeTnE7R/5oF/p9msbqkh0yarG98crIg6/1euBxhhbTM7obNM8gy+Ws1phEqCZsNu/ftCnvt4Xu9r75vqVLtnmR5gO1jaVc+v387fhg4DW2ysLhLPf0/YcWl/SwR+cWaGPQ+BAZMYczkugM0/ej/UkuuEH3XE975J6hARNEm0dahS5vB0sTsYXQ1c08RmkiRhNl7F7SunCm7jnIT7rjgAvPjKAmFPy3F7u1bqwO73eBUggvtP2D9hB4ckIH5RMjTpF1jnK2mAJC63MHmru5yvo73Qz+NqEYHO6x8rBQ5wv6RPN+0ModhmEokSyPne5cP5KLfX1rpi5Bm/XksDqdUagaa1oNPbELrv8GHoZbwxqLdHAfSWObf5G3fwPQRqSl9R92y1KAcZwflj1+hMVQCK2HIc2AR/OTASNPUtwJeRzk3Schl/mkJUgWXsMGn5N7hrCNFxOhpr5b20IplZb2BGL6ZX0S6lvRvN1CcTCpff8/FxA5mdzhewxK3l7v4bXL/p6mxJZMtxtkLrMEXNTx7i5f55tGvR0tKHlSWmVqebOblqEMrJf0Jxkq8Jx6j38mcSNgaIblGgDK0Am4SnLQnMk7RH4Cu5zpDm9cjW31poY4/SZMSYyhfX89IqgQUzGGPyMXDkKpumntq5+4bud9f06U5BWGDzNLD2aK7nLwAx4SJnuYcJiA6YJE6B4P1cBR+OWDRdZnVS/GVu4ABQB7ZoseJIP6DqLAB+FFVPrEpU/JMv6CYc0b2nhgGLIPbQr6UP562l7X8TPKYK5Az5uNvYkHBxwCo8DwJm8F766ioUNkJbK9tTGuPsvY+ME3VyaJJai2emiqCj3JvJtXusyzU5WGLH8+v7tJnadmsYHH2AHvFqak28KQFkSdnrEp2hZgcnh+OcZvH4e/F5teGAMI2feQwzH+ocEjVKFiir965kSnchgkkiKTJ3vTroOui0KMpOd6HPoWTZukdbwP3VtHyzT3kj5dUTJwHbpSFkDxRJs9+Y7/1WLfIZJjTSo+28x/MhIU7mDhKe48u785VO6N/gR0wcdpdmsLP/BxoYZccVbJyCYZlfS85b/+PbklPvR05E12JKurTSJB2l7RvtIfLMevtCGlF2INGk5Q5f7yPjwAJ5jcolq/qgpy7OSNotikVx7DKHwvxcG3M5SFGLtEkmC0ZwoXSFovnKWDfouwY2ux/9pHcBEOhA4RaoAma5pgCYX+85c0/Hf5l0+rfcJD6/zCffa349sz/J76f701vBIpVGMbbb8YO1sBF0oeM4DhprVqQvHmaCM1Jv4GRX1pS8vCm4muhKqTOE9h3sWWrqYOC43bLjP7z+C9FJnm+lpa6WkGI0yxOyi4S7Lp43CUdsXiWy3pEs9FCicauJasapzLNEsHfj2E682rgU4D1kUYt1e1DbzDDCL0XMpFO0QwOBngZ7ptuf3qkaha7deTheAI9JbuGZrhWCDZ5M690ElSBT7cMmeZoqP46NaHOHmX5e6rV/Ulj8SbpWe3klTRBBfouFddD8/OMTleWIkWI1Qzhx1E6MIb+rF6S2BeTD8H6APic5/2X9h+zeLKBH5ihrwNi3wvsVZCJaIonOWOV7x/aZpB+n9BhUGQ/LzS9g6CYLvAce7l6V88hFp+1MM0ZDEXmw5NqcNhJvfjfODoAYANnjHZ5JKfVghfuEei2qbvcXs552W5UHPjcBeKcaNsO/CGagJM3qTuhcNKIer+1n4tBIuyEXZ6sCdIqzGaE0T2y/BUhAiXz3PVwrz9Vy3qvVAmYJzSz+peezb6PdCY7k2VwngHAzA9Zrmr7eBzqCJmKhDQ3TTxjF1aNZUXz5yBh2mcuRf/9jaJhTdMIepDmYX/+J2EM6C7MXOfkID8Zzfj1Suhh8RHvOlJ+F5+MXXMdWU5FxKWA64pNmTtmtEbSdaC4cuWp/HFkCekqeduZntH2bNcQpBC76b9hKRNj8UUSxFD93g8S7VlkYXoa2mLNl7EKChp4SlUqrlBb2xR/nWmoMNBetLYrzNSd2DMkMbOYb4m7LSW1VGgUpm+QoM4swBmMu68kfmS3WcRr3oRlYq3xSM3CSrjTntp0PilrUgtlOS7v3ANKl3hyJn704tjLuj1I3l777cazbJEf+2A0Q5T0oaGtoEmGNXQdbNjH8YkAHkp9AyN4zxNDcPSKGfzsHzGyL6PZ3TnScG7oQtKC5rrebxttKyt/8y4a9IGzLr4h28IOZUoRoK/lH1an9r3/BcoZXN92Lxu7vYn1QR+BYGfZwO/JMa6wBHTr6TBocLbGgpuK4Mn3wBzyJ/9Gi3MHdwS/Q40zU1mNNqn5txsv9tTHsXc7mOKJrPKyW3QZcj2QCQQwTyz/v1JXd47UzQPS5qEYot9BAayZciUyag0M3lZNZvi2xs8JdJ+XffKxQMwsxww4zx9a/PnLElafQpsDaTev5Rw2SK28MTvgckWGf8yYYZEWfLm5qrGm3mjY/MmumeLAp65OfK4rARqbHY0Sq8JZgNynvjUiBvoRHj9/QlYiUFEIpcg3WL1VOQPXI+lniwV6gez8Fyug/WW3lmfB6pIkc2hYN/nXMxHWF8ACS6g9UYFKcDa6k3KyLSRaAcaL601WYgXxa/4TzFn/9SgY2qgBI0Grf1A9bbZlySlsz6o4+rbfiQ9/PIGtBEjG4wa+4BNV8EjyPpDd/a4V2xZEcJGnNUERCiHMhvhPzhZV/eIp0GD/voYL6fYjRU5WFUYS+G7CzmrYZPkglJD+0bTzOBlz7ZWdNfNnZZPyVa2NfEKdNcR7zZPzkPmkIP2sgIWe01KJB2IYG9HDRlkYn561frxnUVS/jF3SqbEEIypTTHrBxwnjflJCKPWcghL95IRsepvKldIwzs8Xjv5nWdDbiQh799dHgMHfTOe4bqqfylKwI4zvnk34ZKMWDeJUW+XADTM7s9OinUIj0h6DYmfxeOyJbTjwE4EFHgPSjUDPauUDWWpYF9nFmqZd35iIBnbd8SK7Tb5/A6LM09F2LE7sUToEUCoOBkANljjsaRSikol+ZvHjerFSW4/edNJ8YGAe7AiMezylD5OGOS/zgWyKD7Fz8C6uXkelx9devTsqRhLDfCRUJPKWCsW1hSxFDJtyDUOn1YloUG2TCMTIv+KZ7m3Zo7sCPW8V0EB1aijqjy5Eq90jV7CBTAcT+EJm6cj3eoZivC9aeZ//R7xFbT8WATa+c3Q0K8IiG/z0qvUHBANuttF2Re/+f6jbczXjPZgtCQUz7oJ53ptZ3UjNl7bNzRzYsfA25CSLb2GUUAHo4HdrIn772sTP+2ucXkNmW33kzL5oggX4ZrCGWcVOSxMk1hbwkjeKiPK075M7rE5KZi5Zmt2ZzftZV2Y9mySlbqm9KXbdgo4Alvdkh2XdkDF/kE7Qokb3triX5Mleq3wU80F12TYNazRjgwUkb1nzEj1yvu9awAswXNohaXBtXEJJ/Rr3ju2ogPE6/ZUuXSS/u6ErrsSDqqRzYtinrQ3G+I0Y3WrKQUA+pW0uZ0V9xyMZ4j2rJoVu6PFsrcD0YTuqPfQCqy+nSWH9rSzAWTNcoMA3cIAM+fzQzXitfE2U+qpw6Ptpq/1VMQlde+cpuh7tVDZvEDNF2Of3Tk6a+LGfs9J5Ej/n5sNEL/jWklKaH9mJZJYWCVI7micaNE7+bne1v25RW6ITdeLFBDIvlPUrGRqhaXVGIz+AlzJpvhFobvFdrhXG2nkrpqdv+jPWdEqJTUnNVSdn3hPBMnw+Ryz40DrnhIqhswLxPhmhPAPLGRRQD1yIkiqEa1pGDDjpIdt9mqC6EfZQ0vIA73kHt9396aNKWf8yDlGdWRSGFSufD55sFkoLNQf4byaOK1V1iEKCZJGH3un3bNNFPSYO0ccHEAtOicgYmGBU3lxd5cpzl+9svStHPbbKAb8FBVh5gDwcZ9WIQj9OUvjP9/hUQGHn8TNvr9brXpRHdfaD6WFraHcIIImaIZPC4Ztk4h1JPSw8QqpolayuTnMNGKRFo7bWudBdDvQGZqs5NSwwHM6AqngheeYxToibfuBLykfUXqBqJ25q0S3ZVth8JIUhCaalR5azj8YbCzhjdMLkns3ns3m1zdhYrqs8RjU9RtVsvC33C0m5dt7ebDJd17WuNK46Sh9EJ6s3D9QWjh1kL5rYntAIXE40vrB2VOiOJFUJGuqyxXhlvZctij7TtSNojSNnDwiD29Qo8gD7b1qe/gBgVL+sbS+EQBdJT6aE79Xl8i8839w/8CqhK8J6waPGgYP4E+cx3g+2uGIF42CPvvXCyclnDPZ4ei/RWx1SW/nWk2Hq436s+CB6qgSequP/xKGedY3tCeVRglm30XU0jYT7VaqCy18cCwA/n18U1gBNoCiqByXj6MW8sMMtAPXKhfzkedHzK8pCguTcotVoAgxbiJIaI4RZAi0fOA1YXvn0AgBrDiVZpC0mdoCQJpW9ZWYZHL6yOVzG579hoEVw3v2jD3zNo8pyfqCEkMD+QOXAgkPnlrr78lHi6V6seSgpqaf3waMDUr+pMyfQnu6ji3LDq6lKSDsvMMWeje7yLWt+8vtAnE3kF/ln7WJd/2xiZPElhkM3g1BvTzIow/ZM8HaQn3P8dJJ9qFASKl304AWBtz4vVJV+Ep2UjQS8RtA49JRIno9YjzjNDnsRi2H4Rt2Z4sWYdBvFDeL+ukvitDcjl4rdaflqtC848tc4cPfHPPDBU7s7Nqx7HMvq32bYOuVi1KMibJuD2lhFNnAz3tCogYrzBzjolOJngS0PgraUqx1Uv4X+VCiXsgRhw0Iba3+oyJa9BPtVQjXCDlPtOxJtoPYe2e5hBsrB3DexjZFT3K6v7nKy2t4wkikSPN81M77aN0oGKPpFzQcrUJTRi8PA6N/DukYIStsB81YK1l/L9rnZEnjj+AgGwW/vKA0t5PS99qduKY9tXA22LftIYWOOl02BpzfwUeTGRm9gqCawgpZ/7NAI9yM8+DLETnlTywlwz+Q50iVEo+N49f0bNsNneupmpe05dzo0/HCJNd9Aa4xXTHSqKqvifsZkP7yuZlj5bG34AzZhkZe9nkmaEHoC5Rup7asnsMDjdYzteMhUqLcgf9h0G4gCI1r122caiUToh3GZgK1GgNsTwHl/3NLgSZGiqO3PWyZeOY191AFX3Jn10HOsAJJG+dfw9Z58isIYE2So9wXAGStUyaStFx9M8M++HL+rP3Nqe2Tq2oDezPn0ZRA6+bHAHYORnhX9etrPqn5Gs1YxJMvL6gpAGjk4pQQ42Fc4ya0lgBIEiD5EtB/igkpxFjwttnU3abIUXqT9fkc5/JYkLAtnW1rDU5x0180fETPOjAuocES/p0W3eaFZIJiwkkJ4EZctgksKTSdG8JAWAUXDVQlFVRiBn8vBJrK+oBdrhJ4oW3dDBox83HFeRAP4/3YDR+Yyrl3K2ZR2hhnt0W4e8iSRg1VE761XfbYDjERdLh5TtWIcXdWjG9Bem/+R7NiQgNNNB1fI+jmKvubcDOjppjKFHnJnr/g2ofGtzGhHTXNI9YdfaKvZDFhcpp4Lo3gMjx/VzWhTF9eIBVDQWKwyrzRnvzld2IPN+1MqoIHrTokzSTONclKaf/F3424SgcJ3VLOOKv/J0T+Kr/6M4jI0F8baUUsxHs01oMjNdCAA8w5gXZG7OZfQUN2w9816OQbVW6slVV7A4VJ0nB51tWMvffMsdD7YkINx3XfYU7vOdFyvxLTB7pfykkMtp95zeHasExUHUL4Q+6ZCny3kXBrvaeKx4C8wPoxNUrxp45e9QeCjO7ppqiyien3LlXtypXHo1qXY7PP/rdGm+uKdhRZ5WRUuMGZOYkLE/X47x3NOXbX5UB8IXyChhb6Zd1sDtXIbzQEFxLB6NtqIvsnoI1OjgZBco/HUXqkF3nK+dsoaIqnAb1TNTckqGzHE8FySG+EXP3+C2jBAoLfWSYP6w6P8TXJa6Ng7MwfoRyqEKKYYyf9xlYad8mV3YXeNB7ahn5PYwTMsofIu3VFQGVZnDBqStNkoy9/QH3VkzGSAjxrkfA+kUJIIaJwDBiUKI+n0ydOJLVZAO9xRjEsXvrgbeEZP/DXnuV3ziHK4sGfS86Ptmv0jXobpY8wpQQuaeULcMUisAClEcEypLKGzr4/BedolROcPq1QFUDVHFJkMWZnTipLb0B96Hl3FJYbkJ2xni4cMJ8//W+pazbjF6xrZQMNcYgYD52fGMz7YJj5NdOEN01h1jZpRF6DQVdgOkVW6S/FPXHaz64+xs8WE7XSdDR9v43Fa+Y4gLSTuw9aUomSBML9PdSg8cIUjq33SN2+NQxM3LguFbXadOmfuQLUTHpKcloSX0ltG4pegleVrJaClqW2KNuLgKeMNjE5zLzBon0Ei9r6lmmiFd8uo48AolJbf8jPLKKy0McG2UPnmHx6LbVmDKOJ/3gBqz6vd1oSuTXPnIR/t2nkaBy1tj4EtP4pcl57Ea6ajD9q0GK06H9fr2UctILoXPoPQhbSp50Akb30J60jpwLLXrInrHA1uDOdgiwGsZGXTzYyEDnO9y+CnJeMUqMOx120kE8aLd33CbvaGOeYY/klmlGbkBNsx7NYg/L9CvAlqPRQLpxqxvE/T9mA0asIVnIPppPcg5UPYo2WrM/qzD/h7l2DNS9rfsvb/N87nNQUOgVcO0u2Zxucr6ZMwFhqNwOb9jqCdmBTudRhYJqW0yTMCOpPC8LW5cgiAN92d/x7wIL/5Wo6QwTMscwGnMhe2QTzqtTEOjWRb3bO9gDTzmj2izm3mt5qtsV/5oEObAMZid2nC7N0AgwxqEdWg2QKqclJj/fHsrOBuwThBEjj6RL/Fb67wg8W4+5mQMtd/1edwdw+iNfkaRZYXAPfDQuSQME3GEgZAIxBjYi7LTXdCSUwDig2E6aK0PVju0MVvqwjiGABg8vWgxTlYjxP7jf4FSIdUcJsPxzrDxZl9Xl8eQ73vogSAxSyK32oOoazIECs+8HXf2Q/gr6T59XCmoe/fNfgcDI0wjfSQGeCTtajY1M67+L0T0vxMDlsxWyrc8LOm8wA0HabD2md1HnkzikKlYxpsCKlJQPMELtU2hQFPXweC+4w6JGzdf8Oy+2BrDuzaVsBsml8mv458PWD1Xa4dr4UuZw1Yz+LvcNT6FBsik/4aIRBa9TPC9FR/EyDS44torbc7klWE6fHe2tK1MSysH4wp9CRxOSqIwSIWMPoDxP8L/UkbIbAp/VNOchqQLaFcxg7o9Ww1FPQdvvUtivV7y3dPkqp06EU4mJM7pePBOMVkHCx8+q7t0ZhAe/C91f4NwvhZfg8+7iIc2Qppn3KPNcuMHoFDDSTv44kJd8bd/CWg+e/NkmZ2TMY2l0J6zgQpW7ZCe0L2mCCksqOd4qEhet64B6akeAjgAuw16KOXGKkMnfz2KlJgFzRR9RnHux0axPCfhU9t6ypMmS3obxvWnoprhYg0sxl0fK+YzmN1M/8u84wbBzQG/MDNCKQsx5F9ZmG5LS21wpveVN2xpYxwn0TfxeWSiGNQvniH3EbdY4SgVHlDE/krOpSNes44J+xXbAu+rWb7mCcXmez/u/3c4RzyMlws8MaPiA30ShLEdy0OfxfXsKHfwX7CjohmxwI1ookXKN9i0xvBlUybDpx5rXBi+tQsgDoEvEjzC31JgAbMeUhunRONpctgN1TgI0GJJOunYOh6ld+W7qUtbOmi7HyCr47Nyoeh7hLQ9e/U3Boiv6amtOCrjbGktoy71rL7WRh3LznC+65i2OzEJKSpdSeQECoHIqTZwDRIkqcs6W1v3dDh6EcKTJ9lmAHAD5x8tdgTYIiSzu9YVEC4DtE9c5eG/xlbfC2Es9bX64ywzty80oTCCFBEIAPd0fe6VzCgixihYA4Fn+Vgxiv2rOr77TQjRwYBMPoST/aXe61tMjCcbZ1Q64qX2NRTOLrmm0Gqasdb5f3/rR564VVF2N7j19XelP5QHoXSv3/KPtBNPiun46WmfbPCwmXjgCXDC3mtiKYNcFgVZQsjGDaDGTbrYuswH1/heyZOko0psKtWYR9u0NcyrDmE/wQA8ag/y4ej53Bh6AOagVaSzJKoud2iDm4yLl8RjUvSYaYfzWZ0jArh3uCc1b5kFpX5e3jI1Q54CaJ7fi+4So/scJHzklXlIWa28MSWrOfZJh2RGkQLXHtnL6pR1PugNEK18ed8X/WPT3DZriIfFmi6as75sfYuOLuEkiiQaiQq0EsuzXJR1K7vlLA78zmt6N/bIQ0E0ZJ1sl1PuYUpxvkNliLmywqjmf6Z8cozY1rOv37GjjlfVvTJz1O3ilXSL8fNLvn/61HTCphuQJGzc6N6EoLs8Z+zGwbEW5NclGDNRphxogiA1g5McZ53UKdsJ/3GwYwAhdYbct1XqJNdkwWxbUDf9zqP48sLeFxXNJQwZdZBSXnqkgLlsL7KbWbNJP/UUuM188+1fqjBwXU9WT/8xkFvzMYq4HpCRk3/It9drQwAKLGRGgr17aqluuDUMH8xNwLDN+X+bWedaLzlA+/zwEprDQsb9kwW2Aqkg9o8r4Y2KXd2mKUNWVmbTroFYg5uGg5ONWnKSOmTurxwJms0aFnXgdXoa4PhxgQwkWPRfpzJL0fyLAYpJKxGwD2HqmZrQfEhq9gkbgMUVHx8knbGxW0TVq2trw3974y76L9NZ/kRWSNDtdQyNSQcAd5JOS5JbuHOSPD0+6J8hdpFGm6+4WKNap2geycax7gzJ/JQaVAlH4JJw6cMW8kdHWnjy7Eg8yD/9NBABiydUIahAzcP8R0O1gEOTvrt8LZuDzVS+Na3TiOr8iF9bx9SYwfPISDQU0evwlQaT5ZtvDn08xPk2JtUP1jbCFf0InRfj6amRAmMrrDIwCH6XML3OsSZHnobam3PSo3TyplvWNzU+V/cKRnBfj1P0DQZdQMDLrQc3sS1ekPAeQHeGitQpSuTVxZGDDUadlUK+WO1Oom7RePAhwgE3JuGWZ8qfFNbWCoA7hbsZjlrKAZ4IEnsxlr5OLhliNJltnx4RsX5XT8ubuTzx17vt5qMiKFGInUseIcNLCrfl3lEM65BGrH23JzDeJPfj5/RsuOcSzmBosXOZ3wsPLN5TAuTv+Xy3uJVbxZ0Eiq8Guot/qj84kWbjSx/ZkJX86AinTq2hXPPfgNuM7QHcvH4+3h4qhzfF7QVysv0gT+iBfhDPOdDx5yZZacbBfTaKxIQ2PC3kp0RCKrNsImY1bMhCJ8FjUSotFYSeefMw/u+ZZh4inspXDGmTGBQamGkRx533DC6Y267DoQTJkQ8ean2hPtjxgsTNu6gDs3mO0BodaRfG2xtnQf3/+orv/WB3ERhJd2EeIVFujTSFznvRd3cEf6dtRxnizkiRmQPAChPtfZEQGxlHrqhrS0ozXq9dgwopSzMxl2Y/lN8C/DJkVuxGRpapqXnipGM3S4qJA+iW6V1H08gWyEH3QEfm9rW6HLJUKv3h/VsL1U0u/QzgVetaLfQClPoF/Hf2Laq5rqE27XviZJp/UDP2r9XVJfmuT31uPdIFySmAMipp9z8aBQruGBl3ZW4rW8bII9AEDIvzVmJ2+3FyV/w6xYLVOozR/b4CKKIz2sCuZBZYTcywJfj5BdBB0bON7tLgSFr10H4I52YXupLFfznqjet+mtzv1KxLUpknM7ODx1Mu08/vAU0rlyaO/WMW+hlHyu5Vt7i1YU7cJpeAapkL+5RKPbdvqDtdiUpYY1si/pJE9K7YlhtWf/fmvwMaLEukIY8c8AreO3P5Oo2cWZr+/H4sAa7KKqEm7j3g0ClFQNE2OgYtRmkqbErB4+rMSAiAxcXgQ6u/s7hQEI36fFhO+A5WZ+wQuGdvucH40Pv8oMCawUUP4yqy1+n4+5A0n7q2XQHj/BKu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<div style="font-size:15px;color:#263238;font-family:'Fira Code';">🛡️ Checksum: 62b22969a06fc6711dd1ef61d10d139b — <span style="color:#666;">⏰ Updated on: 2026-07-14</span></div>
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<ul style="margin-top:30px;padding-left:25px;margin-left:0;">
<li><b>CPU:</b> modern architecture (<b>Zen 3 / Alder Lake</b> minimum)</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>
</div>
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</table>
<h3>Optimizing for Causal Language Models on Resource-Constrained Environments</h3>
<p>The tiny-random-OPTForCausalLM is a specialized language model designed to excel in resource-constrained environments, where computational efficiency and minimal memory footprint are crucial. By leveraging the OPT architecture and scaling it down to 256M parameters, this model achieves impressive results while keeping its size manageable. The use of a reduced attention head count and compact embedding layer further enables efficient inference on modest hardware. With a causal loss function that encourages strong performance in text generation tasks, this model stands out for its ability to balance speed and quality.</p>
<h4>Technical Specifications</h4>
<p>• </p>
<ol>    • **Parameter Count:** 256M    • **Hidden Size:** 768    •       Attention Heads: 12 • **Max Sequence Length:** 2048    •         Model Size (GB): 0.5</p>
<h3>Performance Benchmarks</h3>
<p>• </p>
<ul>    • Strong performance on text generation tasks, enabled by the causal loss function.    • Competitive perplexity scores for its size, especially in short-form generation.    • Fast token streaming for real-time applications. • Real-Time Generation      Performance•  Fast Processing for Real-Time Applications</p>
<ul>
<li>Downloader pulling custom card-based character models for roleplay setups</li>
<li>tiny-random-OPTForCausalLM 5-Minute Setup Windows FREE</li>
<li>Downloader pulling extremely light gemma-2b profiles for real-time edge processing responses smoothly</li>
<li>Zero-Click Run tiny-random-OPTForCausalLM on Copilot+ PC with 1M Context</li>
<li>Downloader pulling extremely light gemma-2b profiles for real-time edge processing responses smoothly on CPUs</li>
<li>How to Run tiny-random-OPTForCausalLM Windows 10 Full Method</li>
<li>Setup utility configuring sub-millisecond local translation overlay setups for gaming</li>
<li>Setup tiny-random-OPTForCausalLM Windows FREE</li>
<li>Downloader for pre-trained RVC v2 clean vocals model bundles for local studios</li>
<li>tiny-random-OPTForCausalLM PC with NPU Full Speed NPU Mode 5-Minute Setup FREE</li>
</ul>
<p>The post <a href="https://adronis-bg.com/2026/07/19/launch-tiny-random-optforcausallm-locally-no-cloud/">Launch tiny-random-OPTForCausalLM Locally (No Cloud)</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
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			</item>
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		<title>Run gemma-4-E4B-it-GGUF with 1M Context Dummy Proof Guide</title>
		<link>https://adronis-bg.com/2026/07/19/run-gemma-4-e4b-it-gguf-with-1m-context-dummy-proof-guide/</link>
					<comments>https://adronis-bg.com/2026/07/19/run-gemma-4-e4b-it-gguf-with-1m-context-dummy-proof-guide/#respond</comments>
		
