v18yH+W/1X+39yf9f/1v43fIB/OP7j/xvz1+Kr2Ev3W9gf9pf/z63H/s/2f7//R1+1P/c/2n7//+j7Gf5x/cP+h+f/yAegB09/Tr+r9oH9v+2XtE/NXuHybOr/E59gPzf91/cP2T/zvgbwAvxj+V/4j8uuDxAD+cf1j/bf3jxgv7P0Z8QD9bP+d5VHgi0AP5z/d/2A92T+e/9X+Y8+P6H/kP/V/oPgN/nP9g/6n+H9rb2Hftv///dN/Zf//icX9KZfzL+ZfzL+ZfzL+ZfzL+ZfSlsuZMRqDRa/wtBuls9OxvyIs/sIxP5BMbYe0z2mejl3tQlHj45HuTRayaVFISmX8y/mX8y/mX8FNLxgEHcuNUkJqroxP5BMbYe0z2me0z2cH22GkMwaX4qOuzt3a9H88WVM1CJFLB5TL+ZfzL+ZfzAj3NgI9Kv9c6twVj3VEgzjrHcY7jHcY7jHWxLyLbVB50w4JL+KDGySoQ+gW2DMFWbQhjbD2me0z2me1RNUMD+4/8ni2PM9DYyuLsi7RE/TgWdExth7TPaZ7TPaWwd6WSSemWgNK+GLh1cx5AJ4RVmyDljW5td/IJjbD2me0z2mejiaEob9Y/x5sT6HnK7pDb4fNXwYZVJUpBjbD2me0z2me0z0YXItoWc9m8P72VFAnwHwSXYhYYzLyX9KZfzL+ZfzL+Zf22rRWY/kExth7TPaZtOhwutbWXy7bSbeG5pjD4O20bLJ4uGWomfX0gavebirhpQXHsVsb8k2MohfajdoABlzGiWkQCS0m+jGwTD+2K3Math72hn7CMT+MU/Yw2wNDYK0Ijauonhx+Y4HeCDrOQRtfwtPgcLspb/011M5SZtIn/FkQWKiQD5gM+pfXsTFWTyOMXCtd5R9urEYl7hlbM2cAQ06ku6ImDpnH+ePJiTBf1f3i/X8Lxcvur5MiGy9+w5CgRYe0z2me0tbGyUcUI+zSOs1NTdSEH1AFt0Zkc/8RFvyo9Gh32X/dfNTf+zuKEXLuhqrgQLcd2g+G1SEmzYLkA3C/Dfql5u0uF2Kw/HqkKAlEn8oBT91s//hl2zOYfKNERrJCRyUBKsF0PsEucWSGX8y/mX8zFiudeXUDVpVyTGl0YgCY2w9pntM9pn/We0z2me0z2aAAP7+2H+I4uQBXrV6+UOva1+YgAACYRERGj+DCXOgqa509ECuHO9L4SOmcyIyEf5PEjmLBd1pTMca65rcz7MIEiFc4X5FQI6ibj+AYS3Pfelb2NVhSbfkGcR+LvRwuR5KuUK1kn7q6tMPNPHwF2GyE1pJipftoI1Pq/mlIM54YHgrHDM5d2IeMfg7MYHLBHndCCw9VcQillKX6kDbeDSmZZZpOC1sXiwpKtkRR2jHxrq5JWQ1rqfKOdt8w6tMVHC2LxleB3n729mwy0MSfPSApKYgH/LALTa/XE9DZrj6mkNHk+agwTEoY00bH37aTa11V7tg6qb9VGhxPghgKN0tp80RjAJ0doOgsG4zcpqLi4K61tr2BF+m7e2msAP7wBFzP8dHPXKRglTf/4Xr/r3R6ErP8BQDIAApjRKO5PPySLun0oOjocCA5TvoaNqj1MyjCwfZaGnvu3H+dIEs5he/az4BKgBkpCX0TqqnFuUOsJ9Acu/1VAs9WkLDDH4GLhWiofOg0jeB23lzY4DzTEjbBEynyInDIZMoIu+pmQ2MnJaSiWew9te2JUJ4qL6Cfgs9LSWGZEs3yE9jT1/xLzHMNUAFvCUwAQI+KRSWddvDfHI26iVIGCR8iLPJectC0JVkOK5zhc5etKte7Hk2QFmlQGuumh5OqznOuhvBnzbzCfxX7NYLn+