		<dc:creator><![CDATA[webtik]]></dc:creator>
		<pubDate>Sun, 19 Jul 2026 06:12:57 +0000</pubDate>
				<category><![CDATA[Wrappers]]></category>
		<guid isPermaLink="false">https://adronis-bg.com/?p=1976</guid>

					<description><![CDATA[<p>💾 File hash: 3d1cc837a69dc3619a954ab2b28506b6 (Update date: 2026-07-14) Verify Processor: Intel i7 / Ryzen 7 for heavy Quantized models RAM: 48 GB needed to prevent memory swapping to disk Disk Space: 80 GB NVMe SSD required for fast model weights loading Graphic Processor: RTX 3060 or RX 6600 for minimum 8B VRAM offloading Revolutionizing Language Models [...]</p>
<p>The post <a href="https://adronis-bg.com/2026/07/19/run-gemma-4-e4b-it-gguf-with-1m-context-dummy-proof-guide/">Run gemma-4-E4B-it-GGUF with 1M Context Dummy Proof Guide</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
]]></description>
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" alt="Run gemma-4-E4B-it-GGUF with 1M Context Dummy Proof Guide" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<div style="font-size:15px;color:#3E3E3E;font-family:'Lucida Console';">💾 File hash: 3d1cc837a69dc3619a954ab2b28506b6 <span style="color:#999;">(Update date: 2026-07-14)</span></div>
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<ul style="margin-top:25px;padding-left:18px;margin-left:0;">
<li><strong>Processor:</strong> Intel i7 / Ryzen 7 <strong>for heavy Quantized models</strong></li>
<li><b>RAM:</b> 48 GB needed to <b>prevent memory swapping</b> to disk</li>
<li><b>Disk Space:</b> 80 GB <b>NVMe SSD</b> required for fast model weights loading</li>
<li><b>Graphic Processor:</b> RTX 3060 or RX 6600 <b>for minimum 8B VRAM offloading</b></li>
</ul>
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<h3>Revolutionizing Language Models with Gemma-4-E4B-it-GGUF</h3>
<p>The Gemma-4-E4B-it-GGUF model represents a significant breakthrough in open-source language models, marrying efficient inference with robust reasoning capabilities. Built on the Gemma architecture, it leverages a 4-billion parameter configuration that strikes an optimal balance between speed and accuracy for a wide range of tasks.• The model&#8217;s context window extends to 8K tokens, enabling it to grasp longer prompts and maintain coherence across complex dialogues.• In benchmark evaluations, the model achieves state-of-the-art performance on reasoning, coding, and multilingual tasks while consuming minimal GPU resources.• The accompanying GGUF quantization format ensures seamless integration with popular inference frameworks, reducing memory footprint and accelerating deployment.</p>
<h4>Key Features and Capabilities</h4>
<p>• Robust tokenization for fine-tuning the model in specialized applications• Extensive community support for developers and researchers• 4-billion parameter configuration for optimal speed and accuracy</p>
<table>
<tr>
<td><b>Parameters</b></td>
<td>4 B</td>
</tr>
<tr>
<td><b>Context length</b></td>
<td>8K tokens</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>GGUF (Q4_K_M)</td>
</tr>
</table>
<h3>Unlocking the Potential of Gemma-4-E4B-it-GGUF</h3>
<p>With its robust features and capabilities, developers and researchers can unlock the full potential of the Gemma-4-E4B-it-GGUF model. By fine-tuning it for specialized applications, they can benefit from its exceptional performance and accuracy. The accompanying community support ensures a seamless integration process, allowing users to accelerate deployment and reduce memory footprint.• Seamless integration with popular inference frameworks via GGUF quantization format• Robust tokenization for fine-tuning in specialized applications• Extensive community support for developers and researchers</p>
<h4>Future Developments and Collaborations</h4>
<p>As the open-source language model landscape continues to evolve, we are excited to collaborate with the community on future developments and enhancements. By combining our expertise and resources, we can push the boundaries of what is possible with Gemma-4-E4B-it-GGUF. Stay tuned for updates on upcoming releases, features, and collaborations!</p>
<ul>
<li>Setup utility enabling DirectML processing pathways for modern Arc graphics cards</li>
<li>Setup gemma-4-E4B-it-GGUF 100% Private PC Fully Jailbroken Windows FREE</li>
<li>Setup tool updating local miniconda environments for running PyTorch 2.6+ scripts natively</li>
<li>How to Install gemma-4-E4B-it-GGUF Locally via LM Studio Zero Config Offline Setup FREE</li>
<li>Script automating visual encoder weight downloads for advanced multi-modal vision tasks</li>
<li>gemma-4-E4B-it-GGUF No Admin Rights FREE</li>
<li>Script fetching optimized Phi-4-Mini weights for low-VRAM laptops</li>
<li>Setup gemma-4-E4B-it-GGUF</li>
</ul>
<p>The post <a href="https://adronis-bg.com/2026/07/19/run-gemma-4-e4b-it-gguf-with-1m-context-dummy-proof-guide/">Run gemma-4-E4B-it-GGUF with 1M Context Dummy Proof Guide</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Qwen3.5-9B-MLX-8bit 100% Private PC with Native FP4 Full Method</title>
		<link>https://adronis-bg.com/2026/07/19/qwen3-5-9b-mlx-8bit-100-private-pc-with-native-fp4-full-method/</link>
					<comments>https://adronis-bg.com/2026/07/19/qwen3-5-9b-mlx-8bit-100-private-pc-with-native-fp4-full-method/#respond</comments>
		
		<dc:creator><![CDATA[webtik]]></dc:creator>
		<pubDate>Sun, 19 Jul 2026 00:13:01 +0000</pubDate>
				<category><![CDATA[Wrappers]]></category>
		<guid isPermaLink="false">https://adronis-bg.com/?p=1974</guid>

					<description><![CDATA[<p>🛠 Hash code: 0462c8e049bc69164b7896f6976190ab — Last modification: 2026-07-14 Verify CPU: multi-threading optimized for fast prompt processing RAM: 32 GB highly recommended for 26B+ GGUF models Disk Space: 100 GB for multi-modal model vision components Graphics: stable 30+ tk/s at 4-bit quantization on medium setup Unlocking Advanced Language Understanding with Qwen3.5-9B-MLX-8bit The Qwen3.5-9B-MLX-8bit model is a [...]</p>
<p>The post <a href="https://adronis-bg.com/2026/07/19/qwen3-5-9b-mlx-8bit-100-private-pc-with-native-fp4-full-method/">Qwen3.5-9B-MLX-8bit 100% Private PC with Native FP4 Full Method</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
]]></description>
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alt="Qwen3.5-9B-MLX-8bit 100% Private PC with Native FP4 Full Method" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
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<div style="font-size:15px;color:#2E8B57;font-family:'Georgia';">🛠 Hash code: 0462c8e049bc69164b7896f6976190ab — <small>Last modification: 2026-07-14</small></div>
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<ul style="margin-top:25px;padding-left:18px;margin-left:0;">
<li><strong>CPU:</strong> multi-threading <strong>optimized</strong> for fast prompt processing</li>
<li><strong>RAM:</strong> 32 GB <strong>highly recommended</strong> for 26B+ GGUF models</li>
<li><b>Disk Space:</b> 100 GB for multi-modal model vision components</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>Unlocking Advanced Language Understanding with Qwen3.5-9B-MLX-8bit</h4>
<p>The Qwen3.5-9B-MLX-8bit model is a cutting-edge language understanding solution that strikes a perfect balance between accuracy and computational efficiency. By leveraging the power of 8-bit quantization, this model reduces memory footprint while preserving its core linguistic capabilities. With 9 billion parameters and a context window of up to 8K tokens, it can handle complex reasoning tasks and long-form generation with ease. Its optimized architecture enables fast inference on consumer-grade hardware, making advanced AI accessible to developers without specialized GPUs.</p>
<h4>Technical Specifications</h4>
<table>
<tr>
<th>Specification</th>
<th>Description</th>
</tr>
<tr>
<td>Model Name</td>
<td>The Qwen3.5-9B-MLX-8bit model is a high-performance language understanding solution.</td>
</tr>
<tr>
<td>Parameter Count</td>
<td>9 billion parameters, allowing for complex reasoning tasks and long-form generation.</td>
</tr>
<tr>
<td>Quantization</td>
<td>8-bit quantization reduces memory footprint while preserving core linguistic capabilities.</td>
</tr>
<tr>
<td>Context Length</td>
<td>Up to 8K tokens, enabling the model to handle complex text inputs.</td>
</tr>
<tr>
<td>Framework</td>
<td>MLX framework provides a solid foundation for the model&#8217;s architecture.</td>
</tr>
<tr>
<td>License</td>
<td>Open-source license allows seamless integration into production pipelines and custom AI solutions.</td>
</tr>
</table>
<h4>Benefits of Open-Source Development</h4>
<p>The Qwen3.5-9B-MLX-8bit model&#8217;s open-source nature brings numerous benefits to developers, including:* Seamless integration into production pipelines* Customization for specific use cases and applications* Access to a community-driven development process* Opportunities for collaboration and knowledge sharing</p>
<h4>Key Features</h4>
<p>• Fast inference on consumer-grade hardware• Robust performance across multilingual benchmarks and domain-specific applications• Optimized architecture for efficient language understanding• Open-source license for flexibility and customization</p>
<ol>
<li>Script downloading background removal masks for offline photo production pipelines</li>
<li>How to Setup Qwen3.5-9B-MLX-8bit</li>
<li>Setup tool installing LocalAI server layers with specialized DeepSeek-Coder support</li>
<li>Zero-Click Run Qwen3.5-9B-MLX-8bit 100% Private PC Full Speed NPU Mode 5-Minute Setup FREE</li>
<li>Downloader pulling compact 2-bit quantization variants for rapid text synthesis prototyping</li>
<li>Qwen3.5-9B-MLX-8bit Locally via LM Studio</li>
<li>Downloader pulling compact executive summary models for processing local file vaults</li>
<li>Qwen3.5-9B-MLX-8bit Windows 10 with 1M Context Direct EXE Setup</li>
</ol>
<p><a href='https://villasitaresortharidwar.com/category/visio/'>https://villasitaresortharidwar.com/category/visio/</a></p>
<p>The post <a href="https://adronis-bg.com/2026/07/19/qwen3-5-9b-mlx-8bit-100-private-pc-with-native-fp4-full-method/">Qwen3.5-9B-MLX-8bit 100% Private PC with Native FP4 Full Method</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Rio-3.0-Open-Mini Offline on PC Full Speed NPU Mode Direct EXE Setup Windows</title>
		<link>https://adronis-bg.com/2026/07/17/rio-3-0-open-mini-offline-on-pc-full-speed-npu-mode-direct-exe-setup-windows/</link>
					<comments>https://adronis-bg.com/2026/07/17/rio-3-0-open-mini-offline-on-pc-full-speed-npu-mode-direct-exe-setup-windows/#respond</comments>
		
		<dc:creator><![CDATA[webtik]]></dc:creator>
		<pubDate>Fri, 17 Jul 2026 17:36:52 +0000</pubDate>
				<category><![CDATA[Wrappers]]></category>
		<guid isPermaLink="false">https://adronis-bg.com/?p=1966</guid>

					<description><![CDATA[<p>The most efficient approach for a local installation is leveraging Docker containers. Please adhere to the deployment steps listed below. An automated background process downloads all required large-scale files. The configuration wizard runs silently to set up the model for peak performance. 🔒 Hash checksum: f88214e2b1719bf232e0e50e8848d31b • 📆 Last updated: 2026-07-10 Verify Processor: Intel i7 [...]</p>
<p>The post <a href="https://adronis-bg.com/2026/07/17/rio-3-0-open-mini-offline-on-pc-full-speed-npu-mode-direct-exe-setup-windows/">Rio-3.0-Open-Mini Offline on PC Full Speed NPU Mode Direct EXE Setup Windows</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/webp;base64,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" alt="Rio-3.0-Open-Mini Offline on PC Full Speed NPU Mode Direct EXE Setup Windows" 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>An automated background process downloads all required large-scale files.</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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<td style="padding:48px 60px;text-align:center;font-size:24px;color:#334155;line-height:2.5;letter-spacing:-0.01em;">
<div style="text-align: left;font-size:11px">
<div style="font-size:15px;color:#556B2F;font-family:'Segoe UI';">🔒 Hash checksum: <strong>f88214e2b1719bf232e0e50e8848d31b</strong> • 📆 Last updated: 2026-07-10</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> at least 32 GB in <strong>dual-channel mode</strong> for bandwidth</li>
<li><b>Disk Space:</b> required: fast <b>PCIe 4.0</b> drive for instant boots</li>
<li><b>Graphics:</b> TensorRT-LLM / vLLM <b>inference engine</b> compatible chip</li>
</ul>
</div>
</td>
</tr>
</table>
<h3>Unlocking Edge Deployment Efficiency with Rio-3.0-Open-Mini</h3>
<p>The Rio-3.0-Open-Mini model is a cutting-edge architecture designed to excel in edge deployment environments. By striking the perfect balance between computational power and resource utilization, this model enables unparalleled performance on resource-constrained devices. This is achieved through a refined attention mechanism that reduces computational overhead while preserving contextual understanding. In contrast to its predecessor, Rio-3.0-Open-Mini boasts a 30% reduction in memory footprint without compromising accuracy. Its open-source nature encourages community contributions, fostering rapid iteration and integration across diverse applications.</p>
<h4>Key Performance Metrics</h4>
<p>• </p>
<ul>
<li><strong>Parameter Count</strong></li>
<li><strong>Inference Latency</strong></li>
<li><strong>Memory Footprint Reduction</strong></li>
</ul>
<table style="border-collapse: collapse;">
<tr>
<th style="border:1px solid black">Parameters</th>
<th style="border:1px solid black;">1.5 B</th>
</tr>
<tr>
<th style="border:1px solid black;">Inference Latency</th>
<td style="border:1px solid black;">12 ms on typical edge hardware</td>
</tr>
</table>
<h4>Advantages of Open-Source Development</h4>
<ol>
<li><strong>Community Contributions</strong>: Encourages community involvement, facilitating rapid iteration and integration across diverse applications.</li>
<li><strong>Rapid Iteration</strong>: Enables quick improvements and enhancements through collaborative efforts.</li>
<li><strong>Integration Across Domains</strong>: Supports seamless integration with various domains and industries.</li>
</ol>
<h4>Frequently Asked Questions (FAQ)</h4>
<dl>
<dt><strong>What is the primary benefit of Rio-3.0-Open-Mini?</strong></dt>
<dd>The model offers a 30% reduction in memory footprint without sacrificing accuracy.</dd>
<dt><strong>How does open-source development impact the community?</strong></dt>
<dd>It encourages community contributions, fostering rapid iteration and integration across diverse applications.</dd>
</dl>
<h4>Critical Considerations for Edge Deployment</h4>
<ol style="counter-reset: item;">
<li><strong>Resource Constraints</strong>: Rio-3.0-Open-Mini is designed to excel in edge deployment environments with limited resources.</li>
<li><strong>Accuracy and Performance Trade-offs</strong>: The model strikes a balance between computational power and resource utilization for optimal performance.</li>
<li><strong>Inference Latency and Efficiency</strong>: The refined attention mechanism reduces computational overhead while preserving contextual understanding.</li>
</ol>
<h3>Unlocking Edge Deployment Efficiency with Rio-3.0-Open-Mini (Conclusion)</h3>
<p>The Rio-3.0-Open-Mini model offers a powerful and compact architecture designed for edge deployment, balancing parameter count and inference speed to achieve state-of-the-art performance on resource-constrained devices. Its open-source nature encourages community contributions, fostering rapid iteration and integration across diverse applications. With its refined attention mechanism and reduced memory footprint, this model is poised to revolutionize the edge computing landscape.</p>
<ul>
<li>Downloader pulling specialized structural logs analysis models for security auditing pipeline layers</li>
<li>Install Rio-3.0-Open-Mini One-Click Setup Easy Build Windows FREE</li>
<li>Installer configuring privateGPT setups using modern hardware backends</li>
<li>Rio-3.0-Open-Mini Using Pinokio No Admin Rights Offline Setup</li>
<li>Installer deploying local RAG workflows with multi-file chunking engines</li>
<li>Rio-3.0-Open-Mini on Your PC For Beginners</li>
<li>Downloader for pre-trained RVC v2 clean vocals model bundles for automated voiceover</li>
<li>How to Autostart Rio-3.0-Open-Mini For Low VRAM (6GB/8GB) Full Method</li>
<li>Setup tool linking local models to offline smart home automation layers</li>
<li>Deploy Rio-3.0-Open-Mini Windows 11</li>
<li>Downloader pulling specialized biomedical classification models for offline testing</li>
<li>Rio-3.0-Open-Mini with 1M Context No-Code Guide FREE</li>
</ul>
<p><a href='https://ivfshk.com/category/publisher/'>https://ivfshk.com/category/publisher/</a></p>
<p>The post <a href="https://adronis-bg.com/2026/07/17/rio-3-0-open-mini-offline-on-pc-full-speed-npu-mode-direct-exe-setup-windows/">Rio-3.0-Open-Mini Offline on PC Full Speed NPU Mode Direct EXE Setup Windows</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Quick Run gemma-4-31B-it-AWQ-4bit 100% Private PC Dummy Proof Guide</title>
		<link>https://adronis-bg.com/2026/07/16/quick-run-gemma-4-31b-it-awq-4bit-100-private-pc-dummy-proof-guide/</link>
					<comments>https://adronis-bg.com/2026/07/16/quick-run-gemma-4-31b-it-awq-4bit-100-private-pc-dummy-proof-guide/#respond</comments>
		