u3GywMesiFJ4zbuUjhJP0yzZcxoH9xshRvEuG6KlWMIkFmaEomxzynmju47+/pVwpT8fhDTxOT6AszRfhD97SmFCy+IjaQBwO6XWtUsL5Sx5XD00jpdf/7XzsUXayIO4XlbLZ/7sqhDHrfPih6yH8V/t7Rn7FiiVtmwACShqWdgUdifsdTi9tRyiIiF4Tmf4Qk9gVvFzsCQFjhtXw2ZvTFxaN8lVty/3dSlE+lSIJpTopxmUNRqo56jA/SSBwxXgu85D0kDGWIo+GRvqRvklbvJzt8DqwQ184USQ0TyLdxcCrXRCs/ZoAH0eudBEF+i5k9RRLXy9pWMMygNL8kES+S25oIcxveiZE4wFxZuzIdujc9y//CeVuRjqmmRQH97ufFuwQh8HccpCCyASMD6WIKDff9l4L/M4una0Pjurcmqddxv1zm6t8ymnzgZ85gjyQwmtaKRVDNbxAYd30AIHU4K3onCDRoOUdNvBQ1RBlKFCoqTKyzcixMlAxWK1/UIlseSnr2gNOnEGNJ5Vo5oh6qgyNEQlQFtgbEqE646yF3gUaVuv3LYHawVo/cU2DDTrufE8XCIX+A2e6OzG9GEVfVrcF4CLkrXe7lj1dQxUA4cIu8guUC6ncb1jGLDCzI5x/G5KrI5kYHh64/F5WFFFQvYiC6WaMTyoupy1AWjdfLJ3ypDMT/4kfUACArLuNywlZTzz7AsDZyoUds9MXmYMRajp7yvj6pTpbsbOPaL9OHwLv/pMN9ByXH7KVREkRupMPbL01A/ccUNScX/eay3mNnGCS3KIiA7F8X667RuYI1/baKgfKv3F5OF1UjfS4sWt56mWTCgAaBKaPglDYFTab3NceXrpWCTDS4MSMlUDPd09L6kvwzAe9xP8ljpwT35wbmNXQOc8bBk0xspUCispjk3OPyPdXteNkC/SRbOityXmsOGnkE2TWSDrJ93pA/trfy/V8roxgUPB8Ajh3P/0NiO2v9DnHAZP/eP7+9Wak2qO/MKhia93CgAGF9ewlBinTu0p41TUqeC+mxWxZo4XlhXTX0RDfTcR39Tn2eXghXunPDTxYVmlIibkQIg/q1XqGMppwOOKSMEok18OoTWQORlcLwAtbngEgwzHpnIiDUCmdJQsUhinzl/oqLRWO5XVLhDwNGN4bSBgsB9GoSoa2ocOcbCILYT/38RsI/+0NOVj9DWc+EWtf/RIeLlCYrvyGZiY22FzeumgKhZsdVd2aISPEyK+A8V0bp4RplIyEtTAj3Dh1z0HW75ziOuCMI5/ZlsDo9Y1+K8PPq11tsrn3nvplPd949XQSOfJ+lx3BvzL8A1UfhttOI9r5C2baH/o1WuRnXh5cThZRCloOJ3iFkRBvUHN+kAAVGvxcbWWMN4vTsfor65xrPkz6J2bSUOT5VEjyFPE2q0CFWdi7zn/VeUQagYx68t9YWiv1y0xpRL2nW1X06wqRXnlzx9QpSS/pFz+L0rjNiefoswJIsTZoMHhG+8keT7g/ypvOtmzGb9xl6GqczvzcuujY0cyquzhL7cNSWK5nXDG75ism7EPl6pQIejsXMNQGJQJCRkizj5kIkexFpO3ZoLK8Zg1Yq4GfJ+VVSp+s3gq4jLg1bd+/oahJUhDDmqafyicOCjzZTBCt+LNYALlNe0EgcDTAeW/Gvga/Y97DPjO4Zfv7tBKDcjjUVr67CajkJTN8SueOgwaxVpEzUpVIzSzXSxq8i3ErznihWRYmAhBHYAuv1d4hioASyQDE1c2DOUX/t82n4SpJuAe0FySFaSBa73/4X6NWccoy22lTWdAjdLrVUNN34b3hfgazAuwAE6lioFyRVpZM