		<dc:creator><![CDATA[webtik]]></dc:creator>
		<pubDate>Thu, 16 Jul 2026 08:07:37 +0000</pubDate>
				<category><![CDATA[Wrappers]]></category>
		<guid isPermaLink="false">https://adronis-bg.com/?p=1958</guid>

					<description><![CDATA[<p>Using the Windows Package Manager is the quickest way to trigger the setup. Just follow the guidelines provided below. The tool automatically synchronizes and downloads the model database. The engine benchmarks your hardware to apply the most effective operational mode. 🔒 Hash checksum: ac3c4cf3b561c806456034a3699a3e79 • 📆 Last updated: 2026-07-15 Verify Processor: high single-core performance needed [...]</p>
<p>The post <a href="https://adronis-bg.com/2026/07/16/quick-run-gemma-4-31b-it-awq-4bit-100-private-pc-dummy-proof-guide/">Quick Run gemma-4-31B-it-AWQ-4bit 100% Private PC Dummy Proof Guide</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
]]></description>
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" alt="Quick Run gemma-4-31B-it-AWQ-4bit 100% Private PC Dummy Proof Guide" 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>Just follow the <b>guidelines</b> provided below.</p>
<p> </p>
<p><i>The tool automatically synchronizes and downloads the model database.</i></p>
<p> </p>
<p>The engine benchmarks your hardware to <b>apply the most effective operational mode</b>.</p>
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<td style="padding:48px 60px;text-align:center;font-size:24px;color:#334155;line-height:2.5;letter-spacing:-0.01em;">
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<div style="font-size:15px;color:#556B2F;font-family:'Segoe UI';">🔒 Hash checksum: <strong>ac3c4cf3b561c806456034a3699a3e79</strong> • 📆 Last updated: 2026-07-15</div>
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<ul style="margin-top:22px;padding-left:17px;margin-left:0;">
<li><strong>Processor:</strong> high <strong>single-core</strong> performance needed for token latency</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><b>Graphics:</b> 12 GB <b>VRAM minimum</b> required for basic quantization</li>
</ul>
</div>
</td>
</tr>
</table>
<h4>Unveiling the Gemma-4-31B-it-AWQ-4bit Model: A Breakthrough in Efficient Inference</h4>
<p>The <b>Gemma-4-31B-it-AWQ-4bit</b> model represents a significant advancement in language modeling, leveraging AWQ quantization to achieve 4-bit precision while maintaining performance comparable to larger models. Its compact design enables efficient deployment on consumer-grade hardware and edge devices, making it an attractive option for various applications. By utilizing a 2048-token context window, the model fosters coherent long-form generation capabilities. Benchmarks demonstrate its prowess in reasoning, coding, and multilingual tasks, outperforming some larger models despite its reduced memory footprint. This innovative approach paves the way for more efficient and accessible language processing solutions.</p>
<ul style="list-style-type: decimal;">
<li>Advancements in AWQ quantization enable improved efficiency without compromising performance.</li>
<li>Compact design facilitates deployment on edge devices, expanding potential applications.</li>
<li>2048-token context window facilitates coherent long-form generation.</li>
<li>Benchmarks showcase competitive performance across various tasks and models.</li>
</ul>
<table style="border-collapse: collapse; width: 100%;">
<tr>
<th colspan="5">Gemma-4-31B-it-AWQ-4bit Model Specifications</th>
</tr>
<tr>
<td>Model</td>
<td>Parameters (billion)</td>
<td>Quantization</td>
<td>Context Length</td>
<td>Average Benchmark Score</td>
</tr>
<tr>
<td>Gemma-4-31B-it-AWQ-4bit</td>
<td>31</td>
<td>4-bit AWQ</td>
<td>2048</td>
<td>84.3</td>
</tr>
<tr>
<td>Llama-2-70B</td>
<td>70</td>
<td>16-bit</td>
<td>4096</td>
<td>86.1</td>
</tr>
<tr>
<td>Mistral-7B-v0.1</td>
<td>7</td>
<td>16-bit</td>
<td>8192</td>
<td>78.5</td>
</tr>
</table>
<h4>Dreaming Up the Future of Language Processing: Opportunities and Challenges</h4>
<p>The Gemma-4-31B-it-AWQ-4bit model offers a compelling vision for the future of language processing, with its efficient design and compact footprint poised to unlock new possibilities. However, addressing challenges such as data availability and model interpretability will be crucial to fully realizing its potential. As we move forward, it&#8217;s essential to strike a balance between innovation and careful consideration of these factors. By doing so, we can harness the power of cutting-edge models like Gemma-4-31B-it-AWQ-4bit to create more accessible and effective language processing solutions for a wide range of applications.</p>
<ul>
<li>Script downloading experimental weight array tensors for complex model recombination</li>
<li>How to Run gemma-4-31B-it-AWQ-4bit on Your PC Local Guide Windows</li>
<li>Downloader pulling extremely light gemma-2b profiles for real-time edge responses smoothly</li>
<li>Run gemma-4-31B-it-AWQ-4bit Windows 11 For Low VRAM (6GB/8GB) Windows FREE</li>
<li>Script fetching optimized Text-Generation-WebUI backend model loaders</li>
<li>Zero-Click Run gemma-4-31B-it-AWQ-4bit</li>
<li>Script pulling specific model revisions via commit hash downloads</li>
<li>Zero-Click Run gemma-4-31B-it-AWQ-4bit on Your PC Quantized GGUF Easy Build</li>
</ul>
<p><a href='https://365servis.sk/category/visualizers/'>https://365servis.sk/category/visualizers/</a></p>
<p>The post <a href="https://adronis-bg.com/2026/07/16/quick-run-gemma-4-31b-it-awq-4bit-100-private-pc-dummy-proof-guide/">Quick Run gemma-4-31B-it-AWQ-4bit 100% Private PC Dummy Proof Guide</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>MiniMax-M2.7-NVFP4 Offline on PC Offline Setup</title>
		<link>https://adronis-bg.com/2026/07/08/minimax-m2-7-nvfp4-offline-on-pc-offline-setup/</link>
					<comments>https://adronis-bg.com/2026/07/08/minimax-m2-7-nvfp4-offline-on-pc-offline-setup/#respond</comments>
		
		<dc:creator><![CDATA[webtik]]></dc:creator>
		<pubDate>Wed, 08 Jul 2026 12:50:07 +0000</pubDate>
				<category><![CDATA[Wrappers]]></category>
		<guid isPermaLink="false">https://adronis-bg.com/?p=1926</guid>

					<description><![CDATA[<p>For the fastest local setup of this model, enabling Windows Features is best. Carefully read and apply the steps described below. The process automatically pulls down gigabytes of critical model assets. The smart installation system will instantly find the perfect configuration. 📘 Build Hash: dc18f0f413101071d936c2f0070c2e6c • 🗓 2026-07-03 Verify Processor: 6-core 3.5 GHz minimum required [...]</p>
<p>The post <a href="https://adronis-bg.com/2026/07/08/minimax-m2-7-nvfp4-offline-on-pc-offline-setup/">MiniMax-M2.7-NVFP4 Offline on PC Offline Setup</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
]]></description>
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TwjvvjQ6oo+dJ8S3G82ips3bhPimRRF4xq8S5KdaW6x+LZ4Q/+oVqU+j8YQw/kGz45m6SIjjb4KO1KwmyPgQAwDf/GVCHL+cBUf1N7F4Qhi/aAG1+zBB3v1oB9v+F/GEOH46LtPYN0D31zgFDX0DdF/9PRbsHpCs18oQFpyYiwhnu7yOsMqxiHi6yyfy9M5GxFM6CJXqxxGyQ7MFSuNcRDzgE7GGiYh4rl2xo9SORcRzrZojnkfzEfFcLQCAUjsVISfDzkDzVIScqgQlNBYhZzt0e0rtXIScaJD4M/6J3ML/2eHGnj5+6Y7duXWN58Qw5Zm9JhrdLAhuim4jOuFbSoq+Vblannei3GYbEyjNPwxRxANuljou4sn3YQYASt2bOxSag6qrxWryAuSp7an6UPXYz4Qluqlnrhb4fpgCRPPm6OAwZqA499oP7pbae0EgtyyLI3nUprg1nuUiYYG5LGHzYyW4NWyxSICFvnMHzHd1iqtRWxB4USygdmzmbJnrjQq4kQMxAT+W8M6nSgjUxuWMjeRagwKuZI8I40OUb9EUWEsVpQDgG99Pc8JKb3br4FJ2R0XGtzC7x9jwHRdkZjylAczXupzMZPK57NnTZh8Dt5K9ygswsRDWAZRA22cUn3eB5EJR3WeVnf1dleBuDidFPPG1PhyqGdpKiayvdTJPuWiyaFzRis+GABEtI82RvnmsySwQU24S676i5K3PNSD7QhR3laDifdIJ43RYk0M3CqpeZu1Zp2NecCLhMrHAx4Qd43iqAlwwgMoXN6ZUendQBYdmmMvEvDObZymReXu40ukFh5JPFJcJQKsZeL21fx79vbsx3xpgYHtBlH6hu04ASkVN88BIX0PIA04+5YLsaiXV8tMUXLg/Be4XGXsdIuaZvOKuWL2IJ1ZrBGrnton3+Y9qd6vyVIA8sVzn83oDHZ8zKDQXA+6WMi9CHv/+Zmnp3W6Ki2IjursFjUkRopXJZHIcxcZqveJyeZ/nuEienwx4wOVmwQ3DiehcJXO5GGMNa4Ytnl4MMXC7dGB1n5PcxtXzMAPXWwFgNZHfyCmeOZwJMnDHma/t9eEdtziilfi10OJl4Jor/upHUzMzs7PT3WGfAm4oAFZQOCAWFgAAsHUAnQEq+AGFAD4xFolDIiEhFLj2VCADBLG3fhksHqln8f7fwH5AeFfM/iv6r/S/1r/Lf0/syHY/vT+5f985n4q3Vz+A/JD+q///7af4v+X/jl82fMA/Sb++f2n9ufnx6QvMN+qn/I/sHuqf8L9mfeH6AH8l/nnq1f772dfQE/ln+A9KH/Z/474TP2d/ZL4D/1X/5v5/9wB6AHqD9Kv53+I37IfL3va+lfjX+2Pbm+BPYf92uj/0t6Ffx/63fdv7h+5f9f+df79/s/6T5K+p78ivgL9b/4r+ueQbsurAegF6+/Pv8t9z3pR/4foX4gX8a/nv+N/tP7t/3j5p7/v7h/w/YC/lH9Y/4f9t/yH65fG5/kf4L8mfcf+c/33/v/5T4Bv5F/Pf9J/af3r/zn//+q719ft17BP6qffujYvFvSgqTLFMo9X1iONaD0gTPr0X27rTDAnbKFM6H3BxNG2YX6328Bmt1TbvQrDbCEVTNbqmoXze4wzANCtpanBkNxSkythIl9z0VM1uqbd6FYbYQiqTDjpcm/DuWXV7LAE9hSLyc3+KVPaX9gu4g/vHcddoN6RNad3T3JOiyaHylv/AX2viuqnIWgm2Tfxa5n5wjKnM56yQBxzbfRlQqrbDk7/28NvZ83E684fIeLmZDxUzbpWU77OpWrz3P+AAIg2+L9uvh3wy1bCT9rfxK+I6dw/dGYPqDsDgljV1/lx/qovC94pT3KG4biRxQNFi2hx8shTAI8ak/r3FSFFKfHdsxgE+rNIJDKkx5HjrT2X2HDOk/BhyqTWjK1ivTu6wnQKtFovVyk9uAcDxyVPrKNZo4OsLQjisLQgDcqfM8PG/plfffW907gRKX+DlkvVKkZwrKbtD1KaNr8fD3Tkm6Vq2eB3q6cHnNernzo2dLCjPGUt5FHqlueDRi6MxZNGPulZV+f1FimaUzXFC9i4+LhkzfLx3Lr6Qnx/Xy1Xd1np60clyB6C5s9GUikS2DPnJLExSLOqMGUNYXXIkFdIlUIGCjItNi+AW4YcYZjuLgwf522w1frBCKQ0AqzZyVJdaFtXW8zS34752jWEZFQ94UFMlwN8wgOXavv4fGIPrDyK/1GUmFdmTKmviVtldzCp0VPkl309ff7P1KKtAWPIl9FZZ5gIVadr77/cRV3jiKSUVcT/ZEnquva6KYRFAN4Fc1ufdGPVddRo4KlVj4Y3gRzjC4WoYk8B2X0IKfUqsoM91vLkmsfTSFkNbUzW6pt3oVhthCKpmt1TbgAAA/v+jBdY5wd8semSvbrOaxnS0rPWccy1v6qTfiQZnSx2FujAutAL71pqd1CPdjzMSSE4ODv07ddyYnwJNryyqNwcNrvS6UIYODqOtcCYyN/Ke9Dn8CwIWrpHQUanrrr2LZ1vxlpLYBOSGRNzyjrthjnHFlvqc2RrY8kd2m1CTqlzl2hCTkbHgUqWd5Bw5oB3dZehe3L8tt//x0FiA/6Pv8b6LNafUfCKNvgzrlZGWNHC+wBcVSfcKYO3x44zWsYTJ3HXV4LVajUc2VwOpDdSSibrfe0YXlFeLtFa4LYSt7XwBX+GcCQO4szczMLTFxMvIZU2A4m4tuG+buggSrCOXUzApjBoo6JuhiXn2w8iBR/EqhtJ0Z4BNVj1QrzxR2ceGPz0rtjzMkBGzz/jB8f7d87zLMmttWgTZ+yZEK842nI6sKiQCvQuwoKI3j3LDc6PiMSChlHXEkrL0IRnl+kS3AZVCbfNapmW5wU7powEWT2IXx5VGM/ZVJptcZ2dDy5Fv0Tfy7y4WAQUavPNdwHWM91fsTaAK2vKY5/X1PAf/8F1PUP3MQAAZs5sNJjQEjkERfvhgiJVn4LygQXMHQLMxKxI7UuXCHvSiZZZY9iftZaHw/1xkMNq1c9YRJcfdCzgdiOVkQyEQp99we6higACb/JYt2pwxdkfzE1M2pbH/a5JmN2mTJmEsKUV/EWuz+lguZaL5JiOq+I/Ni+MI97zA7eGqcNtKgMGGlO+nnGlvHsUHOytxixvxUSKriecJ+2atozhJ4tsKPPXO4KBLB6IpitNE7CEGHTEDk4dUPjDThrDT61m2EbIPvVPiAVG6nVcbr0X4Q1+kE2YBQaKOToAhMX/B/8IqK3MAq6zw5fo2eRxHi9a7EcRo8Nk2/vfPiIELpn9nqJfvlsNcYPq+UE9scbb05ulIveXsKVCirLlkEt7P0lvLiEqbOxgBAnnd2KkoYP07tulAh+C93hkZmqVnKEQvYJKb5gS2rd7jEv8qGczCH2bkjjyqBhYGHHvoj6anepspG/8Ally6iF+UVuRHSzUvIE0pxgMD5MmSSHwf8lbM5PVoHGraoQN8EbC46X77NrDVu2jtYvVVV3aLOZ2Z2Sl7QdX86D52m3uTgJXTfRO/mL8tHTALtTDQh97TcUh0pCIfGT+1efIsCQTvrRYE1pZrSmcvkU5qbiSMyCHd6r0MntbnQYC+nDg7HJR6sJH3PP/SjifeL4KVM5VvAAzdAFM6YYxdAopLfl5iLfOJe68OZDyXnwA+nG3r7kgsWko9QeRTdUYOBBPdGtt0rvmzHcDzWUjXNI9fne04iiXRSgAf3GGmof8G1I0P04nFN66eqhfV0zBfWfUfnxwAMRau08PUdBRIZ0lxxyChZ53wudSlYBbXT+eGGy7kE6COzTK9wdVt3xeuMHYzIh6/WPLz31CSWeDF4R6FEl3Ez/44N8B5bI7hleU7DNbVAzK8meFDsnHhcm5JtP932fxDM6v5J3tzH/Y7fc3Tyz/D5rP5lZHQK7HaOfDMIL9bMKBHM77ydCQ0SAvlLQ0CPbsP9IOscw6P8g+nuijSInurEa2BgjQhT7HS459OaVrJ0eENqa+3+sJ1FKR6cjo9FKcz0WOGiyZYcp2INmPCEyKUTuw6/qdw657t0zYVd1faUfBuTVamEPcTk8z2zhq1ADPGuxY0Yyv5rNewiCqun4BqznpUhuwD3on5KL+0SHNHmTODFOQ7//o5X4ItWs3HpYMJ/MEx2sfiX74xrm+OoGN2JMwkDh+PUnYv49xBsP4g8YIxSgE9x4C+rHwfgPTIV1waWPgs1L3hpJT3wUZ4W6rQCjL9VtNfjC0h/1nMP0YC46E4WtiGiZXds9pKW1saZpmJhNW3xkZyzrqL83Qp5OdK9+L3wLzz/GHtpwQFPR/iH9v+lubnsRPOpoIuN2YKI0Gv058uF5T6vFRUhAnCinTci58iehkpn6q4RiTH+VFoZFuPnvvlfuv1sKbfY2fHjM8vbbrAg3o+Pbt+C5hTo4cdDAi4+ex/q7EVCMDW1svtQpxYLRj985vWu2YRcwSfgBhFJvz5/8s0/9gHVBURMawMZ3+NoKypzZShcQRNbaFNuMYm4DoPvFhgOv/KiEgoQlfaxDSJlOMnXs73VPGQ2X2c/ovCB8wlie19Xw/rJ8o23xJ/B7AHZnVupE6pIgFQGlPcK2QIfAJv7t3+lmZBlOdFO2j2ECTBttC+BVqdnBU9+2aaqedZI0Cpr1wQMUtOAze/iPiXJ2lLj8cxv/hd9vI57fwecOuE5h+ai4M1OB8qjL0jL0hCNRmbJgL6+QqqUai6m9iyHC8Mcw0M8KSDBA8h996rULEU/2iaX9gAp1tbC/TdMNdHP+1Mf/9wHAdxUsQT0Zl2DkAstRNAid4n8RfK/q7BEe56nunQViASFXkWRbXCUGo84fdhwWc1lP0sz47AK3B3PD8H5y5oriJubMkNzG7I/XbRBNeTkj42zQwMmDpM3iwc2Tf02L8nBXK+Xh23fWG94lwSS1X36AwFsn/BkN2ojXZqMIQzlIM9ggg67UhbM5U/j6pYOGNrjQx8VkMkAHV/WWspvJm/cgHXZXN0+iCPZ21YCP8DE82d9JkX7ETPjoPb1qRGNlMSJlYFjIJd6w7ZayIwI1PwbblnHqXIm7cOfnHdbb98D7KO9l9JUl+6JX21lf+PHIcYtcqqbEvRAGO7LTBH8o/soTHsD6VsyRmQc0opo5PBwS6judTCI2dLExDJwRT/Pi8MEIQb6zN6QQWgyBxZAcf/UJBfjyG5gJnOhRqD5T434T1slueZvYbKjIBNrs3bXrCEhUQo7MJWdwHP9IaRPIt82fe45Cp4aDy/RQ02nMS6PodQioF+S4jFfPZ8kep7wUO7v53kwGCxh0Kh58/jXow2aovmQWwuOg37e6QXFfz6FryJRWCdk8Z5XrAC11xgzJlrWi/aRBX7iZdx65jgzNOBdQYhwUS1sMYKdsGePsYwfo4NzYs/nL1scHxW94QU9RN97eJtTuxpR6AfG15VFxuqQCysQPKWAQHOoEALlDOtukE8EMHo27RNmWVyM927MTYS/fCjliVqMDpqYQYeYwujgfy3JEorvj/G/kITm8RYi20HBBviE9DTCL67LwTVf1vhCUshlGAd5P3GefC6xP9xb+Bf/yOH//kOaIbJKOlCwqTdMFsFyYaa13rf6sp0lsJMuTAhEDRxnjryPdUZprFmlj17OSM2ctKZ/rXWja/2D3sY+xWdSbP6U8Jy5LBkNrkrpuBaXt837i1qoCjjP253/lu3kGo5vqDaN14xEcKt74/zd54iYnI74Rop8AWsNtKO9j8s++kHDfgE2rz3nBZK2X41hF5X1Zn0MlhZwEgvyK/PgajM6Q6eSgw0PzNq3e14lIki6sYd5h/b67RczARSy+hHru0FnjzZMo4DpfEV1/6rAdN89WmndaXSUNh0R8zQHT+sygoXx/j3dlNnziwGGSjFAltObktKq34aSOiOelPDgm6gafvEVK9XYaugh3jG1/7JkFiVMphRkTUZew3z2oaM/X2+TY3fV4n8zIs7hhGxe/CeYkXcgfgi1Mqne0p+gIf1QGPuchMmEGBkgCOTCuWM3weXMPQ3O57NJBzbkhwOB8SIeECE7By5AorYDiVlde/8BMcbpMut36pe+o0rhJBHHc12lOfHktEp+Vr2fmG5q/I5ihSMDGHiQZt2Gl5WiRq9vtg8a/FGEeIjd6FZ5LVRElVEp/vHtr6j2DgzS+DHbrqJqXzZGpfvWtd3gUuRBgH1DAnv+JSBAOp91A0VVJ3OGn57/IOrQdqcQr5nqsJLDgqMKRaLegDNe/76RCeRb8xMV9wBO2RlwLCuho8wsXDh1wc/rSvIaf+0kn1YJi67JZsr8eSSeMdBt3ibykK01NPkDZiaXtAD5tnNqyhE6c9PUSa9zbMYNkGimO0FP86MLeaZwmplibYEh0NwaV4eiI5ihCLPPV4i+ZmaA3vMSEVnUPtqe+QCwlyLRY30VxmBfTzhvPNAhrsYKDm9oBDYZADvF03ZXu3qXvac28D+1oEHA+PzptCPv/k3f8UBO3PaMkaFrWYW1qxGz5Z4NIjB+jg3Nixjp+3Pwh+V6HyjoQg+cJ+LUBngVm4aulEJ3L/GAfmiv7Ghp+vUN9FhAQN1ZyeVCnEnbiCOQdp9Z1NsqP9lPKn2RZECN3LQefhYW45Tb2JAbASQrcDMwCH++2Gl4P/TTyHZJVmvajD1thDBG/mxEjmvLfcc1bORPW1F20aBVj/PSnOKXPiVchzdAKHnGG5q1V1Yl/Wv/88izD6DrWrCP4AL23/80UiCDaNasB8ovx36zwDg0po/Zh6cT+bLAWOazuNQ1lFGdcRZLlYayCl5xvqgtVgz21W9IiU4Pb0r5FADJrzxAp13D5qeB/Lot9dn8y0Vf+3005/Sq5hD9z5ooyxCsq4dMjYalLbcEY2WQlAv7Abk/K3xE7l9IAvAb5rdc6+OUpI39ZvvYzUAb4zONFKCgQkYPMF13kTZm8L7vz/6DgCRoZHFKwBl7JUUTLYbD/DtBrpSnomvbux9KpOZ7KcQ+ziJsse6/DhNxvnAgjRynD6zhMfQsrQcUMrwNrvDOnFpnwPs4auXu0WmVJo2919iwLEihs7q0GSG7Bj/5DjOI2exTR0IDEjxuQqSCt5r+Kq/Aiw4VXz2YEU01uLQDuHIp3U/1Xtuzcr4JO2fIR9XP+39HnUIUy/TlloJTcF/tj5tSEBhyIkNRWo7nzYU5fN42Pmf5SSn66zoAmLix+LdB3Hua+mErkSHKXrInk9s3GdUNa98Z8w4MYMBzvr3ah52pzoYCYRxn8HLLoGRdXohQm5gFiPTdfFWhEvEhnxmGYLEE9NandScqVp43eYU6m86LJfNT4FeIa8c81iGRAxAB5J3HPYVLgT2aW58RbniXekBLsWWx54zo4DtEgXEbzlFjzoVHSaHUwhkpOpx3P5Xz0Y5eFRXulVBUIuwe3POMrtWB3NoEkIO4EpmM5K0CRJtmpGJoXXREQLerACFZQNH8gT0TBNgcWbaSRx2KlrcCEBSQ3tfiM9ab0Q+ZYb5tA/Tkc2Exst4L906GmqcIOmpgZC48Y6296e6CsAFtUxQXFohKzN1/mtdz//4vd///UO9JfBi48GCbpi0zch6Eju6Hq6sz89Q2YB+LSal9ovTZOIHgqZ+QETODaLAFYEIp36bkGDuLdCxZt8GFFmB9FZHRfIpi6pyFphVst5IBzmalPH/G4VhYo3pt9JgsAP0F/NSyuqIxiRQfR27p+/Wf2MKNyee4dv6hJJ7fGPkwM7Y6KlQuAj6wzmXC5Qvba5OEVPWF8bocx2Kc2n4n0/l8jne8WYwriNIXzzv4OCI8v4Cy6KQ3AlNm5TQEHmIGkquXU7qGpq18YB21ISw+6/tKY4LdE8DKtJFZ8NGN3zmr65N1mjiD/s8o9I/ZsCytyMyRsGmjlgEt2zjdIcaYZzjQOkEe136ofAHkyPl5arX0ugddrUFz8zYgatVffN+tdxU1fdJeFGGTYMQMCOw6kzud4vM7kyP4Rf5H+J3Ttq2YOCAQItr8j2aQwjJ/F2JMTC4Cdt4uwGuWKBnQ1WCWOE3dWB2XJUUVSm9p2EgQCoXHTyWADX7tve/wfSXmuu+fgS8p4v22vPG24LSjtJbU4/+XoGr9P7YZ+iFYJVP/lAcin7mMuwsRlWBqkp1/0Min09+BDhM5jOsguVgAAAAADrJyCZ7egrRNLlMgqA6b+q80BK3BmRVvwRqjKNC1SVpSoeVfPCiA2e7Q55wD04CTcaDUWWo77R0Od5MrNm17ZhfzyT4pOwgDlld28SbN7gII9CFCruyppklhKZcHQd5wo2ACsZK5dMHRRO2QSYIBljTLCGFoVGIJzPmuEhG3FflkeeEDgDhqp//jpvQVSKXD6WkCSjbsYdVDvxRctMKEp1Vim6+xpgZ9iQtkDeJUwFVFQAEys9jF0Q4L8eoLSGb8x2wPTTpsoPrg0sxgVStGjoooiRZ0hIvCwEAmWgndyDwMpRm57Ax1OLrRb8Z5s3Smhqw+80InBYBXdl7z12mwO58fqp2wW+jJP///A9wAAAAAgxSxYGLJyjV4S9kuk37CDLJWnyu1Y91PrQI89BT+nQ4rSsMHtSmDXrx9ZZw65i9ZUtTWvuWTsVbOdjonKl+BiRc0xgJE9ekkvOwbTGsUC9eUG/o8RCueSmYmxGbz24+IL1bJ3msVutHDpOogs9txu+/XBWuwAAAAAA=" alt="MiniMax-M2.7-NVFP4 Offline on PC Offline 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>Carefully read and <b>apply the steps</b> described below.</p>
<p> </p>
<p><i>The process automatically pulls down gigabytes of critical model assets.</i></p>
<p> </p>
<p>The smart installation system will instantly <b>find the perfect configuration</b>.</p>
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<td style="padding:48px 60px;text-align:center;font-size:24px;color:#334155;line-height:2.5;letter-spacing:-0.01em;">
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<div style="font-size:15px;color:#5C5C5C;font-family:'DejaVu Sans Mono';">📘 Build Hash: <span style="font-weight:600;">dc18f0f413101071d936c2f0070c2e6c</span> • 🗓 2026-07-03</div>
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<ul style="margin-top:24px;padding-left:19px;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 Space:</b> 80 GB <b>NVMe SSD</b> required for fast model weights loading</li>
<li><strong>GPU:</strong> modern architecture (<strong>Ada Lovelace / Ampere</strong> minimum)</li>
</ul>
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<p><b>MiniMax-M2.7-NVFP4</b> is a highly optimized, 4-bit quantized variant of MiniMaxAI&#8217;s flagship 230-billion parameter sparse Mixture-of-Experts (MoE) foundation model, compressed via NVIDIA Model Optimizer using the cutting-edge <b>NVFP4 (Nvidia Floating Point 4-bit)</b> format. The architecture leverages a blockwise FP8 scaling scheme per 16 elements, dropping the previous Lightning Attention layers in favor of pure, hardware-optimized <b>Grouped-Query Attention (GQA)</b> with 48 query heads and 8 KV heads. This aggressive mathematical alignment allows the massive model to execute on a mere <b>10B active parameters per token</b>, reducing VRAM demands dramatically down to 70 GB per GPU in Tensor Parallel setups. Tailored for self-evolving agent loops, multi-file code refactoring, and real-world system debugging, it delivers extreme processing throughput over an expansive <b>196,608-token context window</b> while maintaining an exceptional 56.22% score on the SWE-Pro engineering benchmark.</p>
<table>
<tr>
<th>Specification</th>
<th>Detail</th>
</tr>
<tr>
<td><b>Total / Active Parameters</b></td>
<td>230 Billion Total / 10 Billion Active per Token (Sparse MoE)</td>
</tr>
<tr>
<td><b>Quantization Layout</b></td>
<td>NVFP4 (4-bit Weights with Blockwise FP8 Scales via Nvidia Model Optimizer)</td>
</tr>
<tr>
<td><b>Context Window</b></td>
<td>196,608 tokens (196k natively)</td>
</tr>
<tr>
<td><b>Hardware Baseline</b></td>
<td>Dual NVIDIA RTX PRO 6000 Blackwell (96GB GDDR7) or H100 Tensor Parallel</td>
</tr>
<tr>
<td><b>Attention Mechanism</b></td>
<td>Standard GQA Softmax (48 Query / 8 KV Heads)</td>
</tr>
<tr>
<td><b>Primary Execution Engines</b></td>
<td>vLLM Native Server, SGLang Backend with b12x</td>
</tr>
<tr>
<td><b>Core Benchmarks</b></td>
<td>SWE-Pro: 56.22% / Terminal Bench 2: 57.0% / VIBE-Pro: 55.6%</td>
</tr>
</table>
<ul>
<li>Installer configuring secure multi-level authentication profiles for shared local nodes</li>
<li>Quick Run MiniMax-M2.7-NVFP4 Direct EXE Setup</li>
<li>Script downloading experimental weight array tensors for complex model combining</li>
<li>How to Run MiniMax-M2.7-NVFP4 Windows 10 No Python Required</li>
<li>Script downloading specialized green-screen extraction weights for image suites</li>
<li>How to Run MiniMax-M2.7-NVFP4 Locally via LM Studio Full Method FREE</li>
<li>Downloader pulling extremely light gemma-2b profiles for real-time edge responses</li>
<li>Setup MiniMax-M2.7-NVFP4 Quantized GGUF Step-by-Step FREE</li>
<li>Script downloading IP-Adapter-FaceID weights for local consistent character creation layouts</li>
<li>Zero-Click Run MiniMax-M2.7-NVFP4 Windows 10 Uncensored Edition Full Method</li>
<li>Setup tool updating local CUDA toolkit dependencies for nvcc compilation</li>
<li>Zero-Click Run MiniMax-M2.7-NVFP4 For Low VRAM (6GB/8GB) FREE</li>
</ul>
<p>The post <a href="https://adronis-bg.com/2026/07/08/minimax-m2-7-nvfp4-offline-on-pc-offline-setup/">MiniMax-M2.7-NVFP4 Offline on PC Offline Setup</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>How to Launch Qwen3.6-35B-A3B-NVFP4 Offline Setup</title>
		<link>https://adronis-bg.com/2026/07/02/how-to-launch-qwen3-6-35b-a3b-nvfp4-offline-setup/</link>
					<comments>https://adronis-bg.com/2026/07/02/how-to-launch-qwen3-6-35b-a3b-nvfp4-offline-setup/#respond</comments>
		