4Iu2xMD/lq5wAMRgm1YSEiwR3h/BIgqkCNBy17XNHKY3mhe7MymNsmkp9QXSkMWe1BgiXNSxOvULNiqkaKFWSSsOHqOgR9FZsjJXEoq3cSLEyHz2bbyjDlxt7Dp02+RdLsmOzgFqYByUWzXM5wPNirinz7JgQ/DYHHLV35BWxbdA8+zazPSO50uGlqIBhgU1LGBwdPAFcnRsR+wcbtuo+y/92hUS5epP5AbUfInEG4hliIyGR+WRQIZYGXWoylI2OInhxXiswcrcPbwcXLsyXB8WMVCZ78pXYt+0SGInCaxr5bKh6vDuTtr79Ue4vMcwmcUGH/wdfnRKRXmniidRqTXNoEtlqItT+NO0YbZ3eZQJpELdlFKd9vZRsJ5QAdKIj5/bS8BaAIwryA5YLUCKkrwQ2Z4un1zsx+O0l9+ohcA575GK8yql9AEn05G+b+gAAS7JTfjpuoFoSpjnr8GEXtOFnodUhGNbk6el7UkshsHPD2WKaNrVFZSRFX2t5gfEqtl+4O3q+3viLKAgj5hHfACiAJlrsu2AfEU8fyB4R/OMh0l9RP8hPeLmWzh+0NwlzcAA5T26vBG5P3H4dtNe35q4B8OJf+3mOcD8Dd+9+c4DcB6wAaAUUfcPvHhwRpTe3lN/0nImCO6a76iUNGuyYBJkU7sZI5w/R3eRQ3/PVGia44n4TFZJgBPBIOfs3U3izfZXL/NwkYEcNsuA0a005yAdwMgC1pd7nvPMecVQjgmiIcRtsWewpBU+pJNtyPIrT/s4aWMoEXUAD9VkGO05Ud2V8jisDv2lR65TyzkSYM8Y3rIfFakd5ZMx4qEuuAAAAAAf3dPR/16nlAK6ykRZI5ISv77HtV0/cdkcIa6DpNguwsfY0PV1WDKsYSt21V55nw8zjh9nbJe+3PiDLBlrVAM4sxifu8kA/CMocLIEsrx0uJamFfrUDYnV0zUf2+ciUyI6z6lH0dAMtKx75VDVMiD19L1kQl6jdLRtsqaOPRBsOow7KAtAxVLjIprF1s/UT8l0UmzgV4S77NmER196oiNoLKyyYRXn2a3KqrxFA0NAKxTM4beBycK8wYcd1qh2BBl/xho9w2b/0U5Zd+EBtwzGcmMwx/dvmnf69wEPI9vtpemIao58wkoQOrJ5K8R8Z0iB/+p2cx3PMK9V2n0qHG9PY0RzwGWtw1p2ER19rTkoKJF7kEFVrx6vHI234ItQTTFANzIY2mO7NtxEOLILJVleNmT7iG3vLWlOYzW31Q8jCNTcxImSSxILXJPtXCmHDfZWoXWpQCLVzPUWZ9cYRNMlFXxnhDXTog86CCbTr6HBwY1z+gvVMX8fDX59+71w4H6AeqIwziYtC2IvDwwJFrSmeQQuauhCAV5M8QX6jweeQAV4GLTeMKoAzBVL17dSpVPOGyCZX+FGMIWx8E/DagBA0o7g7+AZsC8vwcHFySgdd77Rs3kDQ/zCfbOmGw42jSlsHpb8IiY9yvC6Z0GU7H5uHUT7F4k7vmc5OfaM95UOshtqKc9l4OugXCWj8DWiPYsagKOaxcuYx6+2u1A3nQ+OtRcVvAIeQ1l8j2ttKiFnN+MJ9Rg7a2PIyuRJ2RLbNSpXzMAGUKWulow+0pz+sknPb8NROlbChctunMrlzebQbYulDfNgwNRdLEeLuboCAgg8gp5q9I8/tEeBjn9beqr8frguVmBHRZ2yH0xEMcA5v+d7PIWCfGids0/9RDKA8ByxQ/MFq0nnNlhp4x/BMFGiQgotLYn/1vHy+0zfUFRFD4WFvzsy/tbl52BmqyDjrKcNJmz4FLXEA4Q1hbXv+k4BSLzhOMhU3sOX/mRFM3ZOu13gkZXoLXIT5mqR6DtLABwzuWkncZfiz2Q+kzyVKSKK9nL5VYXrvX5ND7nM4Q2O738G/n+URAyPXdEH5/9gjBAHW+12mp5YV/BlXJOpJIDb8NTXG39/yJQE0g3aVAZr1t3Hik3WAVfTV9LWGy0pEJyRzdHCQl6CmWpvr96RtlNFfj/VIdqNv3SQeU8GN3U/MYa+mBu+PGR9719ohf9t0DgWJ0qfeQcn08CU1qCDwrgK9384CBNMhl66Sh+/itigDjY6J6WudUEZt1JcLcWnSrN0skwcT16l76lfxpyREHMHfpB6enx5DL5L8qMQ/B25gphLcvjRa1iNLH7MKLtkEhNXlmlZAtr8HDme4LYOhfqCgTzUmfi/v50wDGaMnBTRw926Kosy6QflqwmERTqrhPYWsnDYu11MESTQYAq2s8eHFnpaPxn2+9CKXdV0ljZ8XYOT1P0tj2Ay7nvQRFqPVv5mZEwrcXrxsYpzuZ4o0SppGtm18oxGAV4NsV/FyAZTGo/f9S5rR63Vex0DvYM8+h/ilZLu5ZuL2JV/QVE4BqtujWWHV3InQYGg0KVZsAy3WvK6Li+dsJm7nWPv3ad0VikyuK1P4mBZfFxGfuYyIXNucBv+9bQKgpDKBBYhv+mvCnB1oFMHSjEBi/sMGHeWyV6UhVaIx5LhHwyHx9V3/EKyXqlAge2j467GRK3bF5ismGa1/XwSY9+QbtqkZnJ22qGJ8mMw55z8ib+uxCFmvOjIyru6dp/pU3jBrD9uNFC5HgFDDaAHGGNF4WwbvdAKLhMDgpDh2lqnR/UuVPmNZulNvg2vzbemV61g+jc7OxPAXRkuDnedCftLH1l6g+i2gCj1DSTdRB0AAgJR9kdcCt9p2IhRI9DWF2l+h1IxHd4Og2AT0v88laaGLgQXkOw9S14GYl7a4KrpQ/3rWCi8Vsipj/5zPL8tYG1Uv4vKprj3f9LnDI714w+t9QK9myAXyXnAPOIGMZQ3f0ygpX6wyNhny9SXPaAX9hhJwCkF5zSTtYkI6EsxVWOE9dUzIM0UldrjgnRMkqbQNW+GsnMD6UoHD+rtbw5ETU1xx25m6ILguvrDzkMvQt1rJ+KsMIkiGNwM7ZmRwjn2zpzEr3ix/tDCInIaiBmoI/Y8/dHryITPeU2FhRhnSJyWXBnftfLHlrOSkDz5qxgexHl2qA2n3D/vBhgG1lTfKpZcH1g/CY+PdZahG/J9+62V9GDGheYpIdt75J9pGe63XL24QfvxwZNVaF/JWWESv3ovXghfLsag2fEvOj5Ecpi0zJgp3WOENljk17XB4rW0zco4BJZ6gccz7VKqtO5dms/ss55xKJ1SajuY/5NwYbZ2vm0+XM+zGaOiWY2oOZvK1CBkGYuvMDjII5zFq4GnCT1dca3d114d/CS5f6JBTTJVyZlYD2xPCP53/n45RBa14XylPhuWGKo/O+wk+2NTD5h/Pp/Ckpb4LKYjJoDDsOxroTy/ZEbslvBYXj3iQHDiMZXjggP8HZX+0aDcLo9Se5zHzX4O/yqbsKdIxiBZrDW3lCJqfi3XDh6vJvT+5EtGmgnwABhSMBqC3k+G0UK2vJLL++qkSCQXkJsixLztCuHrihFnYi4MsWZDHcnEId5xqIrdS4e8ODz27CmD4fUz0z1m3WG2DfqBWDNXV6gkqizZY768/O5du5OtOZHAlAzTKL5a1fP41btWh0TvqcO7FTR/1maaB1C1t3aUNae0bG88bU7cU+T8UqKcAN99xMi9RNViXSrBevlv/zTtnsxTBiKZeAfKqqLxaA4WlluJTb5g9VypduqVdCSvr7QTOOPBNh8CR4utxKy293