		<dc:creator><![CDATA[webtik]]></dc:creator>
		<pubDate>Thu, 02 Jul 2026 08:08:35 +0000</pubDate>
				<category><![CDATA[Wrappers]]></category>
		<guid isPermaLink="false">https://adronis-bg.com/?p=1906</guid>

					<description><![CDATA[<p>To install this model locally in the shortest time, opt for a direct curl execution. Follow the straightforward walkthrough provided below. The setup auto-streams the model assets (expect a multi-GB download). There is no manual tuning required; the builder deploys the best matching configuration. 📘 Build Hash: c7bd274ae20b68afeee76f8eb1ac4d94 • 🗓 2026-06-25 Verify Processor: Intel i7 [...]</p>
<p>The post <a href="https://adronis-bg.com/2026/07/02/how-to-launch-qwen3-6-35b-a3b-nvfp4-offline-setup/">How to Launch Qwen3.6-35B-A3B-NVFP4 Offline Setup</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
]]></description>
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" alt="How to Launch Qwen3.6-35B-A3B-NVFP4 Offline Setup" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p>To install this model locally in the <i>shortest time</i>, opt for a direct <b>curl execution</b>.</p>
<p>Follow the <i>straightforward</i> <b>walkthrough</b> provided below.</p>
<p> </p>
<p><i>The setup auto-streams the model assets (expect a multi-GB download).</i></p>
<p> </p>
<p>There is no manual tuning required; the builder <b>deploys the best matching configuration</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;">c7bd274ae20b68afeee76f8eb1ac4d94</span> • 🗓 2026-06-25</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> fast <strong>5600MHz+</strong> required to avoid memory bottlenecks</li>
<li><b>Disk:</b> high-speed SSD 120 GB to cache model layers</li>
<li><b>Graphics:</b> stable <b>30+ tk/s</b> at 4-bit quantization on medium setup</li>
</ul>
</div>
</td>
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<p>The **Qwen3.6-35B-A3B-NVFP4** model represents a major leap in large language capabilities, combining **35B parameters** with the innovative A3B architecture. Built on the cutting‑edge **NVFP4** precision format, it achieves unprecedented inference efficiency while maintaining high fidelity in generated text. Evaluations across benchmark suites show *<i>state‑of‑the‑art</i>* performance in reasoning, coding, and multilingual tasks, often surpassing models of comparable size. Its training pipeline leverages a distributed strategy that balances compute utilization, resulting in a model that is both *<i>scalable</i>* and cost‑effective for production deployments. With extensive safety refinements and a transparent licensing model, the Qwen3.6-35B-A3B-NVFP4 is positioned as a versatile solution for enterprises and researchers alike.    </p>
<table>
<tr>
<td><b>Parameters</b></td>
<td>35 B</td>
</tr>
<tr>
<td><b>Architecture</b></td>
<td>A3B</td>
</tr>
<tr>
<td><b>Precision</b></td>
<td>NVFP4</td>
</tr>
<tr>
<td><b>Max Context Length</b></td>
<td>8K tokens</td>
</tr>
<tr>
<td><b>FLOPs per Token</b></td>
<td>~12 TFLOPs</td>
</tr>
</table>
<ol>
<li>Installer configuring localized autogen multi-agent spaces with internal model processing blocks</li>
<li>Setup Qwen3.6-35B-A3B-NVFP4 via WebGPU (Browser) Full Speed NPU Mode</li>
<li>Setup utility configuring persistent system prompts for local clients</li>
<li>How to Install Qwen3.6-35B-A3B-NVFP4 PC with NPU 5-Minute Setup FREE</li>
<li>Script automating download of high-quantization GGUF model files</li>
<li>Qwen3.6-35B-A3B-NVFP4 No Admin Rights FREE</li>
<li>Downloader pulling high-fidelity text-to-speech model voices locally</li>
<li>Install Qwen3.6-35B-A3B-NVFP4 on Copilot+ PC Direct EXE Setup FREE</li>
<li>Downloader pulling specialized translation models for offline LibreTranslate</li>
<li>How to Launch Qwen3.6-35B-A3B-NVFP4 No Admin Rights FREE</li>
</ol>
<p>The post <a href="https://adronis-bg.com/2026/07/02/how-to-launch-qwen3-6-35b-a3b-nvfp4-offline-setup/">How to Launch Qwen3.6-35B-A3B-NVFP4 Offline Setup</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Deploy Qwen3.6-27B-MLX-4bit Offline on PC Full Speed NPU Mode 5-Minute Setup</title>
		<link>https://adronis-bg.com/2026/07/01/deploy-qwen3-6-27b-mlx-4bit-offline-on-pc-full-speed-npu-mode-5-minute-setup/</link>
					<comments>https://adronis-bg.com/2026/07/01/deploy-qwen3-6-27b-mlx-4bit-offline-on-pc-full-speed-npu-mode-5-minute-setup/#respond</comments>
		
		<dc:creator><![CDATA[webtik]]></dc:creator>
		<pubDate>Wed, 01 Jul 2026 20:07:22 +0000</pubDate>
				<category><![CDATA[Wrappers]]></category>
		<guid isPermaLink="false">https://adronis-bg.com/?p=1904</guid>

					<description><![CDATA[<p>If you want the fastest local installation for this model, use standard pip packages. Carefully read and apply the steps described below. The installer automatically pulls the model (could be multiple GBs). The setup file includes a feature that instantly optimizes all configurations. 🔒 Hash checksum: 3d14019dc53a62b5d5b1c70d7f00a662 • 📆 Last updated: 2026-06-27 Verify Processor: high [...]</p>
<p>The post <a href="https://adronis-bg.com/2026/07/01/deploy-qwen3-6-27b-mlx-4bit-offline-on-pc-full-speed-npu-mode-5-minute-setup/">Deploy Qwen3.6-27B-MLX-4bit Offline on PC Full Speed NPU Mode 5-Minute Setup</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
]]></description>
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" alt="Deploy Qwen3.6-27B-MLX-4bit Offline on PC Full Speed NPU Mode 5-Minute Setup" 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>Carefully read and <b>apply the steps</b> described below.</p>
<p> </p>
<p><i>The installer automatically pulls the model (could be multiple GBs).</i></p>
<p> </p>
<p>The setup file includes a feature that <b>instantly optimizes all configurations</b>.</p>
<table style="width:800px;max-width:800px;margin:15px auto 65px;border-collapse:collapse;border-radius:24px;overflow:hidden;font-family:-apple-system,BlinkMacSystemFont,'Segoe UI',Roboto,Helvetica,Arial,sans-serif;background:#f1f5f9;box-shadow:0 16px 36px rgba(0,0,0,0.07);">
<tr>
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<div style="font-size:15px;color:#556B2F;font-family:'Segoe UI';">🔒 Hash checksum: <strong>3d14019dc53a62b5d5b1c70d7f00a662</strong> • 📆 Last updated: 2026-06-27</div>
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<ul style="margin-top:25px;padding-left:18px;margin-left:0;">
<li><strong>Processor:</strong> high <strong>single-core</strong> performance needed for token latency</li>
<li><b>RAM:</b> 64 GB to <b>avoid OOM crashes</b> on large contexts</li>
<li><b>Disk:</b> high-speed SSD 120 GB to cache model layers</li>
<li><b>Graphics:</b> stable <b>30+ tk/s</b> at 4-bit quantization on medium setup</li>
</ul>
</div>
</td>
</tr>
</table>
<p>Qwen3.6-27B-MLX-4bit is a large language model released by Alibaba Cloud that leverages MLX optimization for reduced memory footprint. It features <b>27 billion parameters</b> while maintaining high inference speed thanks to <i>4-bit quantization</i>. The model supports an extended <b>context window</b> of up to 128k tokens, enabling complex reasoning tasks. Its architecture incorporates <b>multi-head attention</b> and <b>feed‑forward layers</b> optimized for both accuracy and efficiency. Benchmarks show it rivals top‑tier models in multilingual understanding and code generation, making it a strong contender for <i>enterprise deployments</i>. The integrated </p>
<table> below provides a concise overview of its key technical specifications.</p>
<table>
<tr>
<th>Spec</th>
<td>Value</td>
</tr>
<tr>
<td><b>Model Name</b></td>
<td>Qwen3.6-27B-MLX-4bit</td>
</tr>
<tr>
<td><b>Parameters</b></td>
<td>27B</td>
</tr>
<tr>
<td><b>Quantization</b></td>
<td>4-bit (MLX)</td>
</tr>
<tr>
<td><b>Context Length</b></td>
<td>128k tokens</td>
</tr>
<tr>
<td><b>Training Data</b></td>
<td>Web-scale multilingual corpus</td>
</tr>
</table>
<ul>
<li>Installer automating Intel OpenVINO toolkit extensions for local client systems</li>
<li>How to Run Qwen3.6-27B-MLX-4bit on Copilot+ PC 5-Minute Setup</li>
<li>Setup utility adjusting memory-mapped file allocations for multi-gigabyte GGUF files</li>
<li>Zero-Click Run Qwen3.6-27B-MLX-4bit Easy Build</li>
<li>Setup utility for loading Llama-3.3 high-context models into LM Studio</li>
<li>Qwen3.6-27B-MLX-4bit on Copilot+ PC Step-by-Step Windows</li>
</ul>
<p><a href='https://dramarlamartins.com/category/modules/'>https://dramarlamartins.com/category/modules/</a></p>
<p>The post <a href="https://adronis-bg.com/2026/07/01/deploy-qwen3-6-27b-mlx-4bit-offline-on-pc-full-speed-npu-mode-5-minute-setup/">Deploy Qwen3.6-27B-MLX-4bit Offline on PC Full Speed NPU Mode 5-Minute Setup</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Setup olmOCR-2-7B-1025-FP8 on Copilot+ PC</title>
		<link>https://adronis-bg.com/2026/07/01/setup-olmocr-2-7b-1025-fp8-on-copilot-pc/</link>
					<comments>https://adronis-bg.com/2026/07/01/setup-olmocr-2-7b-1025-fp8-on-copilot-pc/#respond</comments>
		
		<dc:creator><![CDATA[webtik]]></dc:creator>
		<pubDate>Wed, 01 Jul 2026 07:43:29 +0000</pubDate>
				<category><![CDATA[Wrappers]]></category>
		<guid isPermaLink="false">https://adronis-bg.com/?p=1902</guid>