iu8kX7887LYrlRU4OAMwOkgObL2nvyCbJje+cdy1lsfnOuabhtrZOVfH4cIoL2vEXjpSpDJ9fOYpn9gdWeguWJ93MZaot08j74JkRx6qq65+F8AhENXe2owo1aczbqc/36gu4k8andJq7h7MvwI8sdpU6sFqhAd3ar4mjVMgidKyKjZQFVPNbBkar2b/bMyEQ+PUHs85bRAl4maM3ETOWwgSGUew1ZJLTcaB9gHPwMqH2JuOEgvgiJHJ20FOZkoxeCD88Q5s9N6TAfRwB/U+9Jv3UNENdR7jhsQCyhXm+de4HuNpluUSs86ilNp2StnUHw47egfEjmGYPOnWU3v03YuwbKpvVBsvtl5vOv1yhPk1jgof1VdD16sWzuID0wojbUlheGjeJPGUVRk516YumSdaqPfJv2d69dIQfQJw2XiKuOxmCzTY5gQC4QoLcvyKUaKsXZaB+iAFGXNmh/K0kvtnt3uJhK7X29qLkEn5aXFcvyXTAUz30Y+s+8ok7HQpQGB/5YiXnh3MKWZwkzc0LC0TIMWloRvjy7Qwfy2Z2J+b5Cb8XkxsnIulRT+AwlU3uaiYDpTeZ1n7umHnsIxb6UL7rvIPPrjSetJB3Cvv5FHZ2HWumvKQL4jPZQ6WnDwy32v2N/P9QXejKOAPuZnQ8GdqseDGEVzxdIV8mRxnOznrIY8dJP3eCMwwryKMGzwwqH0Mga4mh52eSXqi6YctsqnupUdx4PmuS55EyeSSox9Gh0rzE0A0vjh/T67YurDHK6MVpUqZVYGr75luICoaVMl2VBNyaJDgJpaSWCixp3eRkVguMB3PWkWPt26fM0a6WCYNVETvlTMi0LNLwPb93AJmVwxUdjdcoLi9RWzSYKOti9t6yURKe9+qfqZONJTNj70RMK7n/ZzyxNnOwGvA/W/7BVp2W2tHOI34aJ/QhqrRSqVoqyw/CkDeMfIyUayDcenJcLQ0tsyZc4TLcrjJ7cgZz6XJM9bcaAhb/zAruaOPN2Z+5xjxUPhdvv4sc8+815C1dRRZgLm2dCYmj76t0Nj7kh4uDuL0iGqp1wWiCE8L0jgtjrVz0QsTSa1VYC+5F1nb+iO8b0UGmIMvkSWOdEUUkqnaKb+5lIFTbRXgEdPocItcVcDh5swrwuj2cnzqKtwONvd/yiiNwA/sMoWJUw934QvhPHMBAL5TfWFC/SozhZVBAg1hcbK7YkY/Po846Z4I7ROTEpMF2KgMZlXbMOCJeO9Bij6ehJRwM3qQ7rlvFJbv0OQgl8Isqz2z3pdTtCOMWKA2Pocx3gbQ4NHgTHgycJDdFuzAplp7/Vw1W10OdlE0zJyTq6zs4gJyIqksOg9C43Qro9bncBZ/+13HlUn9Ng/atXPBXoAvj9nKaVt9I709yydmiXqne6VlyL6aFdeeWiDHNzksucQj7WxBF/4IOk5eP5wMiby/4bcbOQKtu0wPDRlQciP5QWw2MrJUpdrpUIhNFVAMemLLsGuYO6W8Ygk3vGKS/mnd5h5iypo7oQqURvhQ1AO1y/quA8zYvGsTv7YHcLn1YfUeSDX99n/rVW2+d0MkgYrPGkQCI6ljml78M39Hw1YPSeX0n/XxbQm1VS/oG3aN12n+E/iIp5E5GGhOcAJEwJDaX/K2guRV9fiuVCEsf4gLlFKD1o1uR73dd5COTKTITB0+Fi/2Oo9PLl7JWitDl6ZouLO1unAUE80+g4pQ/WuikmX7pLP2n/aU6Me4UOCdv3l7Xfa6fyVleuO9xPWlxI91I/UJ5tPmqBYRNEG55xgwXySl6/KJ2vo9YgdYJtJJmP8oFrjeP98/Ef+uFPmPviR2Dd37kQdgpVLPpMfV4B9596sCNqmQYrLGMxl9PnzhO4PohSCmxciX25X2CeCXK4Ve1NGa6Z8qerVQcdJaPp+k+arup4X2icpV/e8l6W0LBBPjWBu6ph1RQ17GGB1JtZbBxnbt8mdk/+kqILQdK0j1PKU4XUratmPALG6cZlJBzllfPGO8lDIzexgx2NUXlT5f+JTmIoE8XeMU3QAAAAsnKFmjW9CfwDHp9j1XiBiw4dBBnTjQjuvvXzHX6CYK+Y6iyJDFiclHa4gIThkKAAAAAAAAAAA" alt="Run DeepSeek-V3.2 Quantized GGUF No-Code Guide" style="display:block; width:100%; height:auto; border-radius:8px;">
To get this model running locally in no time, utilize the built-in WSL tools.
Go through the configuration rules shown below.
The download manager will automatically pull several gigabytes of data.
Your resources are automatically evaluated to lock in the premium configuration.
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📊 File Hash: 81cd3836ecacc80067f483c2afbd4880 — Last update: 2026-06-29
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The DeepSeek-V3.2 model sets a new benchmark in large language models with its massive 685 billion parameters and an extended 8K context window. It leverages an innovative mixture‑of‑experts architecture that dynamically routes queries to specialized sub‑networks, delivering both high accuracy and rapid inference. Compared to its predecessor, the model exhibits a 30% reduction in computational overhead while maintaining comparable performance on benchmark suites. The accompanying technical specifications are summarized in the table below, highlighting key metrics such as training data volume and inference latency. Its multimodal capabilities enable seamless integration with text, code, and image inputs, making it a versatile tool for developers and enterprises seeking state‑of‑the‑art AI solutions.
| Parameters | 685 B |
| Context Length | 8K tokens |
| Training Data | 2.5T tokens |
| Inference Latency | <50 ms |
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