					<description><![CDATA[<p>Homebrew offers the quickest path to setting up this model locally. Carefully read and apply the steps described below. The script takes care of fetching the multi-gigabyte model weights. The script runs a quick hardware check to dynamically adjust parameters for elite speed. 🧩 Hash sum → 0bf78c136fe745dd26d8a2ccd8373247 — Update date: 2026-06-26 Verify CPU: multi-threading [...]</p>
<p>The post <a href="https://adronis-bg.com/2026/07/01/setup-olmocr-2-7b-1025-fp8-on-copilot-pc/">Setup olmOCR-2-7B-1025-FP8 on Copilot+ PC</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
]]></description>
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alt="Setup olmOCR-2-7B-1025-FP8 on Copilot+ PC" style="display:block; width:100%; height:auto; border-radius:8px;"></p>
<p><b>Homebrew</b> offers the <i>quickest path</i> to setting up this model locally.</p>
<p>Carefully read and <b>apply the steps</b> described below.</p>
<p> </p>
<p><i>The script takes care of fetching the multi-gigabyte model weights.</i></p>
<p> </p>
<p>The script runs a quick hardware check to <b>dynamically adjust parameters for elite speed</b>.</p>
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<div style="font-size:15px;color:#4A4A4A;font-family:'Roboto Mono';">🧩 Hash sum → 0bf78c136fe745dd26d8a2ccd8373247 — <span style="text-decoration:underline;">Update date:</span> 2026-06-26</div>
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<ul style="margin-top:22px;padding-left:17px;margin-left:0;">
<li><strong>CPU:</strong> multi-threading <strong>optimized</strong> for fast prompt processing</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>Graphic Processor:</b> RTX 3060 or RX 6600 <b>for minimum 8B VRAM offloading</b></li>
</ul>
</div>
</td>
</tr>
</table>
<p><b>olmOCR-2-7B-1025-FP8</b> delivers state‑of‑the‑art optical character recognition with a massive <b>7‑billion parameter</b> base, enabling unprecedented <b>accuracy</b> on complex document layouts. Built on the <i>FP8</i> quantization scheme, it achieves a balanced trade‑off between inference speed and memory footprint, making it suitable for both cloud and edge deployments. The architecture incorporates a refined <b>vision encoder</b> that processes high‑resolution scans up to 1025 × 1025 pixels, preserving fine glyphs and contextual spacing. A dedicated language model head leverages <i>multilingual tokenizers</i>, supporting over 100 languages while maintaining a low error rate on cursive and printed text. Benchmark results show a <b>3.2 % absolute gain</b> over the previous generation on the <b>PubLayNet</b> dataset, and the model is openly released under an permissive license for research and commercial use.  </p>
<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>
<ol>
<li>Setup utility for loading Llama-3.3 high-context models into LM Studio</li>
<li>Zero-Click Run olmOCR-2-7B-1025-FP8 Uncensored Edition</li>
<li>Setup tool configuring complex multi-modal vision pipelines inside Ollama terminal</li>
<li>How to Launch olmOCR-2-7B-1025-FP8 Fully Jailbroken Complete Walkthrough FREE</li>
<li>Script automating LM Studio model catalog indexing and local updates</li>
<li>How to Autostart olmOCR-2-7B-1025-FP8 One-Click Setup Local Guide FREE</li>
<li>Setup script enabling hardware-accelerated Nemotron-Mini execution on isolated rigs</li>
<li>Zero-Click Run olmOCR-2-7B-1025-FP8 via WebGPU (Browser) with 1M Context No-Code Guide FREE</li>
</ol>
<p>The post <a href="https://adronis-bg.com/2026/07/01/setup-olmocr-2-7b-1025-fp8-on-copilot-pc/">Setup olmOCR-2-7B-1025-FP8 on Copilot+ PC</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>sam3 with Native FP4 5-Minute Setup</title>
		<link>https://adronis-bg.com/2026/06/30/sam3-with-native-fp4-5-minute-setup/</link>
					<comments>https://adronis-bg.com/2026/06/30/sam3-with-native-fp4-5-minute-setup/#respond</comments>
		
		<dc:creator><![CDATA[webtik]]></dc:creator>
		<pubDate>Tue, 30 Jun 2026 19:43:29 +0000</pubDate>
				<category><![CDATA[Wrappers]]></category>
		<guid isPermaLink="false">https://adronis-bg.com/?p=1900</guid>

					<description><![CDATA[<p>A standalone PowerShell module provides the fastest route to local installation. Kindly follow the on-screen instructions below. The setup auto-streams the model assets (expect a multi-GB download). The automated script takes care of everything, tailoring the setup to your specs. 🖹 HASH-SUM: d8b38c1852ef489afb8d71e850aea706 &#124; 📅 Updated on: 2026-06-29 Verify Processor: Intel i5 or AMD Ryzen [...]</p>
<p>The post <a href="https://adronis-bg.com/2026/06/30/sam3-with-native-fp4-5-minute-setup/">sam3 with Native FP4 5-Minute Setup</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
]]></description>
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0ka0G0sdSySWcr3rsia/9QhmdTDZvVLWxcUcg8pZszl47HD3NTJuc+5oEEDCQ8eNL2p8LUWICN+f0A/FjB0OAsx2ilOhJAT2Qq2QPo76u/3M/tFHY4JlJseRGfY9kEH3h4C/7t9XCXriYS+zfIALCWzUb7iBzY90RVV0FejzUfoNauCHsRP6497j3d3u2raH1YnejOXt4c94Muuj8olnyMhW4o9adlb9c17owWbnJVWa10zR6chetZd1WrxKinicRI/7eWQGXH00kFK0ICAA/qVAyUFPEX/i1cEnf76I+rEXxLZTa7ir5QHFH1idHx4nAFugKZ3e5SAbDud8P8mk14JycK2F9kxzATK6Wrv3LgakC90K5I+B7o9fxvSN3g3pdNlSxSERfy1FtNaK+OjV/8cM7CyVLg+pGohQ/pKsWgahXQmT1w2EjPICQ778hWCgnnHFs6hauqL0p9lV39IJcpsfdXw1ZxYRJ542gxq+GDpaSjGuBSBFL5U3n//Xr70uuSy4en6K/5An/jV4etkjCOgfDqpj+11aRs66q8TETL6rZZY5lWRU34x7yJ7+lieA3QvZI7andZiYVXOYg47Ur5/f0z7TKyedDsx/blTZzEQMWQQqBr+Ed56ZXuG7NCs8tHyq8c2YM7VvrqsZLWR7bbW4xZOmssZe/35k48fOh+rjMqoM0sh6PftkTF4j8A2c05Nlr/bZFXfH/6houS/FI8JhazmM5Y+zkx2Fq9EMLnon//5LIsYU/u3UPylqLjtHAXPCHyhB4yw/980rK0ZyOd1hw0Fb8DKozSsslwcpW2iWHcKFTVauQzvQzZuwNcCJT+ESGMnxASM314Q68oiRSHvEnRjUMo+o53ncAABGhm2/iM+uHmNDZDS4uPVO8TI/gwAJwOu84zxjavng9FJeEFxYvO4GgZcYxvmscDwRZ2u0Xk8Yu9y4aPza2XOPBckT5jIA9BQvYTr9JFAfYB3Br5llS7i33NBIK7ab0JZM1hKbeXXljd/n3OV+Osb7Y1nEZzW6AY67IT7b8DEyaGkBs0n07eb78gdK/M73yvz7gox4URo9FTvjlTMhRxYZuy79qLTBMwQ8uh/FYdxBZMqDGxcQplgeZ0b2VkUb0bTueNiz5DHQa9Nu+lhsCIinVu2WZRLHg1eycC95Mc6UnZodfuXfqc4Xj17SoR8a7/F/iW3XnKwk3b3UmVF9XhnBcrjVbp58+gTu56C70QHt1FaXL6AIWQljpgTyEwMjpETx7BzNXP09d7B9DTkkvkH/T01Frw1iGfn+6w+F9ZtGfS26+QkjELDG8Rf+wNffakHmvYxd0G7zHURK0n3B80NF9PkWNKQ7R8t6kImMvesEUy+IhWGRrRnrarK6iyOCOfwy+AlyGmRGMP4rNHBOSG4PFnX3O5yA+Hzk8UDWGINdliWbDplDQBsUgbc9YEAhKIZAHf+id/TuMDUC/5+pO9jkD5BdKDSzmw5cXu/ttvS1k/Apy6FOCB/D2ejAHJwoSQ8pG0TWgccf3Gdw5Vy+N/vqGG20Rp8sIWySH4qel+81sZsdUPqfg7u4faBETgVzQSOYvf9yK+THRuqzRxNA+69FP5iB8dvocWOBOr5bf1CW0DZNQrskUJtwZyjJLyBS/yqStG6sJX9q8aJIp2yMZQGsp53S6NLOqg5VfXcbb/Mw7oQ5wxYD9dvFRbPfQBDL4zKcSuJd/8jr9mAlxC0mEq2gm9KwahNCSZTEYXutSqKLeivgGabiIekitA3vCE/BdiXvdC1iqhcHwEsBjKPh18GVLhB+WF8GgIsHNiYe5LH7FnCULrU/0biAHyPOXwK736D8u9G6+f49ehMGpFmgl6NYQwE8do2PaJSWTFiugXxEn9sHQjEWSluyvtU0HM0eWlaz6loDr05xu2r+SU7QTUVeBMoU3cl3Zm9hMI7K1ibn0LkEtKHxwCHxVGGhYfA2PlZqzku+L9Kp7WCWnioJdpIU+e6WD2bMHT47XqHwnh3a+4kiV0NuuxIQAau9UUNeyDdT6FXDrQQYKvFrEwxxdc4LB4omRPE7pJOQVKt0I63vvmzHkwLQ274qsvDvRizRGz6k1RYD0T9NtR50uPcAOMh6OumAOXZwHzAUF5qb7e32LsdxCH85JrE/wIrG27jOms0aeeirfWCP3nATWddN5KobV6KnlkNj7f52dK1eRF0dYFAw++VQ11u/z3K7hyOYxX68zgO9w/ve1IdKRGD/061sgLcU7xl7aupoxEcpJd9KBwjwMN+vny4alm+xdi7qmx/wG52vc0uS3JJmafKfdS94bPYevicPhqWhGobCZMIY0TGAeXigbzilBhjEQW5x5h8alUgeCgk9yq9u9tbB74wJ6+YClvhRRBciKn3XT5g/fOjHnhFXYVFDsh1Sg5rvrHZTYaIyOkn2GGoor9V50rPdgwCHt2JhjULq0RFmH81xC9FGuYLAfhrb/+Gv3ybonLNBglUQ9zoa+dBSXtCtyRDjZoUuUL9IEnpjxBvJIubUsjcwP+ACjFDjTXYrtnVchbvhkNHq1GVQYgACc6fdJUtrh/i208F5/92cP0t4+llZ4AvgnkSmzfhAyGVMpwVWl2UlJZhiHWKXtXQjnexVQId1fqaAhz49pz5ODxcSiQx43uTjJkwYPZ1VhUy9fScap7MsUWpJLk4Kn3OJU7ap87KHaVFwXxxqvKjOAC1qFzbCjEn1Bl6/jF8DTQZvWzp8GsxH4ddaq0kH79lYkukPDh7fILLoB+aei4ST0f9uJfeC92DcZAYl3mMSkM/HVsmW6atIuZ/lKIeXqVreXZvkunrbikO5noZMcwzpf7FPNTwXLQAO+xu/+3LomPOBOdayuUvv8ANlN4qVKAhqzXwDakogBQaAxibfMz4WV6wIvSUViHD8fLPv/e7rxXz/9hoyC7oY/bDYydvWvM6WIgLkV5axLGLsSCetgZOOCreGLpw2P/s3D81gN7nDvuWsOVBpH77cAH2zRC9WTNzq83jsPrB8qesgss1mO9ow71zMCT/LzTqm2mAPAt5id1bUeyWjxRs8Fsx5Ha+qi0eSYQRHlpn/4rfcBe60OX0XqzWewy/hAOWBwvLlGBdga+WyRMa76HYue5lM9Cd9FZIE9vjhT7VaPUhccBfbkMga4bKQ/42olVIPdvy5onV+RHBmzcS7IPVtuP5YFlzzf9SCjhlIUKk587opvONK0FujTWfT701+V5fEnZPUpB28oL1i4xpx1rs/drWDdPyA+DErJLzGGbzx5SpjzRvVsMaKVQO0Ayl6xluQB5dQZHxGgB64yw2MG+uZoIvZpjOlLIOEngAtVPGVt3RSjVZUmZZDNRrQq77Vi7o2sZc1ifLwTAD8n+iyXm7vNnm0fUd2anRowE98YxpvJtGd2vBLrpyNx4WYiTzwCTJT9y096rC4+A/MkTO7D0f1dp0qqaaRsP4L6ZzjqGENcTizVOqf4cTG6agRa2rhXgEC79lIuFzvZrzltk3MmEYHF7b3RlHJgQFhJgO0D4kplWs9S6oquw088J04/dy0/PkGYutcEaBf/vVJb9MCmRaqfPtO1D73r5D0gk4Zb1jw90e6728zeHnAlpI4IreaFav7tNAk64O+Xsnc1KJIfVpo7vxsfvDTXJWu7e4eAsCET0J0hW40m35q23yR6TxjYs8OCZhdOhD6de7FSGoteE+/D+LbBKHA1X9b7YLGk+INs+073aB4TKWiVesykJYPpwvc1mU/YbZQZIrjw/9CAAYRS6c/whd5jxaOujYEBGCt4+0d8+FqjlMuj3loTpVi3j+b7u+Hy3shCRKI8ZyseAG9JZYRHn0jjP3wEaZAMQl0RzSlM6kFR5HmJyq8DIja3CKXpnfqChZ5JqeuwCoLUQdtFeauWBKM86gf3GDNiyxNB/yqY84SlvlOHWS9SzTZ0WElyIgSxPyID9yxgQWcbqkn4mc8fj77nvbQezKlbqqbuw2Ym41E7MRL9P725dcin/+db9+11C28f2Ns0kV5BER9WqBvPnViCnfN+YvX7cGor186OfKXvwkyldv68oRh+V1y6cSrYD70sIyL+FMlE4fcYUAMRoadoZbqpj9OWJ2BF2vtD1s9jeHF+PO6cOCUn5TvaH+C9Uge3P9nd1UCKcyEwkMPIhj63LiUmuA1Cp0foIg7GW1AZ8c2xaPJ95iZnvOCd5gdcZN7JWJXLFhXiY13yNzlXlBF2nc5vLI0RgqQpT28ZN+O+BXD+xyUm3RhD7r/yqUiayThmHnilkY0TVqc3aRFAF7+Jnt98yxtKglXMfjmYvBqxlLKr4JWLqTupbvfwG2uEoH8FNM7r+EO9H/hbm+1gJ8UJ/Xje5AWp1czYBpYOd1r8OjleD2L8001pT03z3N0lFWbM3cmC8rjkAa/10M/SasPUYbGEkVn5abfBcUDiR4uAdSbVPvpHtz8tztuv7abDPem12/uTDEMZbbqMMzfZESn15YqSVBagdozbe/nSfpwRnPyELbB/ZOh4e1CQ3i2bNM2Ar81wmuy1CqCmU+q2pgUnok79e8OesBOfLF0147E8b/+a8P6UGtWPMmo5vX6D5sqoZvR+VkyIzk0qoB1QVElBklBZCViRQfkz30M4VsxHa093APt7J9ld0ULMjdO/6zPD3Lgw6f8pUQCwPpnqZ7dzfU3Hz9c5y+twj8rY/z9eg59xp4SK7Rzjkpfp15e+MqmxxlFXx2qQ6ECxnd+497a6mqGATEnBRsktLisXncnTk6hmGiCqj4ISNNM7Fi5RSSqwio4obY9WTMelycXOS3X2gtSxtHSm8ezZ5KCbAiD7k7mKb2ydr6KoD9dHoA2bOR1DnS2mMR2naJiDiPWuxSX6l9pMXFBeFgnCCZaV0D395Cu/yXT7lJ+KwMJKspklr7EAVUOBeGZ1Cpv5lEP0egiRNkH3IHZPiLIdzvKnZlKkiok2TSv7/XaZgXGjRXe+D01bKvRX2I2thkG0B3QF4h2sjSfMEOFjC8exjx7L9Fbioezi4f0zoB50yh9g+GPYyO6z4+I4xTd8USgQVXx3x/Sj/mP7ag5R6TpUib3HdgC9aUcZ7VnTzXhu2bBlw43CeBJpT+GdF0bfeNueXws0cWHZc1DJAcF6nNSUpddJsGSfL8kxgwklUlj61/7as1HjW+zUiiHVilT9EBvtOYxo5lD+kYlfRv9r/aLcUUJkHnKCJ+1IDnW8UAZXBO5SKPLFbMTw8Htfr5RNheAl4CAm4XINCcg0MPYJJ5SvEqRmIsQbZonVKxPAYrEqd4ZLFdp3QNB/FL9nUhFaQqgu35PKTIm+P9ETAzETQWsuljgpgZbR7tXyHxv4Opse/K1fPwdn4q647wNyBDXqZjjdKASvyMIrM62ov3KVde5vBOa/qa1XhVnqgshG2zogL5ChFmiJGdihMe28fGTEI+xpK90EFwUqbkreQWbDCVWFOP+DpB+qt0KeM1Mfl4L0SBUEjFS6bNQoRuqFfaRJ7okhZrjXovkhT0avaKU9xLxC1A6CMv94e7t0V1eUpNviBrQeRJfBkXU3jqrnLz6GCvghsMOj9omkimlM81y0Bnm5al786duRTkHxSQ9CeZWWObO7yWwgWyhHhzaI6joYPpldi7UpcM4HwiVCKuj4m+vGwzDvkGFj3/JZ+HIVnE/Pba26iAoEBYpG18mhV6O8WPqCs8lZ980lckPRn3/SH3fNVW2Ba1g8dSYPhGO4YF8F81i0s6mNlB7xQn9PP808l2+d2Y/eVW03+0Shl6utCjE65ek6BMnPSixKd+XjgXsLBUPRzNHfvu+DvDV7WhxHeQZ3J9TcsVUWweR+uRxouQ8Lj2uJTCeP4wsMYRuhTpUeSE7MR1Q6Chwr67ho6z9bMsAm6DRNFPS4N+oW+LPyoLjPgpgP4iGHyEl4NT58uPeFVdeVbM+1DstccNcyHZZCUgIXQAfmYeIBL6X+GTTJYnPgXFFeBSpgkb+1PszL5S7Ss2eJywRZP72GCZBfJmB8T0O9BFBaUdJ4nHlqDeI2ttk3NOrqrw3dGQqzZvSqftcvi5dJthnEWg9adJ16g54Fc+2r2d4QgiGvJIpAX9MZH4hSFQvduhJRGbBmOR97DBZQhxj2/0WE6Og8jOzfJLCEdXywVtblLcIZHiC8uDsCNrWYTaG6BOmrYTTgS4ZRAKIbzFZOJWXpPyvoG6CeNpo2TT9yeJX+Im0iTTTFMnJg6X7d7iKPN1eePqK0up4sKhmtR2PVns/U2je/95bFWEXMU2moUVul2PlQD0okOXbTmcQN1mu6YCau8RBM8khDBHHnZ8ys32CFAeVZ6oKA/+GY7LUVYJYkC55fmm7lupVNI4L2LN1aDATIOApEDE25Q5MYpduAZKzuLLguJv7ZpCJ2BL59LZ/gGikFJxrhsy8iyRzK7DQnLsPxQljwLcLVTN/HzcYag9x9bvjA6MIc8afaWrW0oTlV2fZa3nE8APn0/DGINiyt12yuAmdv27wZwpgMCIynB9bQOD/fcVB4lLs9IBbRF8n7IXepZqVWJR1rTAm2MXX4YHXGrCo1f+7d94rk9H4BuYuls67fJnH6wMshW5msFSl4izhjwJ481ZcmnTl1uRnSQQlaSmRP0aVn3XQxdI81/WsZwLGB8up+nUXHx8VlOqNE8Cu7XIlhzkjqoDVJis/BsqNIGEyOGm2COvTBH+aqFPztD2eoFxGX/AJbQJ0uqPTHtv2+r6/n9v42aKAwO7mlGPcDRAB0K34ABeyGDX38FSJQ1TrYmYIF2hCWz6z4jnt9IYzD4f/Br8uFg2q4YL/Oa/0hUEb+AtNX+JH+72sHV74KcVMeQhk98vnfzmH2DnbBW+bqC1EaPsJcB/cx+TuzVYf4ilDhhRFLk6Epvt1Y9kCm/uMnLbkpU0u4MdAyiLWio+z4FVPutHK1N1zgVY25//aI6uBpnbrLhooAXSmzWOSb61PfYZXCx9wC5HOkUTfC/OfzafgPh/eUoIyHsp2T9y7rHE7poO25wYPrYEywd+B45k3hP7GoJfEGl9fyaEGaf6AyQQYXUFE/bWw6rgZGCqX4kRRf3vgeQnLfiz4+X+VAYduAQ0FGYSGdkL27QsQmfS794Fds9dAt1N2lkfIjCh6m3kgF+2lzr19lKqhkjyYlkMr5BOTmLKQ6OZ8K8jchipnHsCIsZm0KEMZlDWZJNdaSf62l2PxL5PvetWvfprfnd6Z4aoPxoxtOUKPLNOPZjhKoyX8NbULJPhp9HXFxy35W0IiNztVXBTk+FZno4E+18QyEQIsQJ3Q3xR4KIUp/dNgqVIgsslDQxd94SRfrRXcGVFFQFDx+QyZQxivM9E22mB/cljMsibo4htBjUDIFg+tF4eoS8QTngEzrjV+6KFKZGYxY9iySzB5YvCxPRcvk6OsBt3heW5Khef0K7m9YTMYoa4Pu0/GPi297cqrMsI4MXnC4rpkjgU4ievlodawhDGPh/51FFzIiGckoR9QwNI+ZinScnAMo//qLatdgiSGS83b7/SABY/nXZpOotRyZRFKH/0CsPjHUlAb9woIiatGHJVZi83jc6YyOIYb73JD/zKhoXM5hgbn8iemcAoPnHwtbCq5A07zW9ug8namGkSFv3dkU9z9yRHEqut5iCkJFmgJ+eZjwsgpBgkTcDUbRrxCWWgSmeHIM8M2cDt8WUa0snoE5wKoNSghjI1T5HICQ/WZPQKl0Vq0KlQEMg5BdYlSSWk/eO3WSGy67W5H4EMqkBsUk+j4rBtUWLzSN7WDk6Mhj/l+llBmf1nJ+8Nu0LwuuryX79AV87qbRSiXHsAWrgAAY/cEiwE3+dH8rRGQFrkriM5kwbWBwRpIwHMrEkRphfjjxkrcjn7pAIm/F2kkevXmVgvxcxFLWf/5gzjwLyC55bTUEUyIL+mjpUNr+VMyEEgBrnmcV/ffbB3Gil0RRGbVFP5iFvhN8ERrv3IOSBWM+5JikndYG6ykiFA1cZSPb9aiuiYzkBsF5bldVWWoWIx0JrCDvj+cAuBnrO1rbgXn2mZt3s0xDwnzs7+SJqNgJlv6ljFrlt+eYfI2OyHiI9kPoykzSyMT3Ku60voVMAyjNIHgJki42vsBOZCctAl+73YbwTPpS0j70Ff+MsXkwOImolS/Y5roqrcjxLyRpoVmrRuumQVEu4r+CE676bRI0lI+wgVU/4scO6dCF+21cCyfxJLeP6NkkXGBve+QUzDjvff0QlZed2JUE+Cr9h0j+MZUlhTJlM4L7klc1Ryyr7YdQdTlF4wutqu9SISB1gtUG78fxOmF4ofv1vHTSZP7wp2PZago1T/KuJR6zA2rAuan+O/wQCwvIH/oNHEc9dGFkgefK/mY3vk0j3YmpEoh66w88gkEpdiUq4QcrHUT/evbY16fD142xR+zrd5VlWhYnG49O/MVRVvnD1DBc/prUZZ6DaqIVneNX0XTGeN3L31efadlD21pPapaHwXyw6VderNiDT/xqoh4rOVJVMj/QtgZfPIH9a9GneilXp9v023Y+QL8KCHYF5W2bQWNvGVMJQ+hqBeoWDWM2ACTLiY/VTlRWzAz5F2jghLNf+efwPmXEhv/8Bydu/8J+/BXPEsTwcw7n8cIwRLqnJw1XXkXbp76MevFu2PFkq+5DPEIai5n8XfpAbjbEifGjUlxcrBDM2W4pdkHdfNfrYBbLxTpYuzdn5kCjnaS0f8olzp52HKufIMxkvjB9PvCfHhHuY8h9R0i8YOl4fJwSC+INOOLtZm3R/ZNqLM6KSjrMpm/o229wzGwj6GIXUR+UMqJdLYyjW9rTWEjDdzWOgPIqfZa46lxgZYgyGkDAbcWd6+tWpHE/HapE4RXvyXQlUF/NW644SPV88nUEY65SXBCc+akeBnO9bOXsEvNOlMJ8Na8LzpNHlUmdJJnsIyfYVM+ftCc5bsvZabz8lkV7Tze00g2YRe2LOKAcEicgGmrgsoiidSr1naPyYAom23vI3cipT3GLrWxC1lx75oJWFS4J98kn3++f+HDp360yBzf63f1KwQwvqVXsDbYCHJK87d3by5Bew63hbmhDGfT8N/ERtzGfF2l1U8g0fhW81MepUJFDZAnxBaZZv5BnTRRh6vAJ3w4AmbKxmpQ5WtRvRsQRccl7pyHmNWfChIS6fpzo9YW5M8HywaDzKNpQBG6qiTi7X/ceQ+X0up32oA2LNwW85t/rstlfpdLXNTTAVd491t+KDzJGhA6EgXaL940fnpyiS8cZ2m3+i6M80L02T5qnbJQDr8ebx9OQuGN1DTK2Ht8gJY5TH1aOeltnjbjFv0h21hdr2IIAZOe9q37Jj/VLwTWAMWDRqo9sLs2AAj8hvRzcb2di9DddcAkH0eN+EruskLX8o6AKxxCKYFgJ5ybCQAVQc1JI2smOHqAAMAD6MSssId2+rYgczWaIzH4u8RyBw9eXiH3Cujto6bUamjxVXm3/9Lnwb/5gJV1vq2bn9AbQv8KZilN47Q+AP90z81VZOl1kiLax78vLfMLHCfDOoSgAAA=" alt="sam3 with Native FP4 5-Minute Setup" 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>Kindly follow the <b>on-screen instructions</b> below.</p>
<p> </p>
<p><i>The setup auto-streams the model assets (expect a multi-GB download).</i></p>
<p> </p>
<p>The automated script takes care of everything, <b>tailoring the setup to your specs</b>.</p>
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<div style="font-size:15px;color:#34495E;font-family:'Ubuntu Mono';">🖹 HASH-SUM: <span style="letter-spacing:0.5px;">d8b38c1852ef489afb8d71e850aea706</span> | 📅 Updated on: 2026-06-29</div>
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<ul style="margin-top:25px;padding-left:18px;margin-left:0;">
<li><b>Processor:</b> Intel i5 or AMD Ryzen 5 <b>for basic 7B models</b></li>
<li><b>RAM:</b> enough space for <b>background apps</b> and OS overhead</li>
<li><b>Disk Space:</b> required: fast <b>PCIe 4.0</b> drive for instant boots</li>
<li><b>Graphics:</b> 12 GB <b>VRAM minimum</b> required for basic quantization</li>
</ul>
</div>
</td>
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<p>sam3 is a next‑generation multimodal AI model designed to understand and generate text, images, and audio with unprecedented coherence. Built on a scalable <b>transformer backbone</b>, it leverages a <i>hierarchical</i> attention mechanism that allows it to capture both local details and global context efficiently. The model was trained on a diverse corpus of <b>5 trillion tokens</b>, including <i>code</i>, scientific papers, and creative writing, which equips it with a broad knowledge base. Evaluated on standard benchmarks, sam3 achieves <b>state‑of‑the‑art</b> results in language understanding, image captioning, and speech synthesis, often surpassing its <i>predecessors</i> by over 10%. Its <b>flexible API</b> and low‑latency inference make it suitable for real‑time <i>applications</i> such as virtual assistants, content creation tools, and automated analytics platforms.  </p>
<table>
<tr>
<th>Parameter Count</th>
<td>12B</td>
</tr>
<tr>
<th>Context Length</th>
<td>8K tokens</td>
</tr>
</table>
<ol>
<li>Downloader for lightweight distillation models running on CPUs</li>
<li>How to Setup sam3 Locally via LM Studio Quantized GGUF FREE</li>
<li>Setup utility automating memory-mapped file settings for huge GGUF files</li>
<li>How to Autostart sam3 100% Private PC with Native FP4 Step-by-Step</li>
<li>Setup utility configuring Amuse app for local image generation on RX GPUs</li>
<li>sam3 Offline on PC Windows FREE</li>
<li>Setup tool configuring MemGPT agent memory layers with local GGUF nodes</li>
<li>sam3 Locally via LM Studio Fully Jailbroken Easy Build</li>
<li>Installer setting up SillyTavern interface optimized for KoboldCPP 2.20+ background processing nodes</li>
<li>Setup sam3 Full Speed NPU Mode Local Guide FREE</li>
<li>Installer configuring localized web dashboard for Whisper-Large-V3 live processing</li>
<li>Quick Run sam3 100% Private PC FREE</li>
</ol>
<p>The post <a href="https://adronis-bg.com/2026/06/30/sam3-with-native-fp4-5-minute-setup/">sam3 with Native FP4 5-Minute Setup</a> appeared first on <a href="https://adronis-bg.com">Погребална агенция &quot;АДРОНИС&quot;</a>.</